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---|---|---|---|---|---|---|---|---|---|
math | kindergarten | take-apart-numbers-up-to-10-words | false | true | Choose the sentence that matches the picture. | "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" | [
"9 is 5 and 4.",
"9 is 6 and 3."
] | null | 0 |
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 | 0 |
math | grade-8 | identify-lines-of-best-fit | true | false | Which graph shows the line of best fit for the data? | null | null | [
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",
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",
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",
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"
] | 3 |
math | pre-k | fewer-and-more-compare-by-counting | true | false | Which group has fewer? | null | null | [
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] | 1 |
math | grade-2 | identify-the-fraction | false | true | What fraction of the shape is blue? | "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" | [
"9/10",
"4/12",
"9/11",
"9/12"
] | null | 2 |
math | grade-4 | parallel-sides-in-quadrilaterals | false | true | How many pairs of opposite sides are parallel? | "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" | [
"1 pair",
"no pairs",
"2 pairs"
] | null | 2 |
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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" | [
"4+3=7",
"4+2=6"
] | null | 1 |
math | pre-k | rectangles | true | false | Which shape is a rectangle? | null | null | [
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] | 2 |
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. | 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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 | 2 |
math | pre-k | represent-numbers-with-shapes-up-to-3 | true | false | Which group has 3 rectangles? | null | null | [
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] | 0 |
math | grade-5 | interpret-bar-graphs | true | true | For the annual class picnic, each student voted for his or her favorite meal. Which bar graph shows the same data? | 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1KruTeJfbdxOMym7GxzDvcKBRWXLSld0iG5Xzl6asfXFiEuIobJsfAHPMqF2oIl/sXmioC6Tor2K+kuS3zs2vpzaR3SKboXxPxD/0eeC8rT2305Cgwb1E9vTNMBbUG8Hnuxbw84kNJCQat28qn+6Yy6bQvwzbyeNuKqkeu6RE7j44dkl3uf2Q36+v9y8z2s5sYyciIvKgDJNgPyg+8Q7mZvdmuBS1K4CFeRbO3Ax/rnbSWmj0FTY9sJJEsmI5nAh+yF3281GXyGGZnbzZcnLl1o1U9fe8K5TE/5soP+r8zTsSyMzaH7Hkn3WEhB+gp1szitoVSLEiRnxiguFuZzIbCysmVevDO8Vq8UfoPvZE/MOVWzcMUwgK2uYjWxZLowuOhymVuwgARzqkXArvUmyk0faD5yP2zm08lvVkSKX2zKkzhPGevozfvdDwDYgpHYo8/cixfxGeNHZLj6/nowrtGFyhPdMOLMejgBsdSzWg18YvU9R98LxltrETERF5UJol2MkJlYV5ludu60J0BIlJiRT69w7Zq+j0zTCcsudNUV7QNh9RCbFc/Te5TkxKMsk5NYWA01sYV7UnE6v1pmSuwhyKPE1j/484fuPCE49d0uAz8lrnxHVxB27ExwDwZlEPw/7kz5vfOvdj20le6q7oghaci358Qvcwl29dZ/CWGXyx+wcGVWjHrDqDuXU3noVHV6e6rYzk6LWzhIQfoEOpBnzyRmcuxUby8daZLD629onHauxERCSzS7Nbt5fjrgP37j4nc8qel3L2JR5xxKPF3Y1nd8RROpduRNZ0klya2sYLe6lbqCKFsuczlGU1z0K7kvX548Jew/3fy3HXKGrnYFTHu3Dlp+4nJuEWOS1tsc5i+dwxD6/8Lhsu7KHS0u7YzW5A1Z99+SN03xOPszS3oPFrniw7vsGQoJljZvSAWuyd2/xz7RxvF69pdKzjAy/r2R1xlLg7t+ni2ijV8WcxM8f83zVmIm9HMWL7HI5dO081x7KpbutlMOXYNXnNi9K5i1Lhpy7knNOQkovaMePgiicep7ETERF5CXewqzmW48Zt4/V691z+h+iEOHZHHGVghbaExlwmj1UO+pZrwbX75ommxvub/djcYjq/v+XHlH0/kcS9VSzWndvFtIO/mOCTpK0JexbRvlQDfn/Lj1E75hKTEMfACm3Jb52LhiFTDfU2hu7l/fKt+aB8ay7FRtLDrSnZs2Z7TMvG9l0+RlZzC8Z5+rLqdAinboQ9091DgJyWtng5lqVB4TeIvB1FUlISV2/d4Hx0BHeTEh95XHziHSLirtHDrSmHI89gbWHFh+5tKJ27KFvvm0M/Ztd8Fjf4lB/qj2Th0dUUy+HEsMqdiE/8b453RNx1hm+bzeRqfbGxyMaq0yFYmGehUdGqBJ3Zxp/hBx4Zx7BKnWhWrDqT9y7h2PXzeBeqRKncRRi9c94znY8XzdRjVzB7Ptq4eHPyRiiJSUlEJ8RxLuoicY95zkFjJyIi8hIS7JVNJqQoq7y0O3su/0O39eP5znsYc+p8zM5Lh+m1cTL1ClemVkH3VPez/dIhPJa9xxdevZjnPZyYO3H8fn43y09ufPLBGUDMnVu8sbQ7E7368GX1vlhbWLEl7CAVfurKiX8fWAMYt2shxXIUZLRHd45fP8+sv3/jxI1QNr499TGt/yfo7Db89i+jU+mGtHapy0ch0zh3/NmStC/3/UjX1xuzpvlXRuWhMZdps3qU0QOnD2oV/AnTaw1iRZPx7L18jCn7fsKzQBnK5/3vG44lx9ZhbmbGRxXas7zRWHZeOkyr4E+YXWeIUVtf71/GmahwhlTsQJ9y73A17gZ/hu3nUty1x8b/zf6fyZ41GyMqd8YlVyHOR0UwYPNXhlVR0htTjt3yExv5zKMbPzYcbVQekxDH0K2zHnvRqrETEZHMzoyp1fT6tBfIv+ZYmm7+5MkVX0Erm0zgUORphv+71JuFWRZez/Ma6976mt0RR2niPziNI3xxMvq4f+jemubONWiw8kPDSh+v2RVgTt2P7y2BN7thigdTXyX3v5hJREQktdLH8hnyynHKnpdmztVZeDTYUHYn6S4Hrp7k76uniLx1Mw2jkyfpXeZtfjq+3mgZvTNRF/kzbD/Xb0e/0sm1iIjI81KCLS/E5bhrRMRdY4xHD0rkLEgWM3MK2+ZnoldvKucvzeS9KZdek/TjUORp+pZ9Bw+H17E0tyC3lR1dXRszpGJ7Rm7/Nq3DExERSdcy7DrYkr4lJN6lzq/9GVO1ByEtZpLTypZzURfZHLqfSku7Gc0bl/Sny+/jGFu1J0vfHIODTR4ux13jr8vHaRrw8VOtBCMiIpKZKcGWF+bwtTNGr7OWjONGfAz9N39F/81fPbmyiIiIGNEUERERERERE1KCLSIiIiJiQkqwRURERERMSAm2iIiIiIgJ6UUzIiIP0ItmRETkeVgsKzaKVo0bpHUcr6yfg9ZSv5pHWochL9m6LTv0e5VB/Ry0Nq1DEBGRDE5TRERERERETEgJtoiIiIiICSnBFhERERExISXYIiIiIiImpARbRERERMSElGCLiIiIiJiQEmwRERERERNSgi0iIiIiYkIZNsEePHgw48ePT+swRERERESMPHWCXaVKFT799NOH7itfvjyTJk1Kdec7d+5kw4YNqT4O4MyZM1y4cOGZjhXTOXDgAF27dqV6tWp07NCB4ODgFHUSEhKYOHEibzZsSPNmzZg9a1YaRCqptWrVKjp37ky5cuWoV68e8+bNIzEx0ajOpUuX6NmzJ+7u7jRv3vyh4y8iIpLZpOkd7BUrVrB8+fK0DEGew5kzZ3ivRw9KlSrFzFmzaNKkCaM/+yzFmI4aNYo/Nm5k2LBh+PbqxaJFi5g6dWoaRS1Pw8/PjxEjRuDh4cG3335L06ZNGTduHN9//72hTlxcHG3atCEmJoYZM2ZQt25d+vXrx6ZNm9IwchERkbRnkZadR0ZGkiVLlrQMQZ7DksWLec3ZmaFDhwJQtmxZEu7cYfasWTRt2hQrKyvCwsJYHRzM9Bkz8PLyAiAmJga/r7+me/fu2NjYpOVHkEfw9vamXr16uLm5AeDh4cHZs2dZvHgxXbt2BSAoKIiLFy/i7++PnZ0dXl5enDhxgtmzZ1OrVq20DF9ERCRNvbA72Ddv3mT48OFUr16dSpUq0atXL86dOwfA9evXKVu2LGvXriU4OBhnZ2ecnZ2Jj49/aFvXrl3jww8/pHLlytSqVQs/Pz8sLFJeG5w4cYJu3bpRoUIFatasyejRo4mJiTGqExcXx7hx4/Dy8jL0m/yzdOlSAHbv3k3Lli1xc3PD29ubCRMmEBUVZeIzlPGdOn0a19Kljcp8fHy4cuUKBw4cAGDdunXY2tlRpUoVQ526desSExPD1q1bX2q88vTKlCljSK6Tubi4EB4ebtgODAzEy8sLOzs7Q9mbb77Jtm3biIyMfGmxioiIpDcvJMGOi4ujWbNmhISEMGjQIMaPH09kZCSNGzfm3Llz2NnZsWzZMkqVKkW1atUICgoiKCiIrFmzpmjr1q1bvP3222zbto0hQ4YwYsQI/vnnH7Zv325U78iRI/j4+HDnzh0mTZpE//79CQ4OpnXr1iQkJBjqDR8+nDVr1uDn58f69evx9vbGycmJDRs24OPjw/Xr1+nWrRv29vbMmzePIUOGcPToUaKjo1/EqcrQ7PPkISIiwqgsKSnJcOcaIDw8nIJOTkYXRPb29tja2Rkla5L+HTlyhFKlShm2Q0NDcXZ2NqqTvJ08/iIiIplRqqaILFy4kIULFz6x3qxZswgLC2Pjxo0ULFgQgDp16lC3bl3Gjh3LnDlzcHV1xcbGhhw5cuDq6vrIthYsWMD58+dZu3YtxYsXB6BBgwa88847RvU+++wzChcuzPz58w3TTtzd3WnYsCE//PAD3bp14/bt2wQEBDBu3DjeeOMNAMaOHYunpyeRkZE4Ozuzd+9eoqKi6N27N+7u7gA0bNgwNacp0/CuV4+Phwzht99+w9vbm+PHjhkedr1y+bLhvzlz5kxxbM4cOQx1JP0LCwtj/fr1DBo0yFAWERFBrly5jOolbz944SUiIpKZpCrB9vb25t13301R3qtXL6PtrVu34unpaUiuASwtLWnWrBk//PBDqgLcsmULVapUMSTXye6fux0fH8/u3bv56KOPjMpdXFxwd3dn27ZtdOvWzXDc/XWS76xaWloC4OrqSqFChfjoo4/o378/jRs3fuiddbl3oXPhwgWm/O9/jP7sM1xdXflk5Eje69EDa2trAMzMzEhKSkpxbFJSEmZmZi87ZHlGo0ePxt7eno4dOxrKHja2ydsaWxERycxSlWAXLFiQmjVrpih/MAE9d+4ctWvXTlHPycmJ6OhoIiMjyZMnz1P1efbsWTw8PB5bJzQ0lMTERAoUKPDQPo8dOwaAlZUVzZo1Y+bMmVSoUIG8efPy+eefU6JECUr/O5fY2tqa3377jdmzZzNs2DAmT55Mnz59aN++/VPFm9l069aNbt26ERcXh7W1NdevX+fWrVs4/DsWefPl4/z58ymOu3nzJvny53/Z4cozmDlzJhs3bmTp0qWGC1GA/Pnzc+PGDaO6169fB8DBweFlhigiIpKuvJA52IULF+bSpUspyi9evEj27NnJnTv3U7eVJ08erly58tg6Tk5OmJubP7LPwoULG7bbtGnDtWvX6N69OzVq1CAuLo558+YZXSTY29szfPhwtm7dSvPmzRkxYgS//PLLU8ecGSXfsd69ezfm5uaUKVMGuDc2oaGhRvPgL1++THR0NE5OTmkSqzy94OBgJk2axKhRo6hQoYLRvkKFCnHy5EmjslOnTmFmZoajo+PLDFNERCRdeSEJtqenJ9u2bTN6iC0hIYFVq1ZRtWpVw9fH1tbWXH7CPFw3Nzd27NhhuDMG96aE3L9tZWVFxYoVWblypdGLME6dOsW+ffvw9PQ0lH322WcMHTqUjRs3sn//fubMmWOUgN+9e9fQRq5cuRg8eDDFihVjz549z3QuXnX3r/xy584dFi9aRIMGDQx3MOvVq0dMTAw7duww1Nuwfj22trZG4yLpT0hICB988AE9evQwmhqSzMfHh+3btxvdxQ4ODqZatWqpuogWERF51byQBLt37944ODjQsWNHAgIC2LBhA507d+bq1at88sknhnpubm4cOHCApUuX8scffzx0mT5fX18SExPp3Lkz69atIzAwkLZt2xIaGmpUb/To0Zw6dYoePXrwxx9/8Ntvv/Huu+/i4uJiNG88KiqK1atXs2vXLg4ePMjhw4eN7nzPmDGDt99+m8DAQI4cOcLcuXM5deoUVatWfQFnKmMLCQmhxTvvEBQYyOZNm/jg/ffvjcF77xnqODo64tO0KePGjuXPP/9kzZo1TJ06lfYdOpAtW7Y0jF4eZ/fu3fTs2ZMyZcrQpEkTduzYYfg5c+YMAI0aNaJQoUL07duXnTt3Mm3aNNauXUvPnj3TNngREZE09kJeNGNjY8OqVauYMGEC48eP59atW1SuXJnAwEBee+01Q71evXpx4sQJxowZQ4ECBfj2228pVqyYUVtFihTh559/ZuzYsQwcOJDXXnuNLl26cPjwYaM75K+//jr+/v6MHz+eDz74ADs7O7y9vRk8eLDRvNHevXszdOjQFK9oL1euHPPmzaNLly7ExcUxffp0Tp8+jZOTE59++inNmjV7EacqQ6tUqRI1a9Vi5syZREdHU658eRYtXmz0jQDce5PjlClTGDd2LFZWVnTq1AnfBx6MlfRl7NixxMXFsXfvXt5++22jfe+++y6jR4/GysqKJUuWMHLkSHr27EnRokWZPn06NWrUSKOoRURE0gezZYFrklo1bpDWcbwU169fN7zyOflhzbi4ODZv3kyvXr0YOnQovr6+Ju3z56C11K/2+Ic05dWzbssOMsvv1avm56C1GjsREXkuL+xNjunRpk2buHXrltFKKNbW1tSpU4ds2bKlWNNXRERERCS1MlWCXbx4ca5evcr06dO5evUqCQkJHDlyBF9fX1577TUaN26c1iGKiIiISAb3QuZgp1dlypTh22+/Zfbs2cyZM4e7d+9SuHBh3nzzTbp27YqdnV1ahygiIiIiGVymSrDh3tsovb290zoMEREREXlFZaopIiIiIiIiL5oSbBERERERE1KCLSIiIiJiQmbLAtckpXUQIiLpidbBFhGR52EB+mPyIulFM5mTXjSTcf0ctDatQxARkQxOU0RERERERExICbaIiIiIiAkpwRYRERERMSEl2CIiIiIiJqQEW0RERETEhJRgi4iIiIiYkBJsERERERETUoItIiIiImJCmSLB9vPzo2bNmiZp66+//qJJkyacPXvWJO2JiIiIyKvF4mkrVqlShcuXL6coL1q0KH/88YcpYzK527dvEx0dbZK2YmJiOHz4MLdv3zZJexldcHAwAf7+HDh4kHx589KiZUvatWuHufl/124JCQlMmTKFjRs2YGVlRePGjfHt1SsNo5Yn6dKlC5s2bXrovpYtWzJ58mQALl26xMiRI9m5cydFixalV69eNGrU6GWGKiIiku48dYINUL9+fTp37mxUli1bNpMGJBnH7FmzWLRoEV27dqVbt27s3r2bKf/7H2ZA+w4dDPVGjRrFX/v2MWzYMGJiY/li/HjiExLo379/2gUvjzV06FB69+5tVHbgwAHGjx9PixYtAIiLi6NNmzYULFiQGTNmsGvXLvr168e8efOoVatWWoQtIiKSLqQqwXZ0dKRatWovKhbJYGrWqkWt2rUpXbo0AJUqV+b8hQssX77ckGCHhYWxOjiY6TNm4OXlBdz7FsDv66/p3r07NjY2aRa/PFrymCZLSkpi4sSJtG7dmqpVqwIQFBTExYsX8ff3x87ODi8vL06cOMHs2bOVYIuISKZm8jnYP/74I/Xq1aN48eI4Ozsbfj788MNU1bnfsmXLqFevHq+//jpNmzZlyZIlJCYmAveStZkzZ9K6dWvKli2Lt7c3S5YseWKce/fuZcCAAdSuXZvy5cvTo0cPLl26lKKev78/Pj4+lCtXjo4dO3Lq1KlnPDOvHldX1xSJWLFixYzO47p167C1s6NKlSqGsrp16xITE8PWrVtfWqzyfFatWsWJEycYPny4oSwwMBAvLy/s7OwMZW+++Sbbtm0jMjIyLcIUERFJF0yaYC9dupRPP/2UAQMGsGnTJgYMGIC5uTmLFi1i5MiRT13nflu2bOHjjz+mYcOGLF68mHbt2hESEmJIsOfOnUtAQABNmjRh+vTpeHp6MmLECHbs2PHIOKOjo/H19SVXrlwMGzaMcePGcejQIT744AOjej/++CMDBgzA1dWVr7/+Gm9vb/z8/Ex3wl5Bx48do0SJEobt8PBwCjo5YWHx35cl9vb22NrZER4enhYhyjP47rvvePvtt8mZM6ehLDQ0FGdnZ6N6ydthYWEvNT4REZH0JFVTRBYuXMjChQuNyv755x8sLS0BWL58OT4+PjRr1gyADz/8kJUrV/LXX38ZppY8TZ377d+/H2trawYNGoS5uTkVKlSgffv2hv29e/emf//+hofqqlevzsqVKwkICMDDw+Ohn8PW1pY///zTaP54WFgYX3zxBVevXsXe3p7Y2FgmT55M8+bNDQ90ARQvXjzFPHS5Jzw8nM2bN9Onb19D2ZXLl42SsmQ5c+TgykMempX059ChQxw8eJCJEycalUdERJArVy6jsuTtiIiIlxSdiIhI+vPcDznef2cyS5YsZMmSJcX+5AT8aevcr3bt2vj5+dGlSxf69u2bImlOPi42NpaDBw9y9OhRrK2tn3h3NDm5Pn36NIcPH+bo0aPAvSTR3t6eI0eOcO3aNdq1a2d03IOxy38mT5pE7ty5adWqlaHMzMyMpKSkFHWTkpIwMzN7meHJMwoMDKRQoUK4uroalT9sbJO3NbYiIpKZpWqKSPJDjvf/3L8cW6tWrQgICCAkJITbt28zf/58Lly4QL169VJV536vv/46q1atws7Ojnbt2vHOO++wfft2w/64uDhGjRpF7dq1Wbx4MfHx8eTJk4c7d+489rNs3ryZ5s2b069fP/bv30+BAgUADMclr3NdqFCh1JyiTGvevHmEhIQw/osvjC6W8ubLx82bN1PUv3nzJvny53+ZIcoz2rNnD2XLlk1Rnj9/fm7cuGFUdv36dQAcHBxeRmgiIiLpkknnYHt7e5MrVy4mTJhAxYoVWbVqFQsWLDCap/k0dR5UqlQppk+fzu+//06+fPl49913OX36NADvv/8+hw8fZv369XzzzTe899575M2b97Fx7t+/nx49euDr60tgYCDDhw+nbt26RnXy5MkDwJUrV571dGQav//+O1O/+YaPBg+mXLlyRvucnJwIDQ0lISHBUHb58mWio6NxcnJ62aFKKt25c4cDBw7g5uaWYl+hQoU4efKkUdmpU6cwMzPD0dHxZYUoIiKS7pg0wZ4+fTpeXl4EBARw6NAhVqxYYVjSKzV17nd/YlasWDHGjh1LQkICBw8eJD4+no0bN9KkSRPDSgaJiYlPfKnMhg0bsLGxMXohxoN3WUuVKoW5uTlr1qwxKtfcUmPbt29nxPDhdOrUidatW6fYX69ePWJiYoweOt2wfj22trZ4enq+zFDlGVy6dIlbt249NGH28fFh+/btRnexg4ODqVatGrlz536ZYYqIiKQrqZqDffHixYeuzvHGG29gbm5OVFQUe/bsYfPmzeTKlQszMzNy586No6OjYe7y09S5X5cuXcibNy8tWrQgZ86cLFq0CCsrKypUqIClpSX29vYsXboUFxcXbt26xXfffcfJkyepVKmSoQ0HBweio6M5duwYJUuWxNHRkRs3bjB16lRq1KjB9u3bmT9/vlG/jo6OtG7dmjlz5pAtWzYqV67Mzp07WbBgQWpO2Stt3759DPzwQ1xdXanfoAF7du827MuXPz9FihTB0dERn6ZNGTd2LMNHjCA2NpapU6fSoWNHvaQoA0j+BudhCXOjRo2YNm0affv2ZcCAAezcuZO1a9em+F0SERHJbMyWBa5JatW4wRMrPupV6XBvlQEbGxtOnTpF/fr1DUvoJXNwcGDatGlUrlz5qerc7+zZs3zzzTfs3r2bK1euUKpUKQYNGmRYcWTv3r2MHDmSM2fOUKZMGXr06MHevXs5cuSIIRk+f/48bdu2pUSJEnz//ffcvXuXzz//nN9++w1bW1tq165N37598fLyYsWKFbi7uwP3vh6fMmUKAQEBxMTEUKNGDQYMGIC3tzdr1qyhZMmSTzxvPwetpX61h69mktF16tiRv//++6H72rRty9ChQ4H/zuOG9eszzavS123ZwdP8XqV369evp0ePHvz6669UqFAhxf6IiAhGjhzJjh07KFq0KH369KFhw4ZpEKnp/By09pUYOxERSTtPnWA/jffeew8XFxeGDBkC3Eusjh8/TqdOnShbtizz589/qjqvklc5wZZHe1US7MxICbaIiDwvk83BvnTpEr///jstWrQwlFlYWODq6krJkiXJlSvXU9UREREREcnITJZg58mTB3t7e6ZMmcKZM2e4e/cuYWFhTJgwgYMHD9KzZ8+nqiMiIiIikpGZLMHOmjUrP/74I4mJibRq1Qo3Nzc6duzI9evX8ff3x9XV9anqiIiIiIhkZKlaReRJXFxcmDlz5nPXERERERHJqEy6DraIiIiISGanBFtERERExISUYIuIiIiImJDZssA1SWkdhIhIeqJ1sEVE5HlYgP6YvEh60UzmpBfNZFw/B61N6xBERCSD0xQRERERERETUoItIiIiImJCSrBFRERERExICbaIiIiIiAkpwRYRERERMSEl2CIiIiIiJqQEW0RERETEhJRgP8atW7e4fPlyWochIiIiIhlIhk2w/fz8qFmz5gtrf8aMGbi5uVGlShUmTJjwwvoRERERkVfLUyfYVapUoUSJEkRGRqbYd+XKFYoXL46np6dJgwNISEhg/vz5XLt2zaj89u3bREdHm7w/gPDwcL788kvat2/P3r176dWr1wvp51XQrm1bKri7G/1U8/IyqpOQkMDEiRN5s2FDmjdrxuxZs9IoWkmNVatW0b59e8qWLUv16tUZM2YMUVFRRnUuXbpEz549cXd3p3nz5gQHB6dRtCIiIumHRWoPCAoKomPHjkZlgYGBmJmZmSyo+0VGRjJmzBiqVatG7ty5X0gfDzpx4gRJSUm0aNHipfWZUd28eZO33noLHx8fQ5mZufF126hRo/hr3z6GDRtGTGwsX4wfT3xCAv3793/Z4cpTCggI4JNPPqF3797069ePvXv3MmfOHC5evMiMGTMAiIuLo02bNhQsWJAZM2awa9cu+vXrx7x586hVq1YafwIREZG0k6oE28PDg1WrVqVIsFetWkWVKlU4ffq0SYMDHnrH/EVLSEgAIEeOHC+974wmKioKtzJlqFS58kP3h4WFsTo4mOkzZuD1753tmJgY/L7+mu7du2NjY/Myw5Wn1KRJE9544w0cHBwA8PLyIiEhgZkzZxIfH4+lpSVBQUFcvHgRf39/7Ozs8PLy4sSJE8yePVsJtoiIZGqpmoNdq1Ytdu/eTVhYmKEsNDSUAwcOUK1atRT1k5KSmD17NvXr16d8+fJ06dKFM2fOGPbHxMQwc+ZMWrduTdmyZfH29mbJkiWG/RMmTKBZs2YANGzYEGdnZyZNmvTI+O7evcusWbNo2LAhZcuWpXXr1mzdutWozpP6nDt3Lr6+vgB4e3vj7OycmlOUqSQmJhIVFUWePHkeWWfdunXY2tlRpUoVQ1ndunWJiYlJMTaSfpiZmRmS62RxcXFYWlpiYXHvujwwMBAvLy/s7OwMdd588022bduWJhfGIiIi6UWqEuwcOXLg7u5OQECAoczf3x9PT0+yZs2aov6wYcP47rvv6N27N3PnziV37ty0aNGCmJgY4F4yGxAQQJMmTZg+fTqenp6MGDGCHTt2ANClSxdGjRoF3HvoMCgoiC5dujwyvoEDB+Ln50fLli2ZNm0azs7OdOjQwSjeJ/X51ltvMWLECABmz55NUFBQak5RppI8B/6X5ctp0rgx3nXrMvTjjwkPDzfUCQ8Pp6CTkyEpA7C3t8fWzs6onqRPCQkJhIaGMn/+fJYsWcKIESMw/3cKUGhoaIoL0OTt+y/CRUREMptUTRGJi4vjrbfeYtmyZfTs2RO4l2B369aNCxcuGNX966+/WLp0KcuXL6dSpUoAVKxYkTp16rB8+XI6d+5M79696d+/v+EPdvXq1Vm5ciUBAQF4eHhQoEABihYtCkDx4sUpWbLkI2Pbtm0bq1atws/Pz3DXu1atWsTFxTF69GgaNGiApaXlE/vMmzcvRYoUAaBEiRIUK1YsNacoU7GwsKB6jRrUqlWLihUrcvr0aSZNnMiA/v1Z8uOPZM2alSuXL5MzZ84Ux+bMkYMrWgIx3Rs0aBD+/v7Avbn07dq1M+yLiIggV65cRvWTtyMiIl5WiCIiIulOqh9ybNKkCWPGjOHUqVOYmZlx8uRJGjZsyHfffWdUb/PmzRQqVAhXV1diY2MN5WXKlOHYsWMAWFpaAhAbG8vBgwc5evQo1tbWz3Rnc+vWrWTLls3oYTuAli1b4u/vz/Hjx3FzczNpn5mdjY0NU6dONWwXK1YMKysr+vfrx7Zt26hZsyZmZmYkJSWlODYpKemFPRgrpjNixAg6dOjA9u3b+eqrrzh69CgTJ04EeOjYJm9rbEVEJDNLdYJtb29PzZo1Wb16Nebm5jRo0ABbW9sU9U6dOsWFCxdwc3NLsS85CY6Li+OLL75g9erVVK1albJly5InTx7u3LmT6g9y7tw58ufPb7gznczJyQmAs2fP4ubmZtI+JaXK/z7sePr0aWrWrEnefPk4f/58ino3b94kX/78Lzs8SSUHBwccHBzw8PDA1dUVX19f3nnnHTw8PMifPz83btwwqn/9+nXDcSIiIplVqhNsuDdPec6cOVhaWtK3b9+H1nFwcKBQoUL8+eefj2zn/fffJzIykvXr1xselNq0adOzhEThwoVZt25dijujFy9eNOw3dZ+SUvIKLMkXXU5OTgT4+5OQkGCYp3/58mWio6MNFz+SMVStWhWAw4cP4+HhQaFChTh58qRRneRvthwdHdMiRBERkXThmd7kWL9+fU6fPs2ZM2ce+TbFKlWqcOHCBcPDgw+Kj49n48aNNGnSxJDoJiYmpnh5jLW1NcATX1nu6elJXFxcihdd/Prrr+TJk4eSJUs+dZ/ydP7YuDHFHcy1a9cCGL65qFevHjExMUb/DjasX4+tre0LeTGRmMaaNWu4cuWKUdnBgwcBDM8o+Pj4sH37dqN/A8HBwS91zXoREZH06JnuYFtbW9O+fXusra0funoI3FvirkGDBvTq1YuBAwfi7u7O1atXCQ4OZvjw4eTMmRN7e3uWLl2Ki4sLt27d4rvvvuPkyZOGhyLh3oOGlpaWzJkzB3Nzc+zs7ChTpgwODg5ER0dz7NgxSpYsSbVq1fDx8WHIkCFERETg4uJCcHAwK1aswM/PDysrK4Cn6lOeLCkpiQULFvDll1/yTosWuLm5cfjwYWbPmkUTHx9Kly4NgKOjIz5NmzJu7FiGjxhBbGwsU6dOpUPHjmTLli2NP4U8yoIFCxg9ejTt27enQoUKXLhwgSlTplC6dGnDkpyNGjVi2rRp9O3blwEDBrBz507Wrl3L/Pnz0zh6ERGRtPVMd7Dh3sNPAwcOfGyd6dOn07NnTxYtWkTr1q0ZN24c9vb2hikcM2bMIEuWLPj6+vLtt9/SrVu3FC+xyZ07N+PHj+fkyZP06tWLlStXAvfWUs6XLx/jxo0z1P3666/p06cPixcvxtfXl6NHj7Jw4ULDqiJP26c8mZmZGXO+/ZZmzZqxdetWPho0iJW//Ub37t359NNPjeqOGjWKOnXrMm7sWGZMn06nTp3o3bt3GkUuT2PhwoV06NCBrVu30rt3b/z8/Khbty4//PCD4cLIysqKJUuWkD17dnr27Mm6deuYPn06NWrUSOPoRURE0pbZssA1Sa0aN0jrOF5ZPwetpX41j7QOQ16ydVt2oN+rjOnnoLUaOxEReS7PfAdbRERERERSUoItIiIiImJCSrBFRERERExICbaIiIiIiAkpwRYRERERMSEl2CIiIiIiJqQEW0RERETEhJRgi4iIiIiYkNmywDVJaR2EiEh6ohfNiIjI8/g/D+YhZGgmyoUAAAAASUVORK5CYII=" 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q1avp2rUrDz74IAD169fn6aefZuHChdSsWROAsLAw6tSpQ2hoqLXOyZMnWbhwIc2bN7dT9CIiIlLYaISkiIiIiMgd7tixY5jNZho0aGAtc3R0pG7duhw6dAgAk8lEVFQUtWrVsrm2Vq1aHD9+nJSUlPwMWURERAoxJSRFRERERO5wzs7OwLUk5L8VL16cpKQkzGYziYmJWCwWPD09bep4eXkBkJCQkD/BioiISKGnhKSIiIiIyB2ubNmyAOzfv9+m/PLlywBYLBbMZnOW1xoMBgDS09PzMEIREREpSrSGpIiIiIjIHc7b25vWrVuzcOFCPD09CQwMZMeOHfz++++52k9cXFy2dQwGM24pS3Eyn8vVvvOemUTnrqQ7lrV3ICIiRUrJkiXtHYLkASUkRURERESEJ554AldXV+bOncvVq1e5++67adeuHWvWrMHBwQEHh6wnV1ksFiDzdO+s7N27N9s6zo5XaVpuFwaHrEdkFlwWTFeWcyCmmb0DEREpUlq1amXvECQPKCEpIiIiIiK4urryxBNP8MQTT1jLxo8fT/HixTEYDHh4eGAwGDKtFZlx7OHhkW0fOfql0hwP0SuBwpaQBG+fMrSqrl+cRUREsqM1JEVEREREJJOkpCQiIyOpV68eAEajkaCgoEzrTB44cIDAwEBcXV3tEaaIiIgUQhohKSIiIiIixMbGEhERQVBQEAkJCYSFhQHQq1cva52QkBDGjx/PzJkzadSoEZGRkURGRjJixAh7hS0iIiKFkBKSIiIiIiJCQkIC69at49SpUxgMBmrVqsX777+Pn5+ftU6zZs0YPnw4YWFhLF++HB8fH4YOHUrLli3tGLmIiIgUNkpIioiIiIgIgYGBfPjhh9nWCw4OJjg4OB8iEhERkaJKa0iKiIiIiIiIiIhIvlFCUkRERERERERERPKNEpIiIiIiIiIiIiKSb5SQFBERERERERERkXyjhKSIiIiIiIiIiIjkGyUkRUREREREREREJN8oISkiIiIiIiIiIiL5xonH3ewdg4hIgWL5JsneIYiISCG25IK9IxAREREp2DRCUkRERERERERERPKNEpIiIiIiIiIiIiKSb5zsHYCIiIiIiNifxWJh2bJlrFq1iosXL+Lt7U2nTp24//77beqFh4cTFhZGTEwMPj4+9OjRgzZt2tgnaBERESmUlJAUERERERFWrFjBd999R7du3WjYsCHbtm1j+vTpANakZEREBBMmTKBLly40bNiQnTt3MnHiRIxGI82bN7dn+CIiIlKIKCEpIiIiIiJs3LiRKlWq8MgjjwBQt25dDh8+zO+//25NSIaFhVGnTh1CQ0MBqF+/PidPnmThwoVKSIqIiEiOaQ1JERERERHBZDLh4eFhU+bl5UVKSor1fFRUFLVq1bKpU6tWLY4fP26tJyIiIpIdJSRFRERERIT27duzZ88eNm/eTEpKClu2bCEyMpJ7770XgMTERCwWC56enjbXeXl5AZCQkJDvMYuIiEjhpCnbIiIiIiJC586duXDhAp9++qm1rEePHnTu3BkAs9mc5XUGgwGA9PT0vA9SREREigQlJEVEREREhPDwcJYtW0bPnj2pVasWe/fuZfHixZQrV45WrVrlSh+nTp3Kto6jIQlfixkHQ650ma+SEpOITcr+HkVEJOfKlStn7xAkDyghKbmmeeWmTOz/GQ9Nfpij56Nyrd2Zj3/DuSsxvDxv5G231b5mGz7tPY5Hv32CyFN7ciE6ERERkcIvJSWFadOm0bZtW/r27QtAvXr1SEhI4JtvvqFp06Y4OGS92pPFYgHA0dEx235iYmKyrePkkIxvKQsUwoRkiimFmMvZ36OIiOScEpJFkxKShVh136ocHBPJQ5MeZsGOn+0dDl6uXjQIrI+rs2uutlvVtwpuudSmh9EDv+K+uBndcqU9ERERkaLg3LlzJCUlUaVKFZvy6tWrs3r1as6dO4evry8GgyHTWpEZx//dECcrjRo1yj4YczxELwSyniJekJUsWZKSlXNwjyIiInc4JSTljrI4chmLX1hm7zBERERECpRixYoBcPLkSZvyEydOWM8bjUaCgoLYv3+/TZ0DBw4QGBiIq2vufiktIiIiRZcSkiIiIiIid7gSJUrQtGlTVq5cSYkSJahWrRp//vknK1as4J577qF48eIAhISEMH78eGbOnEmjRo2IjIwkMjKSESNG2PkOREREpDDJeiEYKTL++vhP/tfnQ5uyF+99Fss3SdZjFycjlm+SaFLxboYEP86WN9YT90U0c5/6gRJuxW2u9XTx4H99PuTwmN3Efn6a5SMWUr9cXZs6jg6OfPTQGI6M3cuZT48x+sF3brgEkAEY1nYI29/ayJUJ59g8ch0P3RViU8eUnkpwtZb88twiLn15hj9GrqN2QE3bfg0OvNr5Bfa8t5XLX55l/SuraVcj2KZOp9odsHyTZHNtdv0Xc/ViysAvOfXxn5z6+E++fnQini7/TEkyOjrzSa8POPnRYeK+iObXF5dl6ldERESkoHvmmWd48MEHWbNmDWPGjOHXX38lJCSEZ555xlqnWbNmDB8+nO3btzN69Gg2b97M0KFDadmypR0jFxERkcJGIyTF6utHJ3IxIZZJa6fiX8KPUd3f5viFE7wy/w3gWuJy8xvh+Hh68+7iMURdOE6vu3vQsmpzmw1iwp6ezfrDG3hz4bt0qtORN7q+yqajm1m+Z+V1+p3Eo80H8OGKT3l9wds0rdSYbvXvZ/72hdY6Las0p2FgfaaGT2P2lnmMe+h9pg+aQpMxra11Zg7+lgcbduPtn0exL/oAD90Vwq8vLqfvlIHM3RZ2g/u+fv9GR2c2jVxLYkoig797GrPZzNie7zFv6Czu++xBAN7s+hpPtRnMMz++wMEzh7ivbieCq7fit4Pht/M4RERERPKVi4sLffr0oU+fPjesFxwcTHCwvnwVERGRW6eEpFjtObWPR759HPPfOyW2qNKM9jXbWM+/0vkFavhVp8G7TdkbfW3toF/2rs7Uzke/jGfq+mkALNjxMw827Eb7mm2zTEi2qtqcx1uFMvT7Z/kq/BsAVu1fk6lefEo8rT/sSGxiHADeXqX5uNcHeLl4Ep+SQNvqrXm4aR8envooP22ZZ43Nw8WDLx7+lEW7lpKSZrrp/kd0GIaPpzctP2jPpeTLAByJOcqRD/ZRJ6AWe6P307RSY37/cyPTN34PwB/HttzoZRYRERERERERuaNpyrZY/XE0wpqMBDgacwy/4r7W4w612hF+6HdrMvJ6Nh75w/rv1PQ0Tsb+ZdPOv3Wo1Y6UtBS++X36Dds8EH3Qmoy8FlsUgLXddjXbkGRKYs7W+TbXTd8wE99ivtT6z/TunPbfuc69rNz3K6npqXgY3fEwunPuSgwx8THUKVsLgIU7FtOpdkcmPDyeKmUq3fA+RERERERERETudEpIynWZ0lNxMPzzI1KlTCWOXzxx8+2kmWza+bcqZSpzOi6aNHP6TbcJWNut5FORM5fO2iRUAf6KOwVAZZ+sE4XZ9V/dryoDmz1MwqQLNn98i/lSwr0EAF+Ff0O3L3rSuOJdHBqzm5+e/I5K3kE3dT8iIiIiIiIiIncKJSSLOLPZjJNj7szMPxl7inIly+ZKW9Y2L/6Ff3E/HAw32vYme1Hnj+NX3DfT5jllSwRcO3/h+C31H33pDNM3zMQw2D3Tn4wp3gDL9vxC0zHBdPjkfuqWq83qF5fdcCMfEREREREREZE7lRKSRdz5hPNUKB1oPXZ2dKJ9zba31Nb6wxtoWyOYyj4VbcpvJ/G2/vAG3IxuDLin3221ufZQOB4uHvT8z+7cjzTvz/n48+w7nfU08+z6X394I13r30dpj1LX7dv5XwnftYfWM3rJOCr5VMSvuN9N3oWIiIiIiIiISNGnTW2KgNpla3Ih4YJN2dHzUZyKO83ag+sZ0WEYz3UYzrkr5xjcahAeLu631M/YZR/xcNM+rH15JW/9/B6n46K5r24nypYMoO+UR26pzRV7V7EkchlTHplAQAl/Io5tpUFgfQY260fLce1JMiXnqJ01B9YxZ+t8pg36Cv/ifuw/c4CejR5kwD396P91KFfTUm6p/1FLxtLr7h6sffkX3ls8lqgLx6nmW4WmlRrz/JxXKelegt3vbWXGxu9ZsWclbkY3nu0wjENnD3Pm8tlbek1ERERERERERIoyJSSLgPe6v5Wp7KW5r/Hpqi8Ys/RDKvkE8V73N/kz5ghfrfuGIzFHWfty5h2vs3M5+Qp3jWrOR73GMKr723i6erA1ajtvLHz3tuLvOakfI+9/hYHNHuaNrq9yIPogH60Yn+NkZIb+U0N55b4XeKrNYMqXKsfuU3vp9L9urN7/223132hUMz7oOYqPe4/F27M0B84cZNqGmTgYDMQlXeKRbx7n5c7P80TrQTg5OLHhz00M/OaxW349RERERERERESKMgOPu1myryYicuewfJNk7xBERKQQW/L3xJVu3vaNoyAZO3YsACNHjsy+sjkeot8DUvM2qFxnAfdGUCrU3oGIiIgUWBmfk7SGpIiIiIiIiIiIiOQbJSRFREREREREREQk32gNSRERERGRO9yaNWv46quvrnv+tdde46677gIgPDycsLAwYmJi8PHxoUePHrRp0yafIhUREZGiQAlJEREREZE7XOPGjSlfvnym8vXr17N+/XoCAwMBiIiIYMKECXTp0oWGDRuyc+dOJk6ciNFopHnz5vkdtoiIiBRSSkiKiIiIiNzhihUrRrFixWzKzp8/T3h4OEOGDMHHxweAsLAw6tSpQ2hoKAD169fn5MmTLFy4UAlJERERyTElJEVEREREJJOpU6dSp04dWrZsCYDJZCIqKopevXrZ1KtVqxZz5swhJSUFFxcXe4QqIiJy00wmE2az2d5hFAkODg4YjcabuyaPYhERERERkULq4MGD7N69m0cffdRalpiYiMViwdPT06aul5cXAAkJCfkao4iIyO1QMjL33Mpr6bTk2eV5EIqISOHUbf2b9g5BRETE7ubNm0fTpk3x8/Ozll3vlw2DwQBAenp6vsQmIiIihZ+TfvnOW0taj1aC4w6k5y4iIiKFVVxcHHv27OH555/P9bYPHz6cbR0nh2Qqupj5O89ZqMTHx3PmQvb3KIXPKXMs00y/k07hGlHlZXDjcedWlHTwsHcoIresWrVq9g5B8oDWkBQREREREauIiAgMBgP16tWzKXdwyHq1J4vFAoCjo2O2bWfUvd06BZXFYinU8cv1/WWOBcs/I4ILC5MljThzIiUM7vYORUTEhhKSIiIiIiJitXfvXsqVK4eHh+2IKg8PDwwGQ6a1IjOO/1s/K9WrV88+AHM8RDsAhW8KeLFixShWKgf3KIXOsQvxGM4cAEvh+rl0dHAgMDCQ6p6B9g5FRMSGEpIiIiIiImJ14sQJKlasmKncaDQSFBTE/v37bcoPHDhAYGAgrq6u+RWiiIhIvnG6uvm2rk9zvSeXIilalJAUEREREREATCYT586do1WrVlmeDwkJYfz48cycOZNGjRoRGRlJZGQkI0aMyOdIRURE8odTwsLbuv5mE5IrVqxgzJgxVKhQgVmzZt1W39n54IMPqFGjBiEhIXnaT1ayXghGRERERETuOLGxsVgsFkqXLp3l+WbNmjF8+HC2b9/O6NGj2bx5M0OHDqVly5b5HKmIiEjR9M033/D+++/nSTJyxIgRnDt3znp84cIF4uPjc72fnNAISRERERERAcDPz4958+bdsE5wcDDBwcH5FJGIiMid5ejRo9SoUSNP2t69ezfp6QVjLVyNkBQREREREREREbGzQYMGkZKSQp8+fZgxYwYAs2bNomPHjgQHB/P++++TnJwMwI4dO+jUqZP12qioKJo2bWo9bt26NTt37qRbt26MHj2anj17cvbsWfr27UuvXr2s9a5cucJzzz1H06ZNGTx4MElJSflyr0pIihRi/u6lcXFwtncYIiIiIiIiInKbpk+fjouLC3PnziU0NJRffvmF7777ju+++45ffvmFmJgYPv744xy3N2HCBL788kteeuklFixYgIuLC7Nnz7aZDbF48WIGDRrEwoULiYmJYcWKFXlxa5ncMQnJ5n512Nl3OpWLBdg7lEJpZoc3+bjF0/YOI1uOBgd29p1On6rt7B1Krmlf7i529Z1Bfe8q1rIgLz/29/+B6McWcXnISkoYPa97vZ6diIiIiIiISOEzf/58Bg0aREBAAG5ubjz//PMsWLAgx9OuH3vsMYKCgnB1db1unf79+1O/fn0CAgJo0qQJJ06cyK3wbyjP1pAcUrs7X7V9Ge9v7ufi1St51U2OeRndaeBdFVcnF3uHkqUzjy3Czz3z4uFHLp+i6vd98y2OisX8ubd8E6bsW2RTXrVEedwK6Gv3Xw28q+LtWsLeYeRI9RKBHBzwY5bnvtm3hCfWfoiHsxt+7qVwc/zn9R959yP4u5em/k+PEpcSzyVTgp6diIiIiIiISBFy+vRpypcvbz0uX748JpOJmJiYHF1/vU3q/s1gMFj/bTQaSUtLu/lAb4E2tSlAFh37nS93z7cpS05LydcYmvnVYXSzJzIltSRvjdoynfXRu2zKohMvALA4agOLozbYnKtdqiJ/nN3H7otHrWV6diIiIiIiIiJFR0BAAKdPn7Yenz59GmdnZ3x8fIiJiSE1NdV6zmw256jNnNbLa0pIFiB/JcSw5tR2u8bg7Vrcrv3fLovFYu8Qbsnui0du6tkbHZ25bEqwKdOzExERERERESk6evbsyZdffkmbNm0oWbIkn332GQ8++CBOTk4EBARw/vx5du7cSYUKFRg/fny27dWoUYM9e/YQEBCAg4N9V3G0W++ViwVgGb6B7hVb2pQv6foha0O+sB53CmxC0lNrcHM08lHzpzkycA5nHlvE6HuewPCfNisVC2Be5/c589giTg1ayLftXsuUpHE0OGTbTkFVwujJlLYvc/zR+cQ8vpQF942h0n/WxPwrNIz/tXzWpuzFBn2xDP9nhJ2LgzOW4Ru4y6c6LzTow4lHF/BDx7fZ2HMy/2v1LN6uJbAM34Bl+AY6BTaxXmcypxIc0IBfHviUS0/+wh8PTaF2qYo3jPmJ2t3Y3/8H0oaFW9u0DN/A9x3fAuCDZkNY0vVDKhcLYGnXj0h9Opwqxcvi6ezGa3cNYH2PiVx+ciUH+//IkNrdM7XfwLsKvz74GZee/IWdfafTs0obUs2Zhxd3qdCMPx6awpUhq9ja+xvuq3CPzfk/HprCiw360imwCVt7f8OpQQsBaOFflw09JxE/ZBUH+//Ih82HUszZ/Yb3nNs6BTbBMnyD9bW+OHg5d5epQd+qHbAM38A7TQblybNrHVCfDT0nkfTUGptn91domDWu+CGrcHU0MrXtK1x+ciWDa3XVsxMRERERERHJBffffz/9+vWjf//+dOzYkRIlSvDaa68B4OPjw+DBgxkyZAhDhw7l8ccfz7a9fv36MWrUKHr27JlvU7Ovp1CMkHRzcmFzr6lsP3+INzdPpVNgU964+1E2ndnD8hObAahRMpBtvb/lQNwJnv/9C1LSU3m6bghBxfy5cPWyta2w+8eyPnrXddspqNydXNja5xscDA68uXkqialXeb5BH3b1m0GDn0I5diX6ptt8pVF/KhTz5f2t09kfe5yLV6/w6l39CanUmjYLnwHg2OV/2m3pX5+GPtWYuncxsw//yrjmQ5neYSRN5j6RZfuP1+rKhOAXCF09hj/O7mVQzS680fgROi16gcgLR6z1grz8mX//GJYd38TS45s4djmaNxs/SkjlYL7dt5TRW2fwYKXWfNX2ZQ7EHWd9dCQAdUtX4o9eU9kWc5DH13yAu5Mrr981EGcH2x/rAdXv5Zt2r/H+1hm8sOEL2pZtxKIu42i9YBibz+2z1mtX/i6G1OnOhN0LOJ14nlIuXizr9jFrT+2g65JXKOVajCdrP0AxowdXUpNu+vXOLe1+fpYf732HvxJieHXTZM4mXmT24TW5+uxql6rIyu7/47Ndcxi4+n3uLlODmR3f4t2Ib5l1aJW1nqezOzM7vokpPY0XNnzJr39t5YUGffTsRERERERERG7Brl27bI4feeQRHnnkkSzrjhgxghEjRliPIyIirP9ev359pvrdu3ene/d/Bgx9+umnNudfeeWVWwn5lhSKhCTAxD1hTN23GIAFR9fxYKVWtC9/tzWRODH4Rc4nX6LVgqe5mm4CYOGxzC/+Rztm3bAdexperyfD6/W0KSsxtROXTYm82mgAgV6+VPu+LyfizwGw/PgfHBr4E+NbPsODy1+/6f4a+lSlwexQkv61TuW5pFjSLOk2CcMM8alJtF7wNLEp8QB4u5Xg4xbD8HJ2Jz6LJE9ozfuZc3gNP/35KwDvbPmWh6t3pKlvLZvpyXVKV+KJ38bxzf6l1rJx239g9NbvMHNtGu+vf22jf/V76VO1vTWp9VHzpzmTeIH2C5/F9PfIurl//sbVp9da2/FwcuXTls8wast0xm7/HoA/zu6jeslAXmrUj4dWvGmt27F8Yxr8FMr+uOMANPOrTXGjJ+O2/0DEuf1A1j9TuWH+fWNsjndd+JOGswdlWTfywhGS0lKIS4m3PqdzyXG5+uz6Vm1PTFIcr/8xBYCoK2e4t3wT2pe/mw93zLKpa0pPY8DqUdbjO+3ZiYiIiIiIiMjNKTQJyY1n9lj/nWpO52T8OfzcSwFgdHCidUADRm2dbk1G3ko79rbwWDif75pnU5aQmgxcGwG29tQOazISIMWcyo+HVzOsbo9b6m/qvsU2ycjsHIg9bk1oARy9fG1hVT/3UsRfzpzUSjenk2ax3Yo+zZxOSnqqTdkVUyLT9i+zKctIUnk4uXJ3mRrULV2ZxNRkynuWAcABA23KNeKDbTOtdYFM/TXyqUYZt5KEHQvHw+mfbe63xxzi6f+8bqtObrEmtOBa4i/qSjQzOrzB+1tnMO/Ib6SabdvPLe9EfEP46V3W44znnltu+tlZzKT/99lZ0knJ4v31WeRcm+M77dmJiIiIiIiIyM0pNAnJ/zKZ03AwXFsCs4KXH04Ojhy/cua22rG30wkXCP/PTssZKhULYEUWozj/ij9HMaMH3q7Fbaam58Tt7uBt+juxeL3Xb9qBZUxu8xI/HlrNhjO7ebL2A1Tw8su0Y7TJnGodTZfB3cmFj1o8TY9Kwaw7vZPtMYe4cPWydUpvWU8fXB2NNgnarFQvGQjAgf4/Zjp3LinW5vi/r0dSWgpN5z7JK3c9zNS2rzC22RDGbptpHWGbm/bFRl332eeF7J7dnD/X8FLDfrzc8GEm7J5PU7/aDKh+L0+t/SRT3f++bnfasxMREckrJpMJJycnDAYDBoPtqudms5m0tDScnJxydVH6q1evMnv2bDZu3EhSUhL+/v4MGzaMihX/WXs6PDycsLAwYmJi8PHxoUePHrRp0ybXYhAREZGiz24JyYwElJOD4223dSohBrPFTLm/R2AVRVFXognw8M5UXtbTh/jUJC7+nYw0Wyy58prmhqVRGxlzz5N82GIo1UqUZ19sFPcveYk/L5/K9tof730Xb7fi1JzVn8umRAA6V2hqPZ9xv2XcSt6wnejECwBUmNGTkwk3ToBl5fzVS7y8cRIfbPueFxv246u2L3M13cTMg7/cdFuFycG4E2w4s5v+1e/lzcaPci4pllc3TWbW4VXZXqtnJyIikjt++eUXqlWrRpUqVXBysv3Yfu7cOX7//XdatGhB2bJlc6W/tLQ0Ro0axblz5+jbty9+fn4cP36cEiVKWOtEREQwYcIEunTpQsOGDdm5cycTJ07EaDTSvHnzXIlDREREij67DQ08n3wJuDa6MUOAhzf1Sle56baS001siznIozXuw7mAJONy29pTO2hXrhHlPHysZc4OjvSr1pF1p3ZYxxeeT46jgpevTZ325e/OcT+JqVcpbvTEzdF42zGPvPsRfju1nbvmPI7XlHu5Z94Q1p3eme11Rgcn7g9qxtw/f7MmtBwwUMzoYa2TlJbCobiThFRubXOtv3tpm+NtMQdJTkshtOZ9Nx2/o8EBh7/3YI9NieeNzVM5HPcXLfzr3nRb+SE3n12XoObUKFmBhrNDKT61E9V+6MekPQuzvU7PTkRE5PZYLBbS09NJT0/nzz//5Pz585hMJmtZeno6qampJCUlERUVRVJS7m3W9ssvv/Dnn3/y1ltv0bFjR+rWrUu3bt0oWfKfLxHDwsKoU6cOoaGh1K9fn9DQUOrWrcvChdl/ThARERHJkOcjJFv41+NySoJN2fbzh0hITWZbzEFeaNj3711xizGsXk/i/rXO3c0Ysf5z1vecyK8Pfs74nbOxcG2X59UntzJhz4JcuBP7Grf9Bx6ufi+/Pvg5b0d8Q2JqMi807EsZtxJ02vCltd7a0zsYUb83z9XvzbmkWAbX7oaHs+sNWra18/xhnB2cGNNsCIujNnDscvQtjU4DKG70pLl/Xe4t35jYlHgsFgsXr17mr4QY0i3m615nMqcRkxzH4Nrd2B97HDcnF55v0IcaJSuw6V9rgI7aOp1Z977D9x3fYubBX6hULIDX7x6IyfzPGpUxyZcY+ccUPm4xDHcnVxZHbcDJwZH7KtzD8uN/8PuZ3deN4/W7BvJApZZ8vONHDl/6i/bl7qJ6yUDe2zLtll6PvJbbz66shw99qrbn6OXTmC0WElKTORl/luQbrNOqZyciInJ74uLiiIqKIjExkcuXL3PkyBHS0tJwdPznS/fk5GQOHDhAWloaRuPtfxGZYePGjdSuXZugoKAsz5tMJqKioujVq5dNea1atZgzZw4pKSm4uLjkWjwiIiIFwVXvD+0dQpGU5wnJRV3GZSq7e87jbD9/iMfWjOXb9q8zte2rbDm3n6fWfkyH8ncTXLbBTfez+dw+ms59gg+aP8W09iNJTEvm17+2Mf/o2uwvLgQS067SeM7jfNj8aT5pOQw3Jxc2Ru+h4exBHPl7gxKAMVtnUqlYWd5r+jh/XvqLr/b+zJHLp1kb8uUNWv/H8hN/8HnkXAbW6ETvqu14acMETv55a0mtT3b+xKBa97Oy+/9syk8nnqfPL2/bbDD0X71WvMnE4BdZ2GUsO84fZvzO2TTzq0N9739G0P54eDUOBgMvNXyY+feNZsu5/fRa8SZT2tpuU/9Z5FyOx5/hlUb9ebpeDy4mX+b36EjOJcfdMP4vIufh4ezKG3c/StUS5fgrPoZn1//Pumt4QZObz27+kbW82/Qxfur0nk15Ymoyr2366oZJfj07ERGRWxcXF0dERAR//fUXV65cIS4ujt27M38JV6pUKTp27Iivr28Wrdya6OhoateuzVdffcXOnTtJTEykQYMGDB48mBIlSpCYmIjFYsHT09PmOi8vLwASEhKUkBQRESmAdu7cyddff82kSZPsHYqVgS9bWLKvJrdqSevRdFv/pr3DsItFXcaxLzaKkX9MAcDJ4EitUkGsfvAztsUcpMuSl+0cYd4p7M/9+Qa96V6xFfcuet66E3aQlx9T271KM7/aFJ/SKdNGREWJZfiG7CuJiIhcx5JryyDTLfPy3zdl8uTJ1K1bl3r16tmMhHR0dLRudpOb+vXrR1paGj179qRJkyacPn2aadOmERgYyHvvvcfFixd56qmneOyxx7jvvn+WVFm1ahVff/01EydOpEyZrNd0Hzt2LAAjR47MPhBzPES/B6RmW7VgsYB7IygVau9AJA+suLCNH8+Ek25Jt3coN8XNwciLQT2o5Rlo71BECpyrV6/aO4R888cff/Dxxx8TFhaWZ324uuZsdm7G56RCu8u2FGwBHt48ULElr276J/ueZkln98Wj7L14jNirV+wYnWRnaJ0Qxu+aY01GAhyPP8vv0ZHULFmhSCcjRURECor777+fYsWK4enpmas7ad9I69at6du3LwCVKlXi6tWrTJ06lSNHjtisJXmrtm/fnm0dZ8er1CmVTj7dcq6KjY0lKir7e5TC5y+Hv8Cx8H0GTjebOXz4MMmW8/YOReSW3XXXXfYOQfKAEpKSJ84nxxGTHMeopoMZ+ccUoq6cIcDDm+H1enJ3mRq0WvC0vUOUG9gXG8Wwuj3Yef4wO88fxsPZjQcrteKVRg/zTPj/sm9AREREbltgYCBpaWmkpKRgsViwWDInQ1xdXW3Wl7wdTk5OuLm52ZTVqlULgL/++ovSpUtndZk1rpzE4efnl20dBxLBnLujP/OLq6sbfm7Z36MUPsWuXoJEe0dx8wwGAyVLlsTPqJ9LkcLi+++/Z+bMmcTGxpKcnEzFihX59NNPiYyM5NSpU5hMJubOncvixYuZPXs269atIy4ujrZt2zJq1Cjr/4+nT5/OjBkzMBqN3HPPPTZ9nDlzhnfeeYfDhw/j7+/P2LFjqVixIlFRUbz++uv069ePTz/9lDfeeINOnTrlyX0qISl5ItWcTtuwZxh1z2A29JxMcRdPTsafZf3pSO6a85jNupdS8IT+OobR9zzJnM6j8HUvxfnkOHad/5NuS1/N0U7pIiIicvsuX75MeHg4e/bsITY2lvT0zFNFhw8fTtWqVXOlvxIlSnDhwgWbstTUa9OmjUYjHh4eGAwGEhJsN6zMOPbw8Mi2j7Jly2YfiDkeoh2AwjU1FsDd3Q33Ujm4Ryl0il84A0kGCttEIQeDAR8fH8p66udSpDDYt28fEyZMYPny5RiNRh588EFGjx5NjRo1iIyMZMGCBQwdOpTw8HCcnZ3x8/Nj9uzZAPTs2ZO1a9fSoUMHVq5cyQ8//MB3332Hv78/48ePt/ZhNpsZNmwY/fr1Y+rUqaxbt47XX3/d2s7Ro0fZtm0bYWFhFCtWLM/uVQlJyTP7447z0IrCu47ineyyKZFn1v+PZ9ZrNKSIiIi9rF69mp07d1KpUiUaN26M0WjMtG6kt/dtLlT5L3Xr1iU8PJz4+HjrRjV79lzbhLBixYoYjUaCgoLYv3+/zXUHDhwgMDAwx2tHiYiISNaOHz9OjRo1rLMS6tevz4kTJ2jYsCEAFSpUYODAgdb6AwcOJD09naioKPz9/Tl06BAdOnQgLCyMQYMGERQUBECbNm3YunUrALt37+bSpUv07NnTeu7dd9+1fsFoMpl49dVXM21il9uUkBQRERERKYDOnz9Po0aN6NChAyVKlMjz/nr06MGmTZsYPXo0vXv35sqVK8ydO5cWLVoQEBAAQEhICOPHj2fmzJk0atSIyMhIIiMjGTFiRJ7HJyIiUtQ1atSI999/n61bt+Lm5sa2bdt4/vnnref//UWkxWJh8uTJbNq0iYYNG+Lg4EBKSgoAp06dsiYj/+v06dMkJCTQp08fa5mPj491kx9XV9c8T0aCEpIiIiIiIgWSn58fRqMxy7Uj84K3tzejR49mxowZjB8/HmdnZ1q2bMmjjz5qrdOsWTOGDx9OWFgYy5cvx8fHh6FDh9KyZct8iVFERKQo8/b2pmLFisyfP5+UlBQ++eQTypcvn2XdRYsWsWvXLmbOnImDgwPjxo2znitVqhQxMTFZXufv74+Pjw/z5s3LdC4+Pj53biQHlJAUERERESmA6tWrx+rVq4mOjsbNzS3TdG0AZ2fnXN2Bu1y5crz55o2X3AkODiY4ODjX+hQREZFr9u/fj9lsZsyYMTg53Thld/r0aZydnTEYDJw8eZJNmzbRpk0bANq1a8f3339Pu3btcHZ2ZsGCBdbr6tati6OjIzNmzCA0NJTU1FSOHz+ea2tS55QSkiIiIiIiBVBCQgIpKSksWrQIHx8fnJ2dM9Xp1KkT/v7+dohOREREclvVqlWJiYmhcePGeHl54eLiQpMmTXjnnXcy1e3Rowe7d++mY8eO1K5d2+bLwv79+3Py5Em6du1KmTJlCAkJ4dixY8C1LzMnT57M+++/z4wZM/Dw8KBnz55KSBY13dZrU5c7kZ67iIiI3K7Dhw+TlpaG0Wjk8uXLWdbJ2AVbRERECr/w8HA6duzIyJEjAThz5gx9+/YlIiKCPn362Kz76O/vz5QpU7Jsx2g08s4779gkMv+9GU7ZsmX56quvMl1XsWJFIiIicut2bshpbqW36XX/vfnS2Z1o3vJVdGzR1N5hSD5bvTFC76tCat7yVfYOQUREBIDevXvbOwQRERHJR5GRkTZLsaSmpuLg4ECVKlXsGFXe0AhJEREREZECymw2k5aWRlpaGgAuLi44OjpiNpsBMBgMWa4tKSIiIoXPoEGDeOutt+jSpQvFixfH2dmZTz75pEguz6KEpIiIiIhIAZSens7hw4f5448/OH78OHFxcQwfPpzq1atz/Phx0tLSKF++PG5ubvYOVURERHKBr68vU6dOtXcY+SL3tuQTEREREZFcc+DAARYtWoSzszNdunTBx8cHi8UCQGxsLBs3buTixYt2jlJERETk5ikhKSIiIiJSAG3fvp3atWvTrVs37r77bjw8PKznypUrx5UrV0hJSbFjhCIiIiK3RlO2RUREREQKoKSkJIKCgjAajZnOmUwm0tLSrCMmRUREJG+svbzntq5vW7xuLkVStCghKSIiIiJSAAUEBHD8+HEqVapEmTJlgGub3KSkpLB7927c3d1xdXW1c5QiIiJF2/fn1t7W9TebkFyxYgVjxoyhQoUKDB06lDFjxrBixQoAjhw5wvDhw0lJSWHWrFkEBATYXPvBBx9Qo0YNQkJCbivm/KAp2yIiIiIiBVDLli25dOkSCxYsYN26dcTHx3Po0CHmzZvHpk2bqFevHt7e3vYOU0RERHLRN998w/vvv8+sWbOoXbs2L774ovXc/Pnzadu2LWvXriUgIIARI0Zw7tw56/kLFy4QHx9vj7BvmkZIioiIiIgUQKVLl2bAgAGsWbOG33//nYSEBMLDwyldujTdunWjQYMGuTpCMi0tjX79+mUqr1+/Pm+++ab1ODw8nLCwMGJiYvDx8aFHjx60adMm1+IQERG5kx09epQaNWoAULJkSTp06GA9d+zYMbp27Wo93r17N+np6fkeY24otAnJl19+mZIlSzJy5Eh7hyIiIiIikidKly5N79696dmzJ1euXMHJyQl3d3ccHR1zva8rV64A0KVLFypUqGAtL1WqlPXfERERTJgwgS5dutCwYUN27tzJxIkTMRqNNG/ePNdjEhERuZMMGjSIlJQU+vTpw2OPPUbt2rV59913WbZsGZ999hlbtmwhMjKS3377jb/++ouzZ8/St29ffH19mTdvHnDt/+fPPfccf/zxB3Xr1uWLL77A3d3dzneWWY6nbDdp0oR33nkny3P169fno48+uunOt2zZwm+//XbT1wEcP36cU6dO3dK1knt2797NoEGDaNmiBQP697eua/BvqampfPjhh3Tu1InuDzzAlK++skOkcrMWL17Mo48+Sr169ejQoQPTpk3DbDbb1Dl37hxPPvkkDRo0oHv37lk+fxEREcmZ9PR0UlNTs/xjNpvx9PTE1dUVs9lsLc/NTW0uXboEQLNmzWjbtq31T/369a11wsLCqFOnDqGhodSvX5/Q0FDq1q3LwoULcy0OERGRO9X06dNxcXFh7ty5hIaG2px77rnnaNKkCW+++SafffYZCxYswMXFhdmzZ1uTkXDtd/lBgwaxcOFCYmJiCuzv6XYdIblw4UIuX75Mu3bt7BmG3KLjx4/zxODBhPTowQsvvMDePXt47913SUxM5KGHHrLWe/vtt9m1cyevv/46iUlJfDB2LKbUVJ555hk7Ri838vnnn/PNN98wdOhQnn76aTZv3syYMWMwGAwMGjQIgOTkZPr06UPZsmWZNGkSW7duZfjw4UybNo3g4GA734GIiEjhc+DAAU6cOIHJZALAYDBgNpsxGAxZ1ndwcKBFixa5to7k5cuXAShevHiW500mE1FRUfTq1cumvFatWsyZM4eUlBRcXFxyJRYRERG5Nf3797d+mdikSRNOnDhh54iyZteEZGxsbJ5MN5H88eOsWQRVrMhrr70GQN26dUlNS2PKV1/RrVs3XFxciI6O5pcVK5g4aZJ1Gk9iYiKff/YZjz/+eIEcNizQvn17OnToQO3atQFo2rQpJ06cYNasWdaE5PLlyzl79ixLlizBy8uL5s2bc+TIEaZMmaKEpIiIyC04ffo0u3bt4urVq9ayK1eu4OrqirOzszUxmZaWRlJSEuXLl+euu+7Ktf4zRkheLyGZmJiIxWLB09PTptzLywuAhIQEJSRFRETs7N9fZBqNRtLS0uwYzfXlWULyypUrjBs3jvXr15OcnEzjxo0ZOXIkgYGBXLp0iVatWpGQkABAxYoVATh06BBGozFTW3FxcYwaNYrff/8dDw8PevTogZNT5tCPHDnC2LFj2blzJ15eXrRv356XXnoJDw8Pa53k5GTGjx/PsmXLOHPmjM3148aNo0+fPmzbto1x48Zx4MAB/Pz86NixI8OGDbN+2JJrjkVFUfPvhVYzdO3alf+NH8/u3btp3Lgxq1evxtPLiyZNmljrtGvXjrFjxrBp0yabxVml4KhTp06msqpVq7Jy5Urr8bJly2jevLnN+6Jz584MHz6c2NhYm/WmREREJHudOnWiU6dO1uPt27eza9cuOnXqRLly5azlKSkpzJ07l4CAgOsmD2/F5cuXcXBwYOrUqezYsQN3d3fuuece+vXrh9FozLR0S4aMX3wK66L6IpINSyqkHLZ3FDfPsRQ4+9s7CpE8d73/Pxd0eZKQTE5O5oEHHsBsNvPiiy/i7u7Ot99+y/3338/y5cspW7Ysc+fO5fnnn8fb25s33ngDAGdn50xtXb16lZCQEK5evcorr7xCiRIl+Pnnn9m8eTP33Xeftd6BAwcICQmhSZMmfPTRR1y6dIlPP/2ULVu28PPPP1vbHjlyJNu3b+fzzz+ndOnSjB07lgMHDvDDDz9QpkwZLl26xGOPPUazZs2YNm0aly5d4qeffiIhIUEJyf8oXaoUMTExNmUWi8U6MhLgzJkzlA0IsEkgly5dGk8vr0wJYSnYDhw4QPXq1a3Hp0+fpmXLljZ1Mr5ciI6OVkJSRETkNu3Zs4fy5ctnSjq6uLjQtGlT1q1bR5UqVXLtM+qlS5ewWCyUKFGC0NBQDh48yNKlSzGZTDzxxBO50sf69euzrWN0SqFJOTMOOV7tvuCIiTnPwb3Z36MUPkddzmB2NUPWKygUWOnp6URGRnIh/fgtt1GpVCT+xY5jthSuN6XFAltPdSLdnHnQkxQurVu3tncIBVaNGjXYs2cPAQEBOBSy/3HeVEJy5syZzJw5M9t6X331FdHR0axdu5ayZcsC0LZtW9q1a8fo0aOZOnUqNWvWxN3dnWLFilGzZs3rtjVjxgz++usvVq1aReXKlQG499576dGjh029d999l/LlyzN9+nTrNPAGDRrQqVMnvv/+ex577DFSUlJYunQpY8aMoXHjxgCMHj2aZs2aERsbS8WKFdmxYwfx8fEMHTqUBg0aANh8Uy3/aN+hA6++8go///wz7du358/Dh62bG104f976d1bf3BcvVsxaRwq+6Oho1qxZw4svvmgti4mJoUSJEjb1Mo7/m6gWERGRm5ecnExSUlKmkQ8WiwVHR0fi4uKs603mhlatWlGzZk2aNm0KXPv8npKSwpo1a3jssceu+4tOxsY6OVmKqV69etnWMVgSMCT+chORFxwlShSnnl/29yiFz4V4Aw5xf5FO7m0klR8cHB2oXLky1VwDbrkN96uHcUxLo/AttuZI3Tq1MKNlwqTo6tevH6NGjWLq1Kk2G9sUBjeVkGzfvj2PPPJIpvKnnnrK5njTpk00a9bMmoyEa/PWH3jgAb7//vubCnDjxo00adLEmozM8O8PPCaTiW3btvHSSy/ZlFetWpUGDRrwxx9/8Nhjj1mv+3edjJF7GVPFa9asSbly5XjppZd45plnuP/++7McuSnXEsOnTp1i/Kef8t6771KzZk3efOstnhg8GDc3N+DaFJ6sdn+0WCzXXaBdCp733nuP0qVLM2DAAGtZVs8241jPVkRE5PYFBQWxY8cOypYtS82aNa2fSU0mE1u2bMHZ2TlX12wsXrw4JUuWtCmrXr06GzduJC4ujmLFimEwGKzLLmXIOP73MknX898vM7NkdoTEwvlZwmg0YszJPUqh45bmBpcMFLJ8JAYMeHp6UsKzxK03EmuEgrkE3Y0ZDBQrVgwcPLOvK1KA7Nq1y/rvxo0bs2zZMuvx1KlTbep2796d7t27W48//fRTm/OvvPJK3gSZC24qIVm2bNksh8r+N2F38uRJ2rRpk6leQEAACQkJN7W+3IkTJ6zf0l7P6dOnMZvN+Pn5Zdnn4cPX1rtwcXHhgQceYPLkyTRs2BBvb2/ef/99qlSpQo2/10J0c3Pj559/ZsqUKbz++ut8/PHHPP300zz88MM5ivdO89hjj/HYY4+RnJyMm5sbly5d4urVq/j+/Sy8fXz466+/Ml135coVfMqUye9w5RZMnjyZtWvXMmfOHJs1XsuUKWPdjTNDxmL4vr6++RmiiIhIkdS6dWuio6OZM2cOfn5+eHt7k5aWxsmTJ0lKSqJ79+6UycXPUzNmzCAuLo4xY8ZYy06dOoWjoyMlS5bE0dGRoKAg9u/fb3PdgQMHCAwMxNXVNddiERERkaItTyaYly9fnnPnzmUqP3v2LB4eHpm+eb2RUqVKceHChRvWyZgrf70+y5cvbz3u06cPcXFxPP7447Rq1Yrk5GSmTZtmk1QtXbo0I0eOZNOmTXTv3p033niDBQsW5DjmO1HGiMht27bh4OBg3RQlICCA06dPk5qaaq17/vx5EhISCAi49WkDkj9WrFjBRx99xNtvv03Dhg1tzpUrV46jR4/alB07dgyDwYC/vxaPFhERuV0eHh4MHDiQXr16Ubp0aaKjo4mNjaVy5coMHjyYpk2b5moSsEmTJhw+fJgffviB/fv3s2TJEn777Tc6duxonWEUEhLC3r17mTlzJnv37mXWrFlERkYSEhKSa3GIiIhI0Zcnm9o0a9aMqVOncubMGWtiIjU1lcWLF3PPPfdYp3O6ublxPpt1BGvXrs3ChQu5dOmSdYqHyWTi0qVL+Pj4ANdGPjZq1IhFixbx5JNPWte3OXbsGDt37uT111+3tvfuu+/y2muv0atXryz7S09Px2Aw4ODgQIkSJXj55Zf55Zdf2L59Oz179ryt16UoMplM1lFzaWlpzPrhB+69917rCLkOHTrwv/HjiYiIsG6A8tuaNXh6etKsWTO7xS3Z27BhA8899xyDBw+2maqdoWvXrrz22mtcvnzZuk7oihUraNGixU196SAiIiLXZzQaadq0abYzhnJD69atSUlJYfny5axYsYJSpUrRvXt3m8/AzZo1Y/jw4YSFhbF8+XJ8fHwYOnRopo3uRERERG4kTxKSQ4cOZdGiRQwYMIDnn38ed3d3vvnmGy5evMibb75prVe7dm2+++475syZg6+vL82bN7eZEgowZMgQFixYwKOPPsrw4cMxmUx8++23nD59mqpVq1rrvffee4SEhDB48GAeeeQRLl26xCeffELVqlVt1r2Mj4/nl19+ISgoCFdXVxwdHSldurQ1gTZp0iR+/fVXnnzySSpVqsTGjRs5duwYI0aMyIuXqlDbsGEDH44bx9ChQ/H09GTu3LkcO3aMN996y1rH39+frt26MWb0aEa+8QZJSUl8+eWX9B8wQNN6CrBt27bx5JNPUqdOHbp06UJERIT1nK+vL0FBQdx3331MmDCBYcOG8eyzz7JlyxZWrVrF9OnT7Ri5iIhI0ZGSkpJpQ5v/cnFxydVdNTt27EjHjh1vWCc4OJjg4OBc61NERETuPHmSkHR3d2fx4sWMGzeOsWPHcvXqVe6++26WLVtGUFCQtd5TTz3FkSNHGDVqFH5+fnz99ddUqlTJpq3AwEDmzZvH6NGjeeGFFwgKCiI0NJT9+/dz5swZa71atWqxZMkSxo4dy3PPPYeXlxft27fn5ZdftklyDh06lNdee43ffvvNpp969eoxbdo0QkNDSU5OZuLEiURFRREQEMA777zDAw88kBcvVaF211130To4mMmTJ5OQkEC9+vX5YdYsmynyAG+//Tbjx49nzOjRuLi4MHDgQIb8ZyMkKVhGjx5NcnIyO3bsyDQF65FHHuG9997DxcWFH3/8kbfeeosnn3ySChUqMHHiRFq1amWnqEVERIqWuXPncvz48UzlFosFi8WCk5MTAwYMoEKFCvkfnIiIiMhtMMxdttLS6/577R1Hvrh06RLdunVjzJgx1s15kpOTWb9+PU899RSvvfYaQ4YMydU+5y1fRccWeT/FRgqW1RsjuFPeV0XNvOWr9OxEROS2LPl7+fNu3rfXzrp164iJiclUfvbsWeLj46lbty6tW7fO2c7VdjZ27FgARo4cmX1lczxEvwekZlu1YLGAeyMoFWrvQCQPrLiwjR/PhJNuSbd3KDfFzcHIi0E9qOUZeOuNxM6EpO25F1R+MTiB/3vaZVuu6+rVq/YOoUjJ6SzYjM9JeTJCsqAKDw/n6tWrNjuFu7m50bZtW1xdXQvFhzkRERERuTO0adMmy/KUlBTCwsJwc3PL1enaIiIiUjTt3LmTr7/+mkmTJtk7FKs76hNM5cqVuXjxIhMnTuTixYukpqZy4MABhgwZQlBQEPfff7+9QxQRERERuSEXFxcaNGjA0aNHiYuLs3c4IiIiUsBdvXqVs2fP2jsMG3fUCMk6derw9ddfM2XKFKZOnUp6ejrly5enc+fODBo0CC8vL3uHKCIiIiICQFpaGhaLJVO52WwmKSmJixcvYjKZ7BCZiIiIyO25oxKSAO3bt6d9+/b2DkNERERE5IY2b97M+fPnbcosFgvx8fEcOXKE0qVL4+7ubqfoREREJC98//33zJw5k9jYWJKTk6lYsSKffvopkZGRnDp1CpPJxNy5c1m8eDGzZ89m3bp1xMXF0bZtW0aNGoWjoyMA06dPZ8aMGRiNRu655x6bPs6cOcM777zD4cOH8ff3Z+zYsVSsWJGoqChef/11+vXrx6effsobb7xBp06d8uQ+77iEpIiIiIhIYfDnn39y7NixTOVubm5Uq1aN4OBg/Pz87BCZiIiI5IV9+/YxYcIEli9fjtFo5MEHH2T06NHUqFGDyMhIFixYwNChQwkPD8fZ2Rk/Pz9mz54NQM+ePVm7di0dOnRg5cqV/PDDD3z33Xf4+/szfvx4ax9ms5lhw4bRr18/pk6dyrp163j99det7Rw9epRt27YRFhZGsWLF8uxelZAUERERESmAHnnkEQwGQ5Yb11gsFtLT07WpjYiISBFy/PhxatSoQenSpQGoX78+J06coGHDhgBUqFCBgQMHWusPHDiQ9PR0oqKi8Pf359ChQ3To0IGwsDAGDRpEUFAQcG2jvK1btwKwe/duLl26RM+ePa3n3n33XRISEgAwmUy8+uqreHrm7Q71SkiKiIiIiBRAkZGR+Pn54evra51+leHSpUvs27ePmjVrWn9pERERkcKtUaNGvP/++2zduhU3Nze2bdvG888/bz3v7e1t/bfFYmHy5Mls2rSJhg0b4uDgQEpKCgCnTp2yJiP/6/Tp0yQkJNCnTx9rmY+PD1evXgXA1dU1z5OR8HdCct7yVXne0Z1s9cYIe4cgdqD3lYiIiNysf29is27dOpo0aUKpUqVsRkJmrCMZERGBn5+fEpIiIiJFhLe3NxUrVmT+/PmkpKTwySefUL58+SzrLlq0iF27djFz5kwcHBwYN26c9VypUqWIiYnJ8jp/f398fHyYN29epnPx8fG5cyM54ATQ6/57863DO8285avo2KKpvcOQfLZ6Y4TeV4WUEskiImJPJpOJK1eukJqaislk4vLly5w9exaj0Witk5yczLZt20hKSsqzKdvp6em89NJLnDp1im+//dZmDanw8HDCwsKIiYnBx8eHHj160KZNmzyJQ0RE5E6yf/9+zGYzY8aMwcnpxpOaT58+jbOzMwaDgZMnT7Jp0ybr/4/btWvH999/T7t27XB2dmbBggXW6+rWrYujoyMzZswgNDSU1NRUjh8/TtWqVfPy1jLRlG0RERERkQLi6NGjLFq0iLNnz2IymTh16hQrV660qZOxrmTr1q3zbHTksmXLOHv2bKbyiIgIJkyYQJcuXWjYsCE7d+5k4sSJGI1GmjdvniexiIiI3CmqVq1KTEwMjRs3xsvLCxcXF5o0acI777yTqW6PHj3YvXs3HTt2pHbt2gQHB1vP9e/fn5MnT9K1a1fKlClDSEiIdaM8Z2dnJk+ezPvvv8+MGTPw8PCgZ8+eSkiKiIiIiNypqlWrxlNPPUViYiKzZ88mKCiIypUr4+zsbK3j6OiIt7c3JUuWzHb0xK2IjY1lwYIFtGrVirVr19qcCwsLo06dOoSGhgLXFts/efIkCxcuVEJSRETkNoWHh9OxY0dGjhwJwJkzZ+jbty8RERH06dPHZt1Hf39/pkyZkmU7RqORd955xyaR+e/NcMqWLctXX32V6bqKFSsSEZE/yw4qISkiIiIiUkA4OTlRokQJSpYsSfPmzSlXrhwBAQE4OTmRnp5Oenq6dYTkfze6yS0zZsygRYsW+Pn52ZSbTCaioqLo1auXTXmtWrWYM2cOKSkpuLi45ElMIiIid4LIyEib5VhSU1NxcHCgSpUqdowqbyghKSIiIiJSQFgsFi5fvoybmxvNmjXDYDAA134h2bt3L4cOHcLJyYm6desSFBSE0Wi01skNu3fvZteuXXz55ZeEh4fbnEtMTMRisWTaedPLywuAhIQEJSRFRERuw6BBg3jrrbfo0qULxYsXx9nZmU8++QR/f397h5brlJAUERERESkgLl68yA8//EDz5s1p0KABRqMRs9lMeHi4dfq02Wxmy5Yt9OjRg4YNG+ZaEjAtLY1vv/2WkJAQihcvnum82WzO8rqMhGh6enquxCEiInKn8vX1ZerUqfYOI18oISkiIiIiUkBERERgNBoJCAiw7qx9+vRpIiIiqFq1Kl27dsXLy4uwsDB27NhB+fLlKVu2bK70vXjxYkwmE126dMmV9rKyYsWKbOu4OJsIrppOHs1Iz1NnzpxhV0T29yiFzwHPC5i90iFvNrbPM2np6URERHDCtO+W26hfPpqAErkXU35JT09n3Zo1mNKM9g5FbtN9991n7xAkDyghKSIiIiJSQJw5cwY/Pz/rtGiLxcKWLVtIT0+nefPmlC5dGoPBQP369Vm+fDnJycm50u/58+dZsGABTz31lDUR+l//XtPq3ywWC0CO1rTs0KFDtnUMlgQcYtYDWY/ILMh8ff3oUC37e5TCJz12BztjYki3FK6RwE5OTtx1113U9Ch/y204Xj4HV8/kYlT5w9HBgeDgYCwGD3uHIgWUg4PDdUf/y8253meEG1FCUkRERESkgDCZTKSnp1uTfDExMRw+fJjq1avj4+NjnR7t4OBgU+92rVy5EpPJxBdffMEXX3xhc+7xxx+nVatWPPXUUxgMBhISEmzOZxx7eGT/S/+/dwu/LrMTkHvrYuYnBwcDDjm5Ryl08moTqTxnseDk5JSz99713EKioUAwGHBycgIHvScla9f7Ak7yxx2RkPz8889ZsGAB69evv+22du3axRtvvMGkSZOoUKFCLkQnIiIiInJNQEAAx44d48KFCzg7O7Nu3TquXr1KvXr1KFasGHBtRGJ0dDReXl64urrmSr+dO3emWbNmNmXr169n+fLlvP322/j6+mI0GgkKCmL//v029Q4cOEBgYGCuxSIiIiJFX44Tkk2aNOH8+fOZyitUqMC6detyM6Zcl5KSkumb3FuVmJjI/v37SUlJyZX2CrsVK1awdMkSdu/Zg4+3Nz0feoh+/fpl2qZ+/PjxrP3tN1xcXLj//vsZ8tRTdoxashMaGpppZ80MDz30EB9//DEA586d46233mLLli1UqFCBp556Sut7iIiI3IamTZsSFRXFjBkzMBgMJCYmcu+991K+fHnrCK0rV66wd+9efH19M+14fau8vb3x9va2Kdu379qacxUqVLAmQ0NCQhg/fjwzZ86kUaNGREZGEhkZyYgRI3IlDhEREbkz3NQIyY4dO/Loo4/alOmb0DvXlK++4ocffmDQoEE89thjbNu2jfGffooBeLh/f2u9t99+m107d/L666+TmJTEB2PHYkpN5ZlnnrFf8HJDr732GkOHDrUp2717N2PHjqVnz54AJCcn06dPH8qWLcukSZPYunUrw4cPZ9q0aQQHB9sjbBERkULP39+fAQMGsHPnTi5cuEClSpWoW7euzXTo48eP4+LiQpMmTShRokS+xtesWTOGDx9OWFgYy5cvx8fHh6FDh9KyZct8jUNEREQKt5tKSPr7+9OiRYu8ikUKmdbBwQS3aUONGjUAuOvuu/nr1Cnmz59vTUhGR0fzy4oVTJw0iebNmwPXRpl+/tlnPP7447i7u9stfrm+jGeawWKx8OGHH9K7d2/uueceAJYvX87Zs2dZsmQJXl5eNG/enCNHjjBlyhQlJEVERG6Dj48P995773XP169fnxo1auDk5GRdUzIvPPDAAzzwwAOZyoODg/X/ehEREbktub467U8//USHDh2oXLkyFStWtP55/vnnb6rOv82dO5cOHTpQq1YtunXrxo8//mjdCSkxMZHJkyfTu3dv6tatS/v27fnxxx+zjXPHjh08++yztGnThvr16zN48GDOnTuXqd6SJUvo2rUr9erVY8CAARw7duwWX5mip2bNmpkSV5UqVbJ5HVevXo2nlxdNmjSxlrVr147ExEQ2bdqUb7HK7Vm8eDFHjhxh5MiR1rJly5bRvHlzvLy8rGWdO3fmjz/+IDY21h5hioiI3DFcXFwK7yYbIiIicsfL1YTknDlzeOedd3j22WcJDw/n2WefxcHBgR9++IG33norx3X+bePGjbz66qt06tSJWbNm0a9fPzZs2GBNSH7zzTcsXbqULl26MHHiRJo1a8Ybb7xBRETEdeNMSEhgyJAhlChRgtdff50xY8awb98+nnvuOZt6P/30E88++yw1a9bks88+o3379nz++ee594IVQX8ePkyVKlWsx2fOnKFsQMC13c3+Vrp0aTy9vDhz5ow9QpRb8O233xISEkLx4sWtZadPn6ZixYo29TKOo6Oj8zU+ERERERERESk8bmrK9syZM5k5c6ZN2aFDh6xbpc+fP5+uXbtap3Y8//zzLFq0iF27dlmneuekzr9FRkbi5ubGiy++iIODAw0bNuThhx+2nh86dCjPPPOMdROVli1bsmjRIpYuXUrTpk2zvA9PT09+//13m/Uvo6Oj+eCDD7h48SKlS5cmKSmJjz/+mO7du1s38ACoXLlypnU05ZozZ86wfv16nh42zFp24fx5myRWhuLFinEhi02SpODZt28fe/bs4cMPP7Qpj4mJybRuVcZxTExMPkUnIiIiIiIiIoXNbW9q8++Rb46Ojpmmjjg5OVkTljmt829t2rTh888/JzQ0lGHDhmVKMmZcl5SUxJ49ezh48CBubm7Zjr7LSEZGRUWxf/9+Dh48CFxLqpUuXZoDBw4QFxdHv379bK7T1Jjr+/ijjyhZsiS9evWylhkMBiwWS6a6FoslT9c8ktyzbNkyypUrR82aNW3Ks3q2Gcd6tiIiIiIiIiJyPTc1ZTtjU5t//8kYmQjQq1cvli5dyoYNG0hJSWH69OmcOnWKDh063FSdf6tVqxaLFy/Gy8uLfv360aNHDzZv3mw9n5yczNtvv02bNm2YNWsWJpOJUqVKkZaWdsN7Wb9+Pd27d2f48OFERkbi5+cHYL3uxIkTAJQrV+5mXqI71rRp09iwYQNjP/jAJrns7ePDlStXMtW/cuUKPmXK5GeIcou2b99O3bp1M5WXKVOGy5cv25RdunQJAF9f3/wITUREREREREQKoVxdQ7J9+/aUKFGCcePG0ahRIxYvXsyMGTNs1pnLSZ3/ql69OhMnTuTXX3/Fx8eHRx55hKioKABGjBjB/v37WbNmDV988QVPPPEE3t7eN4wzMjKSwYMHM2TIEJYtW8bIkSNp166dTZ1SpUoBcOHChVt9Oe4Yv/76K19+8QUvvfwy9erVszkXEBDA6dOnSU1NtZadP3+ehIQEAgIC8jtUuUlpaWns3r2b2rVrZzpXrlw5jh49alN27NgxDAYD/v7++RWiiIiIiIiIiBQyuZqQnDhxIs2bN2fp0qXs27ePhQsXcs8999x0nX/7dyKrUqVKjB49mtTUVPbs2YPJZGLt2rV06dLFutOv2WwmISHhhnH+9ttvuLu7c99991nL/juKr3r16jg4OLBy5Uqbcq2NZ2vz5s28MXIkAwcOpHfv3pnOd+jQgcTERJtNhn5bswZPT0+aNWuWn6HKLTh37hxXr17NMsHYtWtXNm/ebDNKcsWKFbRo0YKSJUvmZ5giIiIiIiIiUojc1BqSZ8+ezXL36saNG+Pg4EB8fDzbt29n/fr1lChRAoPBQMmSJfH397euvZiTOv8WGhqKt7c3PXv2pHjx4vzwww+4uLjQsGFDjEYjpUuXZs6cOVStWpWrV6/y7bffcvToUe666y5rG76+viQkJHD48GGqVauGv78/ly9f5ssvv6RVq1Zs3ryZ6dOn2/Tr7+9P7969mTp1Kq6urtx9991s2bKFGTNm3MxLVqTt3LmTF55/npo1a9Lx3nvZvm2b9ZxPmTIEBgbi7+9P127dGDN6NCPfeIOkpCS+/PJL+g8YYLOpkBRMGSOEs0ow3nfffUyYMIFhw4bx7LPPsmXLFlatWpXpvSQiIiIiIiIi8m83lZBctWoVq1atylS+b98+3N3defLJJ5k3b16mjW98fX2ZMGECd999d47q/NvYsWP54osveOutt7hw4QLVq1fn22+/pXz58gBMmjSJt956iyFDhlCnTh0GDx7Mjh07OHDggLWNdu3aMXXqVMaMGcN3331Hr169OHjwINOmTWPu3Lm0adOGRYsW0bx5c5u+33//fUqWLMn8+fP57rvvaNWqFWFhYbRv3/5mXrYia/ynn5KcnExkZCSPDBxoc65P37689tprALz99tuMHz+eMaNH4+LiwsCBAxny1FP2CFluUkZC8r+7aQO4uLjw448/8tZbb/Hkk09SoUIFJk6cSKtWrfI5ShEREREREREpTAxzl6209Lr/3lxp7IknnqBq1aq88sorwLX15/78808GDhxI3bp1mT59eo7qFCXzlq+iY4um2VeUImX1xghy630l+Wve8lV6diIicluW/L0EebcbL2te4JhMJhYsWMCGDRu4dOkSAQEBPPjgg7Ro0cKmXnh4OGFhYcTExODj40OPHj1o06bNDdseO3YsACNHjsw+EHM8RL8HpGZbtWCxgHsjKBVq70AkD6y4sI0fz4STbkm3dyg3xc3ByItBPajlGXjrjcTOhKTtuRdUfjE4gf974OBp70hE5F8yPifd1AjJGzl37hy//vqrdVQcgJOTEzVr1qRatWqUKFEiR3VERERERCT/TZ06lYiICPr370/ZsmWJiIjgs88+w83NjUaNGgEQERHBhAkT6NKlCw0bNmTnzp1MnDgRo9GYabaRiIiIyPXk2qY2pUqVonTp0owfP57jx4+Tnp5OdHQ048aNY8+ePTz55JM5qiMiIiIiIvkrJSWF9evX88ADD9C5c2fq1q3L4MGDKVOmDOvWrbPWCwsLo06dOoSGhlK/fn1CQ0OpW7cuCxcutF/wIiIiUujkWkLS2dmZn376CbPZTK9evahduzYDBgzg0qVLLFmyhJo1a+aojoiIiIiI5C8nJye++OILunbtalPu4eHB5cuXgWtTuqOioqhVq5ZNnVq1anH8+HFSUlLyLV4REREp3HJtyjZA1apVmTx58m3XERERERGR/OPo6Iifn5/1OC0tjZ07d3L8+HH69+8PQGJiIhaLBU9P2/XYvLy8AEhISMDFxSX/ghYREZFCK1cTkiIiIiIiUrj169ePtLQ0ANq2bUu3bt0AMJvNWdY3GAwApKcXrs0+RERExH6UkBQREREREasxY8ZgMpnYtWsXa9as4cSJE1SsWDFX2jaZTNlXMptwxoIhV3rMX2azhbSc3KMUOoU54Z6ampqz9951OKWbc2+tt/xksVy7b4d/7t2MhdVxuzifetmOgd08Mxb6eLfExcHZ3qHYhdFotHcIkgeUkBQREREREatKlSoBUKNGDQ4ePMj06dMZNWoUDg5ZpyQsFgtwbdp3dn777bds67g4m2hdJZ0cNFfgnDt3lsht2d+jFD6HPc5j9krPxV0Y8kda+rXlF86Y/rzlNuqVO0tAidyLKb+km81s2LABU9o/yayLxmRWlDpCukPWI74LsosnzlI/3tfeYdhF586d7R2C5AEngHnLV9k7jiJt9cYIe4cgdqD3lYiIiBQWJpOJs2fPUqZMGVxdXa3lvr6+bN68Gbi2wY3BYCAhIcHm2oxjDw+PbPvJ0S+V5niIXg+k5vwGCgh/f3/8a+sX56LIcmEbO8/EkG4pXCMlnRydaNKkCbU8A2+9kdgYSDqTe0HlE0dHR9q1awcO/6x7eyz5LL8dO0FyeuEayWwBqlSpQmffFvYORSTXOAH0uv9ee8dRZM1bvoqOLZraOwzJZ6s3Ruh9VUgpkSwiIneiCxcu8OKLL/LYY49x3333Wcv/+usvSpQoAVybMhcUFMT+/fttrj1w4ACBgYE2iUwRERGRG9GUbRERERGRO1xAQADVqlVj7ty5uLi44OfnR0REBH/++SdPPPGEtV5ISAjjx49n5syZNGrUiMjISCIjIxkxYoQdoxcREZHCRglJERERERFh5MiRzJs3j3nz5nHlyhUCAgJ49tlnadWqlbVOs2bNGD58OGFhYSxfvhwfHx+GDh1Ky5Yt7Ri5iIiIFDZKSIqIiIiICB4eHoSGhhIaGnrDesHBwQQHB+dPUCIiIlIkFbI9wkRERERERERERKQwU0JSRERERERERERE8o0SkiIiIiIiIiIiIpJvlJAUERERERERERGRfKOE5A1cvXqV8+fP2zsMERERERERERGRIqPQJiQ///xzWrdunWftT5o0idq1a9OkSRPGjRuXZ/2IiIiIiIiIiIjcSXKckGzSpAlVqlQhNjY207kLFy5QuXJlmjVrlqvBAaSmpjJ9+nTi4uJsylNSUkhISMj1/gDOnDnDJ598wsMPP8yOHTt46qmn8qSfoqBf3740bNDA5k+L5s1t6qSmpvLhhx/SuVMnuj/wAFO++spO0crNWLx4MQ8//DB169alZcuWjBo1ivj4eJs6586d48knn6RBgwZ0796dFStW2ClaERERERERESksnG72guXLlzNgwACbsmXLlmEwGHItqH+LjY1l1KhRtGjRgpIlS+ZJH/915MgRLBYLPXv2zLc+C6srV67w4IMP0rVrV2uZwcE2z/3222+za+dOXn/9dRKTkvhg7FhMqak888wz+R2u5NDSpUt58803GTp0KMOHD2fHjh1MnTqVs2fPMmnSJACSk5Pp06cPZcuWZdKkSWzdupXhw4czbdo0goOD7XwHIiIiIiIiIlJQ3VRCsmnTpixevDhTQnLx4sU0adKEqKioXA0OyHJEZl5LTU0FoFixYvned2ETHx9P7Tp1uOvuu7M8Hx0dzS8rVjBx0iSa/z1yMjExkc8/+4zHH38cd3f3/AxXcqhLly40btwYX19fAJo3b05qaiqTJ0/GZDJhNBpZvnw5Z8+eZcmSJXh5edG8eXOOHDnClClTlJAUERERERERkeu6qTUkg4OD2bZtG9HR0day06dPs3v3blq0aJGpvsViYcqUKXTs2JH69esTGhrK8ePHrecTExOZPHkyvXv3pm7durRv354ff/zRen7cuHE88MADAHTq1ImKFSvy0UcfXTe+9PR0vvrqKzp16kTdunXp3bs3mzZtsqmTXZ/ffPMNQ4YMAaB9+/ZUrFjxZl6iO4rZbCY+Pp5SpUpdt87q1avx9PKiSZMm1rJ27dqRmJiY6dlIwWEwGKzJyAzJyckYjUacnK59j7Fs2TKaN2+Ol5eXtU7nzp35448/7PJFgoiIiIiIiIgUDjc1QrJYsWI0aNCApUuX8uSTTwKwZMkSmjVrhrOzc6b6r7/+Or/99huvvfYa5cuX58cff6Rnz56sX78eDw8PvvnmG1atWkXv3r0ZPnw4q1at4o033qBy5co0bdqU0NBQypYty9tvv82kSZMICgqidOnS143vhRdeYNWqVbzwwgtUq1aN5cuX079/f7788kvrlOLs+nzwwQdxcnLivffeY8qUKZQvX/5mXqI7SsYangvmz+fTTz7h6tWrNG7cmBHPPYe/vz9wbT3OsgEB1iQWQOnSpfH08uLMmTN2iVtyLjU1lZiYGFatWsWPP/7IG2+8gcPfU/JPnz5Ny5YtbepnJPCjo6NvmKgWERGRgictLY0lS5YQHh7O+fPnKVOmDA888ABt27a1qRceHk5YWBgxMTH4+PjQo0cP2rRpY5+gRUREpFC6qYRkcnIyDz74IHPnzrVJSD722GOcOnXKpu6uXbuYM2cO8+fP56677gKgUaNGtG3blvnz5/Poo48ydOhQnnnmGWuCo2XLlixatIilS5fStGlT/Pz8qFChAgCVK1emWrVq143tjz/+YPHixXz++efWUZXBwcEkJyfz3nvvce+992I0GrPt09vbm8DAQACqVKlCpUqVbuYluqM4OTnRslUrgoODadSoEVFRUXz04Yc8+8wz/PjTTzg7O3Ph/HmKFy+e6drixYpx4fx5O0QtN+PFF19kyZIlwLW1QPv162c9FxMTQ4kSJWzqZxzHxMTkV4giIiKSSyZMmMD27dvp06cPFSpUYOvWrUyaNAknJydatWoFQEREBBMmTKBLly40bNiQnTt3MnHiRIxGo3V5HhEREZHs3PSmNl26dGHUqFEcO3YMg8HA0aNH6dSpE99++61NvfXr11OuXDlq1qxJUlKStbxOnTocPnwYAKPRCEBSUhJ79uzh4MGDuLm53dLIuU2bNuHq6mqzuQrAQw89xJIlS/jzzz+pXbt2rvZ5p3N3d+fLL7+0HleqVAkXFxeeGT6cP/74g9atW2MwGLBYLJmutVgsebYRkuSeN954g/79+7N582b+97//cfDgQT788EOALJ9txrGerYiISOFy4cIFNm7cyIABA6yfp+vWrcu+fftYuXKlNSEZFhZGnTp1CA0NBaB+/fqcPHmShQsXKiEpIiIiOXbTCcnSpUvTunVrfvnlFxwcHLj33nvx9PTMVO/YsWOcOnWK2rVrZzqX8SEnOTmZDz74gF9++YV77rmHunXrUqpUKdLS0m76Rk6ePEmZMmWsIx8zBAQEAHDixAlq166dq31KZnf/vblNVFQUrVu3xtvHh7/++itTvStXruBTpkx+hyc3ydfXF19fX5o2bUrNmjUZMmQIPXr0oGnTppQpU4bLly/b1L906ZL1OhERESlcevToYbPuN4C/v791DXiTyURUVBS9evWyqVOrVi3mzJlDSkoKLi4u+RWuiIiIFGI3nZAEePDBB5k6dSpGo5Fhw4ZlWcfX15dy5crx+++/X7edESNGEBsby5o1a6wbY4SHh99KSJQvX57Vq1dnGnl39uxZ6/nc7lMyy9ihPCNJHRAQwNIlS0hNTbWuM3r+/HkSEhKsyWIpHO655x4A9u/fT9OmTSlXrhxHjx61qZMxcjpjDVEREREpHLy9vW2WZoFra0oePnzYOsAgMTERi8WSaTBCxmfqhIQEJSRFREQkR25ql+0MHTt2JCoqiuPHj9O6dess6zRp0oRTp04RERGR5XmTycTatWvp0qWL9UOM2Wy2bpSSwc3NDbiWxLqRZs2akZyczIoVK2zKw8LCKFWqFNWqVctxn5Iz69auzTRCbtWqVQDWD64dOnQgMTHR5ufgtzVr8PT0pFmzZvkXrNyUlStXcuHCBZuyPXv2AFjXWO3atSubN2+2+RlYsWIFLVq0oGTJkvkXrIiIiOSJhQsXcuXKFUJCQoBrn5uzkjEYID09Pd9iExERkcLtlkZIurm58fDDD+Pm5pbl7toA7du359577+Wpp57ihRdeoEGDBly8eJEVK1YwcuRIihcvTunSpZkzZw5Vq1bl6tWrfPvttxw9etS6CQ5c21jGaDQydepUHBwc8PLyok6dOvj6+pKQkMDhw4epVq0aLVq0oGvXrrzyyivExMRQtWpVVqxYwcKFC/n888+t39bmpE/JnsViYcaMGXzyySf06NmT2rVrs3//fqZ89RVdunalRo0awLVpPl27dWPM6NGMfOMNkpKS+PLLL+k/YACurq52vgu5nhkzZvDee+/x8MMP07BhQ06dOsX48eOpUaMGLVq0AOC+++5jwoQJDBs2jGeffZYtW7awatUqpk+fbufoRURE5Hbt3LmTefPmMWDAAOuXkbkhLi4u2zoGSwIlyLwGeWFgMplI/M897r/6F4svb8Xx1saC2E0FYxl6l7y9dUFdUv/AJX0PUJjWF7eQ4lSXFCfbwRNJSUmQxdr4BZ0FiI+PJy41+/fe9binpFAoxz5bLFy+fBkzqdaiK6YrWe5xUBhcvXo1R/8NLYo04KVouqWEJFzb7CI7EydO5Ouvv+aHH35g7NixlCtXjo4dO1q/RZ00aRJvvfUWQ4YMoU6dOgwePJgdO3Zw4MABaxslS5Zk7Nix/O9//+Opp56id+/e1KlTh3bt2jF16lTGjBnDd999B8Bnn33GlClTmDVrFmfOnKFGjRrMnDnTugh3TvuU7BkMBqZ+/TUzpk9n06ZNTJ82jdKlS/P4448TOmiQTd23336b8ePHM2b0aFxcXBg4cCBDnnrKTpFLTsycOZOpU6eyceNGpk6diqenJ+3atePFF1+0JpJdXFz48ccfeeutt3jyySepUKECEydOtHm/iYiISOFz8uRJ/ve//9G6dWseeOABa/l/12rPkPHLvaOjY7Zt7927N9s6zo5XaVLOzHW6K9AuXbrMofO297jIfR+nnS8XqpQcQFRKDDWivXCw3HrkTQPX4eh4lcKVkAQn00W2n/SyKTtjPIPZ1VLYboX09HSioqIwpcfechs1fK7gk3nbiALPbLFw4MABUtP/SafGOCaQ7p5+i3NF7SsmJoa9J7P/b2hRpN8xiybD3GUrLb3uv9fecRRZ85avomOLpvYOQ/LZ6o0R6H1VOM1bvkrPTkREbsuSv1c96eZt3zhuRVxcHK+//jp+fn68+eabODn9M37BZDIxYMAAevXqZbOxzYIFC5g9ezbff//9dWfAjB07FoCRI0dmH4Q5HqLfg3+NaiocLODeCEqF2pSOi5pHZHxUYctjgcXC9/Vfvr2RndFvgfkyhS6L51AMAt63KVpxYRs/ngkn3VK4liZwczDyYlAPannexkjn2JmQtD33gsovBifwfw8c/smmHks+y5hjs0lON9kxsJtnAR7ybUFP3xb2DkXktmV8TiqE3wuIiIiIiEhuu3r1KuPGjcPNzY2XX37ZJhkJYDQaCQoKYv/+/TblBw4cIDAwUMvxiIiISI4pISkiIiIicoczm818/vnnnDx5kj59+nD27FmOHj1q/ZOUlARASEgIe/fuZebMmezdu5dZs2YRGRlp3fhGREREJCdueQ1JEREREREpGhISEti2bRsAn376aabzr732GnfddRfNmjVj+PDhhIWFsXz5cnx8fBg6dCgtW7bM75BFRESkEFNCUkRERETkDlesWDHmzZuXo7rBwcEEBwfncUQiIiJSlGnKtoiIiIiIiIiIiOQbJSRFREREREREREQk3yghKSIiIiIiIiIiIvlGCUkRERERERERERHJN04A85avsnccRdrqjRH2DkHsQO8rEREREREREZHMnHp36WTvGEREREREiozF5y32DkFERESkQNOUbREREREREREREck3SkiKiIiIiIiIiIhIvlFCUkRERERERERERPKNEpIiIiIiIiIiIiKSb5zsHYCIiIiIiNifyWTiwIED7N27l7179xISEkKTJk0y1QsPDycsLIyYmBh8fHzo0aMHbdq0yf+ARUREpNBSQlJERERERJg9ezZLliyxHqenp2eqExERwYQJE+jSpQsNGzZk586dTJw4EaPRSPPmzfMzXBERESnElJAUEREREREeeughunXrxvHjxxk7dmyWdcLCwqhTpw6hoaEA1K9fn5MnT7Jw4UIlJEVERCTHtIakiIiIiIjg7u5OyZIl8fDwyPK8yWQiKiqKWrVq2ZTXqlWL48ePk5KSkh9hioiISBGghKSIiIiIiGQrMTERi8WCp6enTbmXlxcACQkJ9ghLRERECiElJEVEREREJFtmsznLcoPBAGS95qSIiIhIVrSGpIiIiIiI5ItTp05lW8fRkISvxYyDIR8CymVJiUnEJtne49WrV+0Uze2xAKdPn8bBcusPwt+ShmMhfI7p5nTO/Odn9dLVS2Cx2Ceg22CxWDh//jynLt36WKRSliTcC+FztJjNnD1zhnSLm7UsJj0Wc3rWX64UdFeuXOFUavb/DS2KypUrZ+8QJA8oISkiIiIiItlycMg6oWH5O0nj6OiYbRsxMTHZ1nFySMa3lAUKYQIkxZRCzGXbe0xxSCmU89IMXHtet5OQ9C1tIQc/FgWOOT2dmIu2zzHBIaFQPkez2UxcXBwxt/GG8iiWgrtrLgaVTyzA+fPnSTP/E3ys4QoWx8KXWIZry2bExGf/39CiSAnJokkJSRERERERyZaHhwcGgyHTWpEZx9fbDOffGjVqlH1H5niIXggUvlFMJUuWpGRl23tcFXUU4mPtFNHtadiwIY63k4WLXlgYHyPOzsZMP6vnLpjhzNFrWa5CxNHRkWqVq1HLM/DWG4ndC0m5F1N+cXBwoF69euDwz7q3x5LP4nhsFxTCJSb8/f1p5JuD/4aKFBKF8DseERERERHJb0ajkaCgIPbv329TfuDAAQIDA3F1LYRDqERERMQulJAUEREREZEcCQkJYe/evcycOZO9e/cya9YsIiMjCQkJsXdoIiIiUohoyraIiIiIiORIs2bNGD58OGFhYSxfvhwfHx+GDh1Ky5Yt7R2aiIiIFCJKSIqIiIiIiFW1atWYN2/edc8HBwcTHBycjxGJiIhIUaMp2yIiIiIiIiIiIpJvlJAUERERERERERGRfKOEpIiIiIiIiIiIiOQbJSRFREREREREREQk3yghKSIiIiIiIiIiIvlGCUkRERERERERERHJN0pIioiIiIiIiIiISL5RQlJERERERERERETyjRKSIiIiIiIiIiIikm+UkBQREREREREREZF842TvAEREREREpPAIDw8nLCyMmJgYfHx86NGjB23atLF3WCIiIlKIKCEpIiIiIiI5EhERwYQJE+jSpQsNGzZk586dTJw4EaPRSPPmze0dnoiIiBQSSkiKiIiIiEiOhIWFUadOHUJDQwGoX78+J0+eZOHChUpIiojITdu3bx/r16+nfv363H333RiNRnuHJPlEa0iKiIiIiEi2TCYTUVFR1KpVy6a8Vq1aHD9+nJSUFDtFJiIihdWiRYuIi4tj3bp1TJw4kU2bNmEymewdluQDJSRFRERERCRbiYmJWCwWPD09bcq9vLwASEhIsEdYIiJSRCQnJysxeQfRlG0REREREcmW2WzOstxgMACQnp6ee50ZDGDJvebyhQWyGu9hyPdAcofBYMBwu9E7OIC5sL0CFnDIHLMBAwYDhe/nEoP1PXo7bVy78UL2LC3w35gN5MLPtT1YCt0P3m3JSExGRETQtGlTTeUuopSQFBERERGRfDF27Ngc1iyZp3HknVNA5nusm/+B5IpxSz+4zRZcAN/cCMUOMj/HGnaI4valsZDvWXjb7fjlQiz28Hmmkkp2iCI3HCKcsYTbO4x8lZGYPHr0KAMHDrR3OJLLNGVbRERERESy5eCQ9a8Olr9H7jg6Ol732sDAwDyJSUREij4nJ42lK4r0VEVEREREJFseHh4YDIZMa0VmHHt4eFz32gEDBuRpbCIiUjjdaOS8m5ubdcq2FD1KSIqIiIiISLaMRiNBQUHs37/fpvzAgQMEBgbi6upqp8hERKQo+XciUmtHFl1KSIqIiIiISI6EhIQwfvx4Zs6cSaNGjYiMjCQyMpIRI0bYOzQRESnklIi8sxTKfcJERERERAqqxeevfbzu5m3nQPJIeHg4YWFhnDt3Dh8fH0JCQmjXrp29wxIRkUJo//79rFu3jgYNGigReYdYcuHa30pIioiIiIjkoqKekBQRERG5VRkJSe2yLSIiIiIiIiIiIvlGCUkRERERERERERHJN9rURkREREREioypU6eyfv16fvjhh0znfvjhBxYtWsTs2bNxdHTMUXvp6emkpqbi4uKCwWC4qVgmTJjA9u3bmT59+k1dd6eaOnUqq1evzvKct7c3kydPzueIbs4777yDyWTigw8+uK12itLPTcYz7datG4888kiWdebMmcP8+fNp1aoVzz77bK71fb33bm49p6yEh4czb948Ll68SN++fenevXuu9yFSVCghKSIiIiIich3r1q3jq6++4rPPPqNs2bL2DqfIMxqNvPPOO5nKnZ2d7RCN5IZSpUqxefNmBg4cmGVSf9OmTXh75/6iu/n93o2Li2PSpEnUr1+fQYMGUa5cuTzvU6QwU0JSRERERERECgSDwUC1atXsHYbkInd3d0qWLMnBgwepWbOmzbljx47h7u6Op6ennaLLPefOncNsNtOxY0fuuusue4cjUuApISkiIiIiInestWvX8vPPPxMTE0OpUqW4//776dKlCwCjRo1iz549ADz33HPUqlWL9957L8t2zGYzs2fP5tdffyU1NZVWrVqRmpp6U/0BWCwW5s+fz8qVK0lLS6NatWrUrl2bH3/8kTlz5gBgMpmYPXs2GzduJDExkcDAQPr160fdunVz++UpcHLy+uSkzn/l5DVdu3YtixcvJiYmBm9vb7p160aHDh1uGG921+T056YwS01NpXnz5mzcuDFTQnLjxo20aNGC9evXZ7pu48aNzJ07l5iYGHx9fenTpw/NmjWznr/Ra3sz792Mtm70vsyuv+nTp7N8+XIAPvroIwBmzJiBh4fHzb5cIncMbWojIiIiIiJ3pHXr1jFp0iTq1q3Lq6++SrNmzZgxYwY///wzAMOHD+fhhx8G4M0332TEiBHXbWvFihUsXLiQe+65h+eeew5HR0c2bdp0U/0BrFq1irlz59KwYUOeeeYZypUrl2k9zJkzZ7J69Wr69u3LK6+8gpubGx988AFnzpzJnRemAMvJ65OTOv+V3Wu6fv16Jk2aRNOmTXnttdeoWrUqU6ZMYdu2bddtMyfX5OTnprBLTU3lnnvuYevWrZjNZmu5xWLhjz/+oHnz5pmSsJs2beKzzz6jdu3avPbaa1SuXJnx48dz7NgxIPvX9mbeuzl5X2bXX8+ePXnuuecAGDJkCF9++SVubm63/dqJFGUaISkiIiIiIkVKSkoKvXr1umEdi8XCTz/9RIMGDRg8eDAADRo0IC4ujgULFtC5c2dKlSpFsWLFgGubqpQqVeq6bS1ZsoS6devy5JNPAnDXXXdx7tw5/vzzzxz35+rqyuLFi6lWrRrDhg2ztnPx4kU2b95s7S8yMpL69evTtm1bAAIDA5k+fTqXLl3C39//Vl+2AuF6zy5jHcCcvD45qfNf2b2mZ8+epUOHDvTt2xeAWrVqsWXLFrZt28bdd9+dZZvZXZOTn5uiIC0tDU9PTypUqMCePXuoX78+AIcOHbK+r9LS0qz1LRYL33//PVWr/r+9+4upuv7jOP46f4Czk/FH/kTicGoiUeooiBa5hmSYAzRogjesNVtbfzbU2eqitbYuvOOGZavNP4NYWhT8HKYdUXIHsxyTGboKhE0xKYEg/gWC53dxdk4dBc8XssMBn4+bc873fL6fz+e8v+fLDu+9v9/PCm9cVq1apZaWFtXV1enNN9/0G9vpnLtGzkt/44WHhys6OlqSFBUVpfj4+P8gksD8QkISAAAAwLwy1cIox44d814aeu3aNfX29urFF1/0aZORkaFTp06pvb1dKSkphsb7448/1NPTo/z8fJ/tnoSI0fESEhL0+++/Kycnx6dNZGSkz+tHHnlETqdTdXV1Sk9PV1xcnLZv325orsFuqmMXGxur/v5+v/Ex0mYy/mK6ZcsWn/YWi0Xh4eH6888/p+zT3z5Gvjfzgaf6MTMzU06n05uQdDqdyszM9Gkjue/F2N3drdTUVF26dMm7PSYmRp2dnZJmdjwmY/TvwN0aD8DfSEgCAAAAmFemWhjlhx9+8D4fHByUJEVERPi08SSuPO8b0dvbK8ldGTUVI+N5+pmqmsvj5ZdfVmxsrI4ePar9+/crMTFRhYWFeuqppwzPOVjdaVGbq1evSrpzfIzG8Fb+Ytrd3a3PPvtMP/74o/r6+ryXHicmJk7Zp799jHxv5gPP505PT1dFRYVu3Lghi8Wis2fPeqthXS6Xt73nXHE4HHI4HD59PfDAA5JmdjwmY/TvwN0aD8DfSEgCAAAAuOd4VvXt7+/32e55PZ1Vf+12uyRpZGTkX41npB/JXUVYWFiowsJCXb16VbW1tSorK1NYWNi8Xt3XSHyMxvBWd4rpY4895l0QZfv27UpMTJTZbNbOnTun7M/lcvndZ6ZznavsdruSkpJ07tw5hYWFafHixbclAj3tJGnbtm23VbpKxmJrlJHz8m6OB+BvLGoDAAAA4J4THx+vyMhINTU1+Ww/e/asbDabli1bJkkym93/Mv2zgutWcXFxstlsamlp8dn+zypLI+PFxMTIbrd7Vwf2GBgY8D4fHh7WO++8o8bGRklSQkKCXnnlFUnue/LNZ0biY6TNrfzFtLu7W11dXdq4caOSk5Nlt9s1MTFxxypaI/sY+d7MN5mZmWpsbFRjY+OUFb2ec+XcuXOTvm/0eBg5d42clzM5/gD8o0ISAAAAwD3HbDaruLhYH330kfbt26e0tDRduHBBJ0+e1NatW2Wz2ST9fYno0aNHlZWVpeXLl9/Wl9VqVU5Ojmpra7Vw4UKlpKSopaVFTU1N3goso+Pl5ubq0KFD2r9/v1avXq2ffvpJTqdTJpNJkrt6zGq16sCBA7p586ZiY2PldDoluRf+mOtcLpfPfQM9zGazli5d6jc+FovFb5tb+YtpVFSU7Ha76uvrFR4eroGBAX399dcaGxvzWTX6n4zsY+R7M9+kpaVp7969kqSSkpJJ25jNZm3dulV79uzR3r17lZGRob6+Pp08eVJZWVnKyMgwdDyMnLtGzkur1Trt4w/APxKSAAAAAO5J2dnZMplMqqmp0bFjx7Rw4UKVlJQoLy/P2yYlJUVZWVlqaGjQ4OCgSktLJ+2ruLhYf/31lxwOh44fP66kpCRt2rRJ9fX10xqvoKBAw8PDamhokMPh0BNPPOEd32PXrl2qqqpSZWWlBgcHtWjRIpWWls6LhOTY2Jjefvvt27aHhYWpsrLSUHyMtLmVv5ju2LFDBw4cUHl5ueLi4rRlyxYdOXJEPT09k/ZntVoN7WPkezOfhIWF6dFHH9Xo6Ogdk67r1q2TxWJRTU2NvvnmG9ntdq1Zs0ZJSUmGY2v03PV3XhodD8D0mCRNXb8MAAAAYFr+d9398zovZpYngnmjvLxc33//vSoqKmZ7KkHJSHyIIQAEh8Pd7kfuIQkAAAAAQcrlcunnn3/Wgw8+ONtTCUpG4kMMASD4cMk2AAAAAASJ8fFxlZeXa9WqVbLZbDp9+rS6urr0xhtvzPbUgoKR+BBDAAh+JCQBAAAAIEgMDw9Lkg4ePKihoSHFx8frtdde0zPPPDPLMwsORuJDDAEg+HEPSQAAAOAu4h6SAAAAk+MekgAAAAAAAAACjoQkAAAAAAAAgIAhIQkAAAAAAAAgYEhIAgAAAAAAAAgYEpIAAAAAAAAAAoaEJAAAAAAAAICAISEJAAAAAAAAIGBISAIAAAAAAAAIGBKSAAAAAAAAAAKGhCQAAAAAAACAgCEhCQAAAAAAACBgSEgCAAAAAAAACBgSkgAAAAAAAAAChoQkAAAAAAAAgIAhIQkAAAA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] | 0 |
math | grade-4 | interpret-stem-and-leaf-plots | false | true | An employee at the craft store counted the number of red buttons in each bag of mixed buttons. | 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dev755912nVeT9aOPPtIdd9yhlJQUffzxx1qzZo3OnTvnfLI/bdo0vfzyy5KkgwcP6o033nBbXgAAAFzab75g+/v765133lGTJk10zz33qG7dumrRooXS0tL0ySefOLcLDQ2Vr6+vHA6H6tSpIx8fH73wwguSpNdff11t27ZVhw4dtGTJEn399ddasWKFc9/z58/r/vvvV1RUlBo0aKB+/frpiy++0PPPP6/w8HAlJCSoR48e2r17t9uu82qytmnTRjk5Ofrzn/+sZs2aqUOHDpo0aZI+/fRTnTx5UkFBQQoODpYk1apVSyEhIW7LCwAAgEv7zRdsSWrRooU++ugjff7553r++ecVHx+v+fPn69prr9WUKVMuu9/OnTvVvn17hYWFOcdiYmIUHx+vf/3rX5W2TUxMdL4PCwtT7dq1Vbdu3UpjBQUFLrumX5PV4XBo2bJlatq0qfz9/WWz2dS/f39J0unTp92WDQAAAFfvd1GwKyQmJmry5Ml69913deLECY0YMUKzZs3Sjh07Lrl9YWGhPvzwQwUEBFR65eTk6MSJE5W2DQgI+Nl/S5I7f1X+arIuWLBADz/8sB588EHl5+fLGKN169a5LRMAAAB+ud/8KiIlJSX67rvvFBcXV2k8ODhYTzzxhBYtWqQ9e/bo+uuvr7JvaGiounbtqhdffLHKZxVTKX4rribrihUr1LNnT40ePdr5WW5urmUZAQAAcGW/+SfYf/rTn9S2bdtLfrkxOztbkhQVFeUcu/gp8/XXX6+cnBw1btxYzZo1c77sdrvq1avn/vC/wNVkLSoqqvKHwaJFiyS59+k6AAAArt5vvmBPnjxZQUFB6ty5s1544QVt3rxZGzdu1LPPPqvhw4erffv2zuXowsPDtXv3bu3evVv5+fkaN26cCgsLNWrUKH322Wc6dOiQHn/8cSUmJlb6gqRVdu/erTVr1lR6bd68WZKuKmunTp20bt06/etf/9Lhw4d177336pprrpEkffzxxzp79qzl1wQAAIDKfvNTRCq+5Pfcc89p1qxZOnbsmBwOh2JjYzVlyhRNmDBB/v7+kqT77rtPd955p2655Ra99tpr6tWrlzZt2qT09HR16tRJNptNrVu31nvvvacOHTpYfi2PPfZYlbHY2Fh9/fXXio2NvWLWadOm6csvv1SvXr0UEhKi8ePH68EHH9Thw4c1YcIEORyOS64XDgAAAOvYDHML/mNjZmc63y9MG+WxHAAAAPA8HncCAAAALkTBBgAAAFyIgg0AAAC4EAUbAAAAcCEKNgAAAOBCFGwAAADAhWyjZ73CMn2wBEsYAgCA6oAn2AAAAIALUbABAAAAF+KXHF2AX3IEAABABZ5gAwAAAC5EwQYAAABciIINAAAAuJDXF+z9+/erf//+ql27turUqaM+ffpo3759luc4fPiw+vfvr+DgYIWGhmr48OE6ceLEz+5TXl6uRx55RA0bNpTD4VCbNm20atUqixIDAADg1/Dqgn38+HH16NFDZ86c0dKlS5WZmakTJ04oOTlZhYWFluU4d+6ckpKSVFBQoJUrV+qNN97QwYMHNWDAAP3cd0xnzJihZ555RpMnT9Y//vEPtWzZUikpKfr4448tyw4AAIBfxtfTAdxp0aJFKioq0rvvvqvQ0FBJUnx8vFq0aKHNmzerf//+luRYunSpjh8/rh07digiIkKSFBsbq+bNm2vt2rVKTk6usk9xcbGee+45TZ06VZMnT5Ykde/eXZ9++qmeeeYZLV++3JLsAAAA+GW8+gn23XffrU8//dRZriUpJiZGkpSXl2dZjg0bNqhjx47Oci1JzZo1U+PGjbVu3bpL7pOTk6Nz587p5ptvdo7ZbDYNGjRI69evd3tmAAAA/DpeXbDDw8OVkJBQaWz16tWy2Wzq0qWLZTkOHTqkxo0bVxmPj49Xdnb2JfcpKSmRJPn5+VUar1u3rgoKCnT69GnXBwUAAMB/zKsL9k8dOXJEEydO1OjRo9W0aVPLznvmzBmFhIRUGQ8JCVFBQcEl94mPj5fdbq8y33r//v2SpKKiIpfnBAAAwH+u2hTs7OxsdevWTa1bt9acOXM8HeeKQkNDNWzYMD399NPasmWLSkpK9NprrykrK0uS5Ovr1dPnAQAAfreqRcHetWuXunbtqg4dOmjVqlUKCAiw9Pzh4eE6c+ZMlfGCggKFh4dfdr/Zs2frmmuuUbdu3eRwOPT3v/9dkydPlt1uV+3atd0ZGQAAAL+S1xfsgwcPqlevXhowYICysrIsL9eS1LRp00vOtc7Ozlbz5s0vu19kZKS2bNmio0eP6ttvv9XWrVv1ww8/qEmTJh65DgAAAFyZVxfs0tJSDRw4UElJSXrppZdkt3vmcpOTk7Vjxw4dP37cObZz504dPXpUffr0uex+y5Yt08cff6zo6Gg1aNBApaWlWrp0qVJSUixIDQAAgF/DZn7ul05+5zIyMjRlyhRlZWVVWqpPkurXr19lhZFfa8zsTOf7hWmjqnxeUlKiNm3aKDw8XH/5y19UXFysP/3pT4qOjv7ZJfeGDBmiHTt2KCMjQxEREZo5c6a2bNmizz77TJGRkS7JDgAAANfy6m/KbdiwQWVlZZd84nvPPfdo3rx5luTw9/fX2rVr9d///d8aOHCgfH19lZKSolmzZv3sfi+99JImTJigu+66S8XFxerSpYs2bdpEuQYAAPgN8+on2Fa50hNsAAAAVB9ePQcbAAAAsBoFGwAAAHAhCjYAAADgQhRsAAAAwIUo2AAAAIALUbABAAAAF6JgAwAAAC5EwQYAAABciIINAAAAuJDXF+x//vOf6tGjh8LCwhQREaG+fftq7969lucoKyvTI488ogYNGqhGjRrq3Lmztm7dankOAAAAuJdXF+xPPvlEvXr1Uv369fXWW2/plVde0cmTJ3XLLbfo9OnTlmZJT0/XvHnz9Nxzz2nt2rWKjo7Wrbfeqry8PEtzAAAAwL18PR3AnZYvX664uDgtWbJEdvuPf0vExcWpZcuW2rJliwYMGGBJjmPHjikjI0Ovv/66UlNTJUnt27fXyy+/rLKyMksyAAAAwBpe/QT7qaee0oEDB5zlWpICAgIkqdKYu61atUpBQUGVCn1gYKAmTJigevXqWZYDAAAA7ufVBbtCeXm5zpw5o08++UR//OMf1bp1a/Xq1cuy8+/du1dxcXF688031apVK4WGhqpLly7avn27ZRkAAABgjWpRsD/88EOFhYXp2muvVUBAgDZs2CB/f3/Lzp+Xl6djx45pzpw5mj17tt555x05HA4lJyczBxsAAMDLVIuC3a5dO33wwQfKzMxUbm6uevTooVOnTll2/tLSUuXn5ysrK0tJSUnq3r27srKyVF5erhdffNGyHAAAAHC/alGwQ0ND1b17d40cOVIbN27U0aNHNWvWLMvOHxwcrHr16ikqKso5VqtWLSUmJurAgQOW5QAAAID7eXXBXrNmjT744INKY2FhYWrcuLEOHTpkWY6EhASdOnVKxphK4+Xl5XI4HJblAAAAgPt5dcGeP3++xo8fr/LycudYUVGRcnJyFBcXZ1mO3r17q7i4WKtXr3aO5eXlaf/+/WrVqpVlOQAAAOB+Xl2wp0yZokOHDmn48OFat26d3n//fd12220qLS3VmDFjLMvRrl07paSkaPTo0Vq+fLk2btyo1NRUBQcHa+zYsZblAAAAgPt5dcHu2rWr1qxZo5MnT2ro0KG68847JUmbNm1SkyZNLM2yePFiDRo0SOPGjVPfvn3l4+OjdevWKTg42NIcAAAAcC+b+enEYPxiY2ZnOt8vTBvlsRwAAADwPK9+gg0AAABYjYINAAAAuBAFGwAAAHAhCjYAAADgQhRsAAAAwIUo2AAAAIALUbABAAAAF6JgAwAAAC5EwQYAAABcqFoV7Llz58pms2nBggWWn3v37t1KSkpSUFCQatWqpbFjx6qwsNDyHAAAAHAvX08HsEpubq4eeugh+fj4WH7uU6dOKSkpSa1bt9bKlSt18uRJTZo0SadOndKKFSsszwMAAAD3qTYFe9KkSerdu7dWr15t+bnnzJmjsrIyrVy5UmFhYZIkh8OhoUOH6vPPP1eLFi0szwQAAAD3qBZTRN5//3394x//0MyZMz1y/n379qldu3bOci1JKSkpstvtWr9+vUcyAQAAwD28vmCfPXtW48eP15NPPql69ep5JENJSYn8/Pwqjfn5+alWrVrKycnxSCYAAAC4h9cX7EcffVR169bVuHHjPJahSZMm2rt3r0pKSpxjubm5On36tIqKijyWCwAAAK7n1QX7s88+U0ZGhubPny+73XOXOnbsWOXn5ystLU0FBQU6evSoRowYoeDgYPn6Vptp8AAAANWC1xbsCxcu6O6771ZaWppat27t0SzNmjXT3LlztWjRIoWHhysxMVF9+vRRZGSkIiMjPZoNAAAArmUzxhhPh3CHI0eOqFGjRlWW5SsvL5fdbld4eLjy8/Ndcq4xszOd7xemjbrsdufOndO3336r6OholZeXq06dOsrMzNTw4cNdkgMAAACe57XzE+rXr6+9e/dWGe/cubPuv/9+DRkyxLIshw4d0qZNm3T33XerSZMmkqQFCxbIbrcrOTnZshwAAABwP68t2H5+fmrZsmWVcbvdrvr166t58+aWZTl37pzGjx+vffv26c4779QXX3yhqVOnKj09XeHh4ZblAAAAgPt5bcH+LWndurWWLVumGTNmaP78+apbt67S09OVnp7u6WgAAABwsWpXsAsKCjxy3sGDB2vw4MEeOTcAAACs47WriAAAAACeQMEGAAAAXIiCDQAAALgQBRsAAABwIQo2AAAA4EIUbAAAAMCFKNgAAACAC1GwAQAAABeiYAMAAAAuRMEGAAAAXMirC/auXbtks9ku+crNzfV0PAAAAHghX08HcKeioiJJ0ltvvaXw8PBKn9WqVcsTkQAAAODlqkXB7tmzp4KDgz2cBgAAANWBV08RKSwslCTVqFHDw0kAAABQXXh1wS4qKlJgYKDsdq++TAAAAPyGeHXzLCoqkp+fnyZMmKD69esrLCxM3bt317Zt2zwdDQAAAF7Kqwt2WVmZfHx85HA49Nprr+n111+Xr6+vbr75Zu3bt8/T8QAAAOCFbMYY4+kQVjp79qwaNWqkoUOHas6cOS455pjZmc73C9NGueSYAAAA+H3y6ifYlxIUFKTGjRvr66+/9nQUAAAAeCGvLthPPfWUHnrooUpjhYWFOnDggOLj4z2UCgAAAN7Mq9fBjoyM1LRp03T+/HkNGjRIBQUFevrpp1VeXq6JEyd6Oh4AAAC8kFcX7DFjxkiSMjIyNHfuXIWEhKhjx47asWOHEhISPJwOAAAA3sirC7b0Y8muKNoAAACAu3n1HGwAAADAahRsAAAAwIUo2AAAAIALUbABAAAAF6JgAwAAAC5EwQYAAABciIINAAAAuBAFGwAAAHAhCjYAAADgQl5fsMvKyvTII4+oQYMGqlGjhjp37qytW7d6OhYAAAC8lNcX7PT0dM2bN0/PPfec1q5dq+joaN16663Ky8vzdDQAAAB4IV9PB3CnY8eOKSMjQ6+//rpSU1MlSe3bt9fLL7+ssrIyD6cDAACAN/Lqgr1q1SoFBQVpwIABzrHAwEBNmDDBg6kAAADgzbx6isjevXsVFxenN998U61atVJoaKi6dOmi7du3ezoaAAAAvJRXF+y8vDwdO3ZMc+bM0ezZs/XOO+/I4XAoOTmZOdgAAABwC68u2KWlpcrPz1dWVpaSkpLUvXt3ZWVlqby8XC+++KKn4wEAAMALeXXBDg4OVr169RQVFeUcq1WrlhITE3XgwAEPJgMAAIC38uqCnZCQoFOnTskYU2m8vLxcDofDQ6kAAADgzby6YPfu3VvFxcVavXq1cywvL0/79+9Xq1atPJgMAAAA3sqrC3a7du2UkpKi0aNHa/ny5dq4caNSU1MVHByssWPHejoeAAAAvJBXF2xJWrx4sQYNGqRx48apb9++8vHx0bp16xQcHOzpaAAAAPBCNvPTCcr4xcbMznS+X5g2ymM5AAAA4Hle/wQbAAAAsBIFGwAAAHAhCjYAAADgQhRsAAAAwIUo2AAAAIALUbABAAAAF6JgAwAAAC5EwQYAAABciIINAAAAuBAFGwAAAHAhry7YgwcPls1mu+Rr3LhxlmYpKyvTI488ogYNGqhGjRrq3Lmztm7damkGAAAAuJ+vpwO404wZMzRx4sRKY2fPntXQoUPVvn17S7Okp6dryZIlmj17tho2bKi//vWvuvXWW5WTk6OIiAhLswAAAMB9vLpgt2jRosrY9OnT1aRJE40dO9ayHMeOHVNGRoZef/11paamSpLat2+vl19+WWVlZZblAAAAgPt5dcH+qaNHj2rmzJl67733ZLdbNztm1apVCgoK0oABA5xjgYGBmjBhgmUZAAAAYA2vnoP9U4899pi6du2qpKQkS8+7d+9excXF6c0331SrVq0UGhqqLl26aPv27ZbmAAAAgPtVm4L93XffadGiRXrwwQctP3deXp6OHTumOXPmaPbs2XrnnXfkcDiUnJysvLw8y/MAAADAfapNwX7ppZcUExOjm266yfJzl5aWKj8/X1lZWUpKSlL37t2VlZWl8vJyvfjii5bnAQAAgPtUm4K9bNkyDRs2TDabzfJzBwcHq169eoqKinKO1apVS4mJiTpw4IDleQAAAOA+1aJgHz16VAcPHtQtt9zikfMnJCTo1KlTMsZUGi8vL5fD4fBIJgAAALhHtSjYGzdulCTL176u0Lt3bxUXF2v16tXOsby8PO3fv1+tWrXySCYAAAC4R7Uo2F999ZUiIyMVEhLikfO3a9dOKSkpGj16tJYvX66NGzcqNTVVwcHBlq7HDQAAAPerFgU7NzdXoaGhHs2wePFiDRo0SOPGjVPfvn3l4+OjdevWKTg42KO5AAAA4Fo289OJwfjFxszOdL5fmDbKYzkAAADgedXiCTYAAABgFQo2AAAA4EIUbAAAAMCFKNgAAACAC1GwAQAAABeiYAMAAAAuRMEGAAAAXIiCDQAAALgQBRsAAABwIa8v2Nu2bdPNN9+ssLAwRUREqF+/ftq7d6/lOfbv36/+/furdu3aqlOnjvr06aN9+/ZZngMAAADu5dUF++DBg7rllluUkJCgjz76SBs2bJDdbldSUpJOnjxpWY7jx4+rR48eOnPmjJYuXarMzEydOHFCycnJKiwstCwHAAAA3M/X0wHc6e2335YxRnPmzJGv74+XmpGRoUaNGmnDhg36r//6L0tyLFq0SEVFRXr33XcVGhoqSYqPj1eLFi20efNm9e/f35IcAAAAcD+vfoItSXa7XT4+Ps5/OxwOSZIxxrIMd999tz799FNnuZakmJgYSVJeXp5lOQAAAOB+Xl2whw8fLh8fH82YMUPnz5/X2bNn9cQTTygqKkr9+vWzLEd4eLgSEhIqja1evVo2m01dunSxLAcAAADcz6sLdsOGDfXee+8pIyNDQUFBqlmzpt5++22tWbNGISEhHst15MgRTZw4UaNHj1bTpk09lgMAAACu59UF+8svv9SQIUOUkpKi7du3a+vWrerUqZMGDhyo3Nxcj2TKzs5Wt27d1Lp1a82ZM8cjGQAAAOA+Xl2wn376aYWHh2vBggW67rrr1KlTJy1ZskTFxcXKyMiwPM+uXbvUtWtXdejQQatWrVJAQIDlGQAAAOBeXl2ws7Oz1bRpU9lsNueYn5+fYmNjdejQIUuzHDx4UL169dKAAQOUlZVFuQYAAPBSXl2wY2Nj9cUXX1RaMaS0tFRfffWVGjVqZFmO0tJSDRw4UElJSXrppZdkt3v1bQcAAKjWvHod7HHjxum1115TWlqaxo0bpwsXLmjWrFkqKirS6NGjLcsxb9485eTk6JlnntHmzZsrfVa/fv0qK4wAAADg98urC3aXLl20evVqPf744+rcubPsdrvatm2rDRs2qFmzZpbl2LBhg8rKypSSklLls3vuuUfz5s2zLAsAAADcy2as/MUVLzVmdqbz/cK0UR7LAQAAAM9jMjAAAADgQhRsAAAAwIUo2AAAAIALUbABAAAAF6JgAwAAAC5EwQYAAABciIINAAAAuBAFGwAAAHAhCjYAAADgQl5fsHfv3q2kpCQFBQWpVq1aGjt2rAoLCy3PcfjwYfXv31/BwcEKDQ3V8OHDdeLECctzAAAAwL28umCfOnVKSUlJKi8v18qVK/W3v/1NK1as0MiRIy3Nce7cOSUlJamgoEArV67UG2+8oYMHD2rAgAHil+oBAAC8i6+nA7jTnDlzVFZWppUrVyosLEyS5HA4NHToUH3++edq0aKFJTmWLl2q48ePa8eOHYqIiJAkxcbGqnnz5lq7dq2Sk5MtyQEAAAD38+on2Pv27VO7du2c5VqSUlJSZLfbtX79estybNiwQR07dnSWa0lq1qyZGjdurHXr1lmWAwAAAO7n1QW7pKREfn5+lcb8/PxUq1Yt5eTkWJbj0KFDaty4cZXx+Ph4ZWdnW5YDAAAA7ufVBbtJkybau3evSkpKnGO5ubk6ffq0ioqKLMtx5swZhYSEVBkPCQlRQUGBZTkAAADgfl5dsMeOHav8/HylpaWpoKBAR48e1YgRIxQcHCxfX6+efg4AAAAP8eqC3axZM82dO1eLFi1SeHi4EhMT1adPH0VGRioyMtKyHOHh4Tpz5kyV8YKCAoWHh1uWAwAAAO7n1QVbku6++27l5eUpOztbJ0+e1NixY/XNN9+oVatWlmVo2rTpJedaZ2dnq3nz5pblAAAAgPt5dcE+dOiQ5s+fr8DAQDVp0kSBgYFatmyZ7Ha7pUvjJScna8eOHTp+/LhzbOfOnTp69Kj69OljWQ4AAAC4n1cX7HPnzmn8+PG67777tHPnTi1evFhTp05Venq6pVMzhg4dqsaNGys1NVUbNmzQqlWrdOeddyopKUk33nijZTkAAADgfl5dsFu3bq1ly5Zp06ZN6tatm6ZPn6709HQ9/PDDlubw9/fX2rVrFRkZqYEDB+oPf/iDOnbsqOXLl1uaAwAAAO5nM/xW939szOxM5/uFaaM8lgMAAACe59VPsAEAAACrUbABAAAAF6JgAwAAAC5EwQYAAABciIINAAAAuBAFGwAAAHCh/wcxhoKZqpOpDQAAAABJRU5ErkJggg==" | [
"5",
"6",
"4",
"7"
] | null | 3 |
math | pre-k | one-less-with-pictures-up-to-5 | true | true | Count the cars in this group. Which group has one less than the group you counted? | 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" 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EPDq/95M3vBa36ppRdeXKfd8EIY6MLvHBP/kO7VE/7/nh6wkmIhcfJM4PBZ7/7/L/l3+cmVokFApRBiy7mcRSWmU2rOqlbmvopp/uLj/9PT1omsPew8dJ5coEvC5MTVCq1rAaDpGAF8eRrO6Jo+t5PvuNo6waupGa9LB1bS/ffm6YYxNZNn+fzoaQEn7t/z7HfbtH+fj7bmDVpr5LHygu/cMFu25qgqNnFrg+uh0EzC+VGGgPsJhO0dPZRc2SeP0RtqxvwTRANmo8tf84o7NLbOxPYNkauWINB4ew10OuWmHnUA8+d4YHnj1JW991NLQAO9b28uSBM2SL9X83y2UURVEURVEuJVeq82Of+g7DUxl++v030Le+9yUHaS7cMf3sIneIdSdYmM/h9/qxlw/0ew2cepm2WAtef4TVqyJsWC0Q0qbWqPHMwROcnlliqKeVsNeLg0PDEUQCXqR0yJdszMIBnj++wA0776LuXsXdO6o8vP80E/MF+tqDV/XevJa+9NhpfvNzz3P39X3c9YMv1bHXLvFYs0x8kQDekJ9kqkS4PYIAjo4tcNf2BFNzc2weGqTWEGxZH8ZtajiNGoVSmQMnxhieXGBjfzu6LsiWKtTrDaIhH3XLxnHylJMnyBTr9Ky+ibpvgJs25vmHh0f4nQ9eh65f6pre+FRdeWXeUEGIbLHGsfEluluD9LYFVgrvbACircXPj3/oNlyey3QeL1g2c3FOB2iO3J8YTdHdvQEpIZXNs32wFd3tp/GiwxuOpFEpcf3GIWYX05wan+fvH5oFo/lGW/uj/MBNvexYk2DfSJr1QxuoaG7aAzUm55oXki/VXoU789p6+sgcYb+bjf0tK7M6mgGIZ/jK7jF+5gM30LfhMgGIK1RYzNGTCIMAQ1oA+Hw+QuEANev8gpFYDRgZneDOG7fx/OFjHBrN8PnvNGetBL0mG3tb+Mhbh9i1oZ1/fWqcnv5tVKWLRKDCbE5/4264qyiKoiiK8l1wHIkQ4oKO0dlO1dRigZ9+3/X0f49tudHxRVqi/ZQkzKUW2TbQiuH20+INNHMOAHW7manc1A22rRtgej7F6EyGZ0+WAInfa7KqI8B1gy38xFvWsmWwnb8LL5DHRYu3QarYnFo+nSq94YMQzvI9efGM6S89fobf/NzzvPmGfu58x3Xf03uUc2V87uV8eE7zTyQQoj0eoXZeEv6a5QAmVqPBrq3rePbQCU7PFdh9fAmkQzzioy8hePN1nexc14XX7eap0zplYdAerDFf8IAG+bL1hh/kU3Xl1fGGCUJkizXe8YkHmcs0s76u62nhF394Mz1x30oA4ic+fAfmi7aH8RsC0aiwVCgyttDcakaI5jKJDT2dFPFccLyUcHhkgWjXjYCkWrOIhi485ixdg5GZWdYMDNHV3sbIxDzXrWvn5HSaeNjHobElDo0v8fmHRuhtj+GNb0UC2VIeu5ol4Da5aUPbq36vrqVf+etnuG/PGMjmjhXvunmAj799Lb//j/t49sQCP//BW+hY3XHBa7y6wJQWlUqZ+WyBdKmMXA4IDSRiRCIxSi/afWRuJkUi2pwm5qYIQGvk0nkb3IZDT1ucWgM2rennucMjBNwmfo8LBDx7coFnTy6wrruFzkQCaXqXE8lkyKbTdET9hP3f32vWFEVRFEVRAH71s8/yld2jrO9uYef6BB+9Zy0hv4sf/9R3mF4s8nMfuZNQW+Si1/l1iS5tKtUqpVoVAJ/bjc8XIN+4sOPs2JKjpxfZceMOoNmJ83nPS3p4HgmMTc/R193LhkEfT7xwjEK5QTJfoVix2D28wD8+CgfH8hw4kyXas2s5qXwe0aiChI39b+xZxv/y+Bl+4++eo6vVz851bbz7lj5u2dTRDED8/XO8+YZ+3vQD11/0Oh0I6A52o85SsdkZFQiiwSAVYdKQF5bL4myK9lizfe3Tmv2knrYW7Etsnug2BYv1OoFQjE2rezk6Os/BkSUCPpODo1kQ8K9PjfPuWwYYmaviim0BIF8sUKmWCHrNN3z7WtWVV88bJgjxr0+MMpcpcdvmVbg9XpDwN98a4fRsivaon5/48G0rAQivDrJeZjq1xMlS+dzii/PKuGo12D86yY5VvRTFuSDD0nSKDQNxzs6UODOTJRLQ8bubOQoEGhIHgUa1VmSgu2v5lRpCwPZ4hpOTkv7ODtatu4FcaoTDZ2Z59vgkb785RkssxqmJEi8cm+WPPrbzDZ0P4uhYhvv2jLFtsJPWaBgkjC5a/ODvfAvpwM9/9E6CiTAApgZe2SCVz3FyIc2LZyed/XFsIY03m2OgdwDLaT4mpeT0mUWiLe2UAZwGbS0+/IaDZpiAQOKsHLuQWiIea6XaALfbjRBwZ1+Fr5+yeMdttyI0SSY1xZ5jk0yni9x5YyvBoIuRTJFjE2n+36/f9YYuF0VRFEVRlCvxL4+P8pXdowx2RNBNk31nMuz/y2doWA2mUkV+9iN3XNCp8utg14rMLuU4VSxd8pwSuH7Nagr2uWn3hVSO1khz9zMp4ejoAu+7beCSr/eY0BoNY8tmpn8h4MbVOl/cbXHPTZtxbJsjpyf4wiMjrO6M0EUej9fLsYk8sxNTfPjNQ0QCb9zR9on5Ar/xd88R8JpEQ35GZov88ZePsGb3BF/ZPcrd1/ddEIDQAb9mMbOYYjZXuOSE3rHFNB2RCMFo4oLH5+dzBIJh6ss/B30mPregesEs4+YZK+USXW1t1G0I+n3g1Lh1nY9D0xZvv+1G8pkkh87M8vmHT7K5P05bzCLqlwxPFjhyfJaf/6FNb+j2taorr643TBAiX6rT3xbGiG7CBrzkGTk2QkfUz0986DZMt5uw7rCYXeLU4tLK617uo75ULOMKngtCTE8uEo+EEAJ0xwINTKfK8KkJxhcq1OoSNJBIYkGTRCyKxKKnPQxCMHHw2yQib2chkyYeXI27dQu7WtdBaZJv7T7A3Teuw+2UWdsd4QN3DF6dm3WNZArNCFpr9xZsTHQs5maeRUr4uY/eQTARxqtDo5xndDFNpd5cRvFy+R4r9QZeTWI555Z2jM9lCbduBKBWLdAR8zI5N0cqazGZqqBrzcorkcTCJpmygcdt0JsIEA+5mF44hJTXUa+ksP1rcLdGedsdaymkT/H1x3dzx3VDaFaRG4YS3LLxjT07RVEURVEU5UrMpEq0R/ysWruThm0iATt7lEOnZ/jZn2p2qgwBPmExk0pzMpN/2XacAArFHHjPjbCmF7N0tEYuWCPv1EukkmU03U2+bCOR+FwNhNTo6mynakuqDR2A8qlHGWi7hfRSikDbdazdNMh2e5aDwyd4eu8ebrtuI52+OrMO/Od3b7oKd+ramVosgoA7bryBkoyCEPjsWb6yex8f/MGtrL9+DQBB3aFaKXF0eu6S2e5ebC6bpSsRXxl5lxJOji6ycd1W6g2olZZY3RlmanoSKQV1x4XjONStKkGPRqFSYd3gEFKCy+XG7zbwTn2LfOV2rGoBV+sWdrauQytP8czREcr158i19RI1ynTF/Hzs7Wuv7o27ylRdeXW9YYIQ4YBJRyxE3FenVi3y6HPPs2UwwVt/6DpiXsHo3AynSpeOMr0Ued50Iylhei5HLNpDCXCL4so2kf/za6colK3lA2l+as5LK7F9TZw3b/Yz1f9WRofL3L6lY+XDY+MC/2p++O4ER44fYDFX4S9/4baX/WC+3oUDbhIRH2GPg0OFQ4deYCFb4uc/egddHSEKxSyH5ha+5/epFcrki3Wq0oMQEqtRo7fVz3Ta4v/cP3zuwAs2PDkFwAduX01fpE46eiciW8Dl9lE5e148uGJb+JG7OnjkmX0UKxZf++Q9alcMRVEURVH+XZBS0p2IYEsXUoCdPcLBkWl+7iNvItoexuPUOD49Q7XeXCd7pU2kekNy/sT7iYkUwWCEGs2BRCR43IJHDqZ4+ODsue0kzw4Iy0OE/CY/9bZNBLwms55WRqfKRCMRhCYQQFVr7r5gVs7w1L5j+D0mP/mWtbQEL72M+g1j+R6XZBShCbyNGb65ez8/874b6NvYR1BYzKZSnMoVzj/8ZUnO9nuar6hVapyaytA5eC7PXizkIle2+YdHxplZKl24kSAAp+lq9fOL79qG3y3w9lyPGBEYpokNOLhwfIPs2tmDnTvDxPwEJ3IlPvGjO97Qs1NA1ZVX2+s6CCGlXN6zFkJeN5lCGXvsCMPji7THAnR3tHDo2WEadgNd1wiE3QifhtC1la1PXu4D4DLOHSCl5OiZBW6JrQeak/y3DsY4OlmhOx6hrX/X8nYqkoCWAZpRw5nFRQ6cXqRhNTgyUaMt4sfXsooXp5z0+wyC8T4WMieYTr3ygMnrheMsZ3CQEPC6mJs5wchUipplcef1/Zw+NcXhw3V0DcJRL8Klgat5n4UQSCTaSxTMi1ehzU+lWL8qvvLMYiZPvCvAvz09wT03baWqdyN0gYcquqggZINqOc/hkUm+sXeCtoiXM7MFNvTHKetdF31Z6y6DLRuH2LPvGMNTWbYMxl6tW6UoiqIoivK6JKVkfW8LB8bymLUxUqkFRmYy/OxP3UEiZnJifJSq1UCIK+9QnXf2c/9zJMdPL7J1czNZn0aDjpiP6ZTFkfEc77htJwgDq5wBAXOpFEhJKlvmM/92gPfe2sFTqVVAg/bOAUrnNRSFgNZEB9dtaPD4vlPctCHBG936nhY29rVCZZSGVeSbhyb52LuvY+PGTsbnZzhRLK2UxyspFwEXDLQVUzk2rmoFmltEzi+l2dDl56mjKfo6Y2zbvA2cBvVqAbthsZDNATA+l+Fvv36UgXYXD53yE/CaCHfigga8LV20dfaCgNG5LJv6o9/zfXktqbry6nvdBCHODzg8O7zA8ESG4aksw5MZhieaN3pVewjLY7CuL87eE7OMTGfOjX6fNwru95qsag+haeBxG7TFmwkMfT4T02ug+fWVPVpD/gCF5dcVUzkcB6p4m1Gj8hJIePzwPNdvv4EKZz9YgjLLlckfZZW3heGJFKbbww/ctpOSiFO7RFzSRqdmC67ftIrf/Lvn6I75uHVzx0XHvZ6cDTicLZPpVJETU1meO7EAEhItPrKFEuv62njq4Bhff3rk3Ivlhf8OdoXxeZoZePu6Q5wttHDUi3BrzWAF4HUbFyRpSSYzRIIRbNH8nFRrFtlSnWjYT83Vy9nlZTW8gLd5Wn+C1d0l9hydZMdQL2uHtlOWwUt+MRimj6VKntu3DvAbf/8cG3ojbB5QgQhFURRFUb4/nG1n58p1jk9keW44yfBkhhNTWabTpeWBJZNi1eJP/vo7570QOmN+WiMeejpDuFwG/pC5MtAnXBrSJRCICzpgAY9nJc+AVa8zu1RiiCACaNQLtLV4+faBWXZs2khFW+4M+Ztt69aeAUDQ2znDN/fs58H9KTb0t5FoX0VJXiKJngbzFQ83ruvgP/35Uzzwe++gt+3SyctfT87v+zx3YoHj4xmGpzIMTzb7P4ynCHhNkPB3X9kHX9m30qYO+gxWdYRpCXkIBEzCLR40TVsuAIkWMFZmL5zf9i3b536YmUoTj0RWBm6lI5FScPDMErfuupMyzR0t8DXLpzUISInbOMC+kRkKVT+3beknEBuiKi+e5WBZdWYrPjb0t/Lrf/ss//Qbd70hZkOounJtvCZBiGbhSrIli+HJs4WbZXgqw0yqRFuLn3jER3u8lVW9qxgY2EpR+pFWElkrYtVL3LRtiHTNQ9jj4DMl0nEQmrZS0I5towuLcqnK84fnSWbLza1nNEDCYGeYwd4QI06AtsFOhID0Qm55xP0sjUNn0vzA7TsoE3qJ36j5KepoH6AsopedFrVQcLNloIOZhRRtLT5+4++f58k/e+frIknL2WUpjjw/CJTh+ESWE1MZAl6T/vYIrZEQLdF2fuDONZRklIgrx3w6hW2VuGnzAGk7gBCShN/hxb+W40g04WBVS5yZyHN8PH3BHLKA12RTf5SBvhiVYAlPyA9SMjyWZu3AhmZSSgSjc1kWsiV27byruX/uy9DC66kgLhuZXCi42TrQzvh8koDb5A//+QBf+sTdalmGoiiKoihvOBd3ohYYnlxa6UQFPCb97S3EIyE2r21jo6wzmhH0+G2qlRwulwvQkEjE8t8CKBahVi+TPFZgbC5/QRtuqDtCNOyhvS1AMOrGcPupLycYT08vsWnV2aTv4DQsRufybB7spKJfnIdrpf2lNzust19/AxUtdsGo7vnm8z629IUZm5U4TopP33eI//kfb351buar5MLB1iTHx7OcmF4OOCwPtm4eSBDyeenr7mFosJ/RxRouTUOrLeLz+pcHUEVzqThyJXiQTtcZn0wxsZCjWLZW+john0l/e4j2RIBYwsfqVQms5e0lpYRTowt0tvdQAaQUTM5nmVrMcseNO5oBiBcRzakUtIRDIGdYu+lONE2jeplyKTbCrOtyWEi38cz+Y3z6K0f45Icv3tHjtaTqymtXV65pEKJarfL444+TTCZZKgmeXYxTbBhEAl5CoSjbNvWxXgZoLK+MsQVUAF3WcVXGmEou0NYaoSzCVGvNJRf5miBf0wD9RZ1MHXCB5ifSEaO33yFg1KjXaswuZDkzm+PMXI5vPzdFe4uf26/vY2o2uzLiDrCUz3LHjkHKehcRj4V0Cng9HuyGzkLZhUQQdDWoZlIXryG4BB2LxZkzZNJZvG6T8fkcR8czbBl47aYoVatVnnnmGSYnJ6lYsGc+xnRe0BEL4/P5GRzcQPdAgIY0YXlP3BrNSutzZjg5MkVrJEjVCJGvi5WZIgtlHS67HMaF9LewdkMXbb4GNMqksgUm5vM8O5zk2eNJ+NZxtg8l2La5l9OTGfpXB1fuccBlcvvOW6jgoiNUoWFbaMJFtWGQLeugCVo8DU6u5Ah56WCCS1ZJTo9RXMoSC/t4/uQCE/NF+jve2PtLK4qiKIry78PS0hLj4+MsZMt8a1iyf2SJ6XSJgc4I0aCPlnCErZv62Sy8VGzP8tAsSMo45Un8Vg5JmLSMIeov9U4BXNEoq8MOrV4Lt2iQyuQ5NpGCaeA4IOHRx8e5eUc/azb0kkxmiUciK82xTD5Pa8SHt3U9toREwCJZNC9orUkkduPK2nEAubKb7hYX2qoE9+0Z55fetYW+tsB3cytfNUtLS0xMTJDKZPn6sMmpmTwnJrN0xPx0xcO0hFsY6E/QNxBqziSQIDRBQ9Zw2fPo1TSBgJ+KL0Gy/hL3QID0Q9eqTqIeG4+okcnnmU+VODyW5vBYevnAYW7d3MWGdZ10r+vl4OlFOnq2LbfXJYWqxZtvWE9ZSxB022jYZGvNXejOvrsE5lJnBxG1S1zMOXVbQ1gGUb/Bur4o9+0e45fetZmW4Gs7G0LVlddHXblmQQgpJZ///OfJ5XL09PaxqiVALX+I1KqfYMmKnMufIM7dPulI9PIZzkzPsX7NAF1912OwiHtxnnqphs9tYpg6hVIz1WBrS5BmRRFouo4tmlOYGgiWKjq5qgdN8+KKhlkbFcS9DXRsJmbm+deHjxPwmNy5c5ASzchiayhE3beGFp/N+Pw8paqNEIULfq8k0EIZBJRky2VH232iwBPP7qZYsehr9SAErG4zuffhF9j0029uTqG6xs6WSTKZpLu7h67OLjakDjC05Z2M1nqwoTn74LwpQ9KR+OUix0dOsrq3i67+HYTcedKLKUqlLADd8ShTCykAAj43Xnczmio0DUdzg5QITZCuSpJlAyFCSF+IrlVdhD0OHsOhUshycnKRAyML9LeHaTjNbWfcTpnbb9xChSDtoQr7Ti9c8p7PSUkuV2HjBTNbLmY00uw5sJdC2aIv5qFiSVYnTB54bB8/96O3vybloiiKoiiKcqX27NnDk08+xcDq1UxPTtAmgmzd9FZWc246dkMIGrDc0QVd1qimT5IslFk3OMBEwYNhSdrcOZDNgb6G8HK2GZSta9Qby0PsCHRdI1P3NH/2BVi7vpN2fwPNqVOpVsiXqtz77WPw7WOEvCa3Xb95eUZrc3vHYOtqbGnS4spwaCwPQFeLG7ep4zI06rZDqdxMEO/o/pcc7LOWjvDYkfELHnvohUl+5gc2vDo3+Ltw4MAB7r//fgYGV5PPZYlXTYzVd9M+cK5dulImLM/ilhKjdJrRqVnWrR6EQDtpu0HcXcXjaiAdB8304KAjhKBiCfL1c2UCsFTTEfiQppdwp6C3X+LV6uBYpLJ5Tk9lefrQDCHvQQIek4rjRYjmzb1lUy+2fzVBt830wizl5eH5gYQXhMDUNAoVC4lNW4vvgvd9MZ068xP7OTq+2JyJvnzYM8eTvGNn76t+v6+Uqiuvn7pyzYIQjz32GNlsltCW2ygujtLR18G6DTBdHGfJ2nbR8R6ZZ3JqmJ72NvrW3o4titSXRji9kKY9FqYrEUZKG9AIByMYrjDVShGXIdFcAeq1Mlqjxlw6zeR8hh3re1mo+ZAS3AbEXDWsWokXRpIEvC5u3thHNNZOiQgArd4GGdGPKWyq5QUq6Sl0JPFYZPkKJY7uQzqS02NpVrWFL5uJRDqS4dMHkVKytvwotUOjzM3OcfLkCR4B7v/LLXzuc59jx44dV+HOX96zzz5LNpul48Y3IXOLBMNRNm7Zzkx6lFF6LjpelzWW5o5C0MfguhtxHIGdn+JYKoXPZdIVj2JLQcOBjtZWXL5WpCNxrAyGGQTdoFrMYNl1DoxM0hkLEYx1UrKa963V72DaJSanlhiby7FpIE53Rwe42lZmXwQ9VdJWJx2hCrMz4xjlDAGfG4+nGejQNJ0GJpomOZkpM9TTcdnAkC7rPLtvLxLJ2sqj1A6eYfb0GZ6fnuYRJF/+7O18+tOfZvv27VerCBRFURRFUb5rY2NjPPzww3T0D5DNZtm28zZOHNqL35/kUPnimbZSStzWBKfHplg/tBa9pZVaI0vATuOyTUzDg+nxIzQP0q5Sr5YAQcAukS83u0YSZ+V8AZ+brIyhaYJk2UBKg6jHQ9TI095SYT5TZm1fAseINTtHdp1QOEFehoh6MiwsZoh7mr2m6aXm2c8mSjSreQI+k4rt4rJjQrlhnj4yzrYeN8zsQdcNpqen+MKffREj+S4++tGPvpq3+4rMzc1x//33k+jsolSpsG77LqZPHydszJCpXDoZoJ8Mw6ePMtjbQ+/QbThaBa81Qq1uoblCGC4/hiuEBKxqBulIApqkXE4jZXOJhSMdhAQpJNFogqW6i3xdkJNuTM0kHjVwGTnml0r4fS42D/VjLQcgWrRFCvENaMKhVlnEr9fxe6Ha0DmTrHCuXODUeJrr13S+5HLy5Pg+jk6k2Nktqc7sX7kvn/qvX2Lux3+Yj33sY6/yXX95qq68vurKNQlClMtl9u7dS3DrbSyYYRLxARr1KoFwFL1Yvuh4szrOQmaJjr4dNKSDUTrNgdMTSGDzYC/RlhaOzBZx6RotHgfLtqGSQUhJuVJFVgrULYdjY7Os7owxOLSWIgadvgq5fJb9x5Ks6gjT1xHnjl03LycsFJydyCKlxOcW5Ooawkpy4vQIve3NyGUqk2NsLkupZl1wzffs2sLZmVKm5hDxNtCEA7JOKZ9ldC7Lzo4KernCAy+8gBCCd7/73QA88sgjvOlNb2Lfvn2sXr36ahXDBcrlMk8++STRLTcza0ZJhHXSi3NE23twpg+BfmF00yfTzM9PkujaQFX60KqjnByfplyxGOyK0RrvYipXplp3aPM3AI16eQkATdap1lKAZGJuiUqtwfYNq1kom7gNB4+TY2QqxVTZYn1/KxvWDDK4Pk7DcVE77/vNQ4XFWgud4TKzs9McPzPHljW9lCslpubSjM7nLvo9Ay29K1tymsIm7LMxNRspG6Tm5ylULHZGZ/E1HL780D5CoRDve997sW2bRx55hDvvvJMDBw4wMDBw1cpCURRFURTllZJS8tBDD9E5uJaZ9k30VBdwGhZr1m/i1MzFbSJd1sjMH8UIhelecysNUWVhfC+TtTqaBv7WCA27jlWqI6Qgmc3hMQ0SLWHcLoOo7scw3GhCMJdepDUSIlkPIISgxe2g23lOT6SYqVlsHezkus2bqekRGo5JVTYbdFGPxZIVJepeIp2c5sCJWYqV5Tb1ctMz6DPpTYQ4NpHmlk19F3V2pdOcUesWFR48eJqt3W5Gvva7xGIxnnzySTo7OwH42Me+zhNPPMEXvvCFq1oOL/bQQw/RvWYdk60b6LKzlLMpegbXc/zIYTAvHNiSUuLkhikiWDW0E0dKyJ/gxOwCfo+HSMhFw7KQdp1atUS+VKJm2fQkWlfyubXHYwgEjUadhUwOf0sn6ZqG23CImnUW02mOjqUZ6Awz2NPF2+9cR4Ug1vIoXaMBVVcETWrIepLTZ0ZYyJYvyC+BgPaID6/HBKCtrZ3ze3By5W+B357hyESK63t0Jh79NJVKhUOHDrFmzRrK5TIf//gDPPXUU3z+85+/ugXxovus6srrq65ckyDEs88+S2tPP1PmcnLH5cQmQtNZ3vMSCYTdFtnkCK5IB8H2PtxyiXRqmvlUnu3rh6iZXUhNkG7A1oEAp2cXWCg7L3o3kxZPg1xmgRs2r6YvUEDWkzx4tIyWCNOe6OLtXVupOG7Ecs6Ji0fKBfncPNISTE9PsH7tppXdMFpD0NoLbioYokKttIRhuJDebtr9VSrVMidmC0wun0lKMMoz4IBrcS+5YpFCocB73vMeDMPAsizuuusu9u7dy8c+9jEef/zxa5IQ8eDBg4SjMWZdZyN/y8tYNB0cB/TmB9fnsWnkJ2igE2zbhkYRLX+MA6PzbF7Tixbow8akBLTFHBrWIrPp6ovezcTUHYIyR1ciTCJi0mPO8OiCxtySpLejlRu3XUfRaUEI2fxSu0Q+CU3YxM00Y7MF8ukltmy7FRsXbj/0xgS9axx8WgFNVqmU8rh9YYTpodNbpVQpcWK2uHIuKWFm7AyJsIdw7TRnJicRQrBr1y50XcdxHO655x4eeughPvKRj1yzclEURVEURbkSw8PDlMpl8gO3IICa4QUkmulGiHNtMQl4ybMwf5p45waqjhejdJqT03MIJOtXD1LWO3EbEreW4dRye0n6/VSFYLLcbDc5UtKhF0lmCoSindQcm7iZ4/Rkiiywvr+D67fvWG7PcVF7TkqJrulE3RnS6RTFSoNdu+6m4Rh4KUCjQMOqMpdKkc6WCLhNwrFVlB1J1N/A1CoUKzVms1UqlkOYZq4DMfkoN998M3/zN3/Dm970JrxeL5qmsWvXLv7hH/6B3t5e/uAP/uCalMno6Chzc/Nw/T0IIbAdg0bdQjfdy0N75wb5XLJCaek0oVgfFUK47UWOnhpGAwa7OyHQhyNctAVKHBxrLnPGHUS6YKK0fC5fB2XbJrc0RzzWih7qIKDXcRp5To2lcfXG6evuo7tvOzW8NAQ0uHARRUAsUW+EwVlk7PQI61YP0qt1ogkLn1aiUctRr1ZZyOQYn88w0B6mZsSRtqQ9VMe2y1TqDU7Pl8/1eyRUj/8bvb29/Ou//ivvec97qFQqaJrGddddxxe+8AU2b97Mr/7qr16TclF15fVXV4Q8G0a7iv76r/8aZ/AGWnv6mc/kMDJzDPmbd/nEVJbj1jqK1RpaOYcZWY2NG3dtjLmFJQJeF97WIWwuTmIS8VjkyksXdHo7fFXyS4vc0lXAtNLE4wnSi0ksW+eU/0eoSN8VXbOXPLXiAp5gG2V5YYJC6UjQBAl/DU3UyZWqjC1cPKMDmh/Ek8OH2dLlpqfwGF/96lfJ5/MUCgV27trFc88+y3vf+14Mw+BLX/oSDz/8MG9+85uv9NZ+V6SUfPazn0UMbqOlZw1zSznM/DwDRh3T7eXU6QmOievJV+p4GmVcvjbKhGjRFxgbn0Lo0N6xhoq4eMcQU3cImjmOTeVXHguYktLSDNd1NkgwSSgYxOvzcfrUCEbfPZyoXvnsD5c1j2xUqXv6LwpSSMClOcR8dRynRipfZSbz4oBIU6vX5ul9x7ihyyacepJ7772XQCDAzMwMt912G0899RTve9/70HX9mpWLoiiKoijfHx5Y7jP+UOvVe48vfvGLlAIJpr3tgCTRyDPkA6Tg1FSWSeMGNM0hk55DSo2aqx+PKLM4O0wmX6arvR09tBrxotHTVl+WIxMXjg6buoNZWaS9xWBtIE0jO0WuWKMUu4GyZ9Py4N7LD9YE5RzppXncphcnuO6SS2Yduzl6G/db4BSZy1ZIFS6cgew4DnOTJ/Hogp36UxzYv4/x8XGGhobYv38/mzZtoqOjg1qtxlNPPcXp06eJxa7+9uv33XcfS5qPKX8XAIlGgW47RzDWxpH9+5hp+REMzaFczlHMF2j412BgoVcmmVpYJBEJI0IDoF3Y72kP1jgxvUClfuHga4e3SnIxxa5VBjHmWZg6Qz00RDW8g4zsAHjZcmkGDk5QrlSIxvsvvbUjzR30XFqDVn+DRqPCmWRxJW/EWT7NZv/RY2ztdtNXfoov33svra2tBAIB9uzZw5vf/GYCgQCVSoXnnnvumpWLqiuvj7py/vfiVZ8JUalUyGazDKzeREMKBjv9LCZP4or3sDQ3TqHhZSmTJ2g4NMIbsBHY2WEmlvKs6u2mrHdiXybpSbZqIrU2etslEW+d1OwZ9MoS7+hNEm2N4Q9twe0P0943xOkje9lk7mVv/Y4ru25CEAhRPi9EE/PV0KmSKlSZWawyv3jp12qigSObt7bNb3NSgsfOks1mmZmZAeAP/+hP2HHddSwupvjJn/gAH/jAB7j77rv5zGc+w913X93tIavVKslkkg33bMeSglVdQZLpMVzhFuqFDHXdx2SySNDJIls3UMaN35nn2JlxejviWN4BKpe5PsvWWLJbaI+3EPU20KwMJ0ZOcFf7AoNdUbz+9XjDrQghCIbCHNr/EL62LsqO94quvW62g3kugmtqDnF/nWqjQjJbYT5vrcxCOZ+UEkOX2E5zoZRBtRlAthbI5/PkcjlyuRxf+OcvEwn5ePs7foj/+pu/fk3LRVEURVEU5Uo4jsPExAQb3/MWQkYIl6yycOx5dDNKpZDBatgcmp6ny1/B8HRQ18L4RZ7RM8fxeUzWrt1K9RKDSQCpcoRtqzwgLPKlGsVylaXkFBtCC2yIe4glOnFvXINVKbB3zxNEIx2crnRd0XUXRAdmtAN5fiJ6wKXZxHwWjqxTrNQ4kywzn7r8edoCGqfKFhu6HYpzeXbv3g1AT28vf/Knf8bXH7ifZ555huuvvx6fz8fv/d7v8ZnPfOYV3OFXznEcTp48yYZ3fZygK4RX1pkeOUogHMWuV5G+dg5PzNPuqeJx+2n4VmNQp5w6Qa5UYlXfEGVx6c7ffMFNd1snfrOMtBss5OrU8/N4rSV+sHeB7o4eAuF1bNi4kZGj+7C1/Txv/+CVbJaAEGB51mJ6oSTPvUACMV8Dj9mgXquQq9SZXKgy9RLnCnpsALz1efK5HLOzs8zOzvLWe97GX/zlX/G1r32N4eFhNm3ahN/v59Of/vRVH3lXdeX1V1fg5fZWeRXMz88TjbdhLQfKpABXo4LHZTB25jSLFS8eWaPhW9OctpQ5TqFYZtWq9VSMrpft9AnAsgVT4ydIeKvc2ZujVquQrlocObAX26ohhGBg/VYWRvfh0yoveb5LMTWHem2WoxPzHJrIMrN06dF1U3docxWZGh2hZbkSarIKAvyNJJVK873f8ta3csub7sEXjlMpZOnq7ubpp58mFArxwAMPsLS09Iqv8ZWYn5+no7t3pUyKDYm7nCXo9zM5McZSLYiTT+KNbcTGTZAFTo9NsHrVAA3f4BV1xAVQKy2xmJzn5sgI7VEXyVSKqdlpFqZGAPC3tNPZ1c1m4/nv6veIB6qkszPsG01ybDJPKm9d8riA6RARGY4dOnp29Q/15Zwe3kaGWq25N8uHPvRh+gaH8EUStLbG6OruZmRkhHA4fE3KRVEURVEU5UrMz88TDEfIa0EaEjTdhR8bTTfJpheZrceI61lMbyd1LYxvuVOViIUIdlx32U7VWcmih2QhiJBu0rOT3JZIct1QjPHxMSZHTwHg8oXYtGU7nuRDwIuXR1/e+c3I9kAZvZFkMjnNgbEkh8YznElePLvY0BwSrjym3nwfjebeiGY9TXk5CWAoFOK3/9v/YGjzDn7sJz7EzMwMhUKBW265hQceeADHufJr/G4kk0lcbg9Fo1kmFeHCXVjEcHnJLMxhSYNWPYff30LN1Y0h6pQWj1OuN2jv23HZAMRZxapOshAkXfLjlNN0GnPcvdrBadQ5duQgUjpousnqTdeRmZ9gve/MFV+7pouVfAIuzaEtkMeqzHJsYoZ9p5Mcmcozmbqw/yOlJGA4tGqZlfwUstFsU4f1Mul0cwlAZ2cnn/iDP2XNhq28+73v4+TJk1iWxS233MI//uM/XvVyUXXl9VdXmtd1LYhz+8tWR49iGB7Gx0bJ1XRSJYEIr0cI8DRmmUqmiXVvuuRU/8uppg8Rj4Tpdo5TLBQwutYwFR0iOLiJXGoOAM1wEY8nWOObeMWXbzka3TH/ZZ/XNZu4WaSwMIXQdbav68W1nA7RaUiQza0lbbsZmHjLm9+CEAIhwHC5+NQf/w923XQThmFwyy23cN99973ia3wlXrwCx0xP4DIMRkbPMDszwwsTNTr6tuMIFz65xMjoGF296yhrl87oeylee4alpTl2tc2xcd0QNWEw338D053bmJ6cXMkFEm/roJw+w0vuJ3MZuYqLSMB12ecDhiTopChl5jHdAW7c1LWcNBMy+WYaUpcsMTnZnDvxprvuBkDXNRCCz/7dPxCPxxFCMDQ0xKOPPvqKr1FRFEVRFOXVVqvVMFznpnXbxSyiXKBUzDNy6iTTS1UCLauoiRC6tHjh4Av09/QgQusvu2vYi/lEnvGxo7y1f4l1va1MTU3CjrcgvAFK2QUAwoluatUKPZ6XGIq9DJfucGImfdmls9Ac4Eu48pQWJ1lYKhB1N9txslFrzmjVaiuDSR//+E8TCAQRmkE+t8TP/vwv8sILL1Cv16nX6xw4cOAVX+MrUa1WCYQjKy1au17FqJcplIqcHjnJ4aROOByjrCXQpcXc+D4C/gCRzu044uJl55eiS4vZ8RdYHZNc1w3jY2Owahu+bXdw4vA+HMdB1002bNxEoDLMd9O+bvHVODiWIV289OAeQNB0CMs0pcwsI1NpgmbzfQrFMkjQi5OUSs229n/+5WbeB5fXj5CS3/2DT/HCCy9Qq9VIp9NXvVxUXXn91RW4BkEIt9tNKZ9tvplVIT9+nKotyC7OEo51oEc2IoTAR55cdpG+tbdeMv/D5TjZ4/iC3awPJenq7MIIR5nxtQNQN30rI99CCBLtHZiN7JVfOzW8jRn8ZEgWwgy2XxiIkBIS7hKe+hIYbtzRXuYrXtDdNBrNN27YzQpsOueSIiba2gCwrRotLS10dHTyEx/+CPl8nkQiwcGDB6/4Gr8bkUiEpcUkEolmlSkMP0cNF9XMAt74Gjr6tmMLN7qsMT4xQtfANhwzfMXn99ozZDJpVnd1YDRyzM/PspBYAwiEELh8/pWvRNPtJZ/LXvG5pWxuY+SXC+h2EcOMX3SMrtnEjQLUlsATxfF3kqq58LjdaLLRTAkkYF2nB9M0Vr6UvL5mvhDbqtHa2oppaHzkYx+nVquxceNGDh06dMXXqSiKoiiKcrU4jnNuZqqUlI7vxjb95NNJNF87odYhqiKElDA3/gI3bN5E1Xz5GcZn+USeuZkRdq3rIOaH8ckJimtvoqa5qcV6qVXOjcB2dXWRkKOv6PqlhFpDozPRSSxgXvL5NlcRvbyAYbhxRftpiyeQVu28g0ArnhtcXDO0FhDIRo32zm7uvvtufv8P/hBd19m8eTNf/epXX9E1fjes2nlJDoefxvSHKWVSVGWAQKSHst6cil9OD9Pb3Yd1hTOMobm1/Nz4C/Sv2ki4eIBGo4F3/S4WzRBLegBbnsv/4A/HWJg+9YquXUqJ40iSRS/XDV564DFgOIRJIepLePwRnGA3Q31teE0HKaHesGmLuNE0QSaTASAcCSOlpFGrEIm2cuN11/Ef/tN/wuVycd111/H444+/out8pVRd4XVZV656Toj29nZq1SriyHeoFJZwhRPoVonZdIp0+z0Iu7m/qVVdwhXb8orW3GvFM3gj3QjNxM6MUCTKfGxo5XnxohCLYRjNhCKyuSykLdAMECSLBuK8RVNuqkyNH+TY+CKrEl4W8haJSIBAopuzcRufbuMzHSoNLyXDT6lybspMpiZo5Ao4Pj+ZYgm/p9nRPRt9ird1UM2nyWbStLZ1YXoDuDx+EokEpVLpmgQhPB4P2tFHyafmCbd2gG1xYnICc+37cEoepJT4RZaOvm2vKCjkkXny2Qye1i10Od8m0dbGgvRQ41yleal9hYMeiVvUqUmTQvXCAvQ7C7xw9Cj5Uo2+VhfDM2Xu3NYHNAMkjuMQcdu4NclCNYDQBdTPyzSre7Ab1ZVZGADlShkpJcFgkEg0TibZnBURbu3AcHloNd0YhoFhGDzxxBNXfB8URVEURVGuls7OTuamJlhTK6NPH0fXTSwcxs+cwtN9O7Vac0ax25qmb9VGSlz5DGMveUrZaUId19FSuBd3awRz9Y6Vtpw472+AULiFYunCXAKXa+l5nTT53Ay5fBkJhHoHaPGbK6PuUkLMXUe3q9TxUXEHmC0323J1G+xqFfRgc8RdA9M8175siUZxHAvHkTiOQ7Sjl0AkxrcfepBQKHTVB5P6+vpILSSJWWW06ePY9TK2EWDi1DESPdcxVW8GILyNJL6WGGW960pSNqwoLBylt38jQ/4ZOsJtLBUKJI3AyvOGeXEH9XyXKxcpJX57lomZKUASDfmpuy7cmt5xoN1dRghJyWihYGnkK83ek2Ea2I0K0LyWFp/AKcmVPl1bW3tzeTwCgY2vJc7Om27nyccfJ5FIXPVyUXXl9VdX4BrMhNA0jcHBIYqpOXyBCFotx6nho3hX3U3ajgDgtfNY3v5XFIDwWDNguKgQot8zRygcodKw6e/s5Lo1q2kPB8GW+AJnP0iS9OICAhuPvsj84gSHxmY5NDZLyEyvnNcn8uze+ziyUeIm4xkCpz/P+ty/EdZzuGvnjitaOqmqSaFx8S2sN3SaHysNIQQ9UQOQuN3NzrzLH6ZYyJPoGaBWKaLrGvlyhXQ6TbVaJZ/PX7Rk4tWkaRqDazdTXJglEmtD1sucOHKAxOqbOV3qAUB3auRkG/YVTg8D8IkipdwUZmwTILEKCxSKZRaCHdywZoAdA6tASsKR6EVlHXVnqFdnOTU1yZHJeU5NTdHiPTcNrJ4+wtefeo6hUIF1pQfwnf4ndmnf4czkPHFP4+xvRq5uslhzXfKzJATLAQhBtdbArcvl7XAEW7ZswXB7cbnchGPtVAsZXKZBte6g6zrlcplc7uJ9hBVFURRFUa41j8dDIpEg8+g/I4pLNNDJzo3j9YcZrm0CwHTKCCPUTLZ+hTSnzuz0CDK4nrg7g8+jkysVmdcDdLQsz4ptNqhWXlMqFwFJxGPRESwQcS3h0xZpC75oOn9+mG8+sYdGYZ7W6lESTPPo8/soLM+YBgiakkLDYNEOkakbF3TQlmomhUodx5HUrAb9rR4cx6Fabc4+iHcPMnHyKMVcmnBLHE0ziLTEiEaj1Go1stnsVW1fCyHo6+tj9lufh0Ia2wiQmx/FdHkYtrcCzQEzR/OuzIi4UnZmmFjbaqoyiEjtRzMMql3r8bpM3Eazn+HxnwtInL1xpibpCFZIeHP4xCJR9xKmfu4eeCkwNfI0T+w7TIuWJV45SjU3x4NPP41rOaeA40DU3SBZ95Gs+yk29Ava2Q3M5U/Ducccx8ZxHDZt2kwo3s3cxAjZ9Dzxjj403SQUjtDX10e1WmViYuKqlouqK6+/ugLXYCYEwJYb7+Dvv/wYnql9hCNh/EM/wqHiuQhb1bjyqf4APpZwkDieZoc5aJ3GE/Diifdi+Voo2NCW6CA9dRxX5Ox0IkG+kMfWOxl7URKPUsVGGuAVFZ54dg+bOjTKh75AzqrzzW9+c/mof6VvcD3bf+y/UfWvQXuJ8I2UEkfC5dZhSdsi2pog4PdTzqdJzs2AY7F+w0ZOnhjmyJEjSClfUVDmlRrasI2nj2fwTL9AOBImNnQXe8vbVp53dM8ris7qsk61MI8W3gjAat8MQTOI5vWzum+QnN08W188ipk/d+ZKqUAgGObZ6TwvjgV6jAZgopdGOHR6mtsCRymfGOH40aOcOHFi+ajPUbzlLjrf9vtgvPQXR6aqrXy1jM7l2NlZQdMEbW1tZLM5hF3HFwwTCIZo1CuMj4/i0gXFYhEhBEeOHMFxHLSXKnxFURRFUZSrTAjBlutu4snvfAvDnGMpncIXiDASfA8st7nqwvuK2pJSQiV9gtbuzdgIeoxxvJ4ANU+I64fWkLc1dsSizB3fRzBybu/RSqlE3fAzPD97wfkG2wSSGAJBLX2Yw6dnuKd7ltTx5yjVakxPT9PZv5XKzO04kevRNEGxIbj82LBE0mwfO9LBY4JosDLIh1Who7sPd6CFeilLwAwyfHoM03RhWRaHDx9+Jbf4FRNCsHbTDh5/+BtkFubJZJaQEso976dcO7cLXE278o4ugF4ZxxPpokKIuCeHqDYoVWu0rR3AdocwBIxOjmIKsVLeYrkLMpmcZPJF93P7gJ/5ghu3qPDU87uJB0zWFr+BdbLOXCpFKpWiZ/sPEW5EWBQdaBpkLeOy+REaNpiy+flZylbo8ZcRy/cjFAphlfMkuvowPQGq+TTReDvDZyZJp9PYtn3VR93fqHXlTZ1J8sf3fF/WFbgGQYhj4xl+5tNP0xIK0937H5jCB+XvvnMtJVQrZRxf99lHsKt5pDeCkxhcOa5ig1/WCQaDACylU+RzOdKei/e+nclU2b6qwKEjx4gHDQr7P8epkycYGRmhs7OTdevWUavV2L17NxN/+G7e8yt/RSl+62WvUQhBvCXMQv3sOoBmIMzj8QCQy+VxGnWmFjK4ZZVAIMCTu/fwL1/6Irt27QIgk8lctT1az5aJx+VlaOhjTBH6nsoEICCWKAZ7V6pCi5zB7fUiDTeN87b7CWRniMbb8Hlc1Oo1cpklvC2dkLz4/eczOWK+Ol9+4gR39dcoj4zx5S9/GYA1a9awfv16Tp06xYHd32FhYoSt/+GLOC8RiKjbAmEC9tlHlrMAu1wcO3aUxVQa3TSYnE/jdsq4TBfPPfMse/bs4Z577gEuTuqpKIqiKIryWpgqB3muvIlbEgah/rUM19ZRts91dl/pYJanehojvhabZtJvvTSFHvXj6xqiYGsIoOiYmOUcrviq5mvcJouLC9QSQxedby5bId4CprXAY4cnuC12huz4MR55+OFzs0sPHAA+z90/9KNoN3/iZa5QEPJ7yErQhbayx4BhNLszlbqFdBpo9RqpxQUK+RyJkA+EwO/3k8vllhM36q/ovrwSk0U/j2U38qa4SahvXbNMzgtAvNKBLJ+zAC6T8nLC/nZ9hmg8jm24sd3NxxoS1rb4cNdal99DkM+mm53fS2wK6NhVHOnm1MkXiPsNWmbvY2l+iscee2zlmObScMF7f/6PKXa9/SWvcammEzclQsBcpkSvp7kzYU9PD6OjY9RtG5cQWFadmlVnZuIMbWE/qVSKeDx+TcrljVhXypPf33Xlqg7p2rbDj33qEfo7osR7dlIXfi4bRrtCQnBeAKJpcW6ShmPjGJ6Vx1zpCbAbHB85w/GRUTKpJIFgmJGs75LnHZlOc3xikd7GMQxdY2RkhGAwSCAQQNM0enp6eO9730soFOLhv/0vuKtzV3C1zQ5rWGSxLItGo7lsoJhdROgGQbcAw0OtXufmW24nFAqtVIKrlRfCcSQ/8+kn6e+I0Tt0GzUR/p7LBCBH+0pFBBCN5iwDI35hWVWSk8ykchwfGWV0fJozp0+RtKKXPOdspsbk1Gn6W72kDn+Np59+GoBgMLgSXBoaGuLd7343M9OTzD/w6y8TJBCcvy2OsCvouo7X6yWfz+MyNGzbweOUsA0fQtO4/c43EwqFV8plfHz8ld8cRVEURVGUV9En/2Ef/+2L++nu3cAwt7KvvP2CTtV3o+HtPS8PmMSq5rGsBla4feUYKSUuq4xpCNKZDONjp6nX6wznAhedr1xzKBZn2XfsKLcO6lRmD/Pggw8ipeSuu+7ife97H+9///vZsWMH33ngS9R3/+HLXqPbda6tHzAaaELgcjXbn7nUPOV8nvnkIkIIPB4vD9z/NT7393+30j68mnnX/uabw/zhP+1nsH8VI+LVKZOqCF+wdMNNHsN0YYYubDs3ZkYIRSLUaxXGJqaYnZ5Ab+njUiPlhyay+KwzjM5l6Sg9i1XK8thjj7FmzRruvvtu3vve9/KBD3yAUCjIl//PrxNYfPplr/P83HpCCHw+Hx6Ph6NHj1Ap5Cjks8wnF6iWy2i6zt989q/YvXv3Sqf4alJ15fVXV+AqByH+/qGTFKoW0fZugpfu+79qLux8SnLDz2GbPkCgScnc9ARG62ouN23FI4u0RTzkpw7wta99DYBCocC6desYGxvjS1/6EkII3va2t5HP5yns+5uXuhqk4V6eAiOp12pkMhmq1SqdnZ0kk0nKDUGtYeMIQbGhUykX6enpWdnGc+vWra/KfXmxv3vwBLPpEsF4JyHvVRzVd+rouoHML648ZI7uxRTnpg4ZdplAMMzepfZLnkJKGJ5YZCCYxarXmZ6eBqC3t5eenh4ee+wxHnvsMQzD4J3vfCf7n99NKHfwspckpUQY5750SgtnqNfrK+ujxsfHqGPi6G6EgIKlkcssMjS0BstqrtXq6+v7Xu6KoiiKoijK92RivsgXHj7J3TtvfEXbp7+c8weTcCTZ9AJSOhccY469gMvjZ2RsikKxRDWfIdY5QL5+6aSILrvI3FKJxuRTHD58mFwuRz6f59FHH+Xee++lUCjQ09PD3XffzaNf/xcC2YMveY1C6CtjZ7pVIJ/PUyw2d6DL57LUNRcuUaNh+MhX6txzz9vYuXPXygyEqzWjdWK+wKe+eIC7b9pJzdX/qp33xVt3isoimtBwtZxrOwurQj45zej0IrMLady6QyqV4kzp4h3koNm+nppNsnOVGzs/xf333w/AyMgI3/nOd3j44YdxHIe77rqLrq4uHv6730C38y9xlaK5vT2ABCs7uZKMH8Bu1KljNhPPa15qls0HP/ghdu26aWWQb2xs7Lu4Oy9P1ZXm/19PdeWsqxaEGJ9rVsb+tjClbIpTk5NE3RmCHuflX/xdMF0u3KlxkBLt8CMEfH6c5WUAul2iWq3ydKrzkq+VEpZyeVa3WFSrzXlLvX19/OvXHuQX/8vv8D/+7H/xUx/9GPfeey+O4/D2t7+dR79+L5p1+USFZas5fUUIgb00wuHDh/H7/axfv56vffW+5jXLBlQLzeN0k3K5vFIZW1ouXjbyvRqfK/B/vnaUvrYw9UKak5NTRL0Zgh75Xewi/NKkGaZaqVJbau6Na2TnyIyfoK43o1GGJpkcO40RXX3Z927z2xQqFpXJ/ezZsweA9773ffyfv/1Hfv5X/wuf+/w/0Nvbx6FDh2g0GnR1dXHmsc++ZKWR522ZMn9mP2fOnKHRaHDLLbfwxBOP4zgO1CuIWrOSaoaLZDK5Ejm8mnk6FEVRFEVRXs5nvnaEgNfkRLJAR6CAoV+FzsIldjIzyktkxoapyubotanD2OgZphm86NizyuUiO/q8OOVFTp1qbhm5c9cuPv3nf8Fv/OZv8vTTTzM1NUUgEFhux/31S7TjJBbNJIwCAbUMMzMzSClZu3YtBw4cwEFD101csk7dEVQsm7a2xMps5O3bt39Pt+VyPvO1owS8JsPJHG2+3AXJH19Nwh0CBPXkePMBKanu/SbBlnMBh+zCLNG2LkZy/kuew204HJ1I46tNcurkSQBCoRC/8mu/zl/+1V/zAz/4Q9x77724XC5uu+02crkc+siXL3tNUoKFi7MzwK1KnlQqRalUIhQKcWrkNJYtEULDq9lUpUHd0YjHW1cGX1etWvU935tLUXXl9VdXzrpqQYh/2z3GqvYwq9bdjscdQC/Pkk4lGZ+dIObJEHQ7vDpdX0G8vQchdJaO7qb05JdwqiVqWnPE26PZnBo+Ri1xM8W66zLnkByfSGPW0+zevRuAP/j9P6CtowvTdONIh/aOZgBjZmZmpUPqW9hz6SsSgpKlAZKpZJ65M/sBaGtrIxaL8cyePcxNjCCEwDBduGWVciGzEp3q6+u7Kp3dhw9OEQv5GFh/Oz5vEL08y+LcLGOz47R6M7R4Gy9/kitU14PUaxV026L0xBfJ7n+EcLy5566QkuzsOB5/iAfnLz+zQJPVZkS1tEAul+Omm2/mZ37ul9B0A9MdoFqrIoTg5MmTBAIBbr75ZvY/vxtfff4yZxQslAxchoPfbVDOpZmdnaW9vZ3Ozk7u/+p9FPMZXC4XmmHiERaVQpZIJIJlWfT19amklIqiKIqivGa+tXeKb++f4ubNq/FZC0zPL5BamqYjUHjVO76BYAi3148x9gJGOUPu+W8RSZxbZpueOk2srYtD6eAlX+84MDmXI0CJkZERAH7yp36KP/nM37B95+1s334d/99v/hb79+/H7XZzyy23cOD53QQqpy95PikhX9cAgRSSSmaW2dlZYrEYGzdu5Etf/Gcc20ZIG1MXaIBwbIaHh1fa7lfD2TK5ddt6omSYX1xgcblMDPHqDr46uLGsGuWlJEY5g73/m7g0QdVutk8Nu8Lc7Awz2obLnqPF1Zzdmzuzh/37m32UP/+rv+GH3/8h1m+/iR9517t561vv4aGHHqJarfKmN72J/Y/+G9K53O8iqdnncgec2f8Ihw8fRtM0brjhBv7ms3+FbdtoSKRVRZMSu17h1KlTV3U5hqorr7+6cr6r1qPatT7BWDKLR8wTiMSJ9+3C6wnSyCeZnBhjZn4Sr0jRHqx9z6EIJ7iabHoed0sn/pY4DVczUUvAJRg7eZTW3vU8u3DpvANNAiQ4lTT5fJ7unh5CkXMzEYTQ2Lf3eT7/T/fyzDPPIKXk7rvvZml872UjUJq2vBuklJRyza096/U65XKZrq4u/up//xmWZfHLv/TzeDwenn/2GQYHB5mfn+e22267Kp3dDb3RlTIJhmPE+3YRinRi55NMjJ9hdmEKD4t0BCs4zvdWKtP1TiYnxtF9YQLRdjzRLmo2COmQT46Rz+c46mzj8lldwWlINnT7mJmZAeD2O+4695zTAARr163jD//oTzh8+DDFYpFAIICeOnjJ82la80/Y5dAVNVaCYIFAAMuyCIVC/PX/+u/YjsPHfvKDCKfBo995hM7OThYXF7ntttvUTAhFURRFUV4z04sF2lsCuFsGiHVvxa1Bbm6M2bkZFpem6AgW8Lsa3/swnwP+WC9Ow8JanKa491uEYh3U7OVp2uU0hUKRQ40dXK4tJ4RkbqmEVhjnwIEDALzjHT+w8rzpcnHk4H7Wr9/Anj17KBaLdHV1UZ946pLn0zSBjQ5Ijo+mObP/EaA5e1jXdfL5PE89/AAgOHZ8GM3Kk0rO0tXVRaVS4fbbb78q7et8yaK9JYAe6CLQthGvy0c9O83c3CyFwjStvgx+16sz0FfWE2TTKQKBIEu7v4bu2NieCABuXTJ55iTh/us4tHT5RO2yUac97KFYaM7G/smPfIzOzmaHWROChmVx7NhRurt7cByHRCLB9NQk/st0eJs7NWgEDElbi5uzMyJWrVpFLBZjemqKEwefx7LqHDx8GMMpk5ybpr29nUKhcNXKRdWV119dueAar9aJb1rfRkdLgBPDp0gmx6lXZ4lGo8R7biTe1o+spJgYHWFmfop6ZZaEN0eL77v7IJyorqNSbVCYH0WzKpiNEtX0NEf2PYsvsYavJy8fDQRI+GwQkM831zv9zid/H8dZ2UIBAfzyr/0GbfEYn/jEb+F2u4lGo8yMnrhkEEIub1MT99p0RQ3E8m+VTCYRQnDTTTeRyWT45O/8FjPT03z4xz/Ao48+Sr1eZ/fu3bzzne/8Lu7Cy7t5Qztru1rYd/AYyflJ6tVZgiEvXatuJNE2gKgWGB8bYW5ugnx+mpgnQ8T33X1ppq0I7YPXMX7iELKSxWyUMOo5Zk8foVqtMxt5E9PlS0cDz+dIyZHDh9i6bRs33XoLutFcR2WVi7R19vKBH/0x1q9fR2trK7qus3XrVur5i5OGnt021XEkBnVaRHblayCZTGLbNnfeeSeZpSV+97d/i2KxyMc/+lOcOXMGx3F4+umnr1q5KIqiKIqiXImda9s4PZNhfv4MLe4SwVgfq9bfhM8bJDs3zvTUGPPJKcLmEm2B2suf8HI0QcG1mtMnj6N7ghjhdmo2zVHsfJLpyQmSLW9iunj5UdOQC9BYmXJ/zz1vw+1uJss7uxX95m07+NR//1O8Xi9+v5/NmzczNfzcSy6tdRuS9hYPZzu7hUKBSqXCrl27+Pu/+SzDw8f57f/6XzhxfJh7//VfCIfDnDhxgttvv/2qDCat7wlzejZDYekMLe4iwUic1t5deL0BkjPjzE1PMp+cwiOaA33fy0zw8VoH2WwWpIMv1k3DbCY5dDtVxoYPEYj389Dcy+QvExANaCwuNvO2bd9xHc5yPgO7UcdqNPi5X/xlfv4XfoF9+/ZRKBTo6upCJl96K02fy6Y9CGfLxbZtyuUyQ0NDfPYv/jfZbJY/+sPfZ/j4Mf76r/6KaDTK4cOHr1q5qLry+qsr57tqc2A0TfCl/3o3P/qp75BKZXCcJabqWap6iM72MKJ/G1bNolGaZWF+Ar0WpIKfUMBLW0uAmu0lU26uZXk5ZenlVODdbNKfZymTolrK4g0mqHS9hW8mX34vXrFceObylKC+VWsw3G4mThwkGG5BN12YLhcuX4hNm7dy+PAh3G43J48foe+8gjd1hyB5kot5XC6TQ6ezbIzlmV5+vlgs4vV6qVarrFmzhs7OToaGhjAMg1qtRjqdpqenh/e85z2v+H5fCSHgS5+4m3d84kGSqSWkk2amlqFihOlvDaJ1bcRvSYzaDJnpMWbsEMIdRuoueqMBNMPDXMH9EnMXLvRc7Q629ifI5o5TLWXx+MO42rayZ6mNYvbSSVkuJJtb3BRL3H33W/D7QzTqNaZHT9LVP0g+kyLevQpN6Nx6222MjY5imibjJ56nbf1HV84SMB3q+UUKlSpu0+TYbIUea/Kid3Mch2AwyMDAKtasWd3MDwGkUik2b9581cpFURRFURTlSmwZjPEjN/fz1WdOYJcS+CMxAoEw4UiM3rWd+O1ZUlOTJBsZDHcQXH66YwFqto9MWUdcYv365QyXB7ihY4iTh/cSjydwud3MTE8RCARJRt/MqcvsOHeWR292qM4O8n3wwz+J23suT4HdaLBpw3pCsVZ+4Rd/iScef4xgMMgzzzxDm5QX7N5mag4Rl4MhGkjpYAYtTiz3EYaHh2ltbaW3t5fJyUn+4fN/D8Af/P4nef/734+UklOnTvFTP/VTV/y7vxJbBmN8+O4h/uE7p9ixOosvGCUYihCJRunTO/GTppqcZPzMLOW2BJmayVBXGNMIMl8wuZK+zlll24sYeBejp76K2+MmFAqTWlygVqsR6d/BN+ZePreCJjSklBw4sJ93vevddHW24/L4kFJSr5Ro7+gkFAoSSXTztre/nVw2y+bNm6lkZi86l1+38ZkSnTrVagWflVx5LpPJAM3cAk899RR//Zd/AcDvf/J3ef/734/L5WJmZuaqlouqK6+vunK+q7ovSm9bgF3rExwazTC09np0O0NhfpbT5QVMX5TOeAQt1IvlGyAkFmmk5iilM8yW/cyWTfwek9XtflwuLxXLIFMyLvuBKNtenrfvAF1AwAEhaPHZdDiLzC29dHQra+kgYS7VzDvg9ofIzI/TvXoDtWIW3XTj8jWDGf5QiOnpabq6zm2XI2UziaJVLhBqHcKMePBYk0wtZKnNHaSzs5Pp6WkGBweZmZlBCMHg4CAPPvgga9asobu7m7m5Ofbv38/evXuv6vSXSMDNrvUJnhleYMumXbhEkcWJUSbLLkxvmGgkjD/aRp/RR0ArUMhOU8ynmW+EWLJMDN2gJ+Yj6PPScEySxeaXp7hMaOJQcT3o62A5FmQK6I1nOT7zUll2zxJUm8vW6OpdhWa4qJTS9K3bxuLkCPHeNQgh0DRBV1f3ShBCOs5KVLDdU0U6DuHebcQdiahMMrVwmsLsQeLxOAsLC7S2tlIoFBBCsG3bNr75zW9y880343a7mZ6eZmRkhEcffVTlg1AURVEU5TX3P//jzZycyuFxu/FogonxEcrRFup6mO7OGJbZgebUqBfGGB8/jVGPk6p7iATcdMX8SOlhsXxudPSl7HXuoXtwO0IbwwKC63awf9FNOmu/7Gvt5bZhsdTcAa57cAN2rcj06WNYVo3ewfVopgchBLFYK8ViEY/HQy6Xa47+Lp+n1VNnbnaOtu4u/L4gzx09Qa9zbjApkUjgOA6VSoUbbriBEydO8N73vhcpJbZts3fvXt75zncyOHj5pIDfq09++Hr2nlrE43bj1XVOnBimryuB4woQjIWoi23ERQ2rNIudn2dOZqnrESx01nQGMQwv6ZKLus1l29RnjZS68HV8lHWuk1jUCPatwRJxHhy/stnLjuMsj3ILunp6iXevZnH6NNVKhUAwRCiWIBpqBSnp7e1luFhsJpgcPU7bjuaovJSSDk+F1FKeaCKO0Lw8vvc0a6v7Vt7H7W7uFFgul9m6dSuZTIZ3vetdK4N8DzzwAL/wC79wVctF1ZXXX10566pvzvqRtw7xE//9URb3PsGuTWuIdm7BI4qkFyc5dmyOtkQMSw8Qaosi3FEKNZMASTqdRaxGkcWFEksNN/WGht+j0R72EHC70F0mjm1StjQKdX25wkokEqEJpCNZKmu0BGLMLV0cuTs7gaHTX8exGgS8Jln3nWyMNG+JrpvohgtfJEG9mMHjclGulChXakgpkVLS3t5Oi1dSLy4Q8K+m5F2FToaTR59hPlPiBzZo3P+XX2NqagpoTrEJBAJ0d3djWRa33HILDz74IPv37ycUCvHII49w/fXXX+0i4Zd+ZBPPnXiUbz/1Hd5yw3o6+3bgETVSC2c4PDNDf3cb0vQTaAmiuYYQFQ2/XkBmZzA1yC0VmU15KNSbnfLBdh9et4HbMLFlc3vL+ZzRzBbryJWssQKo1yVLWgsd0dolg0NSNmcuBPQaS5kqY4sV3vErn8MfENhWlUA0gRCCSLydRq1MMBxmam4BhKBareLxeJpl469TyObwxjdRxYNZn2T3wWGQcFvbAv/0L49SWF4L12g0CAQC9Pb2UqvVuOGGG3jooYcA6Onp4b777rsm5aIoiqIoivJyhBDcvb2bL3znJLdsaaGj/3q08jRTk2dwNZawjSDtsRCObwjHv4GAtoi1NIeVy5B0gswVmzsZDLb5iQQ8NGw32ZqBZV96sGW6lmCac9sburywKZLh6PRLDyhlKxpI8Lb2093dgxCCfCZN1+AGnEadUn6JUKwD0zDwhaPMzc1dMMjn0iVRo4TXE8FYcxtuscSZiVMUyzXOHL6f9vZ2TNOktbWVZLI5Am/bNl1dXXz5y19m27ZtHDx4kK1bt/K5z33ue7/xL0EIwbtuWcWf33+UmzYGGFi3C3djkRNnRpHlMFURor89jPD1YHkH8FGgnJ2m1qixMFcmY7uo2RrdUTfxkA+huynWTQpVDRx50SBs2fayv7Ltgse2rKpzeOziJcnnk1LSaDRYKtpEWtvYvO067HqFQChKoidGenYczWguA/D53MRizR0szh+Ii3ocTLuIP9QFwfW45QL7jx2lLeom+fQBuru70TQNwzBW+kwej4dqtcqjjz7KwMAABw4cYMuWLXzyk598Ve7/5ai68vqrK2dd9SDE5oEYT/7Pd/K//u0I//Cd4wS9I9y2fTOe2FYCCRu9OsXC3CQT5RQ1PUxnLEjAF6SuxRCOhk8U8NQyVCtF6pZFKeejoOkslM9mYT1XKWNBk4jfxHFA6M2ZKZXq2X1OBUGXxGs6CKtCoVTC63LjNmPUvXE2DVgcGZ1FX/WDlLML2FJSr1URAlKLC+QyS0gksWjryvsViyWM4hzBrhupA6Xkfp44NUtn1M/9n7yHTauifObXm1NbDh48SCaT4dChQ2SzWbLZLBMTE/zWb/0WfX19fPSjH71mI+197UG+8YdvWy6TYQLe09y8eQ3BxAaCbeCyFplPzjOaW0D3RPD6/ERCQXTXGvIVDZ9h4asv4pdZGo5NKVumoLnI1jXqDXFBmXhdGu0tblbiunozVDRftJCyuVYp7LIxaFCrV6lWLfwuP55AP73BCslMjuOLJe4y2rAaDahWsA2bcjGPZTsUsilcQmcx2dwKVAhBQw+iOxqhjuvRRIGpUy9wZi7LjWsT/MnHdtHb5ucvfv9nkVLy2GOPAfDEE08AMD4+jm3bK+XykY98BF3XURRFURRFeb346R9Yx8mZLA8+e5jBjknWrdlIz9Aq/M4s41OTWKUULl8Y0xMkHAlT12LUbYGPFPHqIrpmU8xWSabdFBvNdls85CLkNQn53WhCAC4aK50th1zNTc1eXsLsCgHnOlbnr0tv9zeQjQpu3UWtM8LROfjR9/8iQggcR6JpAt3twe12Y+iCiZkZTKu545mu63R1ddHuLmJL0ENrsRBY6aN848g463rCfOwGSLfdyZNPPsni4iIPPvjgyntv27YNIQThcJiDBw/yoQ99iP/9v/83LS3nEs5fLR+4c5CZVIkvPDJMZ3SSHRs30bPmVgIiRWV+imPHZ2lNxGloPlraWzA8aylUNbwUMEoLNKwSdqnCeLFCpqaBaLaoB9t8+NwGhmagaSaWrQMOzZ0PdBYKGkKDbMWkO+pm+rxBPimb7e6gIQmaVXKFIoFonPnsFNs//BcYHh3HbuALxwAIx1pxaiUw3ByfmkLTder1Oh6PB93lIUIarwhjhzZhiyqpiWd5fHyRnesSbNIOsXDbrRw6dIjx8XG+9a1vXVAuALlcjtHR0WtaLqquvP7qCoCQL5XN4lXkOJLbfuV+ZpdKALS3+Llu41qqWgJbGnhEFVlfIJdbwuX2UJZeOltD+LxuijU3hYqO0MAvMlSLSyzlstSsBrbtoC+XuTz713KlPbtE5vhkmg19cRwHuhJx3P4WbOlDs9Nkc2mklIRah6jmRjlwaorf/0E/NjqWVaNRLeP2B/F73Hzgve9C13UGBgbo6Ojgm9/8Jh/7s4N4g0Ee37uPYtXiw29eyy+/exORgPta3NbvieNIfuC3vsWJ6SwAAa/JTRtX4/h6sXHh1SpgLVEuZqk3GjhmEJ/fR1s4QF16SRebUTu/XsCuZcjnc+RKZZDOShIVoLn5yHIgSCz/nMpVQApaIz5aIyECgTBSCyCERjE7RSqfp6ejG9vdySOPf4MP3jnApsA0Lq+Pes2iVi3iC4Q5dvQIn/zt/wrAO9/5TjweD2cm5tj40Qdw18d4+PnjBL0mv/DDm/j429ep3S0URVEURbnqHkg1//2h1pc+7nv19JE5PvSnzQGVzf1xenvXUJQxfHoFqzDDbCpFIhamZHvpiIcI+nykCm5qtsCrVXGqSfKFLI5tNafPG24cdLI1jfp5o73Lzevm/6VD1CMxdYmuOThWjXqtTnKpSCzkIxSJYXg7MBpp8vkl5tJZgl74yE43jl0nXxeYmoOsFhA0k+UhdP7qLz5DZ2dns339B/djt91BgEWe2LefQsniw28e4lfeu4Ww37V8Hc0ujOM4ZLNZDh48eEH7c/v27USjL7U73tWxUiYSNq1qpa93LUUZQRcNXNYci+kUbpeGbYQI+AO0x8Lkqyb5qo4p6hj1BfL5NI5tY7qaM7NtYVCuaxQb5w9Ynu3CNX9ftyEJm81k+4a0cOwGi0t5KjWLvo4E/kgbdcdNozCBZTd4+sgEH7sjwVC0gtANqraGYRXw+QPkl9JUanW+88i3qVbKuN1uxuZL7PjQ31IXfozyCI+8cJKgx+QXfmQTP/2O9eeuann2g5SSiYkJxsbGVspKCMGb3vSm12SJs6orr31dOf978ZoFIQC+9fwUP/vnT3HHjiFOjE2TzJQJ+k2uG+rFG15F1fEghcAjqggrRb1WplqvousGhtuLx+Ml4POiaSaNht5cilETuHUHtyiuvI9AIJE40qDkhBA46NTx6RWqpSXmFhdxmQad7R0EQkFsx2E0WcCoLDCVzPJLt0lqmhe3LrGlpOFoBE1JuZjnL//PnyMEdHR08OUvf5kf/6On2XNsghvXJvjEj29ny0DsWt3OV8XuY/N88I8f5dYt/SzlChyfSBP0mmwe7CQS66csg4DAEHVcTpZiPoV0GmBooHuJBPy43R4MXcd2mhU1U9HQNB2/yCO4cH2alFB0ogixvD2myGJbeXL5PLliiVg4RCLeielxka+UGJ3Jc+LEcd67M86NPRYVW+DRoWoLNAF6LU+xXOb3fve3ue3WWymXy8xmbUI7f5bR+Szvurmf3/ng9UQC12bPW0VRFEVRlGsVhJASfvRTj/D88AIBn0mxarGpL05PzxoqWrNT4aaKU52nXi2AZlIXHiKhAC1BP7ajM190gSPxaUWEXaReqzC7mERDYzFbIpkpr7xfR9RPNOJDCPCYLlrCYYSmYWshHD2AT+TJLM2CgJZYDy5PkPLSKA89f4pPfyBKpeHgVEtYVg3DH8Vvwp/80X/jmWf2sH37djo7O/nGN77Bx//iNNVSkqcPj9MV8/PHH9/JLZvar+7NfJVIKfnVzz7LfXvGCHiWy6Q/Tk9nDxWjOYXeq1WwK0lo1KhYNTD9aKafRMSDpvnJVHTqy51fzS5QrxbI5HOUK1UqNZuxuezyiGvzPTesakXTmqPn7dEWdMPE9LZQdgK4RRVhZZian6WtpRVfSzcRv+Af73+YD925iiHfJKbLTa1axucPIYSgUinzc//h4+Tzed75zncihGB6fokbP/5FTo0c4sxslhvWtvKnH7+ZvvbAa3avXwlVV157538vXvXlGOfLlesEvAbBQIBwxyAbVldJLqZ5/MAZ4Awb++P0dfVQN+PYehfSD6YPfFoBu5phaTHJcDqHlDRzELgMgn4fwqVTk8ZyNKcZfypVyuSKZaSE4+OLbByI0x6LE4qEibW2kipUOZOq4MpliLmrVNJphifTbOuQ4E6AZWNXS1RKRcxIOwVL4HL7WLd+HelUCk3TCMc6GJ9L8d8/tpP33zHIG3GQPVeyQEJrLM6CFeL269pIpebZc2QCmGCgI8JQfy/SnaBCHD2SQEqJV6sia0vkMkuksjlS+TKxgA+QxKNhDF1QN0yEFCtTVKyGxWImj0SQzpfwunQ6YhHCLa10tXfQaeiMLxQ5Mpsl7BL4KJBdSIIAX3mEij0AQHFpDn84Rk26sM0gLrNOPpfDtm3S6TSRVbcTDZn8/ofvet1WQkVRFEVRlO+VEPBbP7add/7OQ2xdtxqDGi+cmOToxB46Wnzs2LCeqt6K7elHeMAQFj5rgVJ2kfmZcYJ+L0K4CAQ9OJgEgwFEJEwk1kWy7CHWK1knz/Z1JUJoQDPzvlsWwalQLuVI5xZwHIeutja6O3tpaLCQrZBL5ymm5lnTGaRWr1PHheYKYnr8NByNmgO//Cu/Qu+/9bG4kCQYbA5+HT1xmFK1wc+/cxO/8t4tb6g2thCCj96zlvv2jHHdhl5wJPtOTnF0fJHO6Ek2Dvbi+Lupu/vBLXFrNm57iVI+xVS+iq5pGKYbr8+PqRm4fH58PjeRWBflhot8RdI7dHbk/eyNcZBS4BMFDM2mXkqzMD9GOl+kvSVCW1sbmzZuoVguMzK3QLu3CgLqlQxaNERNCky/m6ojcAC36eJv//4L/O5vfwK/30+pVEL3xXn6hT2EvC7+4hdu4x039rw2N/i7pOrK68s1DUIIoFhtMD41xYb+fkxfjJoIcVOsC7uS4vnjcxybWAQJG/vj9HZ2oLmiFJ0gwh3C6+mjt1WClHhFDV1UVs4tGxXqtQpCaLh8Lbj8USJxg7ITJNEPQgrikSIHTqUIeiRBw8LbyHJgOLkSSYyH3Dz2dz/HjW2foKt/DYYu6OjqplStU7E1HKvG1x94gDvvvJN0Os1Nt9zEF//b294QSy8uRwhB0Gdyemyctd1deIPtGG4//pYuXI0sh0bmGZ0/DBIGOloY7O3A7Y1SsMMIoxM90kVbGBKOxNCsC2ak4DSoVfII0QzguHQ3gUg7ZeknYbsQmiDib5BcSjI2UyLhb+BpFJiaS3MqU175Xr2utcBX/t9f82uf/GO8uiTY1UsmvUhDFxiGSS6bIRQKUS6XOXz4ML/2jnfx27/5ZrX0QlEURVGU73sP758lGDDpircwk6uyeo2fFr3M3hOTfGN3c7eCG9Z20dbWTcFppWF0o4UloZDAq1XQnQK1Sp751BylSo2xuRwb+qJIAZoQy52p5qDS0bEF2qM+WsN+PG6TlnAEf7idto4+FrJ5JrI1Jgo52v0WdqXI+GiSQsVicyhNqbEK3QCtlqder6IFE9RscOluBJLW1lYsy6JnzVZ2rkvwy+/e+oYZZX+xZ08sgAPxaJx0xWZg0EfMVWV4dI6H9w4Dw9ww1EUi3kaVOCXiiEgCz9n2NEXq5QyziynKtRrHx1Ikol5ag15AQ9MAIRASFnMl5jNlNq1KkEaSaAnjC8ToiXTSp1UZWygxnKwRclXxaxXqS4s8MZ8j4DVIDz9Co/OtaFJSzS7g9QWoG35qwo2dTzI8fJw1a1YzNTVF9/Xv4o67h/jY29e9Yfs+qq68flzT5RgA4/NFPvPVI/z/7d15cJzlYcfx77uX9tSubsmHtMQ2PjC42OBAk3ggyX+ZySR/+Z+kTQPTmUzbTDtDk87UTZuhOdpMOjBu0qQOkBJoCRAOT4OLENgyBINjJGR8Y2QdK+vW7mov7fU+/WMlWXJIT7yyze8z49F6r3n3effZeZ/fcz37+gVa6wJs7GijsXEtlqvIRCKLo5QimZil991L4UDQ5ybaGqGtuZEaby1YbubsAEU882nP/EdYnISzsDiijcsq4iVDuTBLPDnDwOgMY0uGytzQUkv76mZs4+DVt87R2v8DLOAr9+0h4Chy8OAh7rxjJ8Zby8XzJ3nwwQfZsWMH3d3d7Nmzh/vuu6+axXdFDI5lePC5Pp791QAhr5vtm9sJhdvw+Sxi01k8dpZ8bpZ33psgk5/fM9PA1mgjjXVh/IEwDpefkvEyZyor6i4OEZtPAZexIehMgCmSTc8wNj3DqYHpZcPKdm5uo8YfYXp6gnDxIv/2d1/mO9/fyw1rV5GcTeKwHASCfhwOF48/+ggOhwOfz8cTTzzBu+++y/r166tSdiIiIiKXq9Z0DICTA3H+8IFuZnMFtq1bQ0tLFMtZ5L2JNBFnjonJaU4NTS9eY92+aTX1kQZwR8g7asFQ2VlusUmw5NrNhqArQRkvOdvH0hnvllUZ4u5jnKlkjoAzz1w+y8kL46SyxcVr+KDXwal/uYev/MmfsmX7HTjn4jSv7mBmcoK8wwuZKb70+7/H5z//eSYnJ4lGozz66KNXvuCuoJMDce7759c5E0vysa1R2lrbsVxwcSaDq5whlUrQc3ZsscNtfVuEG1a34fE3kCECsLgVZsWl0d7G2ASdWSyKpEsRjLWk+YOFZUFLYI6e/jFaAmUc5RxDo9NcGJ9fHNFAsMbN5tAonY98gwf2PY7fYxEJBUnMTFF2+yiVDBffO8HDDz3Epk2b2L9/Pz/5yU+45557qliKHzzVlZW1YmtCLDDGMDSe4elXL/CL1/oZjWdY1xZhQzRKIFCHw23I5rOkE2ly2QSDY4nKHJvFVT5YvN1aF6Ax7K/cNb8SpTEwOJ4gnZtvMC9p3GLBlo4GmhrrwPJRX1eLt8ZPfGqM9wYHcLzzT7x44ADf+vZ3CdWG+Oof/xE/3vcwdrnI3/z1N9i1axeFQoHnn3+e8+fPV2Uf1WqJp/M8fbifn3ae4+J0htb6ALduaKcm2ERNjYt4Jks2M4tdSHNxPMHAwo/Z5QMODGy9oWn+9vzqoMBUMsvYTOZ9n99S56ejNYIvFMFT46O5ro5s0cORN7vpcA3T++97sY3hL/f8FQd++QJvvHGEH/x4H6dP9PG399/PJz/5SYaGhggEAnR3d2sUhIiIiKyYaoYQUFls/MnD/fzjcycYmc6wflWE9dGPEIlEKJWLjMdncZbSDF2cpH9s+XaBW29oorEuhNvpocYfxjYuyg4f+bIXYy0sXmdhbPA7ZnFQAlOikJslkZolNpFgNF5ZeB4DQb+b31nfRtkVIuJ3cuDV43TE9tF/oZ/vPPBDnMUcP33kYb70B1/GctVw5p0eOjs7aW1t5ZlnnmHfvn3ce++91Sm4K8i2DU8d7mfvcycYmam0dda3txOJRCjaZYYnUwSceSanpzl5YWpZe2XdqghtjWF8Xj8ejw+cPmxc5OxQpd27yMJllfBS2Xa+kJumVCwxmUjwTv/ksve8oSVEx9o2csZHanqEUD7Gz793D1/9sz/nox/dyeDgAKlUio033ogxNt//3t+zZcsW3G43jz/++HXT7lFdWTkrHkIsZduGF4/FeKknRldPjNRcsVJJO9qxPM2Egk4c5CkU58ikMmSzGWy7SCKVZTqZW7YAyOW2RCuLRDZGanG4HBiHlwJe1jQEKFtB4tnK/rU+e5pX3/o1N4VneeeX/0AymWRkZIStW2/mxIl32Lr1ZoaHh7jtttsIBAIcOnSIz372s/zsZz+rVjFVlW0bTgzM8IvXLtDVM7IYSGxsb8VXu5pA0FeZb1bMUcikSGczGNswlais13F6cPq3vndLnZ+GsI+gz4u3pgaHu4aZORftLQFq/QGmsj6KpUrCWJg5wfF3YzQPP4bL5Ons7GRtezvDQ0MA/O7HPsbrv/oVu3fvxhjDk08+yUsvvcSnP/3pahWViIiIyG+odgixwLYNr58a56edZ3m5dwSA2zeuoqmxFX+wDstRJJnOkM/OkstlmIpn6B9NLu/oW1AZVPybnUfv0ym4paOexkgY2+klEolUrulyXgpTZzgzGCN4+kd0db3EPffey4YbN/EXX7uPb333e7gsw9e//jV2797N1NQUx44do7+/f0V2tbhSbNtw5PQ4v3j1Al29MVLZykKVHWvWUhOox+Oyiaey5DIJSoUsyVSGkwPTl8r38vJ+v5ab9ZuPt9YF6GgL4/MFcbh9NNbXgsPP1Cz8+tgrbK4ZYODNpxkcHORb3/4ODz/0ECdPnuCxnz/Lc0//K4e7u9mwYQN9fX2sW7eOQ4cOXVedfKor1XdVhRBLlcuGzrdidL41xMu9F0nlinxkVYT2lkYCta2k7Qgel03EX8ZpFUjn5phOFZhJFzDGep+FOOa3hZy/f1u0kfFMoPI9sW1C1hQDQ/2cGJhkxxonZ/bfD1S2KXnsscfYsGEDExMTBINBbrvtNowxnDt3jpGREXp6ej4UQ/4rgUScZ167wEs9MS5OZWhtCPCR1Y3U17eSsyKUjIemUBEnJUqFOdLFEgPjGZbXRLPs/wvnZFVdDcFgM6k5x+KCl6XMCMffHSIzl2er8zjvvPocTU1NJJNJxsfHaWlpobe3lx07drBhwwaKxSJdXV3ccsstGgUhIiIiK26lQoil4uk8ncdidPWO0NUTAyrDy5sbW8g5m6gL2HgcZTK5NPlcjrn8HKZcJp3Nki+WwBhsYyrbKRqDmV9sL+jz4K3xgtNNwXYxM+dg4+ogfm+ImZyHQskCY+EtDPAfbxxnh+8cp197CrfbTV9fH7W1tczOzhIOh0kmk8s6k/bs2cP999+/coV2hZXLhqde7eflhXNiVbaLbGtuw/K14Ktx4XHOUSzmmculyORKYM+Rz+dJ5wrLLqctKgOODTY1bjfhYBAcBuPwksg7CXjdRFsi5Ioe4lkXlsOixprj/Llfk87MYXr34nPDoUOHlh1jOBzGtm0+85nPkM1m2b9/P11dXXzqU5+qdnFVjepKdVy1IcRS5XIlNezqGVls/OKAdW0R6kJ+6sJhjOWlxhegbPnx1xg8LkOxmONiPMdMushCHNjgNzixifg8zBXyXByfYmgsQWquyIYWD8HpNzl79AUsy+L2229nenqabDbLsWPH2LVrV2UvWMviyJEjxGKx62JO1P+FbRtODsTpfCtGV2+MM8MJAFrrK1Ni2poacbrcOD21GNvG5avF5ypQNkWmZnOMzuRZOCc1Lgh7yrTVBYjPpslmc4xNJ3hvJEHA5+Lm+jSjvU8zOTJIKBRi8+bNJJNJ3njjDSzL4s4778ThcJDJZHjhhRdYu3Ytb7/99jWVBoqIiMj16WoIIRYYA4lMns5jI3T1xhYbWVujjbQ1N+L2NpAxdTgdNnWBIh5niWKxxFQqx2i8QGUivLXY83t5X8+mNauIz7nBQMCRIjs7zNnBMUZnMtzZkuD4gR8CsHPnTh555BFuuukm3G43fr+ftWvXYozhxRdfJBwO09vb+6G4ljPGkEgX6HyrMhr86NkJUtki61ZFaG9rJBBqJEeYonHREizjskrYdpFULs9745kl71S5rr68A25DW4DZYgMW4DBFfPYU45OjHDt7kRuavPgHn2PgbA+bNm0im83y+uuvs3HjRgqFAm1tbdTU1OB2u3nqqaf44he/eE2tO/D/obpyZV0TIcRStm0Ynsxw5PQ4I5NZjp4bJzaZ4eL0pTk1OPivhyfN27mxiZDPQzl+npd/vpfh830ArFmzhsbGRqLRKLZt4/V6GR4e5siRI4uvDYVC7Nu3j927d1+pj3rNMAYS6TxHTo9zejDB6eE4I1OZSjCxMCRp4ZwsHQSx9FzNn5tNayPU+j00Bwxnjh6g64kHWVjkZfv27dTV1REKhRbPy4EDB0ilUovHsmXLFg4fPkxDQ0O1Pr6IiIjIb3U1hRBLXWpkxXjzTKWzLzW/htqqhgD1IR9tzU1gDB5/A2Dh8xQpl0oUbUMyPVd5Iwsclg2lPE6HxcR0isGJBKlckZZQDS2eOM6xNxk818Pc3Bwf//jHGR0dxefz8eSTT7Jt2zY6OjpIpVIcPHiQ2tpaDh48yPbt21eucFaIMQbbhs63YrxxepyX3x5hZLLS+Rryu+lojtBUH8blcOPy1uJ0uKnx2Bi7AEAyk6dQsllo8DjtAm6XRWI2S3w2w/mLicqaeC0OQoUY48d/ycTEBNFoFJ/PhzGGEydOMDY2xh133IHX6yUWi9HT07M4yjgSiaxY+awU1ZUP3jUXQlzOGFMZfmQgNpkhNp3GGEhli5wajINlsbrRz5rGQOUFlsWW9jBhfw0OR2V6hm3bXLhwgYMHD7J//376+voYml9rYEEwGOTWW29l27ZtfO5zn+Puu++uDLOR92VMJTCazRU4NRhn4Zt19MwktjGEA242t9cBlWRwTUOQNc2V6TGWdem8vPLKK3R3d9Pd3U1fXx+zs8sXhbn55puJRqN84hOf4O6772bHjh2agiEiIiJXjas1hFhq4Xr65ECc4akMpwfjHD03AcDRMxOXnrjQubRwe8n6AyGvm80ddWxeW0et383oiVfY98A3SSYTiy9fvXo1LS0thMNhQqEQg4OD9PX1LT6+a9cu9u3bx4033niFP/G1wRgYGk8zPJXmzdMTnB6Ok8oVOTU4QzpXqjzp8rUhFjr55u3c2EzI52bz2jrcdoqnfvRNXjvUtexFt956K5Zl0dLSgsvl4vDhwySTSaAyJeMLX/gCe/fu1TU2qisflGs+hLgSbNue/4IZuru7ueuuu+YbxpYq3wpZOB/GGOLxOMlkkmg0isPh0DkRERGRq9a1EEL8NrZdaRoYIDaRITaVXtaYqvV72NwewWFVhrYudCRder1NT08Pzz//PH19fSSTSQ4fPgxAe3s70WiUbdu2LXby1dfX67ruv1HpfDUYYDZb4NRA/NKD8+dmS7SOWr9ncUZA5Z81/3rDzMwMzz77LH19fRw/fpxEIsHx48cBuOWWW+jo6GDbtm3cdddd6nj9H1Jd+d9RCCEiIiIicoVcyyHEB2mhmbHwd6EBdS03pK4HC518Syl0WFkfhrqy9HfRtbKHIiIiIiIi16PrsSF1PdBI76vPh62uKPISERERERERkapQCCEiIiIiIiIiVaEQQkRERERERESqQiGEiIiIiIiIiFSFQggRERERERERqQqFECIiIiIiIiJSFQohRERERERERKQqFEKIiIiIiIiISFUohBARERERERGRqlAIISIiIiIiIiJVoRBCRERERERERKpCIYSIiIiIiIiIVIVCCBERERERERGpCoUQIiIiIiIiIlIVCiFEREREREREpCoUQoiIiIiIiIhIVSiEEBEREREREZGqUAghIiIiIiIiIlWhEEJEREREREREqkIhhIiIiIiIiIhUhUIIEREREREREakKhRAiIiIiIiIiUhUuy7JW+hhERERERK4b+yfNSh+CiMhVSyMhRERERERERKQqFEKIiIiIiIiISFUohBARERERERGRqlAIISIiIiIiIiJVoRBCRERERERERKpCIYSIiIiIiIiIVIVCCBERERERERGpCoUQIiIiIiIfILdV+Zsqr+xxiIhcDRZ+Cxd+GxVCiIiIiIh8gILOyt+zGUgriBCRD7FUufJbCJd+Gy3ArNgRiYiIiIhcZ8byhqOzK30UIiJXl4+GodmtEEJERERE5ANljGG8AO9mK72AJV1ti8iHlNuqjIC40Q/Nnsp9/wk5GaDIzQ/f+gAAAABJRU5ErkJggg==",
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",
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"
] | 1 |
math | algebra-1 | domain-and-range-of-absolute-value-functions-graphs | false | true | What are the domain and range of this function? | 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" | [
"domain: $\\{x \\mid x \\geq 1\\}$, range: all real numbers",
"domain: all real numbers, range: all real numbers",
"domain: all real numbers, range: $\\{y \\mid y \\geq 3\\}$",
"domain: $\\{x \\mid x \\geq 1\\}$, range: $\\{y \\mid y \\geq 3\\}$"
] | null | 2 |
math | grade-8 | 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 y-value of Function A when x=1 is greater than the y-value of Function B when x=1.",
"The y-value of Function A when x=1 is less than the y-value of Function B when x=1."
] | null | 0 |
math | grade-5 | compare-decimals-using-grids | false | true | Which decimal is greater than the one shown in this diagram? | "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" | [
"0.76",
"0.5",
"0.8",
"0.78"
] | null | 2 |
math | grade-8 | parts-of-three-dimensional-figures | false | true | In the cube shown below, which lines are parallel? L | 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" | [
"IL\n and \nEH",
"JK\n and \nKL",
"FJ\n and \nIL",
"FJ\n and \nKL"
] | null | 0 |
science | grade-8 | compare-concentrations-of-solutions | false | true | The diagram below is a model of two solutions. Each blue ball represents one particle of solute. Which solution has a higher concentration of blue particles? | 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" | [
"Solution A",
"Solution B",
"neither; their concentrations are the same"
] | null | 0 |
engineer | grade-7 | evaluate-tests-of-engineering-design-solutions | false | true | Which of the following could Sandra's test show? Wind turbines use wind power to produce electricity. Sandra was a materials engineer who designed wind turbines. She wanted to design a new turbine that would produce 10% more electricity than older wind turbines. She thought that a turbine made from lightweight material would turn more easily and produce more electricity. So, Sandra created a computer model of a turbine made from lightweight material. Then she used the model to calculate how much more electricity the new turbine could produce compared to the older turbines. The passage below describes how the engineering-design process was used to test a solution to a problem. Read the passage. Then answer the question below. | 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" | [
"whether the new turbine could produce 10% more electricity",
"how much the new turbine would weigh",
"if the new turbine could turn easily"
] | null | 0 |
math | grade-3 | reflection-rotation-and-translation | false | true | How has this figure been transformed? It has been... | "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" | [
"rotated",
"translated",
"reflected"
] | null | 1 |
math | grade-3 | coordinate-planes-as-maps | false | true | What is at (4, 4)? | 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" | [
"pet store",
"art gallery",
"radio tower",
"magic shop"
] | null | 1 |
math | kindergarten | am-or-pm | false | true | Todd is washing his dog one morning. His watch shows: What time is it? | "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" | [
"11:00 A.M.",
"11:00 P.M."
] | null | 0 |
math | grade-3 | match-clocks-and-times | false | true | What time does the clock show? | "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" | [
"nine fourteen",
"nine thirty",
"nine forty"
] | null | 2 |
math | grade-8 | make-predictions-with-scatter-plots | false | true | Based on the scatter plot below, which is a better prediction for x when y = 24? | 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myuVyaf78+WpoaDBVFhgUn2+n1q4t1YoVN+jhh1O0dm2pmprqnW4LAADEMSMB+9NPP9WZM2fk9/v11FNP6emnn9Z///d/S5KOHTsmt9sd+a7b7VZbW5uJssCg+Hw7VVNTrkCgXqFQhyQpEKhXdTUhGwAADJyxgH3p0iV1dnaqpqZGjz/+uDZs2KD/+7//0/nz55Wenh75bnp6ujo7O02UBQalrm591LHa2irb+gAAAInFSMAeOXKkLl26pHvvvVepqamaNGmSJk6cqIMHDyojI0Pnzp2LfDcUCikjI8NEWWBQAoG3oo4Fg/ts7AQAACQSI6eIjBw5UiNHjtTZs2flcrkkSeFwWMOGDZPb7dbRo0cj3z1y5IgmTJjQ5/t8Pp+JtvqNutTt1tXVZazPeJgvdQEAMMfYMX0zZszQv/3bv+nxxx/Xhx9+qA8//FC33HKLrr/+etXU1Ki0tFSZmZnatWuXZs2a1ee7vF6vqbaumc/no26S1bWs4qir2H/yJ14jfcbSfKk7NHUBALicsYD9wAMPaMOGDXrkkUc0atQoPfnkk8rKylJWVpbmzp2r1atXq6urS6WlpZo5c6apssCAzZlTGTVgl5dX2dsMAABIGMYCtsvl0l/8xV/0OlZWVqaysjJTpQAjvN4FWrmyVnV169XS4pckFRQUqby8Sh5PiaO9AQCA+GUsYAPxyOtdIK93gdNtAACABMJ95QAAAIBBrGAjrvl8O1VXV6Ng0K9QqEOWVaLy8h+xxQMAADiGFWzELW5iBAAAsYiAjbjV202M4fDn//388/dp+/ZVkeANAABgF7aIYFDa25vV2rpPLS1+ZWcXyrKKlZNTaEvtLx+xFw5LKSmf/0eSLl7sjJwO8sMf7rWlHwAAAImAjUF4550t2rRpaY9nLleWFi16QdOnL7Gtj+5w3ZtAoP6L7SLX29YPAABIbmwRwYC0tzdfEa4lKRTq0Pbtq9Te3jzkPVhW8TV9Lxj0D20jAAAAX0LAxoAEAvVRx0KhDltC7Zw5lUNeAwAAoL8I2BiQq61Qd9+MOJS6b2LMz5/c5/fy84uGvBcAAIBuBGwMyNV+yFhQUGRLH17vAq1Z41deXu8h27KKORMbAADYioCNAbGskqhjmZmjbV81fvbZek2btjgStPPyJmv27JWqrNxpax8AAACcIoIByckp1PLlm6/4oWNm5mhVVKy37ai+bi5Xlh57bIutNQEAAHpDwMaATZ++RJZVomDQr5YWvwoKipSfX2R7uAYAAIglBGwMSk5OoXJyCuX1LnC6FQAAgJhAwIZt2tub9eGHbykYfMP2Wx8BAADsQsCGLWLl1kcAAIChxikiGHKxcOsjAACAXQjYGHKxcOsjAACAXQjYGHKxcOsjAACAXQjYGHKxcusjAACAHQjYGHKxdusjAADAUCJgO6SpqV51dTVqbPylAoG3nG5nSHXf+ng5p259BAAAGEoc02ezUKhDa9eW9vhh37vv/lKWVaLKylq5XFmO9TaUum993Lv3NQ0b9gm3PgIAgIRFwLbZtm2VvZ6aEQjUa8eOKlVUrLe9J7vk5BRq4sQSeb1ep1sBAAAYMmwRsVlTU33UsUTfKgIAAJAMUsLhcNjpJrpVVVVJkubNm+dsI0OopuarfY6vXPmeTZ0AMIF/IwMAuFxMbhFx4g8sn89nS92xYwt06lRLr2N5eZNtm7td86UudRO9LgAAl2OLiM08npIBjQEAACA+ELBtVlGxXnl5k694blnFWriwyvZ+AAAAYFZMbhFJZC5Xltas8aupqV7BoF+tra265555rF4DAAAkCAK2QzyeEnk8JfL5fPJ4+JEUAABAomCLCAAAAGAQARsAAAAwiIANAAAAGMQe7CTy+Q8r9ykU6lBq6k1ckAEAADAECNhJIBTq0Nq1pQoG/T2eHzjwL6qsrJXLleVIXwAAAImILSJJYNu2yivCtSQFAvXasaPK9n4AAAASGQE7CTQ11UcdCwTesq8RAACAJEDATgKnTrVEHettZRsAAAADR8BOAmPHFkQd6+3adgAAAAwcATsJ9HUNO1e0AwAAmEXATgIVFet7Xam2rGItXFhlez8AAACJjGP6koDLlaU1a/xfnIPtlyR1dro0f/5jzjYGAACQgAjYScTjKYlsCfH5fM42AwAAkKDYIgIAAAAYRMAGAAAADCJgAwAAAAYRsAEAAACDCNgAAACAQcYD9ieffKKlS5dq9+7dkWe1tbVatmyZFi9erE2bNunSpUumywIAAAAxwXjA3rp1qzIyMiKf9+/fr927d6u6ulobN25UMBjUnj17TJcFAAAAYoLRc7APHDigkydPyuv1Rp41NjZq9uzZys3NlSTNnz9fb7zxhubMmWOydMwKhTq0ffsqtbT4FQz6lZ1dKK93gcrLfySXK8vp9gAAAGCYsRXsrq4u/eM//qOWL1/e4/mxY8fkdrsjn91ut9ra2kyVjXlr1pTonXe2RG5QPHmyWXV167V+fbmzjQEAAGBIGAvYtbW1mjp1qsaPH9/j+fnz55Wenh75nJ6ers7OTlNlY1pTU71aW/f1OhYI1Kupqd7ehgAAADDkjATstrY2/e53v1N5+ZWrshkZGTp37lzkcygU6rFHO5FdLUB3r2oDAAAgcRjZg+3z+dTe3q7vfe97kqRz584pLS1NJ0+elNvt1tGjRyPfPXLkiCZMmHDV9znBdN1jx471Od7a2qrs7MSZL3Wpm4x1AQC4nJGAPW/ePM2bNy/y+eWXX1Z+fr5mz56tQCCgmpoalZaWKjMzU7t27dKsWbP6fN+XfyRpF5/PZ7yuy/Wg3n33l1HH77lnnkKhxJkvdambjHUBALjckF80Y1mW5s6dq9WrV+v73/++LMvSzJkzh7psTPB4SpSXN7nXMcsqlsdTYm9DAAAAGHJGj+nr9uijj/b4XFZWprKysqEoFfOefbZe27ZVqqXFr9bWfcrLmyyPp0QLF1Y53RoAAACGwJAEbPx/LleWHntsi9NtAAAAwCZDvkUEAAAASCasYKNP3EQJAADQPwRs9GnNmpIel+V030TZ0uLXD3+418HOAAAAYhNbRBAVN1ECAAD0HwEbUXETJQAAQP8RsAEAAACDCNiI6moX4eTnF9nSBwAAQDzhR44OiJeTObpvouxtHzY3UQIAAPSOgO2AeDqZg5soAQAA+oeAbbNrOZkjllaGuYkSAACgf9iDbTNO5gAAAEhsBGwAAADAIAK2zTiZAwAAILERsG3WfTJHbziZAwAAIP4RsB3w7LP1mjZtcSRo5+VN1uzZK1VZudPZxgAAADBonCLigC+fzOHz+eT1ep1tCAAAAMawgg0AAAAYRMAGAAAADGKLSD/5fDtVV1ejYNCvUKhDllWi8vIf8eNEAAAASGIFu198vp2qqSlXIFCvUKhD0ue3L1ZXl171AhkAAAAkBwJ2P9TVrY86VltbZVsfAAAAiF0E7H4IBN6KOhYM7rOxEwAAAMQqArYh4XDY6RYAAAAQAwjY/WBZxVHHCgqK7GsEAAAAMYuA3Q9z5lRGHSsvr7KtDwAAAMSulHAM7W2oqqqSJM2bN8/ZRvrwwQf18vv/RSdOHJQk5ebeqqlTH9OECdzGCCQjbmIFAFwuJs/BduIPrGu9stzr9eo733na9rqmUZe61DVTFwCAy7FFBAAAADCIgA0AAAAYRMAGAAAADCJgAwAAAAYRsAEAAACDCNgAAACAQQRsAAAAwCACNgAAAGAQARsAAAAwiIANAAAAGETABgAAAAwiYAMAAAAGEbABAAAAgwjYAAAAgEHDnG4gljQ11SsY3KdQqEMeT4ksq9jplgAAABBnCNiSQqEOvfLKIrW3H4w8q62VLKtElZW1crmynGsOAAAAcYUtIpK2bavsEa67BQL12rGjyv6GAAAAELcI2Pp8a0g0gcBb9jUCAACAuEfAlnTqVEvUsWDQb18jAAAAiHsEbEljxxZEHcvLm2xjJwAAAIh3BGxJHk/JgMYAAACAyxGwJVVUrFd29qQrnltWsRYurLK9HwAAAMQvY8f0HTlyRC+99JJaWlqUlZWl7373u/ra174mSaqtrdUbb7yhrq4uTZs2TcuWLVNqauxke5crS4sWvSKX65PInuv8/CJWrwEAANBvxgL2unXr9Kd/+qf68Y9/rH379mndunV6+eWXdejQIe3evVvV1dW67rrrVF1drT179mjOnDmmShvj8ZQQqgEAADAoRpaRP/vsM33zm9/Uvffeq9TUVE2ZMkWpqak6ffq0GhsbNXv2bOXm5srlcmn+/PlqaGgwURYAAACIOUYCdlpamr7xjW8oLS1NkvSHP/xBGRkZys3N1bFjx+R2uyPfdbvdamtrM1EWAAAAiDnGN0KfOHFCL774or7//e8rNTVV58+fV3p6emQ8PT1dnZ2dpssCAAAAMcHYHmxJamlp0U9/+lMtXbpUd955pyQpIyND586di3wnFAopIyPDZFkAAAAgZhgL2B999JF++tOf6sknn5RlWZHnbrdbR48ejXw+cuSIJkyY0Oe7fD6fqbb6hbrUpS51AQAYLGMBe+PGjXrwwQd7hGtJuueee1RTU6PS0lJlZmZq165dmjVrVp/v8nq9ptq6Zj6fj7rUpS51+10XAIDLGQnYJ06c0IEDB3Tw4EFt2LAh8ryyslJTp07V3LlztXr1anV1dam0tFQzZ840URYGtbc3q7V1n1pa/MrOLpRlFSsnp9DptgAAAOKOkYCdm5urX//611HHy8rKVFZWZqIUhsA772zRpk1Lezz7/PKdFzR9+hJnmgIAAIhTsXOdIhzR3t58RbiWpFCoQ9u3r1J7e7P9TQEAAMQxAnaSCwTqo46FQh2Rq+MBAABwbQjYSe5qK9QtLX5b+gAAAEgUBOwkd7UfMhYUFNnSBwAAQKIgYCc5yyqJOpaZOVr5+UW29QIAAJAICNhJLienUMuXb77ieWbmaFVUrOeoPgAAgH4yelU64tP06UtkWSUKBv1qafGroKBI+flFhGsAAIABIGBD0ucr2Tk5hfJ6FzjdCgAAQFwjYCcxn2+n6upqFAz6FQp1yLJKVF7+I3k8JU63BgAAELfYg52kPvigXjU15QoE6hUKdUj6/Ezs6upSNTXVO9obAABAPCNgJym//1+ijtXWVtnXCAAAQIIhYCepI0d8UceCwX02dgIAAJBYCNi4QjgcdroFAACAuEXATlITJnijjnF7IwAAwMARsJNUUdGDUcfKy6vsawQAACDBELCT1MSJJVq5slaWVazMzNHKzBwtyyrWM8/s5Zg+AACAQeAc7CTm9S7gYhkAAADDWMEGAAAADCJgAwAAAAYRsAEAAACDCNgAAACAQQRsAAAAwCACNgAAAGAQARsAAAAwiIANAAAAGETABgAAAAxKCYfDYaeb6FZVVSVJmjdvnrONAMA18nq9TrcAAIgxMXlVuhN/YPl8PupSl7rU7XddAAAuxxYRAAAAwCACNgAAAGAQARsAAAAwiIANAAAAGETABgAAAAwiYAMAAAAGxeQxfei/UKhD27evUkuLX8GgX9nZhfJ6F6i8/EdyubKcbg8AACBpELATxJo1JWpt3Rf5fPJks+rq1qulxa8f/nCvg50BAAAkF7aIJICmpvoe4frLAoF6NTXV29sQAABAEiNgJ4CrBehg0G9LHwAAACBgAwAAAEYRsBOAx1PS53h+fpEtfQAAAICAnRA8nhLl5U3udcyyiq8awAEAAGAOATtBPPtsvaZNWxwJ2nl5kzV79kpVVu50tjEAAIAkwzF9CcLlytJjj21xug0g6a1bt05PP/203nzzTZWWlmr58uV65ZVX9Pbbb8vr9TrdHgDABqxgA4BBK1asUE5Ojp5//nlt3bpV//AP/6CtW7cSrgEgibCCnSCamuoVDO5TKNQhj6dEllXsdEtAUnK5XHr66af1zDPP6M0339SPf/xjffvb33a6LQCAjQjYcS4U6tDataU9zrqurZUsq0SVlbVckw444K677lI4HNaYMWP03HPPOd0OAMBmbBGJc9u2VfZ6kUwgUK8dO6ps7wdIdsePH1dFRYVuvvlmtbW1affu3U63BACwGQE7zvV1i2Mg8JZ9jQDQ+fPntXDhQo0cOVLvvvuuxo8fr7Vr1zrdFgDAZgTsOHfqVEvUMa5IB+y1YsUK/f73v9eOHTs0ZswYPfnkk3r77bf1X//1X063BgCwEQE7zo0dWxB1LNrlMwCGxubNm3X27FnddtttkqTVq1crHA7r61//usOdAQDsRMCOc33d0sgNjgAAAPYjYMe5ior1va5UW1axFi6ssr0fAACAZMcxfXHO5crSmjX+L87B9kuS8vOLWL0GHHD8+HH9x3/8h4qKilRUVOR0OwAAhxCwE4THU0KoBhzW0NCg5uZmNTc3R4L2XXfdpaysLKdbAwDYiIANAIbcd999+spXvqKGhgZ99NFHamxsVGNjoyzLUlFRkSzLcrpFAIANUsLhcNjpJrpVVVU53QIAGBMOh5WSkhL5nJWVpbvuuktFRUXKyMhwsDMAwFCKqR85ErABJJIvh2vp88ANAEh8MbWCDQDxrLOzU4FAQI2NjTp+/Hjk+a233qopU6awRQQAkgR7sAHAkN/85jfat2+fJGnEiBG66667NGXKFH7kCABJhoANAIbcfffd6ujo0JQpUzimDwCSGFtEAAAAAINi6keOAAAAQLwjYAMAAAAGEbABAAAAg2wJ2NXV1crNzdUNN9ygJ554Qp999pkdZQEAAADbDfmPHH/7299q2bJlqq+v15gxY1RWVqYHHnhATzzxxFCWjTn//M//rAsXLmj48OE6fvy4Hn30Ud1www06ffq0tmzZorFjx+rEiRNavny5Ro8e7XS7xnR1demv/uqvtGjRIt1+++0JO99wOKxXX31VZ8+eVWZmpoYNG6YHHnggYef7hz/8Qa+//romTJig5uZmfetb39LNN9+ccPM9fPiwNm/erBUrVig/P1+Sos4x0eYOABi4IV/Bfu2117RixQoVFhZq1KhR+sEPfqBf//rXQ1025hQUFGjZsmX67ne/K7fbrdraWknSv/7rv+qee+7Rww8/rKlTpybc/zavv/66zpw5E/mcqPPdvXu3Pv74Yy1fvlwVFRW68847JSXufF999VXNmDFD999/v0pKSvTqq69KSqz5trW16ezZs/r00097PI82x0SaOwBgcIY8YB8+fFiTJk2KfJ40aZIOHTo01GVjzowZMyJ/PWLECIVCIUnSe++9p5tvvlmS5PF49Lvf/c6R/oaCz+dTfn6+brjhhsizRJ3vm2++qenTp0c+33bbbZISd76jRo3S2bNnJUmffvqpRo0aJSmx5ut2uzVlyhSlpvb8x2S0OSbS3AEAgzPkATsUCikjIyPyOSMjI/IHc7L64IMPdPfdd+vSpUs6c+aMRo4cKUm67rrr1NHRoUuXLjnc4eCdPHlSzc3N+trXvhZ5lsjzbWtr04EDB7R161atW7dO77//fkLPt6KiQrW1tfrFL36h2tpaVVRUJPR8u0WbY1dXV8LPHQBw7YY8YI8cOVIff/xx5POZM2d03XXXDXXZmOX3+5Wbmyuv19vreEpKis0dmdfV1aV///d/1/z586/63USYrySlpqZqxowZWrx4se6//349//zz6urquuJ7iTLfF198UStWrNCKFSv0yCOPaMOGDb1+L1Hm25eUlJRe55kMcwcA9G7IA/att96qQCAQ+fy///u/8ng8Q102Jv3+97/X4cOHtWTJEkmfh7KsrKzIiv7HH3+srKysK/6VdLw5dOiQGhoa9NRTT+l73/uePvjgA73wwgvav39/Qs5XkrKzsyPzGj9+vC5evKizZ88m5Hw/++wzHThwQBMnTpT0+XaI/fv3KxwOJ+R8vyza/2fT0tISfu4AgGs35P/0v//++7V582a1tLTo9OnTWrdunR588MGhLhtzGhoa9NFHH+nP/uzPeqxsffWrX9Xhw4clSU1NTVFXtuPJbbfdpk2bNmnjxo3auHGjJk6cqFWrVmny5MkJOV9J+vrXv659+/ZJks6ePavhw4crKysrIeeblpYWOQFHkk6dOqUxY8YoLS0tIed7uWhzTIa5AwCuzZAf0ydJL7zwgv72b/9WFy5c0JIlS7Ru3bqk+9enFRUVPT673W793d/9nU6fPq3Nmzfrpptu0smTJ7V06dKE20Lz3HPP6cEHH4wc05eI8z1//rw2bdqkrKwsdXR06O6775bX603Y+fr9ftXX12v8+PFqbW1VaWmppkyZklDzPXbsmN5//3396le/0syZM3X77bdr8uTJUeeYSHMHAAyOLQEbAAAASBZsEAQAAAAMImADAAAABhGwAQAAAIMI2AAAAIBBBGwAAADAIAI2AAAAYBABGwAAADCIgA0AAAAYRMAGAAAADCJgAwAAAAYRsAEAAACDCNgAAACAQf8Pcw0EP059rCwAAAAASUVORK5CYII=" | [
"25",
"97"
] | null | 0 |
math | algebra-1 | perimeter-and-area-changes-in-scale | false | true | Look at this square: If the side lengths are halved, then which of the following statements about its area will be true? | "iVBORw0KGgoAAAANSUhEUgAAABgAAAAOCAYAAAA1+Nx+AAABMklEQVR4nN2UsaqCYBiGX/NALQ2RIC3iJnQDDq6BLQ2tBYG4eAGFbm3qLYg34ZhzITh1B26tuTRIoO8ZzkEITocT2HIe+IYXfv4H3g8+gSTxRnrv/LwVeJ4HQRAeZj6fdycAANu2QbKdw+HQreAVJEnCdrvFdDrFaDSCbdtIkgS6rmM4HGI2m6Esy6/HJOm6LkVRpCiKnEwm3O12rOuazxiPx1ytViyKgkVRUJIk6rrOPM95vV5pGAbDMCS/62ipqoqn04mKojAIgl8F5/O5zaZpMoqiNu/3e1qWRZJ8qKjf78MwDDiOgzRN/1zZYDBA0zQP+X6/P9/B7XaDLMsv7+YnegCwXC6RZRmqqsLxeEQcx1iv150IPgBA0zRsNhtcLheoqgrf97FYLDoRCP/jVLyTT+mO1daYUgk0AAAAAElFTkSuQmCC" | [
"The new area will be\n1\n2\nof the old area.",
"The new area will be\n1\n4\nof the old area.",
"The new area will be 9 times the old area.",
"The new area will be\n1\n8\nof the old area."
] | null | 1 |
math | grade-4 | interpret-stem-and-leaf-plots | false | true | The receptionist at a doctor's office kept track of each patient's wait time. | 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" | [
"9 minutes",
"11 minutes",
"10 minutes",
"12 minutes"
] | null | 1 |
math | grade-8 | quadrants-and-axes | false | true | Which point is in Quadrant II? | 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" | [
"T",
"V",
"U",
"W"
] | null | 2 |
math | grade-4 | identify-trapezoids | false | true | Is this quadrilateral a trapezoid? | "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" | [
"yes",
"no"
] | null | 0 |
math | grade-1 | open-and-closed-shapes | false | true | Is this shape open or closed? | "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" | [
"open",
"closed"
] | null | 0 |
math | grade-1 | comparing-review | true | false | Which group has more? | null | null | [
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] | 0 |
math | kindergarten | count-on-ten-frames-up-to-10 | false | true | How many shapes are on the frame? | 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| [
"9",
"1",
"4",
"3"
] | null | 0 |
math | grade-5 | reflection-rotation-and-translation | false | true | How has this figure been transformed? It has been... | 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gWG9Kr/d/4fevmA8tFdYAAAAASUVORK5CYII=" | [
"translated",
"rotated",
"reflected"
] | null | 2 |
math | grade-4 | classify-triangles | false | true | What kind of triangle is this? | 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" | [
"equilateral",
"scalene",
"isosceles but not equilateral"
] | null | 2 |
math | kindergarten | count-to-fill-a-ten-frame | false | true | There are 9 shapes on the frame. A full frame has 10 shapes. How many more shapes do you need to make 10? | 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ykanIP5Rt7tLzN+lNJgBAwgZ72aJ7smxTL5m/PD6wcFXt815N/sLz9+bLn/N4DABwrWQNdldXV9y9+BOphpu2JhwPiJC/+PxRdn4A4A+SNdgRebbJc27NX03+oSLmnErp+QGAS3pSDnZb773x0LIvx8TEeymHnVLPTXPjtt57a5lrOuSXv+T8AMAlSRvsiIiHPvil1EPOKPLLDwCULekREQAAKJ0GGwAAEtJgAwBAQhpsAABISIMNAAAJabABACAhDTYAACTU9eKR8xO5iwBogvVLk18NAECBPMEGAICENNgAAJCQBhsAABLqmpiYcAYbAAAS8QQbAAAS0mADAEBCGmwAAEhIgw0AAAlpsAEAICENNgAAJKTBBgCAhDTYAACQkAYbAAAS0mADAEBCGmwAAEjo/wA0o4HmlFSMswAAAABJRU5ErkJggg==" | [
"8",
"1",
"4",
"5"
] | null | 1 |
math | grade-1 | open-and-closed-shapes | false | true | Is this shape open or closed? | "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" | [
"closed",
"open"
] | null | 1 |
math | grade-1 | am-or-pm | false | true | Pam is taking her new puppy for an afternoon walk. Pam's watch shows: What time is it? | 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" | [
"3:30 A.M.",
"3:30 P.M."
] | null | 1 |
math | grade-8 | congruent-triangles-sss-sas-and-asa | false | true | Which rule explains why these triangles are congruent? | 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" | [
"SSS",
"SAS",
"These triangles cannot be proven congruent.",
"ASA"
] | null | 3 |
math | pre-k | count-corners | true | false | Which shape has 3 corners? | null | null | [
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"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"
] | 0 |
math | pre-k | ordinal-numbers-up-to-tenth | false | true | The first picture is a bucket. Which picture is sixth? first | 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" | [
"boat",
"crab",
"bucket"
] | null | 2 |
math | grade-1 | subtraction-sentences-using-number-lines-up-to-20 | false | true | Which subtraction sentence does this model show? | "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" | [
"7β1=6",
"9β1=8",
"7β3=4",
"11β1=10"
] | null | 0 |
math | grade-1 | addition-sentences-using-number-lines-sums-up-to-20 | false | true | Which addition sentence does this model show? | "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" | [
"0+4=4",
"3+7=10",
"3+4=7",
"1+6=7"
] | null | 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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" | [
"nonlinear",
"linear"
] | null | 0 |
math | grade-2 | place-value-up-to-hundreds | false | true | What is the value of the underlined digit? | "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" | [
"5",
"500",
"50"
] | null | 2 |
math | pre-k | one-less-with-pictures-up-to-10 | true | true | Count the starfish 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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"
] | 1 |
science | grade-6 | compare-thermal-energy-transfers | false | true | Two friends bought phones that cost different amounts but had identical batteries. After using the phones for a while, both friends had to turn them off to let the batteries cool. This table shows how the temperature of each battery changed over 5minutes. During this time, thermal energy was transferred from ____ to ____. | 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" | [
"the surroundings . . . each battery",
"each battery . . . the surroundings"
] | null | 1 |
math | kindergarten | times-of-everyday-events | true | false |
Bob is changing into his pajamas just before going to sleep. What time is it?
Choose the more likely time. | null | null | [
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] | 0 |
math | kindergarten | count-pictures-up-to-10 | false | true | How many dolphins are there? | 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" | [
"2",
"1",
"7",
"3"
] | null | 2 |
science | grade-4 | identify-minerals-using-properties | true | false | Select the one substance that is not a mineral. | null | null | [
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",
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",
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"
] | 0 |
math | grade-8 | identify-linear-and-nonlinear-functions-graphs-and-equations | false | true | The graph shows a function. Is the function linear or nonlinear? | 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" | [
"linear",
"nonlinear"
] | null | 0 |
math | pre-k | subtraction-sentences-up-to-5-which-model-matches | true | false |
Which picture shows 5 β 4 = 1? | null | null | [
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] | 2 |
engineer | grade-8 | laboratory-safety-equipment | true | false | Select the apron. | null | null | [
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",
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",
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DP9jOujIB32u81qzBdQVPchKFlNaQQow8s7JyTed7Uqli2/Ym/o7TrZF04Ksarz3Xbz7wO0dzoP6l7Dqe6XpzgBhoRe+8MEqlyF1LAWA193JzlF3bcF/7xsmzArTWmFmaa26fO3kYlpC583NVX5+zhexnr/t6EDG/ZzYMv3h6ZeXgVr7IRG358KmKs//mTIcSrcBZpMt7ugRgq9ixZytigMFNS8GxbDTqaeY5RwURNDM0MNf15gAx0IouRfugEqcJMidp92hpW1b9oiF33txgw1sm5+lwZnm+/pDJODR5CIws9LaThpnqWAPtxAWAV5KU988EwSs3+wXW+pHW7ShYgSDqmt4A2Yhe96G8tOtNkbaZ7utFKzacq07rpSW6sPHStj1oztJZW1dnGscVQmSOU+Z2k23AGGhF7xzRoyRsztEltf80AmBL0aaAlKO1nVFxQIdu50RezSy23wOVQjlz+uXIrLSGEKJZHGHAOQjgi7O12ns2VWZayu+0btaiKgQJqDUcnEorkJSHmbnDppZtKwDtU7X2Y3WtyzATGOc1tq16YREpZNeUr5GHwMx8bqWykP+jBoPBVnSrPSmJmZt55HlP+caFU+s42ze+W7v/ZKdbFN2SNrw1ltXAjIS5bRVgCLCY6A9mg+CzCwsLY+t98Fk99iiAZsRSLazCFoRUK6Q5/hKlNSTgnKjVbmndz0zt6+vrXTRqf/uv/vdnptCyBt/w2Fui+yAtk/pkv7P7dpuBvtvcnHVobiSO5Fz85hJb/TO8jVkydYzocZpgqbrc3D568HwIIqgcB1OsNJTOPO49zlrbfYjelLjuN2aq1Reu9ZHbbrghZaA5qi+HK81RNG7JBWiQ1FdRwNzu6SfdfuE3WCVtXatPHN0czQkEqi/H5z14G9M/Zg7XP0P/M9B3m213pxk38svXG9HTHG94K90ZUK0v29+dW5prc9BNVCbBzLnzzriu/LYQm/IUDyBHIcQ/zYThL6z1ASJqFmlkrZGqTIeSHPOdkS1HCuCq1v1Cc/e8bK3z1f+7CGhkx2squm3bzcQ2mTeiN5SfsbL2GQaD/lf0dYJaHGl3rUUn9RBXynlCN5RLad2Vh952uq7Q2pbXHXfVzGJ7Cne5UFrzQVKP+II/+I649fDA/P6ZIPjISeZi17uMtqYSQbgMAq2ZD6BZQwhxoLXOHXde9JY/Nq3hKri2ruhEdKSxr+iVm/kOeRZW80hEA720BgyCom8w8rl2+3QtjLMRIneJTYi6WZ15dNdLYFmb9gdEq6I7tgvXdvJTWZmRaAVLCHg5lsgQ8g4Rhl+dCcOOoBd1b+vW4soiLCmQaJXvfc+cq9apKPi3a5+Kc16tUr+mmaKDm4ruu37TEZi7hl6/9zTzwHeq7X9F3wDfaYuGRFAvQEFEXea7IIIQBI16NddcDzvn7F+9fVr/YEEcohpWm9tHD1wAAcpNfAlVdiNbUsIaTrO9CwKurJeZvrmxT6B6L7Ca4LKwstCMSAtzOuLEdeVPk/RHm8ftMMfaE4A7ve4EBoPqzhWCaJrujuUgZQ0C5V6T5v1D9MRGv7XfGXhFL3TUXVusLQLIlDpvHtxYS6/FSf7onZvRtvrJ1jtsbqk9hmK8Hk6ZF+nVqC5jCwG5TrHKIaRMRB+frdXey8zOLTfcEhK4WXAxSWOkaRY4k2e+s9ZQrGELsWoZEDpiZludKDlXtcWDylidozuOD2ZeY36eDRQMQKXpfZv5of3MwCu677anCS9VF5te1jyHXMMci7XOfT9v5t46SrSWE57tUPQs7DW/JHQjSMe1BjYibkcw0S/PhOGX52q1I2Dxxdb3wmARIEKsVO5zNjPpabqRmKIhO4b+9Vyr3DnMn994YdenfXmhyM1BghnseV9e5wQDwcAreslr9/cs15abiSfd6SmrwRWpUrnv5+1qGzBaNlqLTBAJeJaTO89MtUaiFKQgFJzBaum0mxDwMk103/dd8oK2PnDzy/OQ9VDTUHUvsymlQELYJ4LgzQAAbv+Qbnudm6ikAeD2vzs2jizIJ4t6k5lTNE/RW+bn+jzHeXjzv7I/GXhFL/rtiq5U2qzFlnsBsep5z4uCyzS9/WbJu3nCJGqbnx8cOwiskZYaJlnapSUE3F1eP0+0RpTEmA9riHJCbvuQyfMmz3nvZeddGjQetIvL87DqllKU8/dLGuGwaVpXdNH+NGjNLux0hDLQfFQ79ILGbs/x0Uhpz00uapQjY14kor4q7rcdBn6dp+yVuvaFSQTXtnMd9s0CFKxznXGadZcl2Opca/jq5ztaOU1UxqGwGpnXStycn1s7CpTRWuPE/EnMLM7CsV0cPecoXGFBk0AtinGmVsM5pUpWJ6+/EZccutgfKY7ivkfvR5zGUCoGIBAnCux2G1ZKK0DgCgBdc/RWy1xxdvlWy38BXC/3KwRd3bg8I6WRlrJgOY64+ue0wOmuNweQgR/RbcuG11HML0wyp26u6S5WR/TcIA3dPqHTzO2jRP31QoeilwvlZmZaK0qv9mtzduCEm1mYwZf+9cv4xqP3AxC45NBFECRQTWKEaQLHspAojYVwcIK4pkcm8cqrr8dYeQxBlMWkKNZt5b4aaM2QlHnMuUPRW30tWmvoNquAAc6se+b6gwLZGnojTDlPCRrFKFjj6W39uD5j4BUdAEodo3qto357K00fC4A4t9xyvXBQnVSrtqIyjcfAcm257Vslt5BbODJI0/paMFDa5kj7yDOP4l8evge1qIZLz3s+rjp6BWKlECZJs0pOYwTKsyj6Gd/x8IrLX4aSbTetnTDnuiSsQUKOMzPJLm9n+20ct/hJ6gFQCgAYuLax3/WKzassOvs4ocUiYD7e9eYAMhSK3jlPb4y2eV51qyW1NVZJV2Qdd4zyScco3VCspdpqwREhBBzbyU1kSVrMdtfa+oj+4PFv4pFnsjTu5x25FJeccyHiNOly+jWq5mznHL1GkMDRA+fjcKWSNbfIHdE1wGydqtXeyEK3XTTqWB7retgJkX708x+tUD2U1rYc2C3t2PLi3BuZjYz2SL5BZSgUveJX2rYXqouNet5dWIKaARpxqjFaak+40tBtI3jnKK111jiitdT0uZPngupe41aU1s35uWN1p85uxLef/A6eOPUkAODI9BE875wLkWrVPGYrYZrCEhIj3uB69Qu2gwtGx2BJgSDpVnbOCkD8LOv20suioxGLahvRNQCoxPOuQ937NjUyidXZOcHNDUkmaACpEF/dwU/qG4ZC0Q+Ntxc6qQYrWV56jhVLACzZSG5RGKtMtL2fJaSsKlLaMaKnrDFfXWzbd3jqcO4oFKq0qfyOtDcM523l+InjeKzeDGK0NIKrzr8CGkCQk+UVJAmCNEXZcWCv08xgEHCkxAWjY2211RsEaQIALyJQ86K5ttu1etJq7cRZqLNmwg819pVLE4jq19WVa3S2JQKz5vMLhQd29IP6hKFQdNdxceHB1QKlWS11tWbtt0abJs1AwR9pN/GJmokxALrypBOlUI1XHV6u7UKQlbu0FddvJiEESluIbz8xfwrffDLL5vQcHy+59MUQQqCWxF2fjVKFxSiCKyVGC/4g1qHrgogwXijCt220mmVKawRxdOCKC696Z+OaHZ4+v/l3bpCuVqeB1hqJ1jUNvBHIMh5dt4iGH8aW+QtPlH0/os685AFl4JfXGlx+/vMxvzLfXPZKlYK7xujmSQuLFGdlfJlwcPwwTsw9AyBz0HlO9mfJeoF130RCFnD08PMArTA9Ng0rLy8eq5l0EqtWxEYsVBdx32P3g8GQloWXX/79cG0XK3HUFXEXqxQLUQRBhMliAe4aN+2g4kgLUkjU4qipuAxYkyNTb3jxZS9FnGrE3F2KSjMjVbpZGirR6hzP9pxYxTh6zvMQNbztRCg4a9TWJ4A11/LfHDyG5s4QJPDCi6/Blx+6G6lKkaqsL3nuZ4VAwZKoJZlHfHT8EHy/BAtoW6qTJCCF7CpHrKFxaOJQbnngBrFKW6rdiNzKtJ3Uwhq+9vA9WSQYCbzi8u9HyfUQJHHXAydKUyxGIcDAuF9AyV6vqcngIolQclwEadIWC+87BXgOsBgGXWW7CrYFu9Upyey88NIXI1YJVuLVEGVHWhtZQMvrvTlIDI2iA0DRK+LK8y/HA48/iFgl6E6GXqVguwjSRgWTbJ7fGcwiiDDhe1hJkqz5nwAcIeFZGwe+tAbZCMKG8/M4jfHVR+5BVDfPX3bZSzHqlxHnON/CNMFiGEEDmPB9jBcKm2rnPKgQEQq2g0ikiJKkqdQEYNTzkdgKkUrBTHCkyHWuOZYNx7IR6iqSNCsJXnHXm04RAF5c5wMDxVApOgCcN30EM4uzSNJup1UrthSouB6qcYSS66ypuEIIVNytj5bcsZGX6NJAqRRfe/jrWAmykNoXXPJCTJbHkLLucr6FaYrFKDPjxwoFTBWKW3LyDTKutGBR5qtoXeGwpYS9yWCkMbeAZQrhW2tf8wwGCyzsTOL+YSiccZ1cffRKaN44PLlgW5gqFuHvQQ+0VlM9za0Gn6G1xtcfva/pW7jygitxePwgFHOXktfiBAthCNaMEd/H9Fmk5A2kECi57rrTpvW/Txj1/I3jDRjQjKEZ0YdS0W3LxkRpfN1RdK9xLauZqJFqlVtUQTPjG4/d3+zyctXRq3DB9BGAqC3qDQCqcYKlKCtnXXIcHCiWhtpcXw9C1sM8f/17d9DMgNILe3aCfWboTPcG3hqRavsFEeA5FlaiGGBgMQpQbAnz1FrhG4/ejxPzp+A7Pq6+6PswNTIBMKMWR22BOstRhJX66O5ZEgfLlbNWyVvxLLtpyu/2Iz1hDUFiYZcP2zOGVtGBzMyzhMjNEd8PSo6bLQGpFNUoxglewmSpjDgK8J0nvw0mgasvugbnjE3DtezMXI/jDiWPsRJnDjpLSJxTqgxfqegdYEmJssh8LbsZ558qBWnTU7t2wB4z1IoOAL7toBqFuZVj9hoCMOZ7qCYxlNJZPzaVwnc8vPCSF0LUO6oyM6I0RZQmbSNTNU5QrXvhBQjThQJcu+97qu87RJQtQ6ZJboTidmAASaIGvihkg6FXdEEEz3FRi6ONP7xH5y+3rM1rraHrDRZTraHSBEmOxREp1RYkM+r7qPh+1+cMq/h1Uz5Ik13xzwghBqKSx2YYekUHsoKMjrRymx7uNxrZOvh6KGYsR2HTGVe0bUwW14sKMDSwpYQgQpAmPfXR9BtnzWTPt6yulNR+ZTmKmumxlhCYLpWHIoZ9v5BCoGg7m15bXwtNOQ0oBpSzYkQHABChYNlYSeJ1u7/0mjBNEdY97ARgolDc02WkYaUZTUfdvo9NozG923JtxHNBcJ5S6t0SuEYIUWLm51KiPzxSKHxtJ8c9q+4gKQR8aTXSHfuSary6VFR0XYyZefmOcC0LlhSoxXFXvYCNEOCL9kisNh6emSkXff//kYS3Sq0PW1KS0lnPdkkEQfSW52q1Pz1UKPyf2z0HzQRB/w5ve0Qtidfs9dVLammMxSBzGtpC4ryxMdgDMt3od7Jc/ji3Su+aEH3j4tGxF+2VTA88/fThgmd/tOyXrrOktFLWSFKFRKumM1EKAVtKuNJKC1qfVywWT2znXGflXeTbTv8FnDCjFtUbRAKYLBaNku8iAkDRduBtIdyZmK967OTJXTffP3nPl6745smnvn1gfOzpsdLIq4jIqiUxqlGEWKVtKwZKa4RJgpU4spakfMt2z3lWme4NCFnZomqPltzyqKZxs5VT0XEHuiRUP+PWMw83c+0ZcHTBfQOAD+/GuT/w5WNHLz/3ymPnTx5+kes4a8ZP5JEorXUUfXGDj63JWanoQDb38W0HiVJYDEMQMSySsKXY99GeAdTqNdKkEJguFtb/gmFbMHOzQcRml1tJ8Y9jh4r+/r8/NjJaqvzRCy6+5mdHSyOiEUMRJvGG0XyaGctRBN+xjz1vZPzR7cpwVs7RldZZfDQzCo7bDJNdikKcqdVAyNJTrXr3VYsEHGvDIgXbpppEWAqzCLhx38d0qbwn5zlbSZSC0rq53JYotfmuNkRxpPmSK8bHtxUO+6E7P/WTBycOvP/qo1eNuFY2isdKbRhLAWTxFitxgpJlf/LKAwdu2s75G5xVI3r2RE/bGgRU4whSSBRsG+N+AeN+AXE953s5DBEndecNESQIUhIsCFhSQAoBV8odWQDMjFq82uBhvDA0S7c9JVYKmhl23ZkliaDAINDWAqeYHVuIXwDw21s5//u+8rExN3X+/MLDF9546bmXwiKCrtcX2Cj3gpmxHMWI0hQVz/voFVNT79jKufM4a0b0RKuu1M9OrMy72ZbrnLJGECdYiALUou4sKaq3Z7briu9ssX57NY6xFGXzxaliERNG0bdFrLL6fgLZdRRCQDNDcX2ZSkgwc27tvQ1hnquk6srp6emTm/n4h+88do2G+PRl519+9KKDF0AQQWnVtnS6FtlUMquRV3bt26+aPvjzWxM2n6Ef0bXWCHIaHuSRKlXvsgrYlgVHCEgSKLsuyvUqM4nWqMUhztQCRCpbBkmZW44fw5YEV9ooOs6G5n5jzuhaEiPecNZ92wsUMxKlQGBYQsKREtyi3Kzra9D1AqFcT//dVgw80cSSbb+PmW8monXNgdu/9Kk3WK577NoLrylMVcab7aDDTaTS1uIEK3EEEHHZsf7HVdMHf2nrwq7xE4Z1RNfMiNIkt9nBVhFCwBESdj3brPUcsVJYCAIs5LSBkoJQtF0U16g0mmqNuVoNmhljvo8DZm6+LnF9rm0RwZISIKoXhsxqwAlB+a2wsUuxE8zHECfvvvjgwdzGi5++9x9+8/wD5/3+wdGDwrGs7P5IEkR6/fMygKUwQi1NIIm4YIs/uubA4ffsTNh2hk7RM+VLEafprhcjaCCJ4Fg2bLHqoWdklVlPryyj1lECquy6uX3XlqMIK3EMQYTzR8dMqGsOzJx1oSGCZVmg+oitOXuQik10vwnTJLdx47bQfFoL8XES4h5K01nYwtNp/P0WWb/o225FCgGNxvr3xqN4qhQWoxixSmFLqYqW/X9ddeDAH+2OsKsMjaIrrRGpFKlSe6bgeRAA37ZhSas5liRa4+TSUjOXHEQY8zx4HYo8HwQI0xSebeG8kTGTuNIC12vmuZaEFBKq3pRBCrGlv1OUppvycO8aRJvOpQjTFEtRCKUZnm1FZb/4zuePjh7bC7EGfghJlMr+bWAe7RUayEbwJIElJDxLwiaBI6OjCJMETy8tQmmNahy3KzpzMw/dlbZR8hYavo+C4yDVGqnWsITAVnPRYrXPSg5sWsmX4zhzzjGj6NhLlULpdRdXKv+8V2INpKI31iLjlt5mvREEiLRCNYrgWhaKjoM0zpovFGwbnm3j4vEJPLWwgCBNEKRJs+JswrqZL+3bA3kZ9oRaktSnMJzNx7cZBpwoldunrtcwA4tRiCBJIIhQcb1nSr7/2gsrlUf28rwDE0ytmRGnKVbiCEtRiDBdf6lsXyBgzPMwXSqjFieYrdYQJAmYNapxlPVKI8L5Y2NwpWybJzaaN2YReqY8FABEKoUvs2UwAdp2bbxEKwQ5fep6jdYa82FtVcl996FCoXDtXis50OeKrlgjSlOsRBGWo7Avq4Y05pHnjY1CELAYhlgMw8w0Vypb0gFw7sgoVEv3lsavsC0Jy5jtALIlsxRZGPB2g5ASrRBsYr16v0mVwpkwRJQqWEJg1PO/7E1Mv/jicjnXg7/bWJr5FZLolcz8chC9FMDUfpy4E2ZGpBUIBKVSpB39tPqZVCn4toMjIyN4amEBtSSBYo1xz0eqNVbiCI6QHa2AG908ZXOt92zHFXJHFW5j1Z8jeawUFoMQKeushqDr/t3lk5Ov389OrV2PzfkgOF8JcY3W+koCLgdwCQMXEjCR8/0tw6y5GtaoGlaxHFYRhFWMjh5Gre6AsYXEmO8NXEnjkuNCCoHlKMKzS1mDj6Jjo+LmZ6HV4hiLUWSi4XaJOE37sqBImKZYDEJkwxZhpOD9y1UTU9cR0b6appu2j04yF604Po+1ntbMk0KICWg9AiKfidrSrQRzCuZlCLEC5kVNdIaUOgngxN/c+4WSZtwNXi3T4zoeLj7/aiR109aSAmOulwVFDAi2lChYNhRrPHHmDBJmCAKmiqVcj3pQvwGOjFRQcExE3E7Y9yW0TVKLEyzHMXS9Tn/ZcZ+gAweu/D6i6n7L0pPJ4Ye+9MmXMuFOAM06SaPlMRw+59Jm9JIUAmO+P1DFFzzLgmPZSJXCchyjFscouU7uH1lrxpkgwOGRypaKIRhWYQBhkvRFdd9OgiTFUhSg4ZbxLKs2Uihe9bzR0cd7IU9PtOhnXn3j15jo1tZ9C8vzWF463WxOqLTGQlDLrXner4R185HB8C2J8hpKDgBCUDOryrB1mBm1JO5jJQ+bSm4JyWXb+YVeKTnQQ6/7z73qJ/4KjA+07nvq5OMgXjXBUs2YD4Jm6eNBIElTBMnmYuxHXMc44raBZsbKVuu/7RNhGtdH8kzLCUDJtj/9/Kmpj/VSrp7axWnV/RUQvt2677GnvtVmrjdG9l71T9tLhBRmRN8iqdZYiULoPrwfwlRhMUzQsoqKkus86U1Pv613UmX0VNFvfdObaoL12wA0C3glaYxTpx9vK76fMmM+DHsfILPLGCXfGpFKm3EJ/UasFBbDoOl4A4CCbQVFy3n9JUQ9L07Yc0/XLTfc/AAz/2rrvtnFGSwtnmrzuqdK4UwQ9KRZ4l5h4ts3BwOoxRHCZJuNGPaYVGfr5K0DkWvZaqRYeNslExPfXuer+0bPFR0Afu7VN72PQbe37nv61HHE1fm29fREKSwE4b7LtxekWm8qxfJsR9VN9X51ympmLIYR0paR3JWWLjnyly+ujH2mh6K10Td32jMYfxcBn2vd99izjyCNVtoUIkoTLEWDr+xRmkIaRV8TRqM4YtTXU7bFMGxzvDrS0mOFwm9cPnngfT0Uq4u+udNuu+GGlLB8M8B/17r/0ae+hShcaIsHr8ZJljAyoKRKQTMGpunjfqO0RjUKd69YxB6xFEYIW2R0LDsZ8513XTI29l97KFYufXWn3XLDLWE1KL6FQJ9o3X/8mUewuHQaVssIuBzFu1ImqhfUkhS2JXsTrdTHNKr0rMTRhvXOe02QtA82BcdZrPj+Dz1vfOrPeyjWmvSVogPAL7/+9dFTX37orQT+PWDV9/Ls6SdwauZ4U9mzuVHYd9lsG5EohSBN4EmTg96Kqif/9GMoayex0lhuyZDzbefUuOtdc9nY2F29lGs9+npQ+dBdn/wpBv4CjGbBtUppFEcOXdoMovGkhbHCYHQcZQYWogCp1jivMgrH1IiDYsZsbQU2BKTsu3GnCwZwplZrWpMFx3nu3FL5hQdKpVO9lWx9+vov+zOvuvGvhcaPoWWdfWllAU+f+C7s+k0RqhQr0WDM15fjCGGSwiYJOUAJO3uBZo3jp57EyaUFzNcCLETh9kox7zNLYbSq5LYzMy7ktf2u5ECfKzoA3PLqGz/PhJsANL0eS8vzOHHqcVgyM0iqSQTV5/dINY6b1WF95+yOcT8xfwp3PfgVPHT8mwjjKghZwMmZMNh0zbX9hlCvD1ifWniWVRsvFn/g6CabOvSavld0APi5V934OQK/q3XfmcUZLC2crnfkAJRWcPq0JFM1irEcZc0DJBHK9lnbKfXObz/17d/5+iP3YiVYAQDMnDkFp27dxKnCXDN3u38gIni2g5UoqxxkS6nHpPX2o5XKw72WbbMMhKIDwM/ccNPtIPxp675nTj8BTgIQgLlaDawZvt1dP71XMDOWwghLLfW9Xcs+G+fmXybgtVO+/+qHn/renwBodrs4PX8S1BJsEqsUc9UAcZ8srTVabIdJjGqc1XorO+4HLj5woG+CYTbDwCg6AKSluV8H0T2t+x5/+ttwRGYGn1pZhiTAz2mWsN9ESYozYZDVdm9kMhFhZACr52wTBvC3DFw/5fuvmvT9fwCAW3/w5kUAH2/94NzCiabPBchCSs8EAZaibbZQ2iUIQMFxwcw4sbwMACg4zuOXT07uWquk/WKg7rhbX3RrIojfDkKtsS9RKU7MHIcjBaI0xWy1CocEvB6Z8YlWWIxCLEQh4rR9nb/oOCj3kcWxRwQAPiCEuGrK99847ft3d35ACP1f0bp0OvM0hFZtS0CMzK8xU6thOYp7EB1HKNhZ77znlpfByOLXK9J6KxENXADHQCk6ANzyyhsfZeb/2LpvdmEGaZRV55kPQyzHMVxpwd3PtWrOcufP1ALU4u5S1LYQmPILwxwN910w/7qbJEemfP8XJlz3W2t98JZX3vwQQP9v674nnnsUrt29EtFYX5+rVfd15u7bNqSUmA2qCJKsbZZvWR+5aHLy6/soxq4xkHfdM5j8byA82LrvyZPfg1dvhPDc8hKCNIVrWU1Hz27TVY6YCFLQmiNP2XXh9qmzcAesMPCXAG6Y9LznTxUKf1ypVOY288VU4jcALDS2l2uLCKqLEGssRvh2d7UeS2aNL7GLKxhUP5cjJRZrNZypZsZjwXEXKo7za7t2on1mIBX9thtuSDXzv2vdF0QBlhdnIEmAmfHUwjyCNIVvOyjYDhwhthcdRAQpJWwh4VoWCraDkuN29VEDgIJl557DlRLjfiHnnYEkBvPfEPAO5XkHp33/30z5/l1bLV186w/8xAkG/2brvuPPPQo7xwrL5srdD0nNmfO14nooOQ5824Fn2XDrDwBBG9eHJwAWERwp4ds2iq4HWwjMrazgZDVbGbBIoOJZv3v+6Oj8Vn5jPzHQi7kfvOsTnwXTjza2bWnhiotfjFrdY0tEmC6VMeK6EERgZmjmpoOHmdvMwcZNQY1/gkDU/oBgZlSTGHO1Kka97oi82Vq1q/TVhO9jarBbIq8Q0R1g/v+E531unGhxNw562223iSOvuvLrYLywse/o4UvhuBVwyx/dFhKTxe4H5XwQwrEkJv0CbCnXVGpuXPOWzreivk3A6v5659a5oIaVaLVWxKjvPXXl5PRFG/VG72cGWtE/8OVPXya0fghY7b935OAFGKkcbEt4saVE2cnMMUtICKLmPxCA+j1AIIAoM3PqNwEzN9vgRmmC+SDrGDPiuyhY3Y61RofU1XMLnDcymjtS9TEM5gchxBcFcMcZ1/3HvaqScvudn/4Rgv5CY9tzPFx8wQvaij76lo1Rvzv2INEKc9UaGNnUqOA4sElA1O1/QQStGUxZ1V1q9FNnDQaBtYYCQ2mG0qreeKPdMHGlhfFy4ZaLK2N/sRe/f78YaEUHgA/d9ckPMuNnGttCSFx9yYtQS3ee7NKwAjptUkdamFgjvn4pilCNV0NyK66LQ5WRHcuyx8QM3EdE/0JafyVO068cqlRm9+vkH7zrk99oHdUvO3oNlFg11Uu2g7KXX/u+0WN+rxgvFB65fGLysv3sqrIXDNQwk4dW9Lsk+G0AXADQWmHuzHMYHTsX0Q5LAec51qQgjLprN1xoLQ9FRChI628A3MtEVxPzlQAuRG//7mcAfAvAt0B0P5S6b6FQeKiXdc0I/GcM+lBTwMXTmJg4F2m9yiKvMxyVXBepUgj3IGXZtyy4JP7joCs5MAQjOgB88Euf+FMQvbuxTULg6ouvRaiwq0sykgijnrduZFvrCONZli55/jWXjY8/1HifmZ3ZKDqK1VZX54H5EIDDAKaRtb6awPYcpTUAZ0B0ClqfANFzDDwtgCcU83Gt1HfPKZdntnHcPeUjd3ykmDiFEwDKACBI4MpLXtJU3vVGdCCbXs1HAaJk95SdiDBR9O97/tjki4ZB0Qd+RAcArZ3fFzL5GQBFAGCtcWr2aUxNXYhol/KbbSEwsonOMa13hCXEk61KDgBEFAN4pP5vTc4wj3AQlFMhHAhRFknSda2EZQUpc6jieOmccnmpfuyB450//M7qB+/61GfA/E4gy2yLkwAQmQ9ko0kYEWHcK2CZsmnTbmilJyUAedswKDkwJIr+869986nb7/zkfyPgPzT2nTpzCtMT52KnRgsRoWjZKHnulo5ERHCl9aXtnrfu2d4V7/ZAoPEpEN7Z2FxemUd55CA086aXycuuC9eyUI1jRPWmndshW0u3775sfPxzG354QBjIdfQ8JOR/AeFMY5vBOHH6qdz17o0gAI4lUPYcTBUKKG9ByRt/UEsQPNu+Y8snP0tJq84XATSrfp5ZnoNd72KzlV7pjpQY831MFgoouVn8xFYgIhQdVxc8+//e0hf7nKFR9Ftu+LEFBv2X1n0zi6chVYSS626YSNJQ7pLrYKJQwIRfRMne+HudNEJcLSETR4htj+hnG7e+6U01AP/U2A7CKlDPattOtVxLCJQdFxPFIiaLRZRdB45Ye61dCAHftjHhF1DxvDuOlvu3LNR2GArTvQFZ1p8hTX4djPHGvhNnTuDS8y5DybYRpSlirbO1VAACBCkJFgnYQsLahVJGjQg8QTRz7ibDQQ0N+G6AXtPYUmkMkjZca2dhzLYQsB0XJSdLJIxVCgZD62wEt+oNL5to3dM+aXvB0IzoAPCz1715Gcwfbt03t3wGSqt68QAbFdfFmO9j3Pcx6nsoOy58294VJQey+GtLCkjC07tywLMIZtGWMJKoELbY3f50RIBrWfAsGwXHhm9b7UoORKGUX1jr+4PKUCk6AJDGp1u3kyRClOx8iXgrNcZtYUFAPLbjk55lCCnbEpXiONpSUtJyHEHpnTnJmTFzxcjImY0/OVgMnaJLll3LVjvpvKkBLIQBluPNPyx8W8L1nIEpM9Qv3PIDb34GLQ65KAlR3EIREa0Zc0FtRyWjCTxY9cM3ydAp+opMuzTS2mYP8kQpnKnVEKYKRXvtgI1OHGnBZj69rZOexdTXrJ9pbKs02bARZev7JccBGFgIQixvtzIwiTIzD51eDN0PKgCl1m0hJOQ2EkrCNMVCGCBRCgU7m8s1cISE3sBEVNz7VrmDCTUj9zaqKsPMsORqxxspBEZ9FyDCShxhIQi2UZmGR5955pnRLX6p7xk6RQdwsHXDd33Y1tYKPqxEMRaCAKlmeJaFcktsuyUkUmZ0p7qsopmRkh6qFY19g3i58ZIBJOnaYa1EhKUwbIuVcKSFipvFPQRpivkg2GonVorHioe3Lnh/M3SKrlme17rtbcHkBjMWomw+zgA8y8Ko5zdHDEEEV0qcrq2s6wmOlUIapRPbEN/A3JxgCyEQbZCsshzH0CDYLcpesG1UPA+CCLFSmA+CLSU4iYQu3Ibkfc3QKTqBL2jddp3NKToz40wYIohTgAgF28aY57WFX/q2g8Uogqznra+F1gyt9YFt/YCzHmpqrCvdDWu82yRwemUFnmhvilGwbYx6HiwpoLTGQr2OwGZQzJduU/i+ZegUHYS2p7HrbNyXTTFjLsja9FpSYMR1MeJ5bcrs2w5S1piprrSVJs4VgQAIMb29H3B2w0CzlIztepBrFZGr41oStSTGYhjAd1xQSxSda1mY9Aso1Gv1LYbRJttt80Xbk75/Gbp5pCZc0ppv5G+g6KnWmA9DQHNWjtntjmv3bBuSCM8sLEAQwdtgzk8EJJoPrvshQy4EjDVeS7lxjoFvWVghgVPVKlzbQcm2sRLHTR8KEWHE81BQCtUkQTVOwBooumsv2xHR83flx/QRQzeiE9B2kQpece0PM6MWJyhaNqaKhaYTpxXftmELieeWlxArBc+yYG2UqsoAwMZ03w6EQ42XjiU39poTNav/PrW4gFgrFHNyG2wpMep5mCoUQILWnRAwcMWdzEM1CA6Von/08x+tQOOCxrbrOOuP6ESoeG5WYbRrzp3N06WQeG5pEdU4hhRiUwEcmjUYmNrmzzhr+eDdny235ilI6Wy4jAkAZcfJwliZ8fTCAuI0RcGy8+Mn6v6XDSyFifPn5y/f8g/oY4ZK0UPXvwa0+pvKXmVbDRMkCRTdbL73zOICVuIYhKzTykajOQAkSoO1HvvXkyfXMScMnYgkas6NiQhEEslmQlrr5rkggmLGM4sLqKUxCrYNz7a3lObaPKRlvW7LX+pjhkrRIfgFrZtHD54Hdwv56PWCAyg6DlKlstrwSZKNAo6L4iYaMDADidZQzK7vutdu+TecxSiszo2LXhEKQKpTJHrjElG2EBjxPMi6sj+7tIy5oJY9tB0XrrU5hbdE9vmCFDfv6Mf0GUM2D6HLWgNZEsWwhITtWkiUQqrSrnK+hHrGGQnYUmYe+FoV80EAxQxBhJLjbDrmOkgSpFrXl3rUNQD+cdd+4JDT6l8pekVo1tAM1OIYIzk19DvxLAvS97EURYiVwmy1iuU4xKRfRNF24EoXihmp1gB4NQeCsgw5KbJS0UEUY0XHS3v1O3vBUCk6Ex9t9bIEOsXjc7MY9X2UHBcF28nebpZzz2q7s9aIlMJirYb5MIDWGoTsxinW68FvBl1v7gBkS3ax1i/Y4CuGdq5ovCgXRpuOuDBVcFUKbxOhzLaUGC8UsBzFCNMEUaLwbLIEWwpUPB9Fy866uAgJsuystjszYq2wEoSYD0KkrFFynPENTzZADJWig9Hm6RYkoQCcCQKcCbKW3K5lwbFs2IKgNCNRCWqJQqOsY1ZpxoJvWfA3dtq0sRSG9dEiQ2t83w5/0VkGXdN45XhFNGLZNDOWwxiWLzblIyEAFddBybawkiSIUoVEKcxVq9hCJZDRLYne5wyXomdlkpsIaaOjOxKiNM3NLbeEhGsJeNKGs42KJothiKDjuErpi48fP+4dPXo0XONrhjrv+8rHxpDiIiBzxNmWi7Tl75nqLJR11PM6C0WsiRACFdcFHEaQKkRpglirTeWsK60OMLMcxBbJeQyNoh/752P+coRzGtsFpwCGwFrFgiUJSEGwRDY39yxrw5TIPBQzFoMwN5Y6YVXG+PgrAZgikRvgJe5LuN4KbbQwCpWTFp5qjfkgRNGxUXC6u6uuCRF824JvW9DMiNI0c5hqhtYKaYvfhpFZBIli94GZmXcA+Iud/rZ+YGgUfTG2rhPQzUf99PhBlFw367PFmTe80ZPLIgFLim0pdoPGfDyIu/t1NUhThVgpo+ibgfi6RmnukdJoV6PKBoo1lqIIYZpm5aBsa0vLZ4IIvm2jzbVX76/XaMRYr/kHAr8JRtH7Cwn9iw11s6WNg5OHtrS0thmYGaFKEScKkVZQG6Q/KmYkOnnNuh8yAAA06JUNdS2VxrBRRHqsFGKlUI0FXCuzyhyZH7XIzEh01lE1t9BkS2PNtu+B3vK9paXrLqpU7t7Ob+onhkLRP/QPn3ohM/9YY3t67ADcnE6n6xEmKapJDCKCJMpGCQZIZJ1Us46bes3Rey3SVF/12PLy9MXlsqk4swYfvPuzZSTJywDAtmxIywU2WaNPsUYt0UCSAohaOuUCAGVtssFwpURpnZ55ayB0mv4fAIyi9wWCfxktLVnKha33IvdsC55toZrEiBKFWCU7a+1DlFUwFcKHSt4C4M93crhhhpPkNQTYADAxMomy60GKGFGqkLLCVp6tmjnr7sJZrLxv2fAsCWsLRSZbIcJQJLgMhaIz8PLWbbGNgv8NiraDog2krBFECRJWSFU2mq/r/WFASpHVEJcSrpQt3mG+AUbR14SANzZeT4xMQgpC2XVRdjMHXJSmSJSG4roDre53ab0elsisMItEtoJiy2anlx0KN5D97DoZCkUH2n0ry8ESpsZ2ljxmkWjr4JlojThV4Pr/oDOzHsgiqmyxzhqvxvVmmS2fY8eOyWXgRxvbo357L3lLCFgdUYnMjJS5nvDCkJnltCetgYlpKBypQ6Lo9GWA39bYem72OYyURjFR2b0EsqzbxzYtBSGmeXT0AIAnd02gIWFxiq4X9Uw/AiHRasObkohgE+1ppgYBSxp0+0Wjo+/du7PsH0OR1KKV9WsMPNDYVlrhW49/E48+/V0EUdBDyQAAi6z53104NmaUPAcBelnjNYPx0PF/xfxST/snKAb+F6T1hkvGxn6NiIaizvtQKPrPv/bNp1R57iVE+FUCzQPZTfPc3DO477tfxxMnjyPaQgOGXUID/BliXH/J+Pj/2O+TDwwsvgCgWeI5CGt48PEH8N2nH0YtWNlHOZjDJLwf0DddMjb+5mFYUmtlL6Y1PeV9X/nYmKu8XwfzuwE03e+25eCciUM4OD4N3y2tc4QdkzLob4VS//2iycl/2MsTDQvv/8dPnWMrvJfBN7XuJxI4Z/wcHJw4B+VCZU/OrVSqq1HwgOu6v3vF5MHP7slJ+oChU/QG7/vKx8bcxHkXBH4JTM3yREQCUyOTmBydxlh5DJbcWs33tWDiU8T0CaX0Ry6dnPz6xt8wdHL7lz71CiL+TwBu6HxvcmQSU6PTGC9PwNpinf5OtFao1laiWKV3Sin+/YuOXPTQjg44AAytoje47c47rXMx90YA/4aAHwHQdKXbtoOJkQmMlsYwUhiF53hbOnaqkhkp5d8JFl8QRF84Oja2sLvSn5186EuffCkT/QqIfxyMNpe7lBYmK5MYKY6gVCyj6JY2rCKkNSOIa6gFVQ6j4LEgqr3/6fSbf3rri27dfpO2AWPoFb2V9//9sRHbFq9njdeB8GoAbR05yoUKSl4RvleAa3twbCcbPRhgrTjV6oxmfMe27L+fKBb+9ryRyQeGJbupH/nIHZ+eTm39Vhb4CTBeAaBrYdy2bFQKZbi2B9v24FhWPZIxKzQSpaGO4vDeam354ynTsZ+/4SeeyTnV0HNWKXont//Dp85n0tdKosuY6SIQHwQwDiJC1iTxSQYehqYHnbT6jXf+8DurvZb5bCWbinnXg/j7QXghAc9njXNbawSCEIPxJAEPa8L9BP4qLOfun73uzcvrHPqs4KxWdMNgc+zYMWdxSk5LBUeCFn/6tT++hboSBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDDk8P8D0Hf2x+/BSZ8AAAAASUVORK5CYII=",
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"
] | 3 |
math | algebra-2 | domain-and-range-of-radical-functions | false | true | What is the range of this function? | 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" | [
"$\\{y \\mid y \\leq-1\\}$",
"$\\{y \\mid y \\geq-1\\}$",
"$\\{y \\mid y \\geq 7\\}$",
"$\\{y \\mid y \\leq 7\\}$"
] | null | 3 |
math | grade-1 | interpret-bar-graphs-ii | false | true | Jen went to a bird refuge and saw some eagles, parrots, ducks, and penguins. She made a bar graph of the birds at the refuge: Which bird did she see more of, parrots or penguins? | 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" | [
" penguins",
" parrots"
] | null | 0 |
math | grade-6 | similar-and-congruent-figures | false | true | How are these figures related? | 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" | [
"neither similar nor congruent",
"similar but not congruent",
"congruent"
] | null | 2 |
math | algebra-1 | special-right-triangles | false | true | Find q. | "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" | [
"$9 \\sqrt{2}$ inches",
"18 inches",
"$3 \\sqrt{2}$ inches",
"$9 \\sqrt{3}$ inches"
] | null | 0 |
math | algebra-2 | domain-and-range-of-radical-functions | false | true | What is the range of this function? | 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" | [
"$\\{y \\mid y \\leq 6\\}$",
"$\\{y \\mid y \\leq-3\\}$",
"$\\{y \\mid y \\leq 3\\}$",
"$\\{y \\mid y \\leq 5\\}$"
] | null | 0 |
math | grade-4 | transportation-schedules | false | true | Look at the following schedule: Ashley is at the movie theater at 10:30 A.M. How soon can she get to the post office? | 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" | [
"11:00 A.M.",
"1:00 P.M.",
"2:30 P.M.",
"1:30 P.M."
] | null | 2 |
math | algebra-1 | interpret-the-slope-and-y-intercept-of-a-linear-function | false | true | On the first day of school, Alexis decides to start doing sit-ups during her morning workout routine. Each day, she does more sit-ups than the day before. This situation can be modeled as a linear relationship. What does the slope of the line tell you about the situation? | 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" | [
"Alexis does 8 sit-ups on the first day of school.",
"Each day, Alexis does 4 more sit-ups than the day before.",
"Alexis does 32 sit-ups 24 days after school starts.",
"Each day, Alexis does 1 more sit-up than the day before."
] | null | 3 |
math | grade-1 | which-table-is-correct | true | true | Jackson went for a walk outside and saw:He decided to count how many of each there were, so he made a table of the animals he saw. Which is his table? | 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" 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",
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"
] | 1 |
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 | kindergarten | fewer-and-more-compare-by-matching | true | false | Which group has fewer? | null | null | [
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",
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wHp2JdDpFxDtDLnD6o+lUex2BeJapoUPAOLVNbThr6qipb2RqeJA5FVb09qOZbJCNn7Xd2UwWZ0MTiqJy20c/zv3/46Ns2rCeYxPj1NfVkoyGqdInaVzSxeF4gpd/+QuGDuwHIBGL8aG7/5q1l72tVGU8J1nn+Vk0gXE2tbFqy5+QifgwWqog7Tvl96qxCs/kUQAUqx2RihNxTxI5ZSkB/lNfOfXXAsXeQCCR5tjevdS3drFq3SaI+VDyWUTGj5JVWd7bw76DB/DEEuTjR2juXEouceYryfFEDGd9M4qisHrzZdz4Z7fzym+epaHKiNfnp6uvn0wyBdkkqweWojdZSGVzpLNZdg0eYenAwPwKVyRZ5/lZNF0yRVHY8u47mJkeo7rq9CHoGbVw45LI50F3tpuYTj9DIoSGzmIj72hmIpxh/769eKYnWbV+E60WDSXiLpzjVxSU42eEwnmFjoHVzIwNo9gaSGa0M3dLRB5VVXHWt5ycvOF9H78Lm8NBVNORz+UZfn0/rukp4vEkkxPjHN67h7GD+4jHElx58/aiJpIoBVnn+Vk0gYHChbX+letIx/ynvG5wNBCaHgVAsdeTj59j3JAQqJYa8o4WZpMqe18/RAYTl77zNv76Wz+nsasXVcuDolDX2U9TVzctS4/P6GhrwlbXyp/e88+YLFamPT5CrnEM9tNvnlIp9P+d9c0nX7M5nHxhx6Os3vw2Jt0BbK1L0PIa7qlxkrE4eoMJe0sXHr+f9338rnlU68LJOl+4RdMlA9j/m53UOmwkfWOnvB5PvjGjlqiqoaarj4h7FiWTLEReK5wByio6kpksXtcM1UaFxpYOrtx6C/2btqKoauEc/YkDQUVPU88K8uFZ8oBwtIKqY3xqnDu/9I9Y7E623Pphfv39r9O8dhNe1zTV1XbIZ0+2JR10g6adds28yu7gLz51L1fffAvPPfUkg8Egc0E/dfUNaAYTl16+hVs+8OcVuzYj63zhFk1gktEwI6++wIquBt48g5ahph3fcOFgUjFaCQUD3PyXX0AIgXvsKMlEhIjXRcTvpXPFWkBhycr1hRlJzlCoE0UXBgP5cGGyOyEEiXAAYWtgWffGk1P8bL7pfbz+0tOMDB1iYGkPWdWKIRc62S1QdTqsdgcHf/s0226787Tt9a5YSe+Klac8lEhRlIpexJR1np9FE5hff/dBlrQ1EnZNnHxNV1WHa+hA4bRgdRvhaISpo4W5fVWdjta+FUVvR1EUqutbcI0epqHDcbxPrRDzukiYauhfvu7NC3Pzxz7LI/fdwYw/iEhHaejshaQfcXwP2L+klWOjR9j/m6dYe/X2M25zMc0QKes8P4viL7n/uZ2IRBB9+o19nt7RgntsqNA/TqloQlCtRSl828/vnHrn8rX4XFPk9YUZ7YUQmB3VxBMJzDbbKcs29wxw052fxueaJmZ04hk7TDJvQDEUDphzER8r127itz999ORFtMVK1nn+Kh6Y0NwML/14BwNLO0lGjh9kVjXhcbmZiGRJpTO0O4zoo25OzHs632/aJSvXAxDM6oDC3tBW24T65pkb32TN1dtZdcU7GTu0n5DeSTzoJZlRUfRGcukES9tbSEXDvPLz/zu/hpWRrHNpVDQwQtP40Vc+w4ZNl+GfPFx4saoJbzDC4MgIiqLg0GURuQw6o5mmntI8N766sY3Gjh4mxkZO7q0Meh1ms5Wpw/vO+J7tn7ifDde9i2PDg0xHs0QDHpJZHULTCEwd5h3X38iz3/s67tEjJWljKck6l05FA/Pi4zuoslqoUlMAGJwteENhho4c4vb7vkZzVz85gw2d0Ux9czP5yExpbuNQFFZtuZ6Iz0tOXxjmng3NYjUbOPDy02cdCnL9HZ/kpjs/hd81zdCsl2Qqg7GuE4C46yibt13Liz/+zqKY/OLNZJ1Lp2KBmTi4m92/+AEbVq8g7p9D0RvxeQIc2LOL99/7AC09AzR29hKORqlrX0o+ETr+WLr5960BBi7dBgr4ksfHUikKzioLqViUwVeeP+v71ly9nTs+/wgIODw8jNftOTlMva3ByeThPWe4rFc5ss6lVZHAJKJhfvTV+1h36eWE3RMApDEzPDXF5e/6MK29hbMy1Q3NhIL+k3siTWcEBVLx+U8o52xso7Gzl5ljkyfXX1Vlp3VJH6+/+PRbvrelZ4AP3PcgoHDo6CCauQ4Az5yb5u7+RXMvo6xz6VUkMM9+90HqmltoqTWTSyfA1kwgniadiLP5hveeXM5e30zEO0f+eP83p1pAwNzkyLzboCgK/euvIOLzkBMqQghy+SwKgnQics69a/PSAW6/9wFA5ejYOELTULQ8Qiye7xdZ59Jb8MAkIiFef/E/WNbXR9g1efzgM8Thfa+y5V0fPuW5IKpaOFWTSOeA488fQaFU96M3dfUBkDfZUPUmQnMzzEyM0L9hy3ld9GrpXc4lW65ndnwYobegz8XwTAwtimMYWefyWPDADO95EZPFitOigK2ZuWCYA6/uZtUV72Tzze8/ZdnqhhZQIB7/r/dklGbvcvTVlzBZq2iorUEzOghpJkBhzZU3nfc61m69AQSk1CoUwGS1ntdk3+Um61weCx6YycF91Le2kYyn8QbCHNq7hytu/e9s/8T9py3rbGgFAYl0BmN1W+FGJAXSibPfN3G+Qu5pDv72l6zb/HaS6TyeUIyxw/vZcuuHi3r6VeOSPkzWKuLpwq28VQ7nKY+kqxRZ5/JY0MBomsbkkb3U1jSQTKeYnJygb93lbL3tzjMurygKDZ09zEyOEA6HMeYiOGobeOnHj8xr7yKE4GcP/xNtS/tocprwzXk5tHc3q7dcf9re91xUVaWpqxef1wOKQk1NHcn4W9wrsgBknctnQQMT9rqIeOeoNiv4w3Eifg+X3vCes/djFYWt776DdCLOdCAC9hZW9i/FMznKU9/4wgX3YScO7sY1NsTGtZfg9YYYPjaFs76Jaz94d/ErUxQ6BtYRi4TRcjn0Oh1Tg/svqF2lIutcPgsamF3/8QNMVisWi5WpyUk6l6+ha+XGt3zPwOaruOnOT+OZnuLA4Ag6g4VVl17G6y8+zeNf/hTBuZmi2qDl8/z8W//M+ssuJxWP443Eifi93Pixey/4QaTVDU1EA37Qm3AYFZKxyn7DyDqXz4IFxj16hD2/eJxll6whks4RDfrZdP17z+ssyZqrt/OJBx5H1es5MjKKIRVh87YrmRrcy0N/9R5+9ehXz7sdP/vmP9Hc1kajTY/fPcfwgdfYcN276V616YI/W3VjK1C4W1GnJXCNH67YmTJZ5/JakMAko2Ee/9fP4Kivp1afIhyJgQL9G7ec9zosdicf+NzXaOlZyaGRCTLBINddex3r376V3b/8Eb9/6vvnXMcvvvMVUkEXbeYMyYwgkBWYLDa2naVvf74KE+Qp6Mw2dCJPldnIxME981rnhZB1Lr+yB0YIwTOP/RsR3xybN23C5GgmnU4DougbfCw2Bzff9Tn6N2zl8Mgw0+NHaay2c8W17+C3P/429//NX/Htb3/7jHudkHsa1/Be2q2FOXrDnhl8czP0bdxy2uO6i1X4FBr549utsdt56off49VXX12wPaCs88LUueyB2f+bpzjw0i/YvOUatJiXUDSKb26WjoG1FzR+XFEUtn/ifvrWb2HGH2d2+CBWncI177iO8aFD3HPPPVx11VWnve9X332QjpbCrCPC3kw2lyfi99G1fO28P2PnivUYzVVEw1H0jlasxDl8bI7HHn6Ibdu2EQyW/9klss4LU+eyBiYZDfPST75De+8ylrTVo1jqmZp1k06mzrtffTbb7/ocisFIzFiDe+QQ+XSGd1y2is/8z4+yd+9enn32WaBwivUn3/gSajZBvc0AjhZC7hn8GTCarfRv3Drvz6nqdGy6/jaGjh5myhsgodrxBSKo+Qx2q4knnnhi3tt4K7LOC1NnKHNgnnvyh0S8Lpb3LsV3bAS/axLX+DDLt97M8s1XzmvdiqJw3QfvZuzwPoKqHdfYEeLxJFo+y9rVq9i3bx+BQID169fzg1+9jK2mlkw6TdDlZu+hQcKBADd97LNYHdUl+axXvvcvuPGjn8Z1bJKR0XHymsa0L4xBr2NycrIk2zgbWeeFqTOAstNb6PzdXF/aFQcCAXp6emhuamSgpxtfKIwmNH73u108vGMHH/nIR0qyncHf/4bdv/wBnolR0vZWdo3OkcvnWbFqLY8//ji3/Mm1mLIx0jkNVyTF0NAI11y+iS9/49GyTJKQiIb53uc/wc59bpx2K4FoHIPZxpNPPlnybYGs80LV+anj8x2W7RvmnnvuIRQK8b5bbqCj2si63hYCgTAOp5Nbb721ZNtZftlVfOjvvsEnH/klt9/zv1iz4VJe/v1uzGYzW7duZd+BQeJZjYa6epwWE/5wFGtjZ9lmbrHandx+39fp7+7ihVf2MjJ+rKwHpLLOC1Pnk3Z6hdjpFSW1Z88eAQin0yku3bRRbFi/TlAY+ip27NhR2o2dwejoqHjmmWeEEELs2LFDdHZ2CkA4HA5x3333lX37JzzzzDNi+/bt4oknnijL+mWdC8pdZyEKGdnpFaJsXbIPfehDJ/uUQghqamq4++67ueaaa0q7ofOgaRpCCFT1zHNoXcxknRfGiS5Z2QIDbzxmoNKT1/2hk3UuvxOBKetEfvIPuDBknRdOxeclk6SLiQyMJBVBBkaSiiADI0lFkIGRpCLIwEhSEWRgJKkIMjCSVAQZGEkqggyMJBVBBkaSiiADI0lFkIGRpCLIwEhSEWRgJKkIMjCSVAQZGEkqggyMJBVBBkaSiiADI0lFkIGRpCLIwEhSEWRgJKkIMjCSVAQZGEkqggyMJBVBBkaSiiADI0lFUA3H57CO5ivbEElarE5kw6CAatMVfjgah5gMjSSdIpovZAPApgPFnRZiV6SyjZKki8FmJyhCCDGXgeFEIU25BXhMoCRdLAxK4Zul3wqNRvj/kIIBDRU5WWAAAAAASUVORK5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] | 1 |
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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" | [
"7+1=8",
"6+1=7"
] | null | 1 |
math | grade-8 | transversals-of-parallel-lines-name-angle-pairs | false | true | \line{MO} and \line{PR} are parallel lines. Which angles are vertical angles? | 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" | [
"\\angle{RQS} and \\angle{MNL}",
"\\angle{RQS} and \\angle{PQS}",
"\\angle{RQS} and \\angle{PQN}",
"\\angle{RQS} and \\angle{RQN}"
] | null | 2 |
math | pre-k | count-scattered-shapes-up-to-5 | false | true | How many hearts are there? | 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" | [
"3",
"2",
"5",
"1"
] | null | 0 |
math | algebra-2 | classify-variation | true | false | What does this equation show? Assume k is a non-zero constant. | null | null | [
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JiIhMjGFLRERkYgxbIiIiE2PYEhERmRjDloiIyMQYtkRERCbGsCUiIjIxs2ZS9X/cf9y0hRAREb1ManK1mQSY2fzzb5dfVgEPGLhEREQNdv9xda4CgI05IP1dIcRvyqYtioiI6GXlYw9IQghRVAnkqauTuEo0dVlERET/bc2k6ivaN6yA1pbA/wNSmCS6dEzL0AAAAABJRU5ErkJggg==",
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ffYby8nKzT0i3lJiYGOzYsQO3bt2CQqFo6XAYs0pcZ9bt5/8/28p/rrEF3Lx5EykpKRg5cmSrbbRlZWXYtm0bZs+ezQsAYxLhOnt1cLN9gTZt2gSFQoG+ffuic+fOSE5ObumQGpSUlAStVovo6OiWDoUxq8V19urgy8iMMcaYRPgyMmOMMfaCcLNljDHGJMbNljHGGJMYN1vGGGNMYtxsGWOMMYlxs2WMMcYkxs2WMcYYkxg3W8YYY0xi3GwZY4wxiXGzZYwxxiTGzZYxxhiTGDdbxhhjTGLcbBljjDGJ2bQRav7jUXXLBsIYY4xZE0NfbSMANo7//3+XX9YCj7nhMsYYY032qLqmrwKAoy0g/KMnOlnWskExxhhj1irQBRCIiIoqgTxdTSeuopYOizHGGHu5tRFqPtH+xx7oKAf+B4A+Elp2TZltAAAAAElFTkSuQmCC",
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0iIuLs3UojJlwXjJ7xJeRGWOMMYnwZWTGGGPsGeFiyxhjjEmMiy1jjDEmMS62jDHGmMS42DLGGGMS42LLGGOMSYyLLWOMMSYxLraMMcaYxLjYMsYYYxLjYssYY4xJjIstY4wxJjEutowxxpjEuNgyxhhjEnPoIDT84169bQNhjDHG2hNjXe0gAA6ujg0PLumA+1xwGWOMsVa7V99QVwHA1REQ/jYQndDaNijGGGOsvQpSAgIRUUUtUKRvqMR1ZOuwGGOMsedbB6HhE+3/nIGucuD/XRdCrvHnCHMAAAAASUVORK5CYII=",
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VFYVdu3bhzp07UCgUzR0OY60S51nr9vP/723lP9fYDG7fvo2kpCSMHj26xRbakpIS7NixA3PnzuUFgDGJcJ61HVxsX6ItW7ZAoVCgf//+6Nq1KxITE5s7pHolJCRAq9UiMjKyuUNhrNXiPGs7+DQyY4wxJhE+jcwYY4y9JFxsGWOMMYlxsWWMMcYkxsWWMcYYkxgXW8YYY0xiXGwZY4wxiXGxZYwxxiTGxZYxxhiTGBdbxhhjTGJcbBljjDGJcbFljDHGJMbFljHGGJMYF1vGGGNMYlbthKp/PKls3kAYY4yx1sRQV9sJgJX9///v8qta4CkXXMYYY6zRnlRW1VUAsLcGhH/0RKdLmjcoxhhjrLXydwIEIqKCciBHV1WJK6i5w2KMMcZebe2Eqk+0/7EFOsuB/wHOIxJacc2/tgAAAABJRU5ErkJggg=="
] | 0 |
math | grade-3 | compare-fractions-using-models | false | true | 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" | [
"=",
"<",
">"
] | null | 2 |
|
math | pre-k | tall-and-short | true | false |
Which lamp is shorter? | null | null | [
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] | 1 |
math | grade-8 | identify-similar-triangles | false | true | Are these shapes similar? | 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" | [
"no",
"yes"
] | null | 0 |
math | pre-k | circles | true | false | Which shape is a circle? | null | null | [
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"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"
] | 0 |
math | grade-3 | multiplication-input-output-tables-find-the-rule | false | true | What is the rule for this input/output table? | "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" | [
"Γ 5",
"Γ 3",
"Γ 10",
"Γ 2"
] | null | 1 |
math | kindergarten | represent-numbers-with-shapes-up-to-3 | true | false | Which group has 2 squares? | null | null | [
"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",
"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"
] | 0 |
math | pre-k | cones | true | false | Which shape is a cone? | null | null | [
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",
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LOiYnXCPs2+8MrgrxBomUOu6jrIobV8t4/lQPJYQL0s4N+rIPVWSna2CM4dkXuvHKN4Mzwuoh5lVocaMmxitQVY5CTifBlRjD4Ji8W0NuQYeiMLz6evBGWD2kVBX+7PkeVJYM8hw0Q4sXvdM0MxJWXjKQTDGc/s4QRva0L8FJClVBVTkW5jRs35kAACQSDAkS2qZwtxoNfnqslE0jTFVNI+yd97Ziy0B7v6+OByDs8G0xb+Drr/SSaiA5+ZyOe+M1GAbHyJ4kTr871FIjrB4dVxUSCYa+vjgGB0FCGyQtUBVmsioeTplG2IlnuvDq61s65iIV24Q6YL3pxDMUVGgVQXgVOAfuTVQdI+yVb/bj2Re6A2idOEKqQrOxmBtXy+CcUhHDgK5xjN+uYqlkGmHffmcQe0ZXv6bUbtquKpTLBu5N1NDbR2pBSwnAHqlWOO6MVaDWOPq3xHDm/fYbYfUQEtxmlmDKZBR89bkuDAx1XL0m1iGf0zE5UYOucwyPJPH37w4hlZYjKR1o04hbyOlIdylOZpft9iJaRzMvZD+aUfFwWgU4cPREBq+9OSDdu2uC7rDGe+NRVsX//X4J23fG8dXnOqvQb0aYj++Kc+D+3RoW5jWAAS//XR+ef7Gnha0Tp+UBiN7+GNJpht17O6/QE/XRNY6JOzWUijoSSYa3zshhhNWj5apCJqPgpW/4f/2YaBZzemzEA+Q1wnr7Yjjz/hAGJbdB/C3B5Og59RUeOxJGq4F3GCvmyzaYHQt5HWM3TKEdHknin/5lm/RCCwiOuOtFY25crWBhTsfMjEpJMpIzO6NheqoKgElrhNUj8J/WkWNp7NgZJ89Bx7GXj18tiZwDU/dq5uqSjOGvXunDyb+Q0wirh5BXYWUYcW5Ww9BWs6pEgpHQSoyuAxO3qygVdcQTDG++PYh9B+Q1wurR9Ih75fISHkypeO7Fbkd4ic7D1kiyqVYNjN+qomYZYW+/N4St28L5nQnquJ4K4gy9fQptFCIbfPm6CsWCjok7VRg6sPPJBN55bwjpEGfjNb0+LiXKyM/sYw3Tk6YRdvhoGq+/NQglvDILQHDEnbxbC4XLZDNj2yGayjE9WQPA8PWX+/DnXwuXEVYPX9KXWzB9szMPa7hwvrZB6dUotjZhT2NM8XiE7fVc7Y3lPOsMejY0YIp96N1Vxt4pvP5W94w5t/DU4d1lfOUFbmjbTioy67AqUbyVWB/B0/YV2VnM82xuHcx7uEaj7QO3HSurYApz9FjFYzTrugEODt0A4nHg9dODOBihdSl8CW5ffwy5RfHAguFcut5ypSKfNZO818i1a5WRP8Bi/+C++8/bIufp8SW47/5jA+vtr0BzNqLhq1ZV8f6fryGH3HOSr3VuVTmsXa5OHavuW7dNjbe9fjneeHubeH7vfSfuVHH0qQy2hdRzsB4tf6K4c4dmQjIhCedIxu690d0PI+S2JbFZIcElQgkJLhFKSHCJUEKCS4QSElwilJDgEqGEBJcIJSS4RChR7L3SCvKH3olNji2jCQYoPVbG1s0SUCThJSSloJsyCgA9MYBlq5xfyne2UQThh5P9AOOc85kaMLZkSrXW6f1OCWINEswcaQ91AduTwP8DPOa4ePsAzzgAAAAASUVORK5CYII=",
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"
] | 2 |
math | algebra-1 | identify-linear-and-exponential-functions-from-tables | false | true | Is this function linear or exponential? | "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" | [
"linear",
"exponential"
] | null | 0 |
math | grade-6 | which-is-the-better-coupon | true | false | The original price of a nightstand is $69.80. Which coupon is a better deal? | null | null | [
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",
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"
] | 1 |
math | grade-3 | shapes-of-everyday-objects | true | false | Which is shaped like a sphere? | null | null | [
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6sBaWFqhC0CVM+WG5q0Emm21oxluw6ROZwvrQJCrTaMTUxVypQrDVzhBQcommFIWVZ4o2B66sPs7tu6+h108JhcuonMPLCUXnQ1UvEkSbnaXPThUEcXLrFjr+7quNym7NuNJS/Nb+h/i3D3/Dpw79iLZYdYNihgBjwRexqe5tMFk8JiUULEVZ9suFbXaWdflPUCoKWU3lnVt2Mfvng9yxobuqfDYDrhSF3+9ny+c+y/OtUe786ZvcdPzEisdMKV4uq1dwuxUaPAFh0SososIqcjhHtm9jeOATpPx+vjRQPlpOs+JKUQDcPnAbb755hDd+93be+u2bue2X79B/6v2K6Tdh0mWZJBSNNAppRSWD4mw6LkNo4VPaLdgEhE2LsNDy61UX/juzqZcjv/NxLnTkwi5ff/11bN58/epuskEoL0/nli7dt4rJRI3m6NFf8dLLrxS2g6k0N5w9y+bRc/Sen8RrVp6VVY6UULCXLEr2Ly30ZZjq7OBY3w4+uGEzhm/xc5S6rvPgl75Id/fyQ/zNwiu5cB7uFgXA7Owc//nSy4yOnnXs65qepmdiig2TU3RdmKYllV6Ta17oaGdi/XqmujoZ79lAMugMhzgwcCt33fkp/H7/mlzzanDNiCLP7OwcP37jJ5w4cZJMpvwgWSg5T8fMDJ0zl1Hslb8TmvV6SPkDJIMB0n4/yUCAZEvlycLRaJRbbrmZW3btorW15sH1hnPNiSJPOp3mxIlTnDh5kpMnT9X9erquc+ONO7hxx3ZuvHFH3a9XT65ZUSwlnU5z5swoZ0ZHmZycKlvF1Eo0GqW7u4vu7i5u3LHDNf5CNeRF4drWRzX4/f7cW7zkDZ6cnMqJZXS0aLsc+VZDa7SV1tacGNzkI6yWa1oU5ci/2W5rJl5NXNnNLakvUhQSB1IUEgdSFBIHUhQSB1IUEgdSFBIHUhQSB1IUEgdSFBIHUhQSB1IUEgeqd2G2WXzlOSeSa5h8+XsVUEMLM9ZPJiEhhfGRJG7lyh8gpIEymRHiyOrjiUmuMQaioAghxJQB78/nFJN1z4p5yRrhVXIWYnsQ1vvg/wHhIMMjFR4v3QAAAABJRU5ErkJggg=="
] | 0 |
science | grade-5 | describe-classify-and-compare-kingdoms | false | true | This organism is Asimina triloba. It is a member of the plant kingdom.
Asimina triloba is commonly called the pawpaw. Pawpaw trees grow in the southeastern part of the United States. They have large, sweet fruit. The fruit is sometimes called a prairie banana. Is Asimina triloba made up of many cells? | 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" | [
"yes",
"no"
] | null | 0 |
math | kindergarten | represent-numbers-up-to-20 | true | false |
Which picture shows 8 squares? | null | null | [
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"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",
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] | 2 |
science | grade-5 | compare-properties-of-objects | false | true | Which property do these four objects have in common? Select the best answer. | 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" | [
"translucent",
"stretchy",
"fuzzy"
] | null | 2 |
math | grade-7 | simplify-expressions-by-combining-like-terms-with-algebra-tiles | false | true | These tiles represent the expression 2+8x+4. Which expression is equivalent to 2+8x+4? | "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" | [
"x+14",
"12x+2",
"10x+4",
"8x+6"
] | null | 3 |
math | grade-8 | apply-addition-subtraction-multiplication-and-division-rules | false | true | The number line shows an unknown number, y. Is 5yβ1 positive or negative? | "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" | [
"positive",
"negative"
] | null | 1 |
math | algebra-1 | surface-area-and-volume-changes-in-scale | false | true | Look at this cone: If the radius is tripled, then which of the following statements about its volume will be true? | "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" | [
"The ratio of the new volume to the old volume will be 9:1.",
"The ratio of the new volume to the old volume will be 27:1.",
"The ratio of the new volume to the old volume will be 3:1.",
"The ratio of the new volume to the old volume will be 4:1."
] | null | 0 |
math | kindergarten | compare-sides-and-corners | true | false | Which shape has more corners? | null | null | [
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] | 0 |
science | grade-2 | identify-mammals-birds-fish-reptiles-and-amphibians | true | true | Birds have feathers, two wings, and a beak. A red-tailed hawk is an example of a bird. Select the bird below. | 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" 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87fiqZBCQZl2ytEsSwL7ZnSwuzNLt96jXGkjpyZxCIWVAGEeEYUhSb1FPEqIkgSgmS1PiMCJzHZaW5ghVQKgESb1OkffJ8w5R3KBeGyNptiizhUFfYol2AWlvmbmZ3cztvJtAxUT1OvPzc4y12qhQkrRqtFuTKCWoeoogUlSlhgBkIJAuILAVMgwIlEQSkOcpxhlkqBibGCeUijIv6KYdenlGrebHIkkiao02Y2PraLbHsNaSlRnCWagc/eVFMrOAcpL+wl6KtOurfnGCNX6bPbdArR4TROMEUYJGkWYFggChM8q0T5FXWGMo8xznIFJeelq4kFKO46qS3OZQ1BhvthirN1jqLNNdWCAIQ0DiTHXA1+mICI4wwggjjDDCCCOMMMIjiNbEOMiIsYlJxscmMWVKnvdRSmB0Sdbr4AJFXIuIQkUcKZSQBCogCEMMjspYHA6EJhCKJEoIhI+WsEVFv5ijXm8S1+voMkc7S2igLi2lkhihiQODEDVqiUIxTdxoMFarYSJFt9slKwrStAdSEQYJcUMyMTVF3Khjq4KFaA+hdkRO4qoU55oU/R5LMzMEUQNXs/6zkaJZrxEnTYLQV9qSJKHRahPHEVmWo8rAm95UJSabZ7YqqdfrTMkpqryi1+3SaLVZf/ChhHFEZ06SLe4jTVNKI0n7fbJeF2MKpJR0l5doTa5jbGoaq0vKyjCzOEsrCCnyHGug0gWJUoOsRY02OWVZemfUqkBgMcZnJtbrdcq8YLmzyL59+yjzjNWr1xLHsXd6NZo4DpFRQNrtkHdTus5SdDssLu4F4auhZdbDWYkQEmsMBijLAmMsRdonrfdQMgS8RDRUAQqHHBD/siypjCGuNbC2S0iItaBqE1SiR1hZL98FyrJEIomUwjpLEEhKPXINHWGEEUYYYYQRRhhhhP8bKEm90fK9gnLQZ2ctwjqEdZR5DxdIlGqjpO8FNMYgRITBURoNA+liEAiMlZiioLM8z8LiLK6qKJQlTXs4XfncwnoLYyu6VY4sJWXa9XEIkSCKYpCh732LIjQOgZcXttttylJjhGR8bNKHvgcNgpbFCYXWmsbYBKvWbKJZr1FVPWSSEASGKIpQMkAaRyAFURIhRYyxOQiBlJIwjnEO7wBqDUY7JL6PsKpK+p0OcVSn1+sx1R6jObkKKSWuTEmX5ygrTWUEWG9BE8YRWT/3UQ2tFk5FOGPI0g6777yD8UYCuqTIM4o8wxQFeW+ZrB6TmxJbaazxBjzGlBRpRlkV9Pt9Fhbm2LVrF0tLCyRRDNJhceAc+3btZGLddmSzia1K8s4SVdqj15mj1+1graOWNEBYkBFh5Oj3OhijqdVqBIGnXZ7s9en2UqSENOtR9DvAoMfPgYwciYqJko0kSUJZ5CghaU+uxeJoNZrosmRxYRFrLWEA2hqqosC5EREcYYQRRhhhhBFGGGGE/xMYLUDIgYOjI8v6lFk6iF4IUEpRVRmVSTCVIstz8jIjETW0AWGsj2RQykdQWOguL3DzLdezY8edREGNUIVok1PkFVFSI67VydM+Tlc4GVGmOQgHQURZahw5wmniekijNkaz3mLVKh+bsLCwRC8vCaKQqJZQlH2K7iKiNARJjXhiFa3xaRAlVgVEUUxlKoSDRq2JSRLS7hJYgQstgQzAWdI09S6XxsdPGGOo1+tYJwmCCBUE9LKUorI4U6Grkqy7RBw1KMty6JZqgVqtQa3epMz71OveKCfv9anXMoJQki0vk7slynpCHAqcrugtL5Fli0hhcFjiRgOcQcUBY/U2Vd5noSpZ7mSkvT6dpaVB76NizZp1jI2NUZYaIQT79uwkvOV6Vh20maYKiKSiKDP6y8tUZYmUEm1KavUmSS2k7FSkeUq/22N6eppWe5xGewylfO9hFCVo4/MIe1WFFA4ZKMIwxGpNZTTt8Skm2pPMz+3FCk0YB2jjYzyMLgmCAOnAKIExUGQ5Qo1cQ0cYYYQRRhhhhBFGGOH/BM454rhGFMVIKaiqijzPh+YjSoXoKh3k2Rl6vZSyLAmlj5gQQngjFSWoCk2/n3LX9tu46/ab0XlGc2qCRIa++hPGPmpCWDoLi+y89ns0Vk0wtfl4nB64kUaKSpdYq2nkDWrJGLVaDaEaqDCiqgwqyMl6y+AMprIszO6iwGA6+7jp4n9j6Y7DWHfUE0nCNlKFiMr6eAuhkVqAk2hXokqHCH3URNrrYqoSXRmKMkc4PBGSEVjfWygDRVGVWGFJe0vM795BHDXI0gWkhHq9jssqVBAggwglQ8IkwFUlywuzrFq9DiXAGY0aRGk4YwBLnvUospT5hb00mm2a5SqiKEEFPg5DKEk1qMYmScLqtV4KWlUV481x4ihC6z7GWsqqoLM4x9LuHYTT60iShCwIsE5TZD56I1GKWmOMIJBkZYa1FilBCIFzvoK6gjiO0f2KIAiJkjpl1iUIAoIoIE0tlXZkWUYgupQmJw4jcJbACYoyQwgYGxvDVhrpckSaY7VBHLhp6MMngm94wxse7iZGGOFh4+/+7u/+rw9hhBFGGGGEEUYYAYCyzInjmCRJBiHsvs+rn/ZJixwnBPV6kygMSMucPE/RWiOld7UUUmKcxlUOKwRp2mN+bgYBtJsTKCmp0ChXJ1IBzlmkClmcuZs9t1/HmqWYfTNzbDzqZKbG65R5HykUUZQQqYhK96l6JTKIcA6kCpBCIMuMftqlKAoqLFVvgesvvwZlBHuvv529t3yfg058FrXxVahgDicg62dYXVAaTZ7nBFYSRAprBpXAZBCb4HwuYlEUEHjpY1nkyEAhghBnNEXaZ2bXXQjriOoBa6YnfXXN+P6+LO9751UMpioxVcHy/IKXuK6aRIUxjTiiSJfpdhcZGxtj3fo1CGEpiowg66OCBLSm2y3BlIRhSK3RQAnB9JpV9Pt9Zvfspcp8BTPP0yGJV87Rm5ulFseEgaDUBWEYDjMfA6UwVYHVglAqxtvjZDIgEJKyyOksLngprjYYK7Gmotfr4ozxpHEgp7WmoN/tYPOU2GbEcZ2x9iSPPvp4lJT897VX0u/3cc7S6/XAKVQYYawjDsIDvk4fkYrgDy/5OkEQEccxBIogiAiRCKGI6jWiMAQhfbaJ1mhr0dZgtUFbTaFTbGlRKkQqhVQgB0GUxjiQzjNk6Zs9pbNI4TBKEbgAjSUclNkx3ppWRTFhGBIiQVgEvqnSCcA6tDWU1qCrilAGJFGMXXE9WnlaoSReqCswlcYJUEL4vwcBzjDIVjGDkZBoNGj/hKSSFmm8Llw4i8UOt2WtwJgK5yzWOqzxJWUhQ3/cgUIKhQxCIsAIiMNwaCMslARnB/rmCiMclXGUWY6zJcZprJWAxQqLdBKLBGtxxnrNtgoICRBK+u8u3XDcZaCwTlBZi9WF/z62QusSa8FWmkIXWCyRSFDKu1wpFRLJwJfxnQNXYV1AKARKCZzyjlhOGwIhUXGMlP7cCuE1zZXR6LICaxBuoHmuKix+kgnnAOfDUoGDjzr6kbiMRxhhhBFGGGGEER4RqEGMQN7ve+dPWyGsGVRvLBMTEzidYSs9kIpG2EFPYBSGOKDSlV8bWkdZpcS1hE2bDiXLCvr9LmmRMR4FOOsjGmzhmBxvsfrgDXRndxHrm7nu0kWOf8ozOPigdegqR8mAPC+RukKGEUkNylJTlQW2KBFYcH7dVavX2H3rjfQLwWFbx0lqivnds8zd/QnWHP84Dn70cSRJiM0KKuONSyKpcArKQmNsn4awSGUpS421Dq01lS4IpYLABx7Waw2S5gRzczPkvWWWeynWaSaZQIlJJAKFo8p6FP0uyvl1NjiMcX5tKCUqjNHWr4W1LqnHddatW8fYxARF1md23wzdbodaY4J6Uqcs+lgLjUaDQEr6/T4g0VpTFBllWWFzzeL8AkuLi0ihBn1+BXl/mVSXWFP6862U5xjGgC6oEOAMjaQGxiCErwoXRUG/m4J09NKSvKwoi5Tu8jzCWFwUerOYqsI5g6gKJoI6a7YcSS4FJgnRVcXS0hJloYnigMoazx1UgM7NYGwODI8IEZRSYpxDW4tyEm19WTKRvjwbDMIoNWCcI1QKpRRGaVQJxipsGAICnEM4gQwVOEkgHE46CCTCKQIhMMZSVp4klEIQDmqgzj/SwClPCpUFi8VICITDClDWk0EZBtRKSNE45yitIUCCEDjpS/JCW5wUBE5gpPDNpRKcEyhncQikteh7TXrpJFoaBJJAO5zyja2icggb4jBYpQBDQB3lLIUowVlPnIwhkpLKaYIoJBAKgUQJ0M6AEoiB3hx8w6nWFiMMZVVhpQYJRgeeVNsKox3loJSspAKpBs3HIUIFIEECzmq0Nfdk3OCw1iBxWAfKShABuc2pqgI3ePIh0DgXIJxDCguBw9oSYQVWCJSSWOFJq3IOKSRGWDQO6RxYg2bwulJ+wiuFAYy1oCTOCKwxSCUIBo3LWId4KPXvEUYYYYQRRhhhhP8FVFnKwuwsSdwkrscUWQ/pKpqNGjZvoU3A0twSpsppTEzTbE8Sxolf86CIIoUUDq3tgLBoVq9ZQ7s9ze7duyl23E7bQmQrjJakVUG92abRXMOJT3g8d9y+neW7bmVVfy8/+MYXsKc9my2bN1EVOZ3lRWToIx6KtECXFWVZDipaESIQtMZCOv0+E4ng8Y/bRKnq1GpjTG7YTP/O67jjkitYnp3npNOfxcSGjSzt3EGlLUHdSy5LawZxBhbpLFEY0c+9Y6c2hlAqklqDIJC0JyZpNqe8fLa/RKVzrLWk3R5VWuJaPgA+z1KsLjHGF5Sa7bY3V7GWrCzQM3upJzXCOCQKFa36FFFYI4xjpAyBOYqsT2EyGsEYogp8TuJgG71eD6sNVV5QVRVlmZOmKXv37iVNU+KkTpLUAIfu9xFYlBREQUichNgB/xKBRDpLr59RmgrnHHlVEmQpjWYLYxx52iPPSwpdoaQFp8mynKoIqEwFUhBENZQoyYQktyXdxQ533XE9lRZURUm73UbgizsOyLJsaDp0oHhEiGAsI4z0REgJiVKSWIYkYUSgAuygCieEIIh8VSsQAm0EGEtoI0QYIJzAOoNzZhikKYRDSSgtOBwagxPgpMBZi5SWykFoPeG0A17gnZc8+RNWUArnq2dCoJxAWoGFAbMXGGeR1gd3usF7sRaLQA96Lo0AYS1YyEtPIIUcPAWwEq0KlBPgBKX2FS2v5fVj4ITGWQdYX9mjwkiHMJ4EGmPAQqYNIvAVVaSlUhAgUYNqnTAW3/Jq0EZTGV+6DqTEWCh1hZQRCoG1avA5iyfaAqkEUinEgPDiGBJR4+ygEmr9cTqLA4SziMETGGsHBFkMjkoIhJMIBNaCqUA7SyBAqGgQmurHUFiHEw5rLQBaV4gwxN3rmpX4srgTIJzE6IpQKoT15Fc7ix5UQ6V9JK7gEUYYYYQRRhhhhEcO83P7qOU59TiiUU+IQ0UQx4QG7OQke/buoLM0jxKW1qqDEGGEUiHCSgwW5yQqlFirAUuzPkYYj9Hr9plbXCKQgsoa8jz38sU0p9/tsfWgVRy+7ngOPuxErvivL7Pz5muJFpb5/pc/zd1bT2By3WqCqEZrskW71sKJPmVRgAuoyQirHEmjxtjqdez53nepN5o0Vx/CzFLK1PQkRx25leQxx/NfX/os/33DrVz/5S/wpLNfxvjqafq6wAkIVELQMiADoihCBiFaOKwuqIoCpWJqUQ2lFO12i7HxSZSMqMUJSW3Mr9crT2jSPCOvvKFNVWQ4o9Ha4oRFysD31pUlRXcZKSxicpzaRItavUVZliwszlKVfYRQJPUaTknSbkosZonimKQWDdVwRd4DIE5iwrhGp9NjeXkZpRSr1qxFBIogUKAFQTMhSTzpjcsaZaGxStNqNImCiKwovGFOBLqoUNZ6ZaS1WCmoNCwtLXj1ZBAjhEJIQ2lKtPYxElEQUmrY3SlYvPFGAmdwCuIgYWxqgrXTa5lfXGRufgalfBxIWeRI0Tzg6/QRIYJBHBErhbae9QYIBOCEQCKx1lI5z1gDKX1YpoNASColCVxAOKgeWmuxVqOEGhA3i3SG0Cm0cBi3Ugny7ExaQ4VAaE/MpFKgNdI6qsBvY1iV1AYbKtxAx+ucQ3k2SDhwZTLOEqGQDrQAJT0xtMZQGT2oPvryrtaWIFKUWU5WOpyskA7CqEaz2UQJSVFlZHlBWma+ymYccT1EBbG3ztUVWLB4IigtVEoSWgmVpVSGUEikkoOnRJ4IWWvRxqCNLx1LCc5YTGURSHAG6wTO+QbVWpSAFFhrEc5LS53Aa8qRnujhkDLwuSeDCh5YhPDvNcJgMJ4sCoUUYkgClQCp3FDbDGCdQZoSh0QZAUKgld8/bkDMB+VyKX0l0Bnrx10ppJD+WIWh9BvEOEtlDcZaP23lgTsjjTDCCCOMMMIII/xvoL+8QBAEpP0uZdFn1fQUiQwwznmHzzDwRiBSkOc5WZZR5oXPq9MGwmDYclOvN1FBQlBo8qwaZs1lWUaz3cJJiQwUaZqjwpiJyTGKxT5P/IXn8e0qZd/CNTQkzN9yJXfeojj00EMRvYNZDiRRq86qRhsjHTs7C4QiYMOGdczN91nYcSOHrF9HGtfZWG8QW8Fdt9/JY445kpf88kvpffB8brtpO1f852dZd8yT6XR7hEYjx1rUG+OIMCCpxV55lxcYPVjrDpxTg0B6pZcSWKNJex0A6rUxTFShq2JIdq31bWLW+vVpqJKBKk4TRgapHFnaZXGhpNmIkHKMUltMqbFWE8feUGei1aQwjsWlDpOrpoiSGIXzeYarVlNVFVnf9yJ2u8tIKdmwbj1OwOLyElqXZDon1gVSC1qtFlL5SIsi1xRV6dfbwpvcKKVwzpL3U4QQlKUmNL5tS5uKMu9RqRAzILhYb/QqsGjtZadVBVFgiMKAsB6DCdB5isGgYkVWZEgElS4py4pW+3+5R1CEAUIppPWLe22t/wLW+J49AdKBUr4KJ6VEOYe10ld6BiTAL/qdb7oEjPF5K8YNCIe1SOf1xU4ogsgPnCTw+zXGSw0HpC6UgkgosOCwVMIRODeolPk8lxJHLEIkIAefk4P4DaEG/X3WUlUVwhhsGFBVJcuLi+RlST2JWTO9jjWrW0y0mkyOjbP5kA2+LF75Kmm93WTn7t3s3r2PbneZ3TP7mFmYo8gr6klIHCUEMsAJi8EQKOnlmNZgrEZoL3+VTmKcxekKrfVAgut7DoWSaGeohMBpidMWpSwqUAghPbEKfPXOGUtltG9KVcITPScAT9SFUGi87FQg0M746qOzvr9vpRI36NGTUiIFCARBEBEE/uZVVRW2KpEDAgf+PaxUBAdk0DkIFYgVfbXzMl+J8JLYAQlGCkxpMIPau4NhlXSEEUYYYYQRRhjhpwVKQpJEhEoQBgG6KCksVMaRVRm6LL23xUDh5Jyjqir8A3i/EPXRCQFSBhib4/LK5/AZT45WWp1iEaBkiAsTDD5+wOQpMq7xpCc/hYW9e7n6h3totmAqNBws53DdklQ2scUYRZWRtMYp5/fQaDYIqjG+d/kViLTDqrVHsWMho56ElGlJZ2mJi7ddyjnPezovfuEZfPwTn2XP9dejK6it3UhlNIQCFSTUkxbNZtOTPym9kUwQYIUlDGNqtRpJFCMdWKvJsi5FmdNqThCJOll/0a93tR6sSdVgverVaQqJcF42akyJsIaiyAfyUUez2aTRaGAH6+VaHNOo1ekXBd1ejpSSqjJkZYE1hnq9Sa/XI8+XsJUmDgNakxPU602yrGBmbp4qL2m2xyjylCiKBspCSxiG5Jkjz3O0NqjIx1sEYUhcSyjLHDEoirXHxpiYGCOQjqXZefI0o6iKoXrSmApTluhKg5I02g2mpqbRZUGW5WhdELgKvXM3xlRU3UVKU6FNMIwmOVA8IkQwCUI0jlD63q2qqpBx4EmH8G5HARInPRFUwlcMV8hBoLwxiZAS6ZzPTIHhD1b4MEe8VBAZgAChLcYNikKDzAwxmDjWWjAWFyovI3WOwAqEdRT4BlMBQ9JnrR0OnjNeeui1iZ40gkBrzcLMXprNJkcdfiiTY20etfUwNh++iXXj02T9jD3zMyhbIbRFrplChXUipdiyYRMz8/OsWj1Nt9/ltu3bufq/r+W/r76SvYt7mBif9MS2slhjUFGMCgOkBKkETjAwarGYskKbEiMG/Y4YdKVwViDw1UvhBCqQyFCiCJBR6KWzWmOdl8RKxKAn0JvY3EPV3MDm1qG8LtRX7yyehBszqNZJGJBMIQSRCAlVNCjXSyIVUmh/LFYOKozGePmv8JVaha9kWuVwWJRUCOf/JpUEBFKIYQhnZQ02r4b9hDyErJQRRhhhhBFGGGGE/w0ktQZBGOOEGiqlqqLAWkeZlaS9nn+QLgPiqOaVXW5g+hGGSOU9KRgou6y196jZlHeIFEikVFgRENZCtMxxIqDZHmeiNsO+7hKHHnkCz31Byq3bP8jMQkR92rKQaUy6jI0NNs/ZvedOjt1yOAc3FAQFy3ffwk0/uIKTjl1PvTlOsWORfpZy6BGHc/NNJZdvu5SjthzCs572FHbP7OJLF22jtXQzhxx+CD0xznzeodtZotVuoIT3DqmMQWs9yM+LQEqSRhMphZd9VhVmYI4TxhHCSfqWgXGKN0+x1g0qbMavkcPAt3TpiiL3yjspBEUJVga0x6aYmpqi1awPDWDyPMchabfHUYPoB4Ev+HSXl5ibmyNPUybGJpme8sH2Mgix80vEUQ3KDGE0oZQ4qylLb7ATxcHQsAUh6PV6JGFEWVZDIivxkRGt8QnajSbjYy1m6nezZ9du/xBAKMoiI8/6VFmGkgEyCAiVj5wwzldAy7Kkl2bcvnMHypZM1yqatSZZOE4URURh44Cv00eECCoHBjPoq3PeBXMgQXTWYoRAIBBODMido7K+wuSkQBrvGLkyUXzvXYAaVORAeAmjBOcCotBb6pqiAqlgIFHEOgIpvSEKYAWU1hChcIEE4aiMl1XKgVzVz8wKpRSh85JVqZSfbNZhhSOrCjrzS4RhwM+f+hQec9IJTExMsGZiAp0VmKTJns4SRa/D8sISnaUu6w9ah8x6JDJix8xuevMd+nlON81IIsFks80vveBMznzWs/nSN7/JpRd/h70z+2iPtxmvN71UMgiJIu98WjmLrqoBEdP7PT2SgfA9lcb39UkhkEoSBAFhEBNIhRn4y0ipcAPyuxJqaozxpBjAOpQQWOEQwqHvVaHDOU/arMUqgXTOy0KVl4OGUqEUmEFPopSOMBJUpSeWQgicdjjr0MpXZiUSIb1UVwEI6dm/EGjrQEIg1EBzLogjLyvQA2nBiAiOMMIII4wwwgg/bbCCQbuTfzguBoQuLzJ0UWKsd2RXMsQ4jRhIH1eC18NIebd1gzfuU6ACSRQFNBoNJidXkfd7NJtN+mlJqTXOWJaXu+TasWbDNL29jlrc4pTTno0sOlz46S9z850ZnWKZpQxSFjhs4zgHrV3H3bNLFJTcffcMM0spabfPERvX8ajNmyBskC8t0EwijM2RwjK7lNKtQk4+/iR+cMV1dBY7lHtuZu2hx1NlgswJLJLO0gIyigekd0BqB0q/stCUpqBWr5PlPYyztNpTtNoTlGk+lI8K4flDEEfUGnXKUqLCECl99QwMVVFSVQWWyFclRUhSa9BstqnVEy/pzPrsuGs7vTRl46attNptijLDGq8s7HQ6dJaWqMWRN2IRgrwsBgaLAWGkQPhIkDD0qsSiyIijiCiKSJKEJK5jnCPPM4qiwBQFReXNZ+IwBGdwuiIIAsbGxtD5NGVZUVQl/X5KkeVDwgwMqo4SU5V++0lC2utTxiH18SZCl8SuQ3NsNX0dUhUpzjdUHRAeESLonPEM3JkBCfBSQC0cShvf2yYkyvm+QYuvNAVOUK6YfgiB1V6CiHPEge/lC4KA0jqUsTgnCHwV3Yc/SjzpEQI5cPi0gUQKgcJXGK1zVM4SWOGTIKREIigHfWbBQA66ImkNfLERpby0cX5hASHgqKOO5JhDj+Bxjz+Zxc4iCwsLFEXB4swca7Y8mn3bb2PPXXeTjI0zsf4g9i312bn9DjYdtoXDDt7AFbffzYZDj6RfZOy8YydhGOKiFpNTqzn96c/lqac9k5tvvYlP/8vHybKM8akaMvCTxmpLZTVVpXFVOSA/XiLrK3lqkD0DQoCUEXHsm1+VDAmkzz2pnMbhhiVjKSWhEDjhc16cVGhR4XBIZxFCDCQIdiCRNYM+Sk/ilJKEoUIjqKsEGfgDCEWIcRbrfCQGEqT01r8uFEgcQmussVjlIy4wjkBJnDXe1VR5GazEk0AZKJyBIAppqqbvO60qqko/wJU5wggjjDDCCCOM8L8PU1ZYY9BFSSmhSHtEKsBoi7MWrC+AGBxlUZDl3WFenZMTwwpgmRdkma9klVYQSEWSJExMTNAbmBhaXdFdmkcbh0lTljoZh29cw86ZDovLczQnt/D0572IxT17ufXOb3NzB1a16kzXAoSNiaMau/ft5cYdcyz3ShoBnHhok1VrVpOWjrXTbdqHbGB2793ccftdbN/bY7G3TBWOseqQI9i09RC+f9kP2bf7TiamJ9i0agt39WB27wxJI6bRauKsJBAD2iEDwjigrHKEqWioGmAJg4gkbhCFdYKGQBct4giSJME6htXSqqpwwqvSfMyCQ+sSYyuMlVS2GvYSIrwhZD/rMT8/xx233Ei3u8zk5DSrV68msxZdWYIoYnxyCikDlDAYJ8jSFFNpCmvJel2yfo+k3mBiappGozkkbMZaLJKk1qBWqw38OaDf71MaDYWPWBNC0Ol0mN23C2dLlIQ066OduYdshiFRFFE5PaiOrkhMPSGO4xrtZoskSXjUkcfQTTtcdcV3CaMaDZ0z15sfKBkPDI9IOUXLwaLdAVaDtUjjiYPWJbry1T/vF+IrdwafzxcIRRCEWCV831pZYZ13BwVfXQoY5M+tuIIqBr1uGumqgamM/1s0yGAxavD0wIIwzjeLajOcWAKQ1hG4QY+ZFJgAzEAg2Stz9s7sY/NBB/GiF7yQ5/z8z7N6zSq+f/W13HbrXSzsm+fmH17L8u67yXdex5p2xPFHHcoRh6xl64Zxjt6ygSMOOQizvMyuW2/3rlHNmLGJKbbvmmFfv+SEU04hak/QN3DCE57Ci895Jee+4Q8xDnr9PoGM0FgKZ3DWohzYQRSHc8IbtqBQbkULLAlkSBQMLpooBGEwzhu8YEHe65RL6eW6Bm++EwRy8ORFYbxlJ6ETqIFL6YpJTeAE0nlduiIgFoJw0AcqlCd+AueluTZAhQqwWOs/E0Rev54ENSIkgyHHWIsZ5DY6vPRUDqqfgVQkgZ8cUS3xmvgg9M2F/4e45ppriON4v581a9Zwyimn8KlPfWq/9/7SL/0Sp59++kPex7nnnssJJ5zwEx/jRz/6UeI49g8Ofgrxjne8gw0bNrB27dr/0f386q/+Kqeddtr/6D7+/46f9Br+WcbnPvc54jhmbm7uEd3u+vXr+au/+qtHdJv3heuvv544jrnsssseke3dfPPNxHHMli1bhu7P/1t4uPfC+8OPjtEjdZ2fcMIJnHvuuff7+pYtW/jTP/3Th72fh4KH+t0e6evn/yU4qynzDF3kZN0OeW+Z/vICedYlS5fJ056vFjrQZUHe62GqAqXU0AgmTVNPArOMosxwpsJhh2Yx1hpEoEBYiiInz/r0+h1u3bEbrSXNpq9qpYVlrq+5YU/BndoRKcnGVS2mJxtMTE2ya98st+9ZZLFncBJKBONJAmGD7TOLqCBi9ZqDuPvuWf77xjtZtKD7XVQS0HFtapPTrFkV0KjFVHnGeMMwJfrkywv00wKQPmjdeF6gBiaMQjiSJBoUeuIBibIYXeKcIYoDWs0xms0mtSTBOf+9dVmhywpTWb++lWLQpgS+uGDpdzuk/WVf8RuYykgpWbt2PXFcY3bPLhYX5gatSFCvN1i9dh1r16/DOEGnu4QxnlBWRUm3u4wxhiRJqDeatMemSGqNYTFJqgAVx4ggQASKMEmoNRs0Gg2/do0ihArp93vM7tnN3Xfexp5dO9m7d6+Xow7kr57Y+nurGigl036Xpfl55ufnmZ2dJStyqsqwtLREmvYoq4ql5XmCIGB6+mBq8fgBX6ePWEXQDOSeBjewu7FkZYYIFcpIVOCD3VdkidZaTxil9JJR5+MZrHVIrQmCCCcBhD+xKz1hxpvC+JQGiba+Ry4Iw4FJie/rU4MeN+MsUiiM8xcd+J47Y8zgNUcSBSAdoQYVCOb7S2RZyUvOPputmzZgez26vWVuvvUuxlsRE+NNin7KRFyxeu06Vh20irRbUpSa3TPL7L5lF6EQFPPzdLKSfrpM0mhy99wCBCHrDz8arTWX/dd3ecwTTqI93obAMbe4zPGPfTLnvGyeb/znZ8nyHlEUobXBWYN13kJ4hekLIdC6JJKDSqdUyCBAKu/86YyX6lbSS179WN7zg3U+m5CVdkiBRGGosBisA+ucz04cWNn6Xk4F1ofCu8i7imo8CQ+cGAbPCwY9oc6ikTCQkAoCCMzAsTREWIuxetjb6IzFDnIhjPA9oEoK349oBc767+Nf++mQhr71rW/lCU94AgCLi4tceOGFvPzlLydJEl7wghcA8Gu/9muU5YGX6/9fQFmW/Omf/im/8iu/wmte85pHdNtnn302p59+Or/yK7/yiG73fwo33HADz3ve87jlllv+rw/lfjG6hke44IILOOqoo7j55pv51re+xc///M//Xx/SfvhJ5tH69et5z3vew9atW/8Hj+xnE6Ox+ckx1p4gryqKMieIA6zOEVJhK0uR5r4XLM2wMTQGFcKqKIc5cNoJojgiDiPqtRpFlaONoJ9VhGFIWRm0NshBpMFKHFochOyZW2L30jLtVg2XtKjHkq9cdCnnf+lyNk5NcOxhq+n2NTiHNTl3z8zTKzWnHnswi72Ma+7Yw9dvnOOEx+9g1aZpeqnh5ltu4/pb7qBTWRBQlSWxs+iiw2FHHs2uG39IsTTL/MISB29YZOtEzOxiTlFqGq02rtIsmdKTq7LClAVhPabRaBGEdQQRCwsL9DqzIHyCQIBlfHycVqNJr9f3vXG9Hk5DhMFpg1KKOK7hnKDUBVgvp02zHrNz+5iYmKJZbzE2NkUSNZicnKZwgh2330Sj0WDdxo2EyhcorA3oAcudRRZn5hifnKIWe3dSoSRxHBNENWrJGGFcIyhLJIU3uRRq4PIqBjLVvj83eHlnGEYI5dWPkVIEUpGmKUuLy/T7faIwwGo9JMHCKqzxhZ+iyFhenENECbW4jqOkn3aYXdjjUxiqlDLrUtZqRHEder0Dvk4fESKoLf7gTeVNXZzAYNDaEeAGIY7eAGQlu84ah6mqQQOswwyeDhTa9+tJowmsHcoYnVtxUPJZdc4J7x6El4qKQYnYCTnII/R9iqGQiEFMghI+X7DUgzB240BIfLRfgJGK3XMztJM6Lz7zLE5+wgns2zNDUfbZefcdjNkubdskzDUxBY3JNu2xhP+8+FK+s+067tqxg5u330ZeWGpBQnOsTVIPCYwncI3WJI12ixOOfgJPfvJpbNi4CW0NrWZEpVMmxmsszfZ4xnN/GesE/3rh+1k1vRY3kGlKGeBcNdSbY/UgxJ6h++pKnMJK9dNaixu4T6lBWRoGRFxIHxXhDAyI872JorD3GO8YZ4fnAAZGP1oTSYsNAtAaHTqc9X2A1uKNf4QninLQPOuMdwMNB9punMNo63NzjPYS1QrCeMUgxvcBGmN8tXEQdL/iEus48PL3/yQe/ehH8+QnP3n4+xlnnMHBBx/M5z//+SER/GlbMP00oNvtorXm6U9/Osccc8wjuu0f/OAHP1PVq6uvvvr/+hAeFKNr+P9tGGP453/+Z84991y+/OUvc+GFF/7UXRM/yTyamJjgVa961f/A0fzsYzQ2PzlazSl0Zw7rcqRsEgUxDks/y8jTHjpPKcuSMEr8WssY8rSP0b4qGAWKJIkRwSBzu0ooSktZ9RBhCFZQVeUgbiskjhOi2Msok9YkhYgol+eoE5K6Dv+17WqeePzhHLJhml27Z1g9tQptDbtnZpkcG2ftuOGk4x5NWhnKKuf2HYt86z+38aJfmmJqw1qQDcIwZiIRLOeO3AjK/iLLi3N09u1maqxOT7fQVUovL2i1IibqcP2OHVyV5kysapNIL220wiKMwVSavCyIHHS7HdI0Jc9SRFkiAkWr1URFEWGSIKUPYddlRRj65IB6q01caw1NWgIp0KYckOMAgfKRdMqRJHXqtSa1epO1GzZx87XXcOsN1yCso9ZqIQJJKANPxkufhwgWiyEIJLVag+VuBySkRY7qK6rSEMYJUb3pvU6EwxYVeZ6Tpv2hmWIQBGhjEc4RRTETazYwNtEm63awhUbnOQ6BUL4lTBeD9XAgB5FrksqALAoqqahKSz30BopREBKGDtErKbOCstKYKj/g6/QRKae4wdMLWxmovIzR2EGTrDaIYcUqQA4qUc453CB+QFvvlGmMAWMHpeNBYPu91/krvWoD11EpBEpK4tAby0gpBtVIhxQ+3cAKR6kNON8LJ6V3bxpuXwgfpl6VzMzt4aDVazn7hWeyZfNBbL/5NuqhQZk+G5qCo4+YphYbsrTP7PIit961j/f+06d47wc+wX9dcilX33Aj09MbOeLwRxO1Guyd2cVdO7f78HYCFjvLrFmzgd077mbv7F6OOulRrJ4ep9WqEQYJQVhnw0GriEh59DEnsWHzofSyjpfBWk9c7YCcOW0GefUKpyQEPh5C4bNYyrJAW40Tbth4rPUgyHKFSNmBVFZbcAY12LZQvhwtnPS5gZW/IBmMuRh8buU4VrSdxjgf8onPNRSBIpQKghAZCJzwF7kIxKABOERISRCF/icIhz2cygkkXgsvrBteE2YQJm9xPo/yp9QsRkpJFEWMj48P/3ZvSc4NN9xAHMd86Utf4vjjj+eUU04BYPfu3ZxxxhmMjY2xadMmzjvvvB/b9qWXXsrTnvY0Vq9ezdTUFKeddhqXXHLJgx7TrbfeylOe8hTa7TabN2/m4x//+PA1Ywx/9md/xlFHHcXY2Bhbtmzhd37nd+j3+wD8yZ/8CdPT0z9WDXrnO99Ju92m0/HZP//6r//KE57wBCYnJ9m0aRNvfOMbybLsPo/nm9/8JuvXrwd89a7dbgPemfa8887jmGOOYWxsjEc/+tF88IMf3O+zMzMzvOIVr+CQQw4Zvud973vf8PU4jrnzzjv59V//dVavXj38exAEfOELX+Doo4+m1Wpx4oknctVVV+237Qf7Dhs2bOA973kPZ5xxBu12m+XlZaqq4vd+7/c49NBDabfbbN26lTe96U0HXD0777zzeOUrX8ldd91FHMe85S1vIY5jLr300v2OK47j/cZiRaZ35ZVXAvBP//RPHHfccbRaLdatW8fLXvYy9u3bd5/7vOWWWx7yPu59Dd90003Eccy3v/1tzjzzTNavX8/GjRt5/etfP7xfAGzbto3HPvaxtNttjj/+eL761a9y2mmn8brXvQ7gYY/dCj796U/zuMc9jqmpKdavX88LXvACbr/99uHrL3nJSzjnnHO44IILOProo5mamuLxj3883/ve94bv0Vpz7rnnsmbNGlatWsWv/MqvsLy8/LD3fX/QWvPGN76R9evXMzExwVlnncX8/Pzw9dnZWV7xildw6KGHMj4+zpOe9CQuvvji/bZx1VVX8axnPYv169czOTnJKaecwje/+c0H3O/f/M3fMDU19ZBJ09e//nX27t3LWWedxdlnn80XvvAFeg/w5Pn+7nPw4PPsQO6FP4ofnUfvec97gAcfoweTPx7Iedi2bRsnn3wyrVaLo48+mn//939/0OMF70fwl3/5l2zatIl2u80ZZ5zBzMzM8PUHutf9JHP4R7F3714OO+wwXvayl+33sPf+xmbHjh2cc845bNy4kbGxMY477jg+/OEPP+B3fLDxP9B7yc8atCtwbmCkKBVIQVlUZP2UPM8oy9Kb7Sl8lrM1WFMNMvP8uqooCnShqSqDNn7tFkYBoVQ+29kY36ojJVG9QdIco94cJ+vn7N69SDvI2XfT9/i3f/sMwsGjD99CP6sgSTBO0+t12LJlM8cddTjT401u3r6Da264lSMPO5TnPO4g5mZyrv/vaxgPLVr36CzPs266TSwEO2+/m+233kCvs4ztLFGvN6k1m7RqCTrtkhVw1ObVbGoUzN5xA3t37qQoCkIlCQbrb2stnU6HxYV5FhcWyNK+zxQXkOc5pqxQeJ+JFTd7nESpkGazydj4JGPjkzRbYyTNMVotH1cRhoqpyWnWrz+IVmsMrf13XV5aIM9zWs0xZBBw6223ce1/X81VV1zGFd+9mFtuvI7FxXnq9TYTE1NEUYLWlqoyw/3neU632yctciprcEIRRRFxXENYR5r1yNMeRVGQ5zlVVVGWOeXAMKZWq9Fst2i324Nr/SCmpqYGRRg5zNh2AxPOymhUGDA+Ps7q1WuYXrWKsbExarWEWMXYsiSutTn0UY9h/UGbmBibJIpqB3ydPiKraFsW3trV6uFF6ctsclAqdYMnFt4n0jrjowKUJ2XRIBoAIWCQdScHDpdIX+UDMAOjkzBUhFKglCAcXBxyUOlaOVEr9ro/dmML7ukpW9H95lXJUrfHhunVvOg5z2FirMbs3F5cf4m5W35IUPXI8g7fv+52rt++g+/94If813ev470X/hsf//zXOGTzZk484Vg2rj2IU5/4TI476Rk89gnPYeuhRxNoyfSaNfzi88/hvLf+A7/8S6/gUY8+lD37tnPzNf8NhcDJkLK7A1v8AFUzNMbh+BOO4vDDj0IQYK2j0iXGasqqGmb+gX9yIMMIGUY4KXwv5gpp0qW3xXUgEQONdOVJ+6CStlI1tNb3Ad7bnhgGFUGfK49wdigDVsITNoN3LvWOV4ZgUPELpEQhMGLgYOMkSvhKYBiH3vpYBIQqHJDCABX6vsYoinDC3wDL0sskVo6xGmi/rbjH+OenASv6c601u3fv5k//9E9ZXFzk13/91+/z/VHkrYDPO+88Xv/61w//0X7lK1/JDTfcwOc//3m+9rWvMT8/v9+Cot/v8/znP58jjzyS73znO1x66aUcc8wxnHHGGSwuLt7v8QVBwLnnnsvv/u7vcvHFF/PkJz+ZV7/61ezatQuAd7/73bzjHe/gz/7sz7jqqqv40Ic+xEUXXcSf/MmfAPCiF72ITqfDt771rf22+7nPfY7TTz+ddrvNRRddxC//8i/z1Kc+lSuuuIIPfehD/Pu///v9Sj5PPfVUrrvuOgA+9KEPceeddwLw+7//+/zd3/0dv/d7v8dVV13F7/zO7/DGN76Rf/qnfxp+9lWvehWXX345H//4x7nyyit505vexJve9Ca++MUvAnDHHXcA8K53vYubbrpp+LkdO3Zw/vnn88EPfpD//M//RErJK17xiuHrB/Idoijiwx/+MEcffTRf+9rXaDQavOMd7+BTn/oU73//+/nhD3/I+973Pj772c8e0OIV4Hd/93f5rd/6LTZu3MiuXbv4oz/6IzZu3Mh3v/vd4XsuueQSNm7cuN9i9ZJLLmFiYoITTzyRCy+8kFe/+tW85CUv4eqrr+bTn/40P/jBD3je8553nwu8ww8//CHv495YiXR505vexBvf+EZ2797NBRdcwD/+4z8Or9k8zznzzDNpt9tccsklvPvd7+Ytb3kL27dvH8q6H+7YAVx55ZW87GUv45nPfCbbtm3ji1/8Iv1+n1/6pV8avicMQ7Zt28b3v/99vve977Fz505WrVq1X7Xj7W9/Ox/5yEf427/9Wy6//HJOOeUU3va2tz3sfd8fLrjgAowxXHTRRZx//vl8+9vf5rWvfS3g7ylnnHEGl19+Oeeffz6XX345J510EmeccQbXX3/9cHyf+9znEscxX/nKV7jssst43OMex1lnnTWc2z+Kz33uc5x33nlceOGFP3ZOHwyf+MQn+Pmf/3nWr1/PC1/4QpxzfO5zn7vf99/ffe5A5tmD3QvvCz86j37913/9Jxqje+NAzsPy8jIvfOELmZqaYtu2bVxwwQV86EMfYu/evQ+6/c985jPMzc3x+c9/no9//ONcfvnl+137D3Sve7hzOMsyzjzzTLZs2cL5558/VAw9EF71qlexZ88e/v3f/52rr76a17zmNbzuda/j61//+n2+/0DG/0DuJT+LyNIOZZHitCdsldEURUGv1yVPMwIVEQUhQgiSeoO43hiqs6SzWOcw2lEUxVAJppQAo9FV7nvg0pRemlOWJfVak1ZrjFq9TZQkhNKyfizihtt28+WLv4dTiqXlLlVZ0qrVWVxcxJY5oS7opX0ykXDTjbdgi5S0nzOx4WiO/rnDuHumw03bZ9h+953s3HEXB69ZxVNPPIKpqRalLtkwXWPt6iZLC116WReFxmqHMn0mIs3BayeYnFyFDGLyMqPf73t1XuF7HtEVabdH2u2CscM1IcZQlD5WQhclVmsUge+1kwEiCEBJwjgmjGNUEBIlNcIwoCp9VXXVqtU0m02klBR5TqfTIc9zQBLW6qRpzp7dO7nzjlvZfdcOZvftpZ92UWFCo97COUd3eYn5+XmWl5fJsj5Zv4cx98SYGWM8uU/75HlKmWVUVXmPoq4qKLKMIsuH5zEIIlrNJmvXrGbjQWtZNTXhCyd4xZ3AEkg1KFgporhBUmvQbreZmpqiXoupiopQwNjkJEeceApPPP0FHH3iyWw4+GBU9L+cI1joksJohHBYO+g/k2IQXxAiBjl0cI/EUwjhc+2Ew2KGZC4KQz94AoxzBF7XibP+yRmDJwhOCoT1PWihUgRCDkWC9yaDUvq/K+GdQqWTQ2ceJ/zfF3s5q5otnves51BVBXfcdgfCFZh0gUZUp0wzFrs9du7ukLsSIaAWNDly4yYec+SjedGv/BYf/uynueTSbfzX1/+ZnT2LDJusbYJ0lluuv5rnPueFHHXsCRS6z7HiFEJgbrbD+PQCq+LVZN09tOtXIXRCUo/AbeXwLUdyxbaLEYJBgHw1JM+hCgbf1RHKe07jSvaiFM5Hdhg3SEy897hYLzO1XlgpB+6qxnknK219Kdxg8P2qA7npig2yH1BflVvJXxS+vxLwJNN4oi4FVM4hnCAIFSoUSOEzDP0kivBREwGBDKlEMXgS4idDkZcDUxrfI4gANbAdDqT6qXla+OIXv3i/39vtNu9///sfVO745Cc/mZe97GUA7Nq1i29961v8wz/8w9DU5F3vehff+MY3hu/fsWMHnU6Hs88+m0c96lEA/N3f/R1nnnkmcRzf73601rz+9a/nmc98JuArfP/yL//CD37wAzZs2MDZZ5/N05/+dI4++mgADj30UM4880y++tWvAnD00UfzqEc9ii9+8YvDbdx9991ceeWVvPGNbwT8IvrUU0/lL/7iL4bb+Iu/+Ate/vKXc95553HQQQftd0xhGDIxMQFAq9ViamqKTqfDBz/4Qd785jfz0pe+dLidH/zgB7z97W/n5S9/OeDJg1KKQw45BIDDDjuMD3zgA3zjG9/gjDPOYGpqCoBms8nk5ORwn3v37uWyyy4bvv5bv/Vb/OZv/iadTod2u31A30EIQb1e348gXHfddRx99NE8/elPB7wJxArRPBDU63VqtRpSSlatWgXAaaedxmWXXcab3vQmAC6++GJe+cpX7vf0/dJLL+W0005DSsk//MM/8JznPIc3v/nNwzF517vexbOe9Sy++93vDntY742Huo/7wgtf+EIe//jHA/DUpz6VLVu2cNVVV3HmmWfy5S9/mfn5ed7znvdw5JFHAv6afupTn/qIjR14Urtt2zaOPfbY4aLyda97HS94wQuYmZkZVoX7/T5vf/vbqdX809Kzzz6bV7ziFaRpSr1e55Of/CTPfe5zh3Py0EMP5ZprruEjH/nIw973fWHNmjW8613vAuAxj3kM11xzDe9617tI05RLL72Uq6++mq997WtD2fk73/lOvvGNb/De976X97///Sil+NrXvsa6deuG1/Sf/dmf8b73vY/vfve7nHnmmfvt74orruAVr3gF733ve4fz+ECxtLTEf/zHf3D++ecDfs4+73nP48ILL3zQPtx73+fgwe8VQogHvRfeF+5rHlVV9ZDG6EfxjW9840HPw1e+8hUWFhZ417veNbzOP/zhDx9QX93Y2NjwGjjxxBP5whe+wBVXXDF8/cHudT/pHHbO8fKXv5w0TfnSl740JO0Phuuuu47XvOY1nHTSSQBs3bqVE044gYMPPvg+3/9QrtEHupf8LKLKc/Jel1AGvkqlFFIJr34KKsTANbTRGmN8ei1JvUW73aRVbxEOXCIBTOXj2Cyasip84Hk/RecZeT8lkjHxWJuoHqOCBCVDwlqNegCX//A2Pn/5DSAl6ybHWJ6d9Q/RnaBWaxBLS5qmWCuQpiRp1OkXmqCbsnvfXlrBJGOrx7lk22VU2tFK6hy1ZSPt6Wnm5+cZa04xMzdLUeSUtmKpqymrPhOrLEmS0C0rFroFSji6C/N0Fgztesx4ewLb1BSZD3U3uvTFC2vRRYkYuIEaE+1XDBDyHi6xIrnEWu+oWmSgC9LMk29tK4TCS2+tJow0daEwlmFkXRQF1JIG080m7fY445MThElElleU/YyZfbtY7izgjCNNUxaX5qi3K6qij5SrUMLRS3ukWceTWOWzIo3xLqDWWvIiJ89zhPJtcsb4vsZms8lEqwZVn/FmjSgIWSxL7KDvUSmFCBKCMEZFEUI64qhGkiQA9B2sWjPNCSefQq09wdziHLt37GB23y6Kojjg6/QRqQhWziKsQzmJUgEyiIYWqJ7Z3+sGMyCFnpT4YpHF+Qlxr3y7FSKAdQjns+2GWXSDiphSIUEQIQI16Ct0w4m1QpiklEjlsMKgpMNZgwokcRIRRSFLvS6bJid54VOfyNLCDN1eTlkUdBYWsCbilt1z3DzTxaoah249mGO3HsGRW7fymMccwbOfegrPOO0UxtoJT3rKKWw+aB12dh7XX0Qv7UDv3cVpT3oSb37L2zhky6Po9nvMLMyjjcEGlqRZI08L8txQuHFuvT1j7q6rSWevYLnT43GnncEJJz+B5aUFT36tr6wFgSSOQ2q1GnFc9wYs9+7tG0g1V6QFK68Py83G4ow3axG+cDs01jHOO0s6581/nBlQQmcxDqRxYH2fprX+vDtnkNaBC9AIL4Wg8vt2ILBY5+M6JMrruINgcI68jC8KwsHvAZXR5FXpcyaNvVdlUCONJ5+s/PenBH/zN3/Dtm3b2LZtG1//+tf5gz/4A1772tfylre85QE/t/KPHjCsXJ188snDvwkh9vv9sMMO4/DDD+dXf/VXefvb384PfvADlFKceuqp1Ov1B9zXz/3czw3/f2Vx2u12AVi1ahVf/epXedKTnsTWrVvZtGkTH/7wh/erMp511llcdNFFw3H//Oc/T7vd5vTTT8day1VXXfVj/UKnnnoqzjmuvfbaBzy2FVxzzTWUZXmf27n99tuHMrRms8l73/teTjrpJDZv3symTZu47rrrWFhYeMDtH3744cPFyI+Ow0P5Dvc+bwDPfvaz+da3vsVLX/pSPve5z7G4uMgRRxzBYYcddkDf+75w2mmncfnll+OcY2Zmhttvv51f//VfZ25uju3btwNw2WWX8bSnPY2qqrj22mt53OMet982HvOYxwB+XB/uPu4PP/qwY3x8nKWlJcBL0sbHx4eLY4BTTjlluEiHR2bs2u0227dv5xd/8Rd51KMexaZNm3jlK18JsN81vHXr1iEJBIYPIhYXFynLkttvv32/+Qb82O8/6b7vC/eWSoK/rqqq4o477uD73/8+cRxz6qmnDl+XUvLEJz5xeD7DMKQsS84991yOPfZYDj74YB796EcD/NhcuPvuuznzzDM599xz+dVf/dUHPK77wqc//WmiKOL0008fqh/OOeccLr74Yu6+++4H/Oy958uBzLMDuRdqrVlaWhr+pGl6n/t+KGN0XziQ83DjjTfSaDT2u843bNjAhg0bHnT7P3ovmZ6eHt6X4cHvdT/pHP6jP/ojvvvd7/LFL36RsbGxBz3OFTz72c/mb//2b3nzm9/Mt771Lcqy5LGPfSxr1qy5z/c/lPF/oHvJzyJM5Stj1npSVG81abbaTK1Zz8T0OmQYIoOQpNYkiJvEjTbN9hgyDLwHgnOEKqBerxPHMaEKhsHkQRDRnBhDSIezmjhUREoOnPoz4kCwe98MH7/oMnRW8ZTHHIfJu1idIQNBVfZpNJtMr16HVBGz8/MYU3HEoUdQrzXIywKwLGUdepmlM7eL3Tvu4KBN00R1xfzsPvbu3c3NN1zDDTfdzLU33kg81iZ3AWm/pBIBhbEUpWb9qjqPP3yMtlti+/Yd3L5nhsXlDr1ejyzL0FoTSOV73ZRvG1IItHNYw6DfzvdTmoHqTSrPFaStoEop+0tkSwssLczRWVoYtn9ZM1iryoBarUGj1SQMQ7zLvkRIv51avY0KA5Y6i9x5553cvf1Obr/tJrZvv4OZvXtYXlig3+n4jL+yoCxSTJFTZClZ2iPtLLG0PE9RFARBQK1WJ0lqRJF/QO+zsgfOpoPWoTCIfaTeoKAShgFlWVIZPfAFkURJTBDHBGGMDCJ6aZ+lpSWcc9QaTYzWlL1lbrv2Si79xle45srvcuN11w3beg4Ej5BrKIQDpitCX7YNZYhC4gZOkdb6ri4YyACMG+ZvhEJSDEiKlJJA+H4yayyV8+5IQiq01VjccHsrLqErvYRhGPoYCHHPgfkKpAUcwlkiGeAkCKFYXlxk9do1PPOUx9PtdMm7XdxaS9KaYGnvbohyWmSMt8dZvXoCk3cwWcWqehMZC3QYsNQtufnLX2TTkcfw9ne+m+v/+1rm9+1FZ8uMr17Pk571fFZNrOH2O25m387bwIV0FzvosRpjY4a8r8k7HUqj+Oa37qS78J+c/YrfJA0dTvR52rN+jWuvvpyZmRlaY00CFaBkBPjYDZQ33rEDHbrAl52d8z10VkIgJEpJb8k76MUcymmFJ30SCYP+Qd8f6+4Jrhe+D1Ro7xoKAmmc12yHnkkaZ3Fl7rcbCJTwok0tPEk0yucdDrMcA4WSYnBMFrcSvDqoBjvrkM4hhUQP+hStcAMy78NVK/zE+mnAli1bhotu8IuaVqvF6173Ol75yleyefPm+/zcSl8cMCQ5916ogl8IrEApxbe+9S3e+c538tGPfpQ//uM/ZtOmTbz1rW/lJS95yQMeY6PRGP7/igRopUL/+te/nk996lO85z3v4ed+7ueo1Wq84x3v4F//9V+HnznrrLM477zz2LZtG0984hP53Oc+x/Oe9zySJKHX66G15s///M/5y7/8yx/b9549ex7w2FawsgB6xjOesZ9MaYV87t27l4MPPpjnPOc5aK155zvfyRFHHEEQBAf01PjeY/Cj45Cm6QF/h3ufN4BzzjmHdrvNBz7wAV7+8pejtea5z30u7373ux+wIvRAeOpTn8ri4iI33ngjN954I8ceeyyrVq3ipJNOGsq+7r77bp72tKfR7/ex1tJqtfbbxsrv99fH9VD2cX9YeTp5b6xcV/Pz8z92TMB+VdpHYuw+85nP8NKXvpQ/+IM/4F3vehftdpvLLruMc845Z7/3/ejcuvfx9vt9nHM/9n3uPf8ezr7vCz+6AF95mNPv9+l0OhRF8WPv0VoPo1Zuu+02fuEXfoGnPOUpfOxjH2PdunVYa9myZcuP7et1r3sdvV7vgOSK94VPfOITdDqd/Uj8Cj71qU/x+7//+/f72XvPlwOZZysPax7oXvjNb36TM844Y/j7L//yL99nr9pDGaP7woGch263e5/X1o/eb+4L93dPAl/NfLB73U8yh7///e9z8cUXE8fx/fZw3x/e8573cPTRR/OpT32Kd7/73bRaLV71qlfxZ3/2Z8OK+L3xUMb/ge4lP4twzj/oriUNlApRMiRqtplshYxZR5iELM3tHVS2IgIVUuQVWV5QGk3swqHSp9/v+565SnvDlolJGvUWMogI6z5SC2cpel2cNkSB5Jobb+eKW+7k2T/3eFq1hLk5SxQHKBkiG3WSWoss67PQWaY0lm4nQ0YLNOsxjdYalroLBC4gI6XRmGYs6HH5VTfx/WsEU7UaFTk7duzgoFWTjLcsgRJUVUYwaAXqd7sQN5iYXs+6qQZKhHTSW1nCB8pXVYWQ/nhwK7EMIRY/v0IpcdbLabPMS0rLsvRZemHk8/YCibQaXfQo8pRS32OoWKs1Bm6evg8TC7ryhaQ8LzCVX+OmeYbqLZGVEq2t//dU79+GtcI36q5JpCKyLGN+fpZQCYyuQEAU+PMVRTFKhlSmpNPpeAlwFBEm8T0EL4oQQUxhKuygx3ByYozde2MW5gsCvGGjsiCVb5kqi5Tu0hJpqJAqJFCC2Z3zXN2fIy80/dSgohCnFMb+LwfKKxRCSFQYECYhcRh6zxYgBJTDh7tbH+XgcKAEgZUIY7FSYJWjKn2PmRArrBkqYVHWYNUgEN751xRukJ8S+qDylYzCQCExSCN8gLozA4MVAwQE0hEoQTfTKBVw2kmPoSoLdL6EiCPK7iKrmmOsPe4o8u4sOptAhwGBAJIErR1dDTaviHRJHLTAaq6+/FKOf+wTOem0p9HvLLOqOcHE6vXYMOLyb3+JH1x5FWvWbeTExz+ZidWr2HX3DnqdlCBYggVDGMGGw7ZgzQncuudIFuavpSo7bD7iOJ78rFfx7x9/K0IGBNK7IgUrWmJrkUKihqYqA02yBakkyjlvq+Kcdw0dGPRgvcFoIKBCYJw36hFCehJoLThBxUrlD4wEjR2Yygj/JMppbwykEyQVlTSExESBBKMRSJxShEgfFB9InAKkGPQtOspqxcTGl/1DJNZqBrkhCOuJPIUhE9491AoGDqI/HUTwvnDsscdireXGG2+8XyJ4b6wsAn/UnOJHn4hOT0/z13/91/z1X/81N954I3//93/PK17xCo488siH3PMD/knVxz72Mf7gD/5gv8XrigHMCo444giOOeYYvvCFL7BlyxYuv/xy/uiP/mh47GEY8tu//dtD+ea9caAL+pUF48c+9rGhTPXe2LhxI1dccQXXXnst3/zmN3niE584fG1ubu6Axvn+8HC/w3Oe8xye85zn0O/3+cpXvsIb3/hGfvM3f/MBe6geCGvXruXII49k27ZtXHvttcPq0ROe8AS2bduGc46tW7dyyCGHUFVeNn7vSgLccw5/lLj+JPv4SZAkyX1Wan60UvZwx+6jH/0op512Gm9961uHf3uoC9yV+fej1/2DVSQezr5/9Kntyu/NZpOxsTGSJNlPJriCFTftz3zmM2it+cQnPjFcRN9fde7ss8/mqU99Ki9+8Yt51rOetR+JejDcfPPNfP/73+cjH/nIflUv8BLIT37ykw9IBO+NA5lnK6YmD3QvfNzjHrdfz/L9VaQeyhjdFw7kPDQajR+7bu7r+B8qDuRe95PM4SRJ+NrXvsZv//Zv87KXvYyLL754UCV5cKycu9/+7d9m3759XHjhhfzJn/wJq1ev5nd+53d+7P0Pd/x/lmGxBGFIFCWEKkLKiDhSJI0WFklZ9cn7Czhn0FUB1iAHazCtNaHyssj5+Vn27N1F1k+974aMyCpNEjUI44iw5vvZyrxP0fNOlVVVceOdu5hePcUhWw9mfrFDo5bgCkdpNDJu0k0LlmZnabfbjE9MkUSSLC/pZBXaappxg/nFJQpbgYqBgKlVY+zcMYM1OeunWlxzW5cdO/scuznGhBHjjTFC5VhcnGdsbIKNa9ZRlB32zmfUm3UOPXgde9OCIPC5094fIkRXZlCZq2PxVcA4UKh7jYcxhkCEwwppPU6QCKoyxw16Cy3O9w0mMcJBnvWp1WNw3n2+KC1lWVEUOSqO2XTI4UxNTVNvNogiSRTEWF2S9X1+48LCEv1+FyWhLDQT1qDCCOdgcWmeRpIQxzHNZoukVhvERIRIGWBMMkg4cFinsQOvjpVijVc/OoIoYWJiAuFguTPP7L4dmLJCCl8BdsYShjGteoNQ+P7BqqooihRbGmqFREZ1WmFIre5J54GoHVbwyBBBAUEgCaOISCUE0tu1gkXYGJRCBMov9k01NIEx0uGEwGhD4BQah5GOcGBEIgQ4FaBxyMoSCIEYBEYGQYC1nvyFYUDlLEZaHyAvwEnfLedKQ6U1mBJURKTqGO0wVc4JRx/FmvFJ9u28g9nFgkM2jVOLBAvLC2yYmkaYDfSKvUwEIa7KkTJG1hWL3RyjQzKZsdRfpNsrsBquu/pqrrjicqSwHHnokbRXreauXXdzzdVXIGxAVJ/g5ltvZnpqDXfv2snOXXfxuJ97IqaRM79jB5WeImoeyq033MrCvh3UGuO44Gaak2s5aOsxLM/tJIoi1EDyqp1BWoEIBMI5hJRUSmANRFJhB2zPWXfPU8YVcx0ETg5kuUIOeindwNHVYJ3/f2stVAbtvEmLutfDOaEtNoCAEOscDoeyCqschTNIpxDCIpQCoQiVL/0roXDGUmlvaqMZSIDx51Moiax8XqDGeidU56XCevAEJwxDAqkI5E8vEVxxo1xxxnwwHH744YCX8a3IOKuq4jvf+c6wgnLnnXdy3XXX8dznPheAI488kve+97184hOf4Prrr/+JiaDWer8qTbfb5T/+4z+GC50VnHXWWXziE5/gsMMOY/Xq1cNeLyklJ554InfddRdHHHHE8P1lWbJz586hBO/BcOyxxxLHMTMzM/ttZ3bQ1xDH8aDRm/0knpdffjl33nnnflVZeGhPkx/Od7jooos45phj2Lx5M41GgzPPPJMbbriBCy+88ID3f1/H+9SnPpXvfve7XH311UOiccopp/DmN78Za+3wKX8Yhhx77LFs27Ztv8+vOGKu9PPcFw50Hz8JDj30UObn57n99tuH/VLbtm1jdnZ2+J5HYuzyPGfdunX7/e1f/uVfgAO/BuI4ZvPmzT8mo30wB86Hs+8fPV9XXnnlMKz9pJNO8hUAYzjqqKOG77nrrruGDyXyPKfRaOxXSfnnf/7n+9z3i1/8Yk455RRe9rKX8epXv5qTTz75x477/nDBBRewbt06zjnnnB/r3bTW8tGPfpQrrriCxz72sQ+6rQOZZwdyLxwfH/8xae0K7v3dH8oY3RcO5DwcfvjhlGXJjTfeOCTK11133U9cfb33scOD3+se6hw+5phjOPHEE/nYxz7GYx/7WM477zz+/M///EGPZ3l5mS9/+cuceeaZhGHImjVreMMb3sCXv/zlofHXfX2HhzP+P8uwTiNFgMG7vJdliRIRMghIez3KvKDKC6K4gXMVKnDEifdciFVAlvWZne2wsDhHmvaR1tBNuxSlIau8k2Wj1kBYMeins8S1hEajQWk06dISjz/qCKoyZ77bZd14i3TJcef27Rg97/9NTXwbVatZZ3Jyku3b78YUGU5Cq92g3ljNTXfc5UPctSGIWzz68BbdziyhUjzhuHVcee0eLrm54KhNkg0Ht5mb3YtRgs2HHYlzMLNvjubkahpxwObVEbuv38feFKyQREkLEDhjqHRBGCWEgyqoMJqklhCFfu3YbLRpt9ukaUoY+jH0pjv44kIQEAaKcOC+2V2eZ2G+CUITRzW01mRZMYiwK6g1W2zevIWDNmxCRaCExGlD2u9Q5ilZP2Vqapp+v09VZfT7GWnfy1OtEN6TQ0qclERhMsgydARBhFIK7SxRLaGm65RlOVSdrPwAQ+OY8fYYSSCZX1jNXePjzM/NAf7fdm+uKJFRBCYexMKBchHQpyoqnKmoTEme9jBOUG+NH/B1+oj0CKowIIpDArnSp6YIgsT376lB36BSSAflICtOWocMlI96cN7cRA1MXySeEFghkdah8ERFhQHByhMCJQnigFoYoQb9ZkJ5li2sG0pIfQh96RPTpcDYijLNGBsfZ017jKX5WW7fPY9QUPQWuPaO3VRVzo3X3831t9xBXuYslw41NoYuM3SeUhU5i4uL3LFnjqXlHl2dcdfcPq689mquu/4a9u7bzbcu+Rb/9NEP8JXPXURnybBh0xGsXr2aMtvDzu3f4aC1PerxHdxx0+f46mf/hv/8j3+lSGvkS/PM7rqWfXO72LlvNzvvupOF5Q5T67bSTGJarTGiJEEIvEunvCdn8R43okEPHso7hg6Ioz8XPltFDtxZtbM+riEQhIP8Esu9GnMH0Q0r0R37RXpIhUQirB9Xr2kXODsw9MET+UCGBDJAIrHau2uWZUlWFVTODM2FVuCkGOQkDpqCYSBPtaDNPT/4iIqfBlx//fVcfPHFXHzxxXz1q1/lr//6r3nLW97CL/7iL3Lccccd0DYOPvhgHv/4x/P2t7+dr3/961xzzTW85jWv2a+Jf8eOHbz4xS/m7//+77nlllu49dZb+au/+iuklD/Wa3KgiKKI4447jk9+8pPccccdXHvttTz/+c/nmc98JgsLC9xyyy1o7XtHzzzzTG699VbOP/98XvjCF+5HFN/whjfw+c9/nre//e3ceuutXHPNNbz85S/ntNNO+7FK1f2h3W7zyle+kvPOO4/PfOYz3HnnnVx88cU861nPGvZdHXvssSRJwvve9z727NnD17/+dc4991ye/vSnc8sttzAzM0OSJNRqNS655BKuueYaqqo6oP3/pN/hPe95Dy996Uu55JJLhsf82c9+lic96UmAJ9tPetKThkYb94WJiQn27t3LpZdeyl133QX4Bd63v/1tbrrppqHZy+Mf/3huu+02vvGNb+y3wHv961/PV77yFf7hH/6Bu+66i29/+9u84Q1v4NRTT/0xgnxvPJR9PFScfvrp1Go1fvd3f5ebb76Zbdu28Xu/93v7EZBHYuxOPvlkvvnNb3LFFVdw11138drXvna4j6uuuuqAK3QvetGLuOiii/jIRz7C9ddfz9///d/fb3/lI7Hv7du381d/9VfccccdfOMb3+D888/nBS94AbVajac97Wkcf/zx/Oqv/irf+c532L59+zCm4gMf+AAAj33sY5mdneWCCy5gz549fOADH+D73/8+q1ev5tprr73PKtU73/lOWq0Wv/EbvzFcjPzmb/4mr3/96+/zGFeyA5///Offp4HPySefzObNm/nkJz/5gON0bzzYPDuQe+H94Ufn0U8yRvfGgZyHZz3rWbRaLc4991yuvPJKLrvsMl73utfdb5XyQHEg9zr4yefw4Ycfztve9jbe8Y533G90xr0hpeR3fud3eM1rXsM111zDnXfeyac//Wmuvvrq4Xz9UTzc8f9ZhhMKK3wGYN5fpLc0T7rcZ3l2nuWFWbrz+1hanEOXFUmYDAobIVEQYoxhbn6vrzo1Ghx+2JFsOewoNhx0MOPj4zRqMcZ5V/UiT+lnPq4gjhNq7Sa33nI7adbhyCOPZOvWw6jHbe8+H9eZnFxF3GryqEdt5uQTj2F6vEktiZjdsxusIQxDCl2xuLhIP6s48egjiOKAsJagogjVaiIaq1gqA+r1iMMObhLH0C8tlZQ4WWOyvYpet8PufTOUVmF1xe49d5GmKUccvJbpZozO/YN9Ar9+12VBVqYs9PvkpVebCSU9uW01qTUbnjcoR1GVLHWWybIUbRy6ckPSZI3x/YS68JF0laYsUvbt28GOXduZW5inyEqUkNQbYzTaYzQb40RJTOk0RVWSZQVZkWNxjE2MMz4+SRRFWKepqgopBc16i6TWQAXRoL3JqxDLsiQvfR91gCOKQu9oGsVIN0gs0NpHS5Q5ukwpdYkxDukkSRz6ipYY+J0or2osi4ylhVmydAmdp/TTJbTWpHlK2l+i11lk7+w+FpfmKO+nZ/q+8MgQQSUxQoBUBMq7+IgwQkYxMpReg+gcRvqcFOEcGkdgGRA/MXSv9M6g3rVSOu/qGUhFkiQD7avESO9cqfC9hE4KlAqRIvBuo4OcvEHGAGEUe/01DuMEpXWgKwKjmV1Y4OAth3Dk1o0s9wsOXr+K1ngLW/UYDwVFashsgYoTwjAicwGZjNi9tMTu+WU6fY01AdpCagLmegVXXn8Tl191DeNjMS9+0Yk8/xcP4uhHzbJ57Eoa+juUnSvZcce1zM33uenaG7nlppvZt2uOhZkbiMI9aN1l+123cMdtP+Tum69nzx03kxUlrdYEURQhA2/+EgUxTvn/Z5Cnpxi4KAUKFYVEIiRQyv8E95i0rOiU/ZOGQbwEAwdX7jGP0U4Pq4kr4yrFgMQHCiG8vW0wIN5GSKzxeZJWSNRgn0KIwQWbeXcnXQ1dXbHOb3twHIETflJhkW5QNR64RqkwJEkSX2UEjP3peKL41re+lWc84xk84xnP4KyzzuKTn/wkr3/96/nYxz72kLZzwQUXcPjhh/PCF76Q5zznOWzcuJFzzjln2CN36qmncv7553PhhRfyuMc9jic84Ql885vf5DOf+czDMib50Ic+hDGGE044gZe85CX81m/9Fn/+53/Opk2beMITnsDOnTsBb7Zx4okn8t///d8/Zo//vOc9j4997GN8+tOf5sQTT+TZz342RVHwta997T77xO4Pb3/72/mN3/gN/vAP/5BjjjmGV77ylZxyyinD3MPp6WnOP/98vv71r3PkkUfy13/913z4wx/mta99Ldu3b+cXfuEXAG9F/m//9m+cfvrpB9w4/ZN+h09+8pNs3bqVs88+m2OPPZZf+7Vf47TTTuOd73wn4OfTFVdcwe7du+93Gy960Ys45JBDOP3007ngggsAf7737t3L4YcfzvT0NMDQfGXnzp1DF0PwFZ/3v//9fOQjH+HRj340L33pS3nyk5/MZz7zmQf8zg9lHw8Va9as4VOf+hS33norJ598Mm984xv527/9W9rt9rD35ZEYu9///d/nSU96EqeffjpPfvKTWbNmDR/84Af5+Z//eV796lcPY0UeDH/8x3/MS1/6Un7/93+fU089lSuvvHLoDnt/5lQ/6b6rquL1r389MzMznHLKKZx11lmceuqp/P3f/z3gZYcXXXQRRx99NL/0S7/Ecccdx9ve9jb+8A//cEjanv3sZ/OGN7yBP/zDP+S4445j27ZtfOQjH+FVr3oVn/jEJ+7TrKrVavGRj3yEr3/96/zjP/4j4B9k3Ttm5d74xje+we7du3nBC15wv+P2/Oc/n8985jMHnP14IPPswe6F94cfnUc/yRjdGwdyHqampvjXf/1XZmZmeMpTnsKrXvUqXvva17J169aHZWp2oPe6hzOHX/3qV/O0pz2NV7ziFQ9KylqtFl/60pfYsWMHT3/60zn++ON529vexp/8yZ/cr3Pswx3/n2UM17RAnvYpspQi67I4P8fsvr0sLCxitMVpi64qH8lVFmhTUhQ+XmJifIoN6zeyatVq6vUmYxOTrFm3nqnJNbRaY5RV5Y1MlpfpdjsYo+l2ejghOeH4x7HxkM1s3HIQtUiwuNChWWtQa0/y6MMO5vRnPJODDjmMRx17FOvbMXXZZ/V4m3WrpxFW0OtXlJWmPT7JkY86lMmxJvV6jbmFJcZbNTauX8cPb12EoMYpjzmYZjNi12yXialJ0iJnsduhFoW0YkkiDdaEzC1UqLjJ1i1rWTs9jnKK5tg4U6tXk7TH6aUpZdrH6tK3AAU+Z1pF4XD92uumdDt9DAYVBlggCGOQAUY78jzDGE1jbIKJVdOMT0wxNjZJqzmOFILFuVn66TICQ2Xy4Rq33+2SLi2h8wwhDP1+n9nZWebm5uh2uxhj7qnQDQwp7aAokWV90n4fozX9fp8i61NVFdY56vU6rVaLJIlpNps4J4Z+HUVRsLi4zM69M9yxayd37t7F0nIXKQRW+H8nfA64Jssylpc79HsZRVF4eWkYoqTEmZIoDGnWGoRSUekDD5QXRVE8rJX0G97wBm67+jIIY2pxk1bk8+xsIJEqRBmHBgQOYwpsZYmiBKECpLU4YdHaO0MaXQ5Krb4HUElJEMZebxvKYcad1nrgDhr40PJB5ISxXju7Uja9R+aosYXxclWpkHH9/2Pvv6Nly+76XvQz51yhctWunffJoc/pPp1b3coC5UCwLdnGRjDgmvB0GTZgYSwJ69lGMAy+hifGIHkg+QHGQo+MLBEsISEk0cotdT59+vTJZ+dQOay1Znh/zLWruxVwg/sK+VLfHnv02XtX1aqqNWuP+V2/b+AFt9yG0xmd3oiFepFbD85QqZT55LmrXLx4kVuOH6McGtq9hHHm6A1GEAVYqeiPLK1OhyRLECpiNNb0hj0ybdHGTYytN585yOmTVdJhi85Ys3pplxtuuofDR2+hWJylPLvA5QuP0epcZnv1IlqHNJYOc/axx7h2fZMsS3jRc1/OwvIhNjefYK6gESoiSYe41OuptQSrfS+j1tpfbRCeICkpULm3TwgB7qnJqw7JkwmuAIkdo20GxjBOUoYmJcsy3DhjbDLvIXTkHwKf7hQpf75DlyGcQIsIpQSBUogwIhAKlJh4+ewkMMjf35eE5mEzzuGMxWpDqr2G22VeV72vpw6i0BNUrZEIpHUcPHOGd77znf8ry3iKKf5vxy//8i/jnOOf//N//rf9VL6m2Nvbo1QqTaRhSZKwtLTET/3UT/EDP/ADz+gx/q6+d1NMMcX/HvhK0+rveeM/QQhJvVojVAGZTpEqwghJZlJ63TZWj5hpLLB06BSLB5bBaebmmhw4tEK92qBSqaCUIkkSBiPvW8tSwzBJufTEeR68/7O0NjaJg5BStUKj0cApRWuUEQ32+Huvegm7qeOD7/tDAqmoLyyztnqVf/JN34CJQj770GXm5YCaHRGXa5SqJUZW8OC5VR47fxGLYabRoFyrstMasLO9ibWATTl0YIXVa2soYYGRz4/INEna9Um799xF5DRJmjFEsNUdUa/NoFCEpRrjzHJxq0tUqXPo0CGEsLTbbdJR5gMBdcLKygonT91IvTHD7s4Ojzz4IJcuXUIIQbXZoFapUcjT84fDIeNkyGg0ZHFxnue+8MWcuflWmnPzPr12POL65UtcvHSB69ev0+t1WDl0nENHjoLRdLbXSccDisUyUSGm2+2ys7Pn99jOp+gHUcw4yRiMR0ipJsGV5XLZB8DkgwuHRDtLvVoiiiIGgwGjgZ/SxYUyS4eOsrK8DDpjY/0a2xsbrG2uce36FXq7u4RCIKMIKwLioj+vJhmxs71OuJ86GimvuBMp1qaIoIyxCpvnqvzX3/6jr7hWP+BVp3xrnvv1rHgEhQyJg5BYSaz0LDmQAiX9lFAmKYlNEdr3/1kpUMInSSrrp0BKCZzNO1OET/pUCKRwWGGx1iGtQWa++sAogXCWwElslqKdlzRG0v8cKUF4GaMUgiwMUImjOxpxcukAM5UGn3nkQQoGDjZDusMB/+O+x3jssUvcenKJuUaT1CXMBkPWNruooMhur4dUoLXCOscoSWn3OzhhKUcFrB4TRxFxVKZQiTh/eYsHz24igyJOZxw7eCPz87dz8sY7iSsh1y49xqC9xcWzF2jtXKPb3iV74GFsIImEIcASiDFjbRgNu6haHWssoQwwocBKRSjAICaFo1b4xM5QCARgFRPvnczLKa21Xn6bSzCf7HZUQDaZFoq8E1I7fy5QavJ+KiEJ93tOsDipEEYQKIEIIwQCm2kGJkUqMemARIr8eP6xlRMgHQF+cpzlzw/rwDl/bBlQyA24RoDJ0pzYPhurd4opvjb4rd/6ra+Yavj/ZHS7XW688UZe/vKX8/a3vx0pJe985ztRSvH617/+GT/O38X3booppvjfG71eD6UUpUIRJQXj8RhHQlQqEwSSYrGITiEsxCAFw+EQZxOq1SJhGFIulyeF5Vr79MzhcOgrETJDFEXU6zW6m9uTUJEkSag0GpSs4uID5/lis8LMjXflATKWYWa54dRhFhaW+MJnP8OcyViYX+R9f/aXjLOUkyt1jh+YoxY55hdm6fQHdLpdHJJyqcD8TafZ3Nyl2+/w4LkrLMyVOHFgiXG/w6PnHqdWqqHCMlGg6O7tktoREDFMHSao0BkMyAYDmosSGTcoliskCAbDMYXYW8PGwxHajVEimLx295Q6tP19qxQhxVKFOI69j08nWGt8Uj6KUa/H7tY6SsJMc85XqznNsNtiY20VkxoCtcqo1yVQEApLHEX55DGkWq16gtkfMB6OfPqlVNhRkge0+ZRpKeVELhpFsc/w0BrhHFmWMRoMybLM27KkJAxDsizz3YLOkowz9joddlttRsMEYy1hPklWgkkuiqJIEAQMhgNQCjMyWJtQiiVxpBinCZ32AJ0llBtfnu781fCsEMEgKhAFgfeXCRBK+V45wMq8M9CAdhApH+VqnUM+pfgdYSfkA5d5T5gUKOcLzqW1WJ2RaotGoFwIOLJM+1TMPBt2f3rkck8b1mJzQmidQ8qI08duYGtnE2kt9VoNGRa49+x5nnh8k3vuuZUX3HyMzbVNuokjigrMLoUsEHFz6QiXt7Z54noLpwrI0DFTF1QqVZyBVjf20hiREamIxeYSWZaxs71KEMZ8w0vv4fQNx7BZn61re/zxb/83wqDA0UOHsVmXZJgQhTHlWp3FZoPZeoUxGY+fe5B6UVMII0Z6jHEuJ7oC6/yUE/Dl79JhnUPho4ud/xFW+NLG/S5B9omh9HUQzjmE8dJSK7zcVFnQxoCSKOeTQp20BCogUp64WWsJBdggRgU+zdM5hzbG9xAiEE4+xSDr14z3JnrZpxQ+/RTDZMyulJ/0+nOmkPux1Np48igk1tknq0KmmOLrHB//+Mf/tp/C1xy1Wo0//uM/5u1vfzsve9nLUEpx22238cd//MeT6P1ngr+L790UU0zxvzfGwxFCCEalMhLhfWtAkPfLlWJHLxnl+Q6+Tsurn0KEUGRG44TNa7nUhGCMRyn7lQblYpEwjvJaBYm1vk5sttngozsdju506D9+nouXL1BrzGFkgaXZRdZ3d2nMzXJzc4a3/fx76e+e5ztf/62ocYv/8z+9l29/8Rm0STm72qFWq1AolZESOttDojAkUJFP4wxCNnZ71OKIuflFdlsdqqEiGSY88NAjzC8uMLOwDIFGGME41eAEpWLA3t4W3b2U0vwiBsOonzAaDNEmIUlSsAnD/gCMRevMSz51isAi5JPyzP3sEdjf7/qcivbONusKskGHQWsWiWBz9SqDXp84LhKVAtJkzEBYFuYazDUXvGVBevKdJSnOWD/pcz74aK+1y167gwwiCkWfgGyMmSR3B4Gd5HVkSUK33SFJEkKpkMUiUaHgVXXS+/6yLCHVGVlq0KlGGIuSEiF9cI2MQwph5K1wSiFk4BV2QhCHIRpHXCj6fnEkhQw6u32+gp37q+LZIYKhDwVBhJ6pW0OGr3ogszgMQRgijCWQARFykl6ZGYsTGcp6l5pVYDMfhILw5BFjSJ0m1RkyiHIyKUl0BsbhwsBPrKwkQ4MUBMZhcoKDcVgjaY9Sbjl5A/29Ha5srBLLCMUI2XOUoxJ33nojd95ymu3tLa5s7rDUPECxHFGIFE7G7HbHDHqamVJMtVSg3YNeGtLqjun1OrnHzeuBK7U6dqQZtDcJw5hXvPZbeN23voELF85z/6Of496/+BDdzT1mZ+s8+kSXjbV1qrUG84sLZGOHk4KRBYVm1FplvnYAqw0ms+gAAiNzIm2xVnidtLWTiF2rBOTePTwtxKknCZl2DoHMf+O/QiERTjByvkBeWIfK5aROSIQUBCpEBRIpFYFQOKGQShC4XJ4rDSARQiKkQyDwQ3ImQQPGGJw2iH3JqLMkzk6mwzIIJuvDOh8SkxmNFgLh8qQx+/TkpSmmmOLrE/fccw8f+tCH/rafxhRTTDHF1xRKSlKd+CqE0HfIGa0ZDoe5IsqiREAyHJGlY4qFGZSIqNcqkyBAT/hChNOTnAfnEjJjkGEw6W50jkmNWpIkjEfb3PKc52CF4eN/9n6WDxzm4OGDmGTMzsYe7blZjs43+P/+zn/nY5+7jzsOlzhS2+Ujj67yD1/1Sn70/3gtn3/gYZqXNlldX8MaUEKRZSnHDh8h0ZoZ50iTEY9fucriwgynji6TDLqMUkskFWFYgrBIVCyy0Kiztb2HCmsUw4Bxt8uJA3Mo0efi9hqt7W0W5ubRZsw4TdBJirU6Vwzm4YZJSrfbJk1ToijC6JR+v08QRIBEWomxDmMzpIJiMSZLx2yvrbG3tooMI7SxzM4vYFRIt9ulFIYszM2zuDhPtVoljn0qZ7e9x85gQKvVIooigiBiOE7o9/sMh0Piot9jAzitccZgM40JfQBimqZkWToJcMQ6+t2e75YsV/Mk3YihSbzq0WlskoI1RDnBNcar4+Iwyi8C+L7wcrnM7Ow8sRBolxIGMVmWEYUx9Zqk3235rI5niGeFCCLCXDooPfnLezycs55Q5BPCMGfCofV+r6HJZYjWkYk8AdIYkA4DZGlGEHiZqMEhVAQEGHwvRxAEaOETepwUqCAkFAocWKnA+kQi6wSpMczOzBHHMRutHY7VZihVCxw5tMJ2q8dMpcShZsSl8+d44PGrxEFMuZ4RZwHtxDBIx4zHY+YbFXpJypXdDr3E0u0OMdYRBTFpNqRWm6FYiWhvbzIcdLn5ltt5+Td/Gzfeejsffd9/47d/+/9Ha9Dj+bfdybGDx/jwRz/Izk6b+eYsR4+dyMNeQMkApy0qjrj79tMIJemNRggcIfkkzzoQEUpZnIEoT2HNtMZog3ACFQQY8AQqH63vewSFrwr0xNk6DBYtHE6DML7w0zpQNsCpvNrBWZQRhDIiCPyVE2ktQgpSZ3BWIKxBCYWVCisc0viaComf/skg8BPJXAJsrfPlmdJLTn01iMUo46/2WIOygLMYmCSMKs/xp5hiiimmmGKKKb6uoGSAtSNGoxFRFBMGyssFkxE29iXhSimGgyGjQQfJEqVCSCgFQjiiKKIQeWKSGp8SXyyU0VYSpBpjNSonCdaaSaheIBWJdhycLfOFT32Wm++8h5lqhb3t62jrKAQFQj3gLz/8GX7nv3+c44uzjEXMT/32Y7zsxd/IL33PG3j4vk9wpZdw5swZThw/ys5ui6BQ5KBw7HY6iCCkWKuwc6VFt9ulXitz8fIWtcYcM06TZQO6e4ZMSiqVMseWF6kUYs5eXsWYAsloxOrmNqiIwGW0e2PWjUUEkhCJEs7XQcTR09KKrTZIBFjhKzWUolBwCCdB2MlwoNFscujYcYphQHd3G5ulBHGBQrVO5iSd/ojBYJ0ojHGzABKLQAYhxTACa2nv7LHnDLu7u2SZmfgBK5UKSN+76bT2lin8YAZjvIXJ+KDFarWKtZZ+t81w1EcGAQ18l2e5VMKajED4jsP9AMV9FZ0xhlIUEcfxJHBRCEGhUCYIArI0I0nHZNIwToYY53A2QMnQq/meIZ6dHkHnR9fCOnQu8QycwAiBlN7LJYRPF42iEGnBaF9JYDA5qWFSWYAVEy9bkmUokY/KjZeQ2jzwJBCSUEiGzmIzi7P42grlDZzC+elUJBQpY8olSSRitMpYmJ+huLjEufUtrl9e5fDKEj0Rcn11hyzLWKrPMBM7LHBlp49MMmYaFVqZ4+pej8EgAxSNmQppliFtTFSaJ00crZ1tmo0a3/iy1/JNb/hODCn/5f/zb/nMvZ+k02tz/NQNHL/lZj7ypx9kODAsLyxy/PARarUavfEQIaHgHKEKcEqhhMDlNRBIX5/ho2otQlt0LscUUhFKL7udFMM7/+Zbnh4RG8hc/in8xM5h0MZhDUhrcNKghcEZJtIEyJNGwxgVF5C5hlkEATYzOOuvgCEd2lgQoCKFUgJjfNCPkAqn/FoQKu+LzL2K+6E1+4ml+xDCdwrucz5rrY+ekX6iOcUUU0wxxRRTTPH1BN/tZ/L6JTfx+1nrPKEpKeI4ptPtMuh30ekYW5BsbG+SYr2EsNGYJM+GYUihGOGkIkl9kmRUiP2U0FjSNPFSxVQjREBrfZsDzQq1WoO9vXUKCHbWrzJ3oEFvA+576H7+j7//Il7z6lcRFgvMzS8xV425/zMf44P3PsDcwWN0d33h/MrBZaJChV6vw3arR71YxGCpVyqYhSq9QRutSxxZPMLVSxdJpSJzCp1BZ5jy2OUtSrGgUalSrZYZdSOubm7SmGly0/EVzl/Z4/JWl7AQUy8XKRZiMuN5wH7GhecI3sIUhiEyHxr4fkafTWJsRhBFLC6vMLe0TDkuUK/XsekYEQVoF7C6tkm306G1uUkYFZhp1CmWAgxjnMsYqRCrDZWK9x9eunKVbrdPo9FgcXGRmpQMBwlB3sltnUEKCPIcjixJGQ2HRMUCUSEG6+i27SRzQzs7qcsT1k3CZorlEjoboVOD0Rko7yP11et5W0BU8CQwScmSIdakCBUiUGDHFKIC8ydOIP4a2tBnJyzGefmnMxKrHM5az2iFfyJivwje+QATX2RuAYu2xjNn5++3nwyaaYPNyeM+6XF+PEXgJEpKMuvJpFSBT8zJpYLG+r455wSBDHB4P2IQSJwdUi2UGAUlLj5xmbKwHDq8RLXaxDLm5iNH+MY7q1QaRVrdhPNXtkiGhnq5xGaS0e5nqKCACFMiGTFOErCCSqXMIBnTH4yYrTd4xateyTe87vVsr17hP//cT5Alhrtf/CoefOhTjEYJ73//+9jd3iGMJEsHVpg/uMI4SSgGMcb5KwyBkBOts5WCIPBXRvY79aQTGAVW+5RU6/JiducJ3lMXz75+2uUkWkgJSmCwCARagpEWrJ++Zs55T6BzucHWh8NEUUQUFSZmXYUgNRqEmMQka+fluTL/kCghcdL/UfQGX08OAWSgCIWavK798z+RfVrv7zT5B0cp5SslTK7D/jrpEZxiiimmmGKKKabYh7GaLNGYyHj1lfD7Im3yYJEgIhmNEdIROBD4cDytDb1ul82tdUbjAcW4RBQXJz5BIbQP7IsCCsUqMpQkiQ/RU4GgEEQ4fHDMyrGT7F14gEIh4p6Xv5brn/8LPv/Zz3ApinjeHXdw+3PuIqjWKJaqjDubfOwLF7i03qFcn0OP+wRhCSElzUYNJwN0GvPKb3g+260u1y6d5+47Xkc9Erz/T/+MJy5fI0lHxMWIYS+l2axQDCXJYEiqDakps7i4yEyjSFIdcX1jk+3dPY4WayzMVtkZjhmOEkYjn70RyiAvstdEKgCbD0SURCgoxQWslL6HXDhPsHFESqHCCKUCwlARVcuosI6Tir1Wh9FwwOb6dYajhMWZBvV6nWqljpKCdmsXhSIIJJkzaG2xqSZUAbVajVq14TlKaiYDmiCQaGvynm2B1Yb+oEst9JJQq1O/X1Xh5GJAlhm0TidTwDAMKUQxPeH9kM4ZAhF41ZtQZFbnktiAKFQoqTC5j3CmWaFcO0K/20IIQX12lvH4mVX5wLNEBI2zKOswyhMG6yk7Kk99DITEOjEpCJdK4KzGWnBeCUqm9STdctIZF4W+JN4aDN6jJp/ye2MMSko/ActL5z1pcZOJIi7x4TJBQC2sUyqVWDy8zMalVQ5X6kSNKu1hQjgaUK8FHDyyxCArsjduY7TGiIBSLUAJS3+vA1ZSiAIKxSKNcp32cEwnHXmf3TBlZWGexcVZ9rbW2bx8ng//yfvoDUacuOVurl69wqg/pF6tIQU44cBopFKkxstYY6UQkZrUPEgE2nrarFRAJBUahxEOJyw2J0syD27x4Z5Plsy7PD3UCUEgpe9ddC4nzTnZNDY/NRLpJNaA1j68RQiFwPc0hmFIpHxEsp1oMj2RdGL/eGCVv8ohLL7mIxATI7SxFhXmhC7Xfst8Vrl/zvYrLfwFBIm0FvLXtC97kLFCa/3XGn9PMcUUU0wxxRRTfC0QCEkchIRBQCB8n7bTJq8/kxijGSdD0jTNS8sbfjJXn6FWq+Gco9Vq0ZNdmrPzlEo1cBKnHaPxEJ347kEpJcamGK0wSUI/TKmVLXNySKfVZenISSqRZu3s/axvbIFIiWQBIxSPXF5jOLxOrVJlu71DpkE4QakakRlHdzig2qhRLBYZJ5r55gynT57kSJJy86njlCLB6uWLzM/MkWLZ6HZZmV1kcUGjkwHt3gitxjSjAlEhoN/vk436rCwvsLg0w9mLGzz42ONooRgMMwJVYKZRZtxP6Y4GNGfnCYKARKfIEIQCsIQqICwUEGGAyVI/YZUKnKQY+9o5a61P65Q+QHF/opgkCcYYomKRxswc88sHaNZrjPodeqMOUVSgXCujdY8sSSkWi1TrIZVS0XelhyFqKBgNUwIpkSJA6wxrR6jAn49AeOlomqaMBj36/T5SBBijUTjS8YgkCUnTlOHQrwFjs9wbaXM+5HNH/GTZkqZZngppKZViwrhEMmwjnKFUKpGkPp10Y2OHbrf9zNfps7HYtZUIbcFZhMjTQq32Zd9CkTjnE2yCAIclNH46aK0F42NhpRBom2G0wwiJCCQg87JyNSEZUgYI67DGIHzOyEQy6ITAaeMJEgFKeTlkOtYcObDCwswcFANiQm44cBArFV+8vMZsCGphhsXDSwySAQ9d2KDSKGDHhoFzHJlteuOuhtSmlEtVlppziChgt9vn2voGs40lqrfPosctYqlo97o8/tCD2KiAFSUe/PznyJIBURATxhFztQp7rTat8Ygsy7whNIoIVYi2ljAIsMqTuP0pmMiTPyMhsUKSYEH7SZnLe/VcnqI56QsU3h+4Xwmxn/TpjMZzSIsWBqH9BFDjwGqE1hisJ2liP6nI+/WkswienOAppfyEMSeDdj/lSvqVbJxGGz/ljEJPKH1/IFit0fk4XSJ82itPIfIynzQ6O5lq7r8WKSUuy56NJTzFFFNMMcUUU0zxrCGIIypBQKlS8cmT1l+4n6intEZrTRiG1Go14kIBbQGpqNVncdbS63fodTo+PM+CkAFJMmJ3e51uu0Uy6OcER5OlmpEKqNShYIdc2tzl5N2nWFpYRHRX6Y3bzDaKJOlhnDG0OgOSUYCRIZ3EMj+7TL+7i85GFMImMkgpFisEQUC320WGPqF0OB6Rpf54G61tRhoOHjlIqVrEpiPSQQedOJJUMxiNacyGxHGR/mBMrVrBCEmSak6dOMqgPeS+x68ioiqlQpFipYAeZzyxukEhhCQdkY4ToigmTfREJiuUzKvqFJn1U7Q48DaqWqPJzMwMpVKJUEnQCV4ouJ/KqnzOhUj8wCnwuRtZlpAlY0qlEkIIOq02/X7fV3mUyrlX0aKEn+xZ6zNKQhXirMA4gzEZCIgnZNQxGo3o9XqEQYwMA3r9Lp3WNkoYRqMRg8GAbrdLq9ViPB4jBQipvLQ0KmAyzXA8Rmvt7VzGE1orQYYBo9GI3d1d2u0Owib0eh263f4zX6fPznKXpMbishRfBydReRJkIAKEcFgrcE4gXIoIQpSQfhyYb/ittRjtJ4hCSKxxmHw0CgInQeSbf4RAYibyRKs1iJw87NdGBMa3KlhJMVAszc5DCMIqNnfHhIHk8uZ1Ov0e9UqFoYEr/TFq6AgCyXp7QNIecGShRqNY4NrugLg5x3KtSqlYQJiU1fU1Wp0BM5WIlbkixdkKnU4Ggx5LM7MYHIfnZ9g7skJvr017UGBnt4V2hqX6DNnSAdSqI45jtDW+hF0ICoUCKgw8CRaCIJ8CAhibgVJIJQld3i+DnQTA7BtlJ1JL40Nj9tXC+yTKyQBj7aTg3WDAaZwzGPKuQQdGGAIXYvL3VUovy8VZbE7YtDUEMkLiiaVweAIoHNYalPXSXBUHhCrMjb5+ImqMweLJKvvn05hJabzFeZmrkJNJ4b501No8JmuKKaaYYoopppji6wlCoKKQQqFAHIdgLEJ5GeF+8Ie1lkKpSLnmO+tG/QGq00UvasIwJlAR1lp6vS5Jqn2Ans7IshEO7ffGKshtUSmOEofqMdfPPUZjfpm6GDG4/hAzy8e48fAhOoMRweo6SWePTm/IbDVkcfkIa7t77LW3iaOISmGOsFxEmZAgCCkWfa+hVRHd4Yh2b8jpG06QjhOuXdX0R3uUKwFXLg85e+E8laJkvlJktzsmDCJ63Q7lcpVarYaMItY3t3DOMdssU6jGFGKFlnDq6BILzQZnH79EsygpVhtYbdjaXKff7zMeDAlkiA92cUhjEdJAZrGZITFjrMtoNGeYnVug1qgjrSUZ+X2jUHZSOeE7sDU6TXIPJ0RRRKlcxOqMve0dLl68SLvdZmVlhTiOMc77EYOAp1iY9rehYpJxsh8UE4bRhPRDrnazjmG/R7vTQkrJYDDIiWCHXq/jCW3em10oVpAqT+TPMqw2RIWYYqnk18F4jDEBw8Qwbu+ys7OH0ENC6Qj+GvURf42bfnUYa3GAdYZMJ6TZeGKSTXRCojNGaUaSpNhMk+iE1Iw8c5bOj0vzydJ+Oo4fjXriZ/MZqVIBCIkKA1QYTsiPHzx5X5yQwSS4BiTaOKJCiNWOUWKBgItrmzxw+RoXr1zG9bvosMT6zh6PPXyF69sDolgSjFLm5maYX55lmGbsddrsjIdcbw84e3WNR69cQ9iAZiGkEUcMRy02Lz7OztYundGITr9FNuiQ9jucPnSQW286wy03nubmM6dYmJmjHMe84MUv4kXPfwHFMCJLUvq9Ac45P9ZWAU6AEpJI+oUrAWme9M4Fzss9VRgQhiGhUk+mDimJEv5L4wmUfco589HF5NNVn+ppbIbN+1hsHt5jMBhnfCKV1pj8ClaW385kmkSn/t8434OjDTaX7wrhZaVRISYqxHnAjHiSyOUF8074D1ZmfE2I1v7Kj9UGbQ1CSYLIn3Nt/e0sblK6OcXfDL/8y79MqVT6v/04xhje+MY30mw2+bZv+7Zn7XGfyfP/m77GnZ0d4jjmD/7gD/6mT2+KKaaYYoq/o7D4XufJxeu89mw89hUJaZoxGqdUq54kAfT7Xbrdbk5O/L44imKCIMRZjTYpcRixuLjM4UMnaMwuUilXCeMC4zShWRIke2tok1GvKMbDEY2ZGY7MxoSDDYQJKdVmEEGZWnOW5956muc/5xQHVxZZmFvk1E1nOHL6Bs6cuYU777qHM7feRnN2jjTzz+fw4cNILN3OHsWi4uihZeYadS5f3eCx809QqVTotDRZktFs1ImiAr1Rwl67S6NeoSAF1kg2O11m6w1Wlg6xNL/AylyFqnK4bMzCUp0jBxdRwpEkCXvtFv3hwCepBt5Ph5NYY3z5fJr6/bHzktFC7Imr7/ULiOM4z5jwctF0NAZ81obJvJouLpQoVKqUK1WMg52tXfb29iiUitRqNYLIEzKttS+vn6jR9gcwDiU8/zCZBmEpFAqTeo9CFFMsRD4JtlBAOBgOhwyHQ0ajka8QSdKJGk6qABmEBEEwSQx1zpJmYwaDHuPhAJ1mOCkZjMd0O22s9Y81TCxRpfGM1+mz4xG0CRKVJz16HevY+hMigxCTWkTgp10RISZP/QkkaByp9Ex8f6KlkKAU4imbfOEEofAdIVIJXF6sibU+kVTkCZYiLyknQIqQzA5ohiXCUo00cYzNCEXGztomsTI898YzpE6xPXL0+2129naZmZtloVwHK7i6vk1DCg7P1+kQsbm5S5IkVKpFZkpQUBKTapIkZn6+TCmxtPb6DKUgSfoEVlOqKIqVIp3BkJl6heWZGTCCKC5z5NQpDnW6FCtlMgHnr12mPx5RjgveC6cUzuUdf1IgHb4X0WmcFD49yGSQW+WU8D18ToAAojxVyRmb10i4vDdQYAV5YqjIzyOkmfZEzlq0EOAkiRsTECCs9BJVmCR8Wqu9QVdpbF4ZIo1DKFCBIrAQxCFCSkymfUiMUkgR4KzGGe91lFKijcHkEcj7a8EY44NnZEgg5ET+uk+GnxorPMXXLz7xiU/w+7//+/ziL/4ir3zlK7+mx37pS1/Kz//8z39NjznFFFNMMcXfcViHwZeND4fjCZHwSjZD6hLfC1eqAjAaDmjv7qFU6MP2lKVSqRAGge+yCz0ZcQSAJMsyklRTrVQYp4b67BzzZei2dlleWoHxANI2zbhBkPUJKlXSa6usPn4BGQXcdtstnLjpduJqhefXF0ltTKvVQbiMUrFCGCnK9RrNZoNSqUSr02bt6iXmm02y0ZA+hmFi2N64Qq0YMDM3w8vvuZ1aZPjgxz/BeJixvrnH0vIC1XKMNY5mvUIyO+Ch85d5tBxxYHGJMAwpFgo4kxKGFYojx4WNTUbaEEURa+uS7iClXi0jg8gPgbRhNE5w6IkUUxqHzi1IAr/vFfsJ9YFCp5rxeEyn02Ew7JEZzXDYp9/roOfnkWFAVCqTppYkGVEsxjQaDVKdsbO3izOWZnOOOFakOsNIlysT86GH9JY2kBSLEcVi0VugctVjGBUol8s0ZpoUiiW/f8+yPO8iRexLS0M1sVc5aTE2y6WoDqsz2r09gkBSrzcRVpAMh0RhSC0q0x330FlKMoye8TJ9Voig1QbnNNpa1D5z3a8LyMbEIkYq/6LysEqkEFgCsJaCkNjIj79NmiGEhUBNiI+UwcQTJsEXNwJCeh2tzOWBKv+QhMKiMSSDEfValZc87xu4vr2BCiSPXV2n3eqyPFvixXe9mIZMefTaOq0+6JFhea6OUBHX221iBcqmiHJIefYwWXfE2HoCpkcJbZNyfKnK3ME5HlvdpWcDVpbqpEYw2OkxJqFZiLHJgNEwZag1aT8lrEFRxhSyHgMjcMUqCzNNjh1d5NjiPPc+8CDd0ZjZWhWJYCwtJSvBgfFtHNj8qkEkJaETZCpAOIXIeyKUfLI+wgIukJNUVqFUrsUEoS1OWZzzVRE4R2aN/wA5i7Eyl/Y6hLAI6cCAQ+GEJXMZoZA+OdTkBfYyRGC8ZzSIESIvxsSnlUohvAwVPykyzuahOJpEa58Ea8EIh/ZKYHRmCcOAMPAewyzL0Fk66Uac4usbrVYLgNe//vXMzc19TY995swZzpw58zU95hRTTDHFFH+34ZyD/IJ2mqYTf1oQBJCTwkIcYp2m1+4wzlI6nQ7LBw/l5fERMzMzkKvjlFKevAzGpKknDQ4DxlAuFDk4W6MkB6RRTHt7k8OLVRaX5qiEBlUIUE5RK0pOHl4iKNeYrze8x4yIzijBWI2ICoSiQL8/oFCOqEUhc0vLFOMClb0y6+vr9PtdZqol4oJia22D1fUO8/PL3I7ksScusDBTZjyO2Gq1CeKIcimmVozZ3d2lUa9w8MASzgkyB3GpwKmjB/nCw4+zsNhAb68xTDOOH1mgOjPH5vYel648wTUtKdfrhGFIkox9Dx9QiINJ+CA4KpUS9UZjMgUMwyDPsnAY4wvhe/2OD2eMQ9JsTLvdottpUSnFRFFEsRgzM1MnTccoFdLpddne3qVSqZDqjADHYDAgHWVe9lsIfQCk9RNMgFKlTBRFJMmYLEtIU5/iqaKIuFCkWq0SRRGj0SgPcHzKmiFPR809pVprbx0LFZl2iLHwljigXC4z7ncZjUaIuIhyligyJMkz9wg+K+MU4ZzvhMCXIu6ng7q8gkArBVJMGHOkPP/UxiCkRAfST7oAG0hEGBALRYSCIEAohco7Q54qBy2EEYUwQkWSQiAR0qK8/QxtBe1Rwk2HDlCtCTpj6PUS4rTPPTee5PabbqfVT3l4bYN+GuDiEnecuoGleomt1i6t/pjN3Tbt3pjeGC5srLHd7pKNE7RL6ScDUpNiC2XGI8tsrFi7vsonHzrP1Z09toZ9OkNNqz8iwDFTUJRUgpGWdi+lm2YU4wpH5ho0GHHfufN85oFHWV5Z4IW33UmzVGcwGiGUJJIFpAiwTuCQuWwTBIrUWoxzYA1gCQKZF79LpAwm77s/2cKHxeQzQGGfJH3WZFjrUzi11Xm8beblonkwDFJ4qQP7RfAGq1MyNFYn3iMKkz90SsYg8knxPim1zvsDEXmsbi4vTRLScYJLNTrNSLWfDCrjUM4ny+5LSPdL54MwwoXPks31fwFf/OIX+ZZv+RZWVlaYm5vj277t27hy5QrgKzOe85zn8E//6T992n2+9Vu/lec973kTbfpv//Zv87znPY/Z2VlWVlZ4wxvewIULFya3/47v+A7e+MY38ku/9EucOnWKRqPB3//7f5/d3V3e+ta3cvToUZaXl3nzm988+UNy//33E8cxH/jAB3j1q1/N/Pw8KysrvPWtb50Yrr8UWmt+8id/kltvvZV6vc7NN9/Mr/zKr/xP34NPfvKTvOIVr6DRaNBsNnnNa17D5z//eQD+/b//95PXf+DAAb71W7/1Kz6GMYZ3vOMdnDlzhnq9zvHjx/nhH/5hBoPBX3lsIQSf+cxneP7zn0+tVuPGG2/kve997+T3XyoNPXDgAL/wC7/A3/t7f49arUan0wHg3e9+NydPnqRer/PSl76URx999H/6uqeYYoopppjiq0FrPbFK7dcE7MsWw0ASxzHOWHq9HuvXVxkMBt6P5xyBiojjIoVCwcshpa9BiwshUjqyzNAfjtnptAiEIeisM+x1SXWCNmNiJamXS4yFxVkF5QIzi8vccstxTh1dobEwzyBTXLy+Ra+fsnZtjZ2NTZzNKFaK1BtzJNrR6gwolitUKhVuv+0Mx48epj9os7m6yrXLlyg3ajSacxQqdfrjhM3tHYbZiI3dHoN0iM4cSkAxtqytbQAFatUCwll05jiw0sCYjCvXthkkmjRxCGcJrObUoXlefOdx7rr5AMXQcPXqFXqDgR9wGEMg1SQ7IowUi8sLHDh8iFLVS233978qz+DIkrFP8JRQa8zQbDYJlUInKcloTDYaIyXMNBssLa0QBAHjcYpFsrG1w8ULl7l08Qrra5usr6/TarXIUpMfx3sIrbUEKvJKuHwvvb8W9lsPRBBOntd+sIyUAkmemYJ7slkBQZin7UdhgZmZ5mSKXI6rxIUyidH0TUJiJHFUoTlTe8Zr9FkhglJKP7reJyFCIHKGW4g8ww5URCi9fNMIcEqiIv+BEEoiAkWkAkLpXyxRgAoDCjKYnEwhPJHZTwoKghClAgpE2NwP6Mft/o2uBJLRaMTZSz2KjWXGesjy8gKZcFzY2ODslWt0M196Xgsd690B17sOJb2OeK9v2e4n7IwShmlGuz9glPsFt3pdtCqwtzfi6toao/GAUqR44soql65ukqQZg1HCTmuP3tiShDE3NMocazQYo+iPuuyOhnT3WhyYK/Kae26g3xtx9sJFllYWufnoMjPlIlmWEZrMJ3sG4NBkTvsFIVVe9aDz2oX9xehJubBPhsfsk3MA52xOBHLjcr44nfHkyxo36UTxY++nB7I49j2DKVZnkOWlnzJAigApHJK87yb/8O3XQmDdxCht8y+dZv4DmKaYbH+anGG1w2o3eR4TGajMiWYY/K1LQ69du8arX/1qpJR86EMf4oMf/CB7e3u87nWvI0l8ueu73vUu3v/+9/OhD30IgPe973189KMf5d3vfjdBEPD5z3+e7/7u7+a1r30tn/zkJ3n/+9/PYDB4GnkMw5B7772X7e1tHnnkEe69914+/OEP85KXvISTJ09y4cIF3vOe9/DLv/zLk+OEof9D82M/9mP8h//wH9jc3OTd7343v/iLv8iv//qvf8XX87a3vY13vvOdvPWtb+W+++7jh3/4h/nRH/1Rfu3Xfu2rvgfnz5/nda97HSsrK3ziE5/gYx/7GJVKhde+9rVcv36dt771rbzrXe8C4OGHH+Y3f/M3v+Lj/PzP/zw/+7M/yzve8Q7uu+8+3vWud/GBD3yAf/fv/t1feQ6EEPzoj/4ob3/72/noRz/K3Xffzfd+7/fyyCOPfMXbR1HEf/kv/4VbbrmFD33oQ5TLZf7yL/+Sf/Ev/gVveMMb+PznP8/b3vY23vrWt/6Vx51iiimmmGKKrwa/BwLjNGk6npDBfamgc4IoUFQqlVzy6bMYstT3aCdJQru9x5WrF7h44Rzr16+ws7XNYDDwPc9SMOh1KFcbvOaVL+P2O25jrtngpuNHufu2UxRDRWKhvHCCQrmCBMpxQFyZY+n4CcoHT7OrJWFhP9U0RZiM7dVNlPA+t0fvv5+HHvgiFy9fxlrLcDhkcbbBQq2KUopSuUC5WEA6KAYRBxYXmJ1p4GzKcJSwvLBIs1pkbP2+NR2MeeDRh0F4ztAbDKnPznHmpiNIp0nGfnK6tb3JQ488yPbOLrXqDLedPMpiXVGKQuqVCieOH6E522Bje5dklHL68CKHFmbo9kZst3v0O20ee/hBPvJnH2ZzZ5Ox1Vy7ep2HHnqEwIVYI9ntdOm3hySjhN2tdS5fvMi1a6t0O22EVF5GOhhTi2KywYDd3V3KpYhua4/W7p5PAx306Q36pAPv8zMmoxBGyDDAOoNOx5N9bKYTsizFWYMeD0mShGQ8Qmdpbq3zpfRKeYVclhqSNEUbh3EW5yxBFBHEpbyFIaA37qN1RrlcZnamSViZJVN1inH4jNfps1MoLwQOz2ydM1irSfHyRKUUsQz8xl35GgJUQLj/PRAYNyGPyiiUfNIjJpyjSOD7BPPES88HFU4ItLMoLFKB0j6+VWnHcNhnYabB8sl70K7I9dVVgiCgl4UMOiOETJmdmadeKrDX65FkIzraEcZFmtUmizXB49k1Lq9vMjYZhxcPYrIh4/GYAEWhXKWTGmy7xWJg6KcBBCFHlxbZbPcZjYZkwx6NcoFYOS5cvEapFDM3W0dvt8FKtnt9ysWQ3a5A6i5333aYUarYXN/AaMfy4gqXtjdIEk2oJNZBojMwDuPASZ+8uk+S9711vlbDkOWpoPs0br9+Ad/0gHsKObPWovPv9ye5Xoqba1GdQ8rceGidD43JMhDeIIvYJ+sSAokL/L8VXsbqDyuwCFx+vk2esjS5YuYsQgkkkgCBdQ4tci+gNUSET3YkCghkiJB/u6mhv/Irv4IQgt/4jd+g0WgA8Gu/9mucOnWKP/iDP+Dbv/3bec5znsMP//AP8+Y3v5l7772Xt7zlLbzlLW/htttuA+DUqVN88pOf5LbbbpsYi3/oh36IN7zhDWxtbbGwsAD46eLb3/52wjDk5ptv5pZbbiFNU77/+78fgFe84hXMz8/z4IMP8prXvGbyHL/jO76De+65B4Bv/uZv5qUvfSm/+Zu/yfd8z/c87bV0u11+5Vd+hbe85S1853d+JwAnT57ki1/8Ij/zMz/DP/tn/+yrvgeVSoVf/dVfnZDP//pf/ysHDhzgPe95D29729uoVv3Vq5mZmYkp/kvx7d/+7bzqVa/illtumRz7H/2jf8QHP/jBv/Ic7L8vr33tawE/AXz/+9/Pb//2b/MTP/ETX3Z7IQSlUomf+qmfmvzsve99L0tLS/z0T/80SiluuOEG2u023/3d3/1XHnuKKaaYYoopvhKE8B1zAoWxkKTpZD/mayMUYeirCkIVEMqIQujrJMbDPqNem53dLfZ2dgAvAwyiiDCIKZTKhCJkeX6RU8dPYjGc++KniRcMN9xwmFJcort+CRMUaC4fRUnBoNdi3O9SKM8zFE02NloEKkIKwV57l3IpZm9vzw8OshouGxM6QyGOwVriQhEFyEgys3KI2rBHKEPW1zfZ2FtjY3uH9bU1nriyytXVHRozFa6v7dBpj7npxAGyzJGOU3bbHbIsY2muztVr20gRcOetN7G5tUen08FkhnKlhhF9Ll25zLFDC6xubrPVHuOUodvrkQ16SBzHD87z/HtuoxYIHnjkMaqFGuNrT3B9tEu31WZ34zqMuowyycbmVR789L0sHTyCtUOuXFhlvbjJuYtPUC+XUDagOxjSXGjSbM6QDPpst/ZYqBYg6fHNL3kO7Xabz168yF233Uy5XOaxC1ex1pGVygRxQFQsYfL9sMl0rmI0k8yL0WhAv9+nWq3mfYOSYhgQ54MNp7yazzkHwk48pcY4kAabOdJkQJaOKUUxWZYhggChAQQzMw3CUGGS3jNep88KEdyfoBntMF5DSJCbW6UMfHqlerIkPc59XiJQPh1HMGHDCpA2lx86LwtU+STQ5WQR/OQxMxbrBFY4lBOIzL9hqU0YJj2OnHgxzYWTXLn6GLP1AoZ5hiPBwpykVpYkxrK1sUZ3OCIIQkLh347LW5tURMrzbr6BYwtzXNneYWdvG6ECVBgjTUo1LpBozXp/xFhaqoWAjjH0E0majtDG4axioVaGOKRWVHz87CWOHV6kHEck3RRlJdHMLKFJ+OQXnqC5UOPlL7yHzd0tZLlE0BuxUKiwnnSwmcVicM6Tq8xoHNLrwxE4IVFKgtUgJZnT3nSK525IX8FATsqMydDW4E2FPvlVW+8TtNbfHuFTlSbNluDLTK0vhrfWEsaRD7TJH8cHu0iEUPtH9lM+51AqmIzp9+Hnkk8GwzibX0WTgZ9cChDOj9dtPhm0ziedChx/2/jc5z7HPffcMyGBAIcOHeLYsWM88MADfPu3fzvg5ZEf+MAHePGLX0y1WuVtb3vb5Pa1Wo3Lly/zb//tv+XChQuTclHw3rp9Inj06NEJ0dq/3+zs7NOez1Oljvu48847n/b9TTfdxO/93u992Wt54IEHSNP0y8JcvuEbvoFf/dVfpd/vU6lUvux+X/ziF7nrrrue9twqlQqnTp3igQce+PI37atgbm6O3/zN3+QHfuAHWFtbI8uyr3rML8WLXvSiyb9rtRpnzpzh3LlzX/X2z3/+85/2/dmzZ7nzzjufEvXMhDxPMcUUU0wxxd8Ek85j59DaX4xXSvr9nFCMRiP63R7CSfq9HtoYsmREp9VGay8znJ2dnchDR0lCu9WlPxwxv3CQ2eUDvO99f8CjDz3KE5cuUgkz/skrX8LrXvtKbj19hv5gQJI5giCiUq5itzfZTQUGTT81jPvb7G2scfnCE/R6PbJBh5d+4/OIgpBua5diqUC71cmfQwkLZFZTqdfJgoDqcMzG5jqVQMCox8c/+wgXdgbceWSG55w5waceeJhi6AdC7b02290uiwtzFOMi262Uy6vXCIqOlZUzLDeXWF3dpjFXI0lTylGBarNMmuhJyuaVtU3Gieb8lavUy0VOHFshkoZGIWZ+tkqlUiDSLbpr2/S7fRhmbDz+CM3FeY4t1snOHKM/GHH85DGO1Cs8fvUayTjj1qMHSJMee23NxauX+dRffIIX3n0HR+dmePTxJzhy9CDXr1/jiw+dp9XuorMBUlUoFiK67Q6FMCTE+DDDSglnMmQc5zzIj0FMlmKyjCguUKrVCIKIuUwTYkiHPdo7WyQmQ8hgEoDpIXK/qR/oDPpdhEnQpQIyiCmVSgwGA0b9AXOLC8wfOMDwa14o7yyIfNztQIrI99yFeWRrXn+AygliEBIGYT4VAi38/cRTOwWFl5YK92SHoNqvUNh/a4QFrcEqtLZIKXAW1nc2WJxf4fgtd3P96hW2djqcueEEO7ur7OxdJQ4jWl2JlGClwGoYjb2x0uKwgcKGVQJV5sThBlEhZru7x2CoSbTDINjd28YJQZIKdrMhjVLA/MICBevQUsAooVIroKIyD13dYKHZ4OZTJzn3xBPMlCvEkSQOC6y2R7gs5fDRec5e3ebPP3kfzZk5Vg7VkEDkLItCsLm5SYIlDEMv1XQyN8AGiDwRVEoJLsAJP71TeZ2EmEz5HNL6rkby2xuXB8DkUl5jPXn0kykLzpdWBlKR1wfmVR4KR0AQxajQX8GIQh+VGwiFcAKhJFZJgryKYr/SwtcIel+jyNeEtT5cKNMapywp5F5QRWgFgfBnXRvjOwlzecXfdo1gt9vl/vvv/7IpV5qmbGxsTL4vFAp8x3d8Bz/+4z/OT//0TxNFTyY6/e7v/i7f+Z3fyY/92I/xcz/3c9RqNe69917e+MY3Pu0x4zj+suMXCoUv+9lEDpyjXC5/2fftdvvL7tfr+StIr371q59G2Pf9hBsbG5w8efLL7tftdllcXPyyn1erVfr9Z25YfvOb38x73/tefuEXfoEXvOAFFItFfvZnf5bf+Z3f+SvvJ4SYTBz3US6XGQ6HX/U+X3q+er0eS0tLT/vZMyGgU0wxxRRTTPGVoHU2ybXYV0zt/9vXGfgu6FZrl0G3R7vXBaFot/dYOXyEcrlKsRhTq1eIghjrHMPhkCgsEYQxDzz8MH/50Y9RnW2yvr7OxtWrFOt1WkGD9U5KaVYiCnXiUCOEQqchYT1mnFqyJKFSjiiGM1y/fIWPf+4LtHfb3LzUpFqKyYxla32LUq3G7PwCw1HC6vomR48fQWAJwwhRrqHiFs25GR47e4H/8ZHPstPucWi2BFi+8Nh5jh2c57aTx7m4uoFQMbXKDL12jzTxA42d1pAray1OH+9y+20n+ezDj3DuwgZnji8SSUezUWGn28caR6Mcc9PRQwzThIcfv0ZnOGSn02JvfZNbTx1ne7uIJKXZrHPw4EFWDi+zem2HTnuPZv0EjWqN63FEqz3g8fOX2WuNuLyxjdCW8qWrSJFRVCHtnW0Wl+vUqoq5uSpzrRna7T0utXY5emSZ2288xmOXr7G53WJ55QDdbpe19Q3q9RrzYYgxGUIpQqnI8Dad/Q7vcqlKpd6gWmsShxFGCSKX0Gk0uBRFDIfDSeVFEAREYYTRGmclKvT75fEwwiQ+bbQUVydKsmw0wmYanaTIv8ag5NlJDbXW1zY4h7H+QZUMJpO/fX/avklW5v4urMt9aRoBaOvI8hjW0PnH1cprqAMV+J7AfCronEM53yNnlCCSgtEoZW1tlZNHj/OP/vH30xMVBqPrVEoFrly9Sre/DTg6vS46dThSavUmp44dYrPdZtBLSLIxhWKRuZlZLq1f91JXAnAByo0pRRLnimx3emR6iJARxjrGJkInklRrClGIldAd9rm4pQmF5PylbeYO+CCQUWdAJizt/gDXGbDd7lMqRixVS3QHGeNsj7GGeqXKIHEcXDxAFBV44soFRiNfLeGsRogAZQSZMThhcSpEKdDk0lnpyIxG5IRJ+J4NZK5NV0rhrEVb4YtOncM6kU8PA6zTyMBPG6VUKCHzAvrcrynspJ8wlCGhClDS137sXwUTKLTLx+MCLAYlJKGUGIJ88mvBhojQTryE1pcbIlVAKELCIPBJs9Z6n6jyFwm+dML4tUa9XudFL3oRv/RLv/Rlv3sqkVhbW+Pnfu7neO1rX8t/+k//iTe+8Y0T4vGrv/qrvOxlL+PHf/zHJ7cfjUbP2nP8UjLW7XbzJLKnY58c/fqv//pEnvlUHDp06Cs+fr1en5DILz3O8vLyM3qOxhh+/dd/nR/7sR97GgHudrv/0/s65xiNRhSLxcnP+v0+8/Pzz+jY4Injlx7rSyerU0wxxRRTTPFMsX9h3WEIVEQQPJl1IKWkVKyAM4yHXdr9LuNxihG+FqJQLNNoNBDSoWTsO7KtJY6LzM1H1GoNfu93fp/ff99vcddtd9Ha2WNhYY7lg0eJagtc2NxjeWmBuFIjSRMyrYnjItW5JsOdbVaaFQatDh/61Md44OxjpNrwnLtu45ajR6HQ5JGz53zBuvNEY/nQYVKtWV9d49DhA3T6XeIgRBjLAw89yu984EOIqMBtNx7EpQMev9Zle2Q4duAQD1+8ynbLe+JuO3OCqL7Ig489SqNUo1EpMej1WN9oc3BBctvNx/nkZx/FGcdOZ0hUHLKyOEerO2KuXqcapYyAcaK5dH2DUwcP8I0vvItGucjlK9dY29pivq/JTIHtTkYcx1SrZZ44f5aVlYOsHFjiC188zx99/JMMgCgMqIURX3jkCVDQrNbQ1nDowBztTg9hr1MgA2lYXlzk+IElTh87QpaOeeiJayAkUSEmzaxPyLcgZIQMvOoxjmMKhQLWOYRQxKUSlWqdUm2G0BmGA4GSECjx5L5ZyHy9BHkxvaJWKVAoFDDO0e+1GGVjkAHaGtJhSqbHRAGkwz7Xzz+Msu1nvE6fpdTQDK1TnDNIlY/ClfCSUAki8trXggopBCFKSJyDDEuC9VMiAGuR1k1CYSy5TPQpEy0lvCzUOOund9ogLGQ2Y211k5PHT/DWt/y/OXT8RsbtFkZadru7jJMhAklYiGk2m8zNLzE/t0C9WmOUGWyWIgNLXIqIlWQw6LG5uc76+io7u9fp9xJ6o5Reu0Wv26JYLlIIShhtaZQqhFHETr9Nb9hhb3uXNHEE1tIaduiOEjSCtWvXSZMxQRwwHGRst7oMU0OxVEBbw0D7aoqhzdjZ3KSzu4tzls2+IW4sctONtzNbadDr9UiMxjlDarNJiipWYybeSolC5QRM+OkqT4buBMInte7LMoM8xVMIgVBhvjgEVipknsokhSCQgdey5x5PKSWxCL03MP8D50yeKOoyrPFpWZkzec2Im5TZ78NaS4DIo35D/0GwfkIpA0EQ+Z/59eTlsJOIXf52ieDdd9/NE088wfHjxzl9+vTkS0r5NBL0Qz/0Q9xxxx384R/+IadPn+YHf/AHJ78bj8c0m82nPe5v/dZvAV8+3fub4OMf//jTvv/CF77A6dOnv+x2t912G3Ecs7W19bTX0mw2mZub+4oTSYC77rqL++67byJnBWi325w7d4677777GT1HY3yA0FPfh16vxx/90R89o/fg3nvvnfy73+9z7tw5brrppmd0bPA+zYceeuhpaaof/vCHn/H9p5hiiimmmOKp2M9u0GlGlvpAPD84EQQqotFoMDc3R7FYROsMYzLSNMUYQ7lcplTy/sEke/J++z3KnU6HV7zqVdx2y+18+rOfYXVzlcOHj9Ko1fjspz6OMJbEQrs/wqoiRAX6/S6DYYvllVlSbfjjP7+XL9z/CL29FmcOHORFz30uL/7mV7K+scrOtes4kxGGAUsHligUIuYXZhklYwaDge/+NgkXz5/l+rUtDh5aZHmmwHiU8PjVFitzFW452OTRCxdZ2+lwcHmBE4cP0u0N6AyG3HjkJEGhSGYzTp88QLNept8f0KgUadZKbA/6DFPHdqvLgQOL/r7dLp99+GEePvcEhRCOrSyTDHqsbaxTqlW5+45bOXnyFI9eus5H/vKztLc3OLDU5PbnP48bz9zMFx96mI989GMcPr7Aa1/1Em48vEA5DtkdDilWS7zoztu54+ZTzM7NMBgYxonhwFKdWr1AszHDy557F7VKxKX165TiiMTCZx48y/2PnCWOBM1yyKDTZpz7+oIopFguUygUcM6n7gdhTLFYJpQKrTXD4ZBub0C70yFJkpwI+hq+0Wjk98dBQLlYoFmrMFOtEOY96uPxkO2tdXq7m4y7uySjvvcPDvvYdPyM1+mzQgTTxJJlfiMXIgkC6RNCpcQ6SUFFRIWiL3WUfqqUWY3TFun82DxzFs3+5v7JDbAQeNmigUw4MjJCpVAqQFuHxZLoMWvrW7zgBc/hZ37qJ7GUeOC+L1APU5bnmiwvnqA6d4iwXMWOJSaDcrmAkLCzt8XV61fpD8a+wmAwZtDqsLO7iZERYy1otXrstdcRwkFQJDEZSTZGBIpirUyhUiYOi3TbXZLRGCGg3dkmtY6ZUgNrLVmWUCrXUTJgnCQkoxSdWrQ2fgQcFmh1hgyHQ4aDLokZ0Rv36Q8HdLt7jPop5cIMp2+6nRtvOIMzhjRLUCjvs8s3sFprZJ4WqoWftknwnj0hEApkoHBSYDAII0A6MukDWDx9VIhAIVVEIBRhntKKksgomNRDBCpCOjWZ4FlrEMZijUY7i7MSq41f/FJNUj611mRGI8ETQAsa52swyPNocomw1jqfHFt0Pi0WqLwtY7/K4m8P3//930+/3+f7vu/7eOCBB3jiiSf46Z/+ae644w4+97nPAV76+cEPfpBf+IVfQErJL/7iL/Inf/In/O7v/i7gvWgf+chH+OxnP8uVK1f4wR/8wQmJvO+++/6Xp4N/9Ed/xO/8zu9w6dIlfv7nf55Pf/rTfNd3fdeX3a5Wq/G93/u9/ORP/iS/+7u/y6VLl/jYxz7GN33TN/G93/u9X/Xx3/SmNzEcDnnTm97E+fPnefjhh/mu7/ouarXaJHTmf4Yoirj99tt5z3vew8WLF3nooYd4/etfz2tf+1r29vZ4/PHHJ1UbX4owDPmP//E/cu+993LhwgXe8pa3kKbpl1V2/FX4tm/7NjY3N/nX//pf8/DDD/O+972P97znPU+7zWc+8xle8pKX8NBDDz3jx51iiimmmOLvKJz0F+GFQFifg0B+MbxYLDK3OEujOUNUKOErB5+UjPo+u6IvSucpyev4C6edTofjRw7xUz/1Hzlz252MBmM+/elPcu+9f87tp0/wite8mrA6Q1wskWqDRZJlhmvX1jl/9hIPPnKRdDzgJd/wQt7w+m/lW/7hP+D4DTewu7bK4kydM3ffxuzsLFGxgLGW8+ce5+qFS9x002mCQNGo1ghdRqfX5+rlJwiFZnN7j+sbu8SB5MyJFW49MgdOcvzAMqdPHWV5ccYPfnTGTKNGp9dlfX2Tc+fOs7m5xmDcJy5EFCtlnri8iXMZ5UqRLzzwGI88dp7d/pDWWNDvJdSLRerlAhTKPHr2Eh/7+Kf49BcfRArH/FydQZaQWMHi4jwrhw5z8vQJbj1zA+NM8sWHHmdjfRudwXiUYR0ESoIwxGHAXbfcxOkTx0mM5tErO9z7+Ufp7G6xu73FOJWcffQCn3/sMv12i35/yGAwolmr8Ly7buHM6RMMRwN0ZpBCYbWehGX6QYgjTceMhn263S7tbof1rU32Ot3J+nDO9xRmSUqWZU9+JSnCGKTwj1OMivnUMKMUKoQISIwlKJYozaw842X6rEhDjcmTK+MQjSAQuYxQOMJ9r5qUuNxHKITyYSPOIozLC+KtLzG3jtR6Q20ofJu4QiKlI0RhjP+9w8tCE51w5cJFjp28iZ9+58/R3Wvz53/43ylGAV3p6LYGNEoNrApo7waIKCCISvTHXcaDEdZ4qSJOoqRARCCNIxmmiABK5TKNmSZmNKY7GFAul5mZbzAYjxgMhoCj1+9SiMsUCiVGyYBCuUzooN8fEsgQQkUx9iXonWGHcZL6CWlcAhz9VpexzfJJWES1WMTiGCQpIk2olAWiZNlst1HSMju3xC1xzMPnH0KbETKMMZnGJqmP50UDCqH9+6mty318CoQvb3dKIJzCWnzBuxA46fxQLy9xdxa08GE9QR724xDIwHcZCiFw1pIJkDjGWYqTnuyJzOACn/xJPt0TxmGw+YdBIaxF5eEwMr/apZTCOOODSvPOwrHVqMxLVrPcHyj3/7iKZ+Vaxt8YR44c4UMf+hBvf/vbeelLX0oQBNx88838/u//Ps973vPY3d3lR37kR/hX/+pfTaZwt956Kz/4gz/Im9/8Zl72spfxtre9jYsXL/K6172OarXK933f9/Fv/s2/YW1tjR/4gR+Y6L//pvjxH/9x/tt/+2+86U1volgs8o53vOPL/If7+Jmf+RkajQb/5t/8G9bX11laWuJbvuVbvmL65j5OnDjBn/zJn/D2t7+du+++myAIeNGLXsSf/dmf/bXkme9617t405vexJ133smRI0d4xzvewT333MOnPvUpXvjCF/L5z3+eo0ePPu0+Wmuq1So/8RM/wb/8l/+Ss2fPcvDgQX7jN37jK049vxpe9apX8bM/+7O8853v5N3vfjd33nkn//k//2ee+9znTi6ytNttPvvZzz4jueoUU0wxxRR/1yGQMiAMFYHwIXr7xfDFYpFKpeKTI1cDtAWX/35/WyOF8wqsokQpH8q4X0wfhiEbezs0Z6r8v77nu/non3+CD//ZB1mYneNlr3wVj5+/hMk0S/MzRIWIdrvN+bPn6I0S1q5e5sTJU7zohc+nWq8gkpSwFCNMysZ6l+rMArOLC6T9Fnt7HZIM4mIJkNjUUAhCknTEI2cf4/5HziPI2FvfIBARR1bmWahXMMTsjTrccPQgRw8dZtDt0ekPuPWmU3zugYfoJQOOHVxkXYUUS3Ncub7NwtwcV1av0+kMmKmUObg8xw3Hj9LZ2mN30MUJzVy9SBjGzM01uby2gXIZUbHA1dUttvY61Ot73HD0CKVQ8bG//DwPP3qel7/kLl5wx02UwgIveNHz+R9/8hE+8vADVMOYWqVEU0oCJXjk4jWUcLzuG55P82Cd7U7EfQ+cY6VZQoURv//hT5BlBpcNObC4yNKxJbIsY5A6rq+v0x+foVIp019dY2931/cDCkEUhJQKRRJjyHTKeDRgPOrR6XRZ39hia3uHTrc7IftJMkZGBbLM+wCj2NuokiShWIgoRSHdQLKwsMiskOysXsBkmiCqIt2QUrVItfLMewRFkiT/SyOVH/mRH+Ghez+ODAOCIPKbc6kIAkUp8tpY3/fnS+EDKZB4aacxvkzcWosMFKnRWOOeHJ3n8tBQKV+0aMAIiRWWQhAyThP29na5847n8wM/9H8SF+C9//VPuXZtlVKM9/rNzVMIJGu7e+x0UxKdUImLpOMxw1EHm0kILYEISO2YQDoiGTAeZwxHGSqUlKpF9HhEq93FZIYoDFAqIMvHuoNhnzCIqNVqDFOvSa6Viuzt7viOxDAgUgFG5z0qaYoD4iiiUqlwoFHmyk6L7nBEtVAGJOPxkHqtSqlUJigViFUFm2qCSDPTrLKwcJjdzQ3OnvscqABjBc5oQgVCRQgrfCeN8/0j/iqT99ZhHTbTZNYvsiRLSZMR6WhMZhwmNzdLp3wFhJKTKhCTL9T9UkytfUqpjEJUnuoZSOXJWu5BRAjCPETGOeclv3mKFtaSZSlWWzJnSXVGluvZjbNEQURcKBFHEWEYTjTTkMtCpaC+vMQ73/nO/5Vl/P9IPPLII9x11138+Z//+dNSNaeYYooppphiimcPTw2A28e3vuLlCAFhlPdjWzdJRT9x4iQ33nwKrOPs2Ud4/LFzCCuwwnLPi17Ca77lHzA7P+dJnwoIw5A0TRmPx/lXSqfTwuiUJBmxsbmLtXDo4BGuX7vEF+/7HLfccTvlou8PtMKytrbG0UNHOX74AP3eDkrFWDKqpYIPYgwCPvLnH2Nna5e5pTkW6jWOnryBU6ePkwxHDLs9ZmZqhEFAa3uN9/3uH/LRj9/L9c1NluaqZFmGlYqTR05QiOD6VpdTJ49wYGmWdndAvdjA2j6f+/xDPHxlnefefJx6GHLw4BwIQRwXOHflCr/3gU8xN9/kW15+N+PMMB6PKReKrG5s0huNma01IQg5d+U6D128ysnDB7FpRrNeol4soG1Ic7bC5vYmly9to7Mxr3rR3Xzjy1+AimMefPQSH//kA9x39hxOCpYaZYphwOpuh2K5xHKzSilS3HXrzZw/f53tzh5xIaTXHTJIUoqh4siBOYZpSrudIlBc39riH3zTK7nzltO02n02eynFRo2FaoNUZ6yvXaXX63H01I2cOHUTlUqF7fU1Ll28yMb1q+xsrJImQ5QKMUJQKFaRxhGXisw3Z6mVioSRpFIOWV9b4/HzFyjNLDM3X6fVHjDo7zJTm8G4gGo5ohzD//Wurxy094GdfH3O+f8/KxPBffgUS4XAEeZePitAW+8DFM7hpMRq6ysQtCHVGSJQoA3a6NxQ6bvrtLWeMBhDav3mX2Bx1pFh2N7b5ciR07z67/8j9jbW+fS9n6K1k7A4XwfAZRmDToddndHtJ0hhqMQVAixGSH/1JXAYpzDWUCtVsVazs71BmBe2j8cJGzs7pE5TrlQw0tLqdnDaUCgUUKGiVK6RjAe0u21KlTpaW3b2Wj7txxjQBick/X6fOPS6cCmlJ7KtFs1qxLFDK1y9ssF2q4MTUIwLGA1pljEawcBpIqGoFmIKhLQ2t6mUGxw9djNnH3vAyzlDyKwjtBorwAqHICDAIRDeI+gk1mmcdH6aZr1uWdm88kF6Ga6QAgJJ6BRS+ffeOucDX0zeNyiAUCG1xVmDlRJh8gTZnOQJQDkmUlWp5EQaIaUksxanpA8UMkxInstTTJUj9zJ6aYO1uYTVR776/okppphiiimmmGKKryOE0ZOKJZ09WZGmhMM4PwjJsoxk5Mvm94ngfor6RG23n+0Q+OniaOTIsgxHiDYJ6XjEoL1FNs7YFJpapcKtd95BpTrD+vVrXDv3GHc99zm8+tWvpNfu8T8+/Mfcdeo4jbIiyyTa1ljf3KDVHVIIAk7dcISLVy4ybO1RbzTZqlU4dmiZUW+L4cDRbrW4ePYROntX6PTaXN3ssdKsc/rkCcZWMUwSjIWDK4uMEsPnvvAIUaHAkSUIleX06dNsD4Y8euk6z7v1BDobEIQxVoQcPbDMHWcOkRqNScZ0OgO2tjscObzCweV5Lq1ukABVZTg02+TcpXWuXtvi9htPYBkxNhlmOOLh3W2W52b4xm+8B2vh0sWrVO57hJd+w/OZX5hjZbHJ/Y9JeknC2rYmlgFLSw1eeNft/MUnPsuGNtRKl6k3amQmo9VtccvpYywtLrK2ucXFK2tcXNtmrDNmq0VcAP1hjxhHs17g+uYW4/GYkggJQm/LCoKAeqlCqVxACd85GIYh/X6fwaBPFHrlXSiVJ/+F0FfipSlJFJBZSRhGjI2kPR5j2psUigHlasWH5emMUHouNhy1n/E6fZbqIyDUDhH7SVIsA+IwQkYhAonMUz/FfuqjMbhcLy2ET6xMjcFqjcYTjFAqlJNoPGnQxmGE9dMmB5vtDocPHeGWM7fxF3/6fiqFmJEpYMSIxBTJegMyqynVqpjUE5fxKMEKQyACtEmICkWSQRurFWHoQKdEcUxzdol+v481KcVyTKPaYJAO2Gu1KBZLNJuzmNSbejVQr1ehXqHVapEM+tRqNTIRstdqUa2WqZeq3jgqA9+N1ukSRRGJ9drhxy+uUwq3OHxwBUJBXxtCIlKdETqFsjFpOoRyFetiBokhG3ToD3s0m01Wlo9y7erjxDLGWokJDU4InJFIMi/7dAasfDKRM/fWOWdQODReloBwCOfJNspipEMJf6XL5JPayTTP+AJ4hIDMQNEvXoHvhXTaIpXypj9jfe2DUL6AHvtkDQhegiry3sic83tpsJQ4YQmsQlrIpJcTC+NwAZMErimmmGKKKaaYYoqvF0RRgEWgM+unZdYSRT4N0hhDv99nPB7T7ffQ2hNFnynhb2u1QQiHVcHEouCcI9UZaZZ5lZeUyCCkUCjwmXv/ktZum+MnbuDMLTdTqNc4cfIIBxeaVKoFPvqn7+cPfud32eu0OPhDP8TSLTcwaO2xvbVKqRBQrcwSxTFZpqmWK5QrNQLl0OMR4yylVKyweeUKVy6f5+r1VR574jonDx/kplNHGPaGZNZQLVf49APnaFYKvOGbb+Ohhx/j4JGD7Ozs0O8Pacw2GAw7PPfO57CxvUV7r0VRzSClxfUyCoUCt918mr/4y/v51P3neP6dN7GysMj1nba3nhEwHI+oV5tINaZejbi0OeDKTp8X3H6CqxfP0+4MCEsFsIJKHFIuxIwXGtx/9hKDkeaGm49QK5dQoYTE70attCgVMkjHvPBFt/HRTz3Axz//KP/41c/nm1/6HC6trlIICghtqVRK3HTDCXa6fdKWQRCy2+7w5595gHKxxO0nD3DL4QXOXl7l2vU1mgszYB1RWEKFBaIgphTHJFmFQrE48QDGebDmfkVbHPvC+PF4TBh4LuWGAVGxxsEjx4jwtrbRoEu9XCazxudvyDLafOVMha+EZ2ciKJ2vCEgdhf3ui0JMGHoCoaTyUxwhcMYnPmZGPyUQRvieukDg7JNTQR9eIjBOEkidMwbDMEmo1urcdvNdOJ1CNmAngziW1MoVrm3vEBpNs1anHAmGqUYWHNJV6KRDarN1bGJoD9vEUY1u1sNlhiRNCdIhToXIqIge+6TLsOAIpCBQAnDeKFur0+8P6bX2MDqjUCxRq9TY3dlkOOhSby7Q7fQZDAaEKiBJkrxwOySIQoZpwng8plgoIYWg1x9xdWOTYrWMlAHJKEHaDIaOcjWiXKgyW19gPOrTGoyolivEUYQ1mgOLK2R6xMbadaKw4HsCDSgcVghfIm8s1jkCpXwlxr7x2DmEtWRowCKcQOc+QuXwEzwhkMKh8CEz2pgJAVNSkEUCZyyBE4ggJ4mZ8UUTQmCUQjqHtD4FVigHCKwxedopGAF6v+sQL0OVQuUBQ4GXkzqHNOTTSL92npryOMXTcfPNN5Mkyd/205hiiimmmGKKv3MQedies4aMJxNB49iXjA9GQ3q9Hv3hAKQfpGhrSNN0ctv9C+/7fYSQkz8ZgMuIoghjihSrdQ4fv4Hx8GHOPfogT5x9mGZzDhH6igFhUvZ2dygWC9x6+DYeeOQsvZ0tGnMFmnNL7OwNaHfXecmLXoC1hnK5RLFYIjGWheUFksGQbnvAzvYe6+ub9LpDlpcOcXi+xHavzxNXtiknjruWD/PcO25he7fFg2fPc8ctpzhx4hif+eKjHFmeY2Nrj8w4VpYafP4LDxBEispMyC0nj5BlHdZWd1nf3gVhyIzh8evXqZdqDMcpjeoKzaOHOXfhMo36Iu1BxniQsNwsMBrtcu5iyInDxzBXLmFMBtLR6fRYWp7hKPNs7nb44F98nL3+bRTLFUrFIp3+iMw6ZoslLq2ucml9ixfeeRO33HCEC5fXefDSGrJQ4NiBZfR4xOUrq2y0O1SqZY40q5xcbHJxdZ1iGCKtRUYxM415Hn/kQa5dfoILG2MKjSZ33nyauBShVW59iyPiOM5VcHaihvP7dB8uE0qFlo40SRFGExUiwjji4JFjHDt5igtPnGNra4Ok1yNMOjiXYcMqheosii/vdv5qeFaIoHIWjSCxmkpYIyrEREFIoIJJL6BxDvKNv5ASKyVYnwQZqxCJIxO+fzDAb/atcxTDwN9XBKBTnINEZ9xy7DSRULQHLRASgWOm3kDrlEBr6uU6mR6xs7nLyZMnOXLyNFcur7G+16ZcK5MNEkbjPqVKiZWlJTZ3d0mGCUIkaDsmEJZxlmKdIBEGPU6pFatkwqGUot3bI0kS6o0SoyRjd2uDQqHM7Ow8rc4erd0dn4rU3WOcJpQrZdJxQpamRFFIsVj0he7aIpUjqsaMUo3tpyglCDAIFdIbDxmmhoPzK2TJECc1dpTQdZZqpYJJM0bDAfXaPN1un/6gRUkVwToym/qkT+Hlnb7n0eJyEuing5bM2on3T+BwUoBwOOP8RE46rLOE0pdiGuFDZZSUGBwqD5HBWDIynBRI53CAzTKEMUShH3EnRhMICFXgJ4n7yZ/GNxTa3EPq9lNKpU8eTaMA5QTKeo8hAqw2z8bynWKKKaaYYooppnhWIVAIJFjtlVjOYnTelZ1v9venf/uKOWstxnlb1H4uQhR54phlvo4rUJHfq2qNtY5i3jnYaNYJizFq4PM52v0eaZoSBJJICiqVCkEYMewN+cKlLzK6YYUXf8NziKKA1t4O7Xabs488ytGjR4mjmEBJ+sMx7d09hLWMx0OaK4ukj1+gUm4wHvX54qOPs7rVRwvFc26/jetrq9xy8hjlu27j9973p9x28ym29loEIqQ3Skl1RiAhHQ5YObTEpast/uIzX6BaUjz31pMMumOubm4xUy978mvgwMoiRw8cYqcz4vrmKoeW56jEjuW5GjP1Gq1hlyMzC1QKBZCCYwcOcXV1i/WNLa5dX+PBS9c4urDMcqPOTrXOH3/4CywuzjBfLtJqB4wyjQoER5aXuXB9iz//9IPcc8sNnDpxkM8/dJ5KuUYtjOgNe1zd2WE0zMjSFCkyZFBieWmOcbqNkoosSxilCdujlIuX1ukPR1y8uopUcMuZE0igVCqA8Od+OBig8/yQfbLvJjLgECMkg5H3hVYadQqlIkop+t0u/X4bKSX1+gykO+AcoQAwyPiZh8U8O6mhGISTviIiDHyRovLTnMiCy5MehXN+Kpj33hljIPefkXfHBdLXHFhrEblHUAnLUFsEAWM9YmF+mWpcZHPtGqoUMxiPULLApctXiQNLfa7OoN1l2O1xww3HuO3OO5DFIsN+n06vQ2frOoP2EBkWGJuMUjoijKDTS4ikpBDPEChBuVSh1emirWThyCFUaghDP80bDgakUUZciJiPIzY21mh3h8w055mfD2m1dgkUzM8tsNfeIwxDtNbokaHX6yGsozbToDRTweIYDYYYHJVKibhUpLvbolqrsFBapNcdMEr7pO0BxbiEEAo3HKOTjEJQQkiL0xn12gxJ2kcIiwxinAGcRqIQznvrrLW4/D/rLNoYnBU4J9B4SWmAJMhDeZyVXv6pJEiFsxAEeaQo4IRDGYsUEietP45xZMKgTD7hE6GXlUrjySSONEtyEqqxxo+zTf6cnIAgr7sAiQp9UT1A6vLiTXLP4l9j/D3FFFNMMcUUU0zxtYC13opjjMm/1wRBRL1WY2ZmhkKhiBK7eUWW9moo4TMTlAopFsso5bsIh8Mh/X6X0WiEcWCM37/hTF7p5aWEYRgiA4WxEEUFVByijCGKApyzvpLAWQ4fO8qpm47RrM8TiIgbTh5FKUWn28YJR7laRmvDoL1Hd3ebw0ePUK/X+fTn7iMqVRh3Nrl+9RobnZQ7bj3DweMHePiRJ1jbaPGC5z2XUDm++XUvJ0kyLl3ZYDgaMXKGmVKN44cO8eC585y56Qae/7w5nrj4BBfOPcJ8LcCFKQJHqVpivrFAtVrEKcXV9W2ur2/hSJhdmkcpTxJD6ej3DQ8PtrjtdJFjIZw8cYyoJDj/+JC9dsYjj17h0fNXWJktUxAxIpJc3NzmlmMHeOEdN/LYpcu0+wNmq1VOHVpgrd1hfXcXFcA9t97E1atXeQRNuz/g2voad5w+zvL8AmcvX2OwtU17qBlox10nF7jphlMkLuTmE4dQCDZ22ly8tsr1q5c4cOAAxaiEdQIzTuh2OvTabXSaTZL5Ra62E0JglSBwAikMnUFKzQrqKqa1t83jT5xja2OdQqFAo1xGhRGSCirOq0jEM1fLPSsGK2MlxahIOSpRimKKoU8J9aw2JEIQSIFQvltQOS9b9Is3BCXReWVEpAJCkY++VZB35HmjLMKPx5cXFokK3tmmk5RAFUiMo9dvkZghvU6Xvb0dDq4sctOZ29htt9i4eInRqEea9hj2EzInSMcJ3XaL63vbhNJRKZcYGktmDdY5rFMEMqRUKlCMYqxwjHRCuVQCA8Y4sLDT6RLEAXONOlEomZufp1Su0U8TBFAIivS6HYzOKBaLqCDEKUWvP0AbH30rAy+N7XTaZIMhxUIBZ0FkBhV5jXmaphiXIVHeDDruMkjHaAtD3aZaqDJTX2KYjBHSEUQRKi7gQpUTOYfDYG3e0+cyrDO+vsNahA0RVhII/HUsaYmkJBSSgCAvlBd5sXuAkgEFFVIMIoJAoeQ+PxREBJ70ydCnilpH6HxgjXXOvzbrSaPODM7kBfIy10ELUCr0kuE8iVQIRyR896AQORn8Wy6Un2KKKaaYYooppvhSJMmY0Wjo8yS0xjpBuVxmfmGBmZkZyuUyzgofBpIkYL1Fx0/6fEtykqVsb29y/fpVrq9eZW39Oq3dPbJ0PLFQGad90bwBYSVK+P2acdLLS4XFOYuPWxQ06lUOLM/TH4wZZZrZ5UUOnjhCfW6GxcVFuu0uAqhWK8zOzVOt1yhEIVZrNlbXcDah2SgyUy1xfGWB2bk6mQ34zP2PUK7VWVqYoz8aMFMsopRgd6/N8577XLa3t/nMFx5gs9MnjIrs7o05e/4iL7j7dr7xxS9kdW2P0Cqszuh0Ui5tbnB1fd1XsRVjlpcXKRbK7Ox2icMCW9tt1jodRAD9NOUzZ89z/9lLbO21ONhscGy+4ferscTKgAsbfa52e4xMhgCeWN2hUlDcfuYUFoirZW44cZSlSpn52ixaB3SzlJFTfOqRy5y7tsmxlRWOLi3QareplcqME0170COOQ0pRSLUQEgnL4sICR48ucuDgQe6+8xbKSvLQQ4+z0+4xHiYk6YhRr0syHuJMBoCUASIP2nTOobUmTcd5Qr9lNE6x1jLodel3OzgnkEJQKASUag2sikitIcsMRmfPeJ0+KxPBOCwQhjFBHCEChcUhjSEQAhvg6yPAT5mswUqBVYHvpxMCq42XiAYhSki09GEgkVRkzmKdIdCWvk4plyvMlOtgBaVSicgJNpMeic04tLxCv99le3eb5cY8h48fpb23wSgZUy6XGfUHPsgmDhEYnLWUXExcjKiUylRKngB1B22MlQSqxPzCAjbz2upCsUh7t00/6FOqV+iu99hLBhTjImlqCZXAmYx0rNFaM+61iIUiKsQkmaNYLFKtVhkMBqTjBIQjGadkaZdyuUS1XqPf72PSjFqtQlSI6fb6iMRhjMNaiRMBmUuwTlCMq947SYiSMdt769TrM4yTBqPxkCgsEkiJCvIyUiuwBrRJAYvDR3BmzqIcGGnASS/rzHsGhXAYHJFQXtLrHNJ5IuaU93wiQSAJZIyUxk//8jAaiZxUiiD3SZtA5np4T/IkRvgqCKz3NRolniSA0l8Y2Cd/T/WWTqNipphiiimmmGKKrzcYNNr48BeTaaSUlCsV6vU6cRwzzBIGoyFJ4mWegfTELdOGJNVkOiFNx2RZBsISBAHOubzCTJGNUozNIASbZlid+nR4qTA4nB0jjcYpiTMO4zTWakZ9w8OPn+f04QM0qkVmq1U6Q43TEIVFhoEltZZascDcyhJ6nLC3vcnli09wbKXOsLPHY0+sQlDg0EqTQ0sL3Hd+jUOHDnF8ucn1zVWisMza5jbNZpPDhw9SLEYU45g956g1Zxn2R6wcXuby1U0efPg8x5frVOsVytUa8zNzDLMWhVLMkQMrvODuO0icYXu3i0LQG/a4srnF1u4m/ZFERYJmNWKvN+Ls9Q1OHD3CS+465Ul0u8fl7RbjLCMKFb1BCsLn6Os04VOfe5R//M0vxz3nVq5vbrO+pdnodtC7XYqVMotzVQ7O1SkrQalUIIwUj63uUi0WQI6pF4sM04Ttbo/7L61x8LHHONFs0o4iLl/eYGdnh/mlwxw+fJjH19Y5d/4xjh9ZIi5VkXmivt8Le9ucwQcnap2iMvWkHDgIkAoyO2Y4HFIqVKlV6gjpQIQY60CB0JokGaHl13giqILA65iFl+9p92QPYCB8otH+pj1APJn0aB3SepmoCoIJKXDkwTLOsp9umaHRwzGHlw9RLhfpdboYoDvq0Wp1qBYLRIUCg8GISlRgeXmZdq/L9sYGg3aH9fV1lAyRKC/RtJpKucji/BxzzXkUgE6Za1aoVCokY4PTGYPBgM2tPTrtPr1ulzgIaLW77O3sMjfbBFVgMBogREBGhEGRpQPqtSpxoeIjcJUvFcX6UJxCVAQJKpTUajXfz6cz0jQhjItYJ+h0OjjnqJYrzFQrNOplms0mURQx7HXQWpMhmK1XOHHyMAvzhxBC0O22iaISOIFSAos3Gqt8irYfSWy0xmRmsgABhLNI4RBB6GWZ+fkU1k9i9/8vo8BPMMmnvIBSASoMcFLgAlChT4mVwvnbiX3voSeDJg8N2k8hlVL6iWC+KJ9avBqqYHIb5JNXS/YjlqeYYooppphiiim+nmAzhzM+/XN/z1MqlQgCXxA+6HUYDoc4q3BCYvIgRaMzrMl8WKGKqNdnWJhfYWF+heWlQ8zMzPveQikxzqLTDGc0KgyJSgGBsjibkaUGbf1Ff2c0xvihS5qmFMOAIArZ3Nhlc3OTQb9DoRxz8NhBjh8+wLlHz/LEo48hjaFcinEYklHKgeWDHLvhJDKKKVdnmK3Nst1PeOjR87z2Jc/jO/7ha9jdG/Dxz92PTlKOHlxGSsmnPv05XvXSF/OKV7wCJQQrh5bQY8Pp44eYX5ynPjvL/Pw8vWFGag3aGopxCRXGPHjuEpcvXMelKcVSyIGlZfrdHmmasdwsg9ZEUcBsuUhgDY+cO8/17T0OLS9w6MACB2crIAULjQrNcsFbo1AcmJ1lplnnjz7+lwQYOr0+51dXueHIEQ4tzJIM+ly5vskw1czM1EhNQqlUolmpMR73sdqQkLLdHpBmhkJcRBLSnKvDqM3li5f49EOP00va3HPTEYpWcOnKNbr9EUKEBFGBzKQYowlliBTCb71FzhmMxWYWIQOCMCQKQlwmSDKNcSlB4LM2UmuQqkikYuJCiUql7CXGzxDPTliMlFjBpFKAkMn0RylfLm5t3l8nPPETzoeMgAUFgfSBMlYKYgIykXeo4D1rg3HK/Pw8Rw6sMBz0CQsKnRpa/SGl8gxCW66tXyOIFXPVBsm4T7+XIZVl3OuzdOAAc0sLdAYDhsM+Tkh0x9DrD4niIoXAILRP/ClGRahIhqMuOksIihFReY5s1MdFkpmZGXqtNl3Rp16v0xsoTDICBE5FCClpztbRQGevw9LyAjOVBuceOcvVy9coVYqoQCEQDAY+Lao/TOj0+xSLZSSCuBAwGgy9LDNSlOMYYx2tdot+f8DMTEg6HtLpBqT2OtfWtilFRcZZwnA4oFSpIkyCCCKcE1gMOkvRJsUYL8t1LpcfWIsTghBwIo+ulRLhBBJDPoB7sjpCCk/anEDjuyMBfwVKCiQSSQAyP9cqL5lXCoTEif8/e//1K/uVpmlizzI/F97s2PZ4w0Of3lWWyaqu7urpqm61pBkImisB+tcEQRgJamh6NNM1ZbuyqjKzMpmZTPrjzd5n+4gd7ufXWrpYcTYzZy6GDVCFvIgXIECQx5CMxcD61vt+7+P/mq0Nwjn/ua+WpC3O8wxXryROfP77rr5aPYvSeOdxrbXWWmuttdZa67dNdV1fPr7XdoVLExYdSIz9vEX0VXO+tX6oK8sSsUIIBEFAFEWXrqEfKO3q/uMxbNZWKKXp9Lr0hyMm5xdUaYYQq1/TOFAKX18jMcLHDj97/JSj41PSsuLb3/4mzTghzwsWacaLp09pNZqUZclykTLo9uhtbPLs6JwoUmS1RMiAv3//E0Dz3/zbP6bXDHj/04d8+MkDllnF5te+xqfPXnJ6es53v/ttNrZHECT83d//I7/3+98jDmLOjg9RArrdLo27d3nw2UOUDPns4TOeH5ywdXwKwvH27VvcuH4VGWiiRkSctFBxm3bTsEjn5EVNWpY0o4A4jnjy7ICdzl1ubG/wbOOE+0cz8grarQZKO/JK8nJ8zn/9b37Ax5895m/e+5Tb2xuEMiRdZNy+usWtK5v89S8+48HBmK2mIg417U6fYTvi4JdPeXGyYJyXNLt9wqqi1+vR73dJKxC6SZxEXExT/u4f3+frd68TCsvJ0UvGyyXXlaCqC4osXd11JbWxOCkIAo8DkQ6KorhESdS1vYyMzudz4rBJo9EkSRJGoxGnx4fIQPH2O1/1d/kvqC9lEAykd3yMtGg8ANwZSy0sWvihwcf+vJNT1bVHCyiFcc4PHQacXsUIHZ47t7r8V3WNdJAkDZaLBbLMSHTI2WLp3S8RMM0ylrM5r927SZEWnJ+eEemA1OR0Oy1uXL9FbzigenDfIywEpFVGZi3tugAdESWRh8y7kiQRRHEfV0viRkTpHJPaIgNImiDEkLPJjNiMaTTauKiBMDVa+3KT8ekYYR3dTp+GU2CNbxxNEuJGQqfVxhhDlhU02wnW+sHHVJZQB4hAUNcV0hiQjqJ2LOZzpos5FZZGmjEajjAyYnqRUuVT9s8r+oMRSbuDrZZoIVACitpgnbl02PwXiVgB5EGLlaVsHA6BE9J/JkiUUNTOYqoaGwSowLu8Sivv6JU1KHCroU4LiXOvYp/+tUJIh1ASIeVl/tk4f1DqukJcFs+88n/5DdfYKoeS4vNWrdXgyOoMrbXWWmuttdZaa/026de5y3VdIxGXLMEw9Hi1V2sv+D70y7uPtfUKn7VCdSl1yR/Mi8K3jQrI8xxTFrQbCY1Wh8HGkOPDQ5aLzJszQlA793mia/X7WRzOOl6eXfCTn/6SYb/N9WtX6A23sLbm3mtvksQRz58+Yz454+133uT85JQHT56yd2Wb8WSORHDjyhW+9bV3uXXrCv/xL/6SH/7wPb7zza9w584tnr444cGzZ1zf2WOxWFBWA6SUXL9+kxf7R7zx+h2iJObw8JDP7j/Flhkvz2csq4q9vR22NzYAmC2XbG5u+uKc3DP3gliTBDDstFhmBY8PLwg1dBoRo40et25cQUUxUkvazYDdQYuX0wXzVHBt0OSd1/b46YcP+IeffsAfffvrnF1ccD6f841332S2mPPh46fcu3Oba1t97j97ickDbm4OWFyM2T9ccrR0XGQ1RVnRbTmGvTa3r12hGSvK5Zj79x8z2tzk978JL47OePbikFAYDp894f0PPuGtu/dI53PS5RLgErFnDIRhiFICYf392a0eEYrCY+estZRlzXK5pNlMLtmTtbOEaHqDIaOtnS98Tr+UQfDV4fL1p587Oe5Vxb8E5+yqRtddHmprLVqHaATVquFGIjCrf2nJipsinGel5DV1Zem1esxmF+hQMRiMOJ8syC8uSAKFMyEn4yNiazCUSJnQH22ySJfUB/tICcN+j9ksZe78/0gKQavRwCmJCkPCQDKdz4gaTUzpWC5zhIP5ckFsA+KwSavXJGq0uZhOEM6ACrBO0dsY0GkkPH70iPPJgnavTV6VLCYZw+GQvKzIspQgyNE6JEpiIh0QRjFCaaoip64qamNIs5xKSsISgjgkTpp0Om0qU1KXFY1mQi0kmYkYjvaIm1PyLCcUEUEQUdeV38m8/ILRaAUucCuWoAQn0KFG1YZKSpz1nwFC+Fiv9M2dCIdU6rLi9pWklNSmvmyDdVLiar9/KaV3PcGBk7CKp4I/D6ziosL5M4Tzv/eKp+l/jK1xTl3uBb4aMpEC+erP11prrbXWWmuttX6LpLVePXxbyrry6zPOeU5g7i/1xhjKKqeua+Iw9Pew33js9vfmz5NR8jI6mKYXTCYTXJHRSvbo9XoMNjZpt9uMz86pq9XDeVmB8vdt/2v4mKqWijD0ybSyyCgWC/bnKZkxtFptdne3uf/wER/ff7RaPZry1Xe/wtHxAe1Gk3ff3uPb776LNQXj8ZjxZMlbb77On/6rH/Bs/5QgiAiU5MqVXRaLlIuLOVev7tHp9bj/ySPG4zHP9w85Oj5jHmp+9fFHHJ+N6XXabPQ7vHn3Bssy5cnzU5Z5gQ4d0/GU/dkRo9GQ1+/e4Mc/eZ9+u8WbScBiseDN126w3eshhaPTDsB0CMOQdiiJtWBZ1kRJi2yx5Pe//TX+6ZcfMJ2d8N/+u3/B//A//x3j8Zi7N2+w0evybP+Ync0BtbUcnMw4Xma8/PBTytrRbjfoNqAZNQik4/bVEa9dGXJtd4vNXofHT5/x4vSEe3eu0ohjkiRioxvxtz96n7/7i7/gjVu3aCnv+r4azo0xKKkxxvnCF2MoV6VAVVXhpCLPU6y1KBVQ1RlFmZHnJbay5EXKfD7j5z/7KRvbO3z39/7wi53TL+OwOykIpIcfSg+YQ2j/5/5wezfo1euEW71qWGuJtcYikErB6uBXWFgNCFaAKSuSKGZzc4P5csFkOUc5y95ok8wUTGczkkAx2hhxejphMVugOxEOQTtOKNKCl8U+3UaT7WGfWGrCcI6dLZBBxO7mNsIWTC7mVHlOEEqiICIJNM1em7qAINREScT9Rw+p0pJur0mz2aTdG1HVGYNOi3RxQZFlTKuaRrtDu7KU+ZxZEDAa9tlqNDk9H3NRGZZZQRw6tNYcHh2jlSJOEsq6QjgIgoA8z6hWLZraOT/4tlvEQUiBRThHtpiyyAqwijhpcOfmJotJxvPTfVQYYKrqEhz/amgKggBrFVVpUAqsMaggJER4588ZhFuxBIUiUhIT+CIXrEPoz906sXIyhRBY4TDG+gIZPDReOkmgQj8UvnJ7hceI1K/2/CTYlSso/NzvARfOUVlDZN0lZ8c5h3ASuUJgiPUguNZaa6211lpr/ZYpCHw/hqpKlFIkjQitNVmWYa1lNl0wm82oqgr5a1HQV9zAV0UiOLdKkGVkWbEyUTSuNsynF2gcYRDQbDbpttueF6g1xtbIGqoVZkuubvzOWqw1CKFIIk2el7zYP+L6lT2m4wnb25ts72wyXeZ8+tlDbty+y9nFjFavx+tvvsF8MWZnq0+a1eRlyaPHzzmfFfz8V58RR4q/+s99rly5wo3re2wMO6A0t2/f5qNPPub6zZvsjNp89MuPydKAvSs7HDx9SFFplA7Iy5rpsqQZxR61pmCxmLN/cMgybTCbL5mM58zL8pK3eGNryPlsQr6YM+y0uHllm7RaUmSQhAmD4ZDg6SntMKIZhDjnOJnPWOQ1/Xab/eMJf/rHu/T/j/+G/+f/9EMeH5zSDBT9QYeyqGnFEdaWnEwrqCvaSUwnjildydJJ2r02125c58pog3aoGc9LbBiTFzWdZou7N0PS0hCHARu9Lp/df8aPfvJzvvnOXbQKV+gI36Jvpf+8jIWq8nFgIQSB9p/5q3hwHMd0Og10EFBktS8NwqfyDl/uc/hy/wuf0y9lEJTSRwkBrBKEOJSzPu4oBbWrUSLwQ5145SKV3i63DhV5tpzAYw1ecQRBUpUVBkcQRTTjGAPsn56z2e4gjEVhCbQgCJskjS6LgwdI6dBRTF4YwipncV7TaIZ0t7cIlCJpJmw12myMHCKIyMoFx4cTllmJELGfR10NtcFVBd0kJKcmDiOu7V3l8PiYs5NTpuE5nXYXFTagVrQaXabnZyzNAoujFcZkrgZrEUJdtpcqGXB8fEyZZ6ikSSUE1BVFDgYPDW0pQaC1d+ikpMoKGp2EZrtFWTiWiymR81GDSEsWi5STyZxAhVzZHvHh8zktGkTWkfvAJ2BXq5sKISRWOmzt2TVWKwJ8KYvFQu2QvCqOAbX6bLX2UQWzitdqpahFgDMVCuH39xCeKagFSqjPm0NXTU2seIavIPZWgLNu5RJK/9mvWkWFXhXWODwowuEfExx+x3QdDV1rrbXWWmuttX7L9KrkTipQ2qMjoii6xEVMp1PSxdJ3aQiwfJ6sM2YFmndgVh0K3imsEUKitQfEK6VwdYUQEGpNkkS0Wi2/U2YNohbIFabNrQZKU1UYU2OlJkAStfucjpccHJ8QBop0vuAsOONnP/+QKzvbvPXWGzx8eJ8waTKdTtjeHBC4kv2DKT/8yQc8Pzzlo0+f0Gm3+f6336UuanJbc3VzSHRjl5++9yFHRy/Z3tvmP//dP/L9b3+NyeyErC754z/6Xar0gvufPSbQmt3RgNOzMVb2efjymEg44lBTVjmCNpu9HsN2l1998ginYGs04Hw646NHJzRjSSAsxuYMu10IBFUGjWaXTrtH7Wa02gkvXp4yzQrCOCdSHm/2w3/6JVd3trm+s8WL0zFPp3N6/SaDIKQqc1rNmLxyhCpGVBnn4xmLsiKKJNtbV0iiBulyyuQ8JzcKKkkz7nBwvqDdijk6PeTZs2POpktazS4PH33GoNuA1WcupfQrYdYn3ozz/RtJkmBrTx2IooiiLKmqimazyXC0ha0rnMlQSpDnhm6ng0Nwfn7+hc/plzIIanwZibUKbTQy9Bd94bsqsQYPOIHLZkjrPCwRCSJQyMqshoHPHR5b+9rUSMWwLHj24jmDzW3uXbvJYj5hls2JwoTtfpPj84yD81PQjt1en2Vds8hKYikpAkdbxR7toDTvfv2bPHlwnxcvnjN+OWOeetxDVtTETYUtLYFWFHmGsAXVheEwLSitIo41V3Y22T86ZL6YIKUktob9iyVaGpJIoQJNnmWYovRNqGGMjBTnR2cUebVqwgxZlgsianqtNqYqqRFIW9OMI8IgodcdISWkyznj5Zy4EZGnGVVeUGUZhYNGu0lQOYydECrFg4dPOD8/J5EJ+WxBNGoj8wph/cuJkb7PxzkDWLQSCKmR0scvlVIEMvCFP6vPQzmocatmV49+qK0D44c35fzQboUfNGWoMRUEMiQQHhvxavFZrIZAJTVWOKywhE5Qv2oTtRa5Wmj+vJTGx3fNr5fHrNpQ11prrbXWWmuttX7bFAQBQvrm9CiKaLfbl4NgXlQUmY/9aa1Xw6CkLEum0ynz+dy3gUbxZSy00WggpaQoKoy1JElCp9Pj7PSQZZbSMV2U0ERhQqfbJ01TlJCIQGEQWGdWscMKKxzaOion6LcjwkbCMrN0u0N0HHH/0WNMkbOzNWA2PmVna8T5dMH45ARhc+7cvU1vY8bHHzykmwTcubbN1taIP/3jP+bw+Dl//cP32NkcoaKQZtIgaTa4euM6f/7nf0szCnnrrTf5h3/4MY8ePqCuYHw+p9Pu8S//8Pc4PD3j088e4pzj9s4OvX6Hzx7f5/DogEYQ0el0GG4OsEYwn0745WcPmWSSK2FMHGqUkGgcy8UFraRFqxUSqRq1WllbVgYpFf2kQbcV0W0n/N1Pfo41gt/55ruYck4UGja7A4oqR8iQYUtzli4pspymCCicJass3WGTKkuJ6wWtpMMsLUh0iKozXpyeUThQLw2nkzFHpxNSU7Ix3KIyNZPJhJYtsVWNDgLq1dqTUgqFI4oiRByjhCQIY5yUl48I1tZURUmaLlZrdH7drqoNUmqKIv/C5/RLwUc4ALdyBZ2vvBVCEChBILxz45PNFrmCZUopCVdYAGH8hd6u4oDCWLQn/eGwFHWBdQVRnCB0A2MqTFlSVJbaOZSOMLYkm8+4tbnLqNslnS9QTlKZEicsQaJ4/OyASieIqMXR8Tmnx6dUZU4YKGbFgrQuydKUbOE5f4WpKeuag/mS8cWEMkuZXywpiozeoIt1MZPJkrqsMLbESo1VnlMopaQyNYEKUSrg+ZMXZMvUc90DjYwC/99EBlzbu8NwYxctNEpotHSk6cIzFK1luVxiy2LFEQmoyhKlBGmxZDqeEAaKTneIKSuqOmeRFURRQtSIPJtG4C29wA9bfhhXPi8ugpVbt2p4Xf0hpS+9iRsJKgrRYYBzZhXpdUjk5YAn8UO9EpJQeKxEoLU/nMLv/elVNNQ5zxbUK+SIlBIrHKzqgl8Nn8ZZnLGrvUOBFXiXUFiEs2jhgfVq7QiutdZaa6211lq/Zbp0BKVcDW0d4jjGGqgq3w7qnLu8D3lw+KoZdLUq9Qo7oZQiDMNLlqA1PtoplKQoCorcN5C+cpGCOFqt2thVQ2nuW0qr2g+COKQyaBlgipJW0qB2YKWi2RnSavYZbPhhUscJizRnfHZKWWSUZc0iqzk7mdLd6PP93/09XnvjFjdfv01qHPcfHvL63bu82D/klz9/n2vXrmCc4Ed//yPS2ZxGv8+1q1e5emWLjz76iJ/+9D3my5ThRp/T8zPKsmbQ6bM5GDDPU86nM27sXaXbavPk8JTxLGNvY8B8MeXTp/uEYUw3EeRZDTLk9vVrvtl0lnJ0eE6n1aHfaWOqmm4ccGVrQCMOSNMFaWXICNjpD3g5Lvjs4QO+/9V32UiavHjymEfPXhI3EprNJnmaIYRg6RxWa27euMKVnQ3uXe2zPWgwW6SMT2e8/+GHTOYTFrMJH3zyKQjD5rBHVVlOphkvXh74Nv/aMJ/NEE4gnE9CSikJdUASrLBpKKTUl70qdW1wVjCbzXj6+BEvD14wHo+ZTOceqbdIWWQLpPpn5gg6uar8B6yr/OVfSu86uYqyrqmsj3g65zAY9Kt9QsCt6nPNqoMkkgHOWMqqoq5rIuG4fvMuu1ev0YxCqqIkaIQUpgQVUhaWeZbTbDSopOGT/X2KyiGtbxfSgUCKkEJFHB8c8eDnP0MGkkoIWq2hH3CKCgmUdUFRFWRZRl6UTPOKtC4JwxAhHUp691Bg+cHvfovdnR2m0ylQs8hSsqImCpu0Wj1860mNlt4xc0i63TZBECAlxGHEfJlxeHyAw8MuyzJnvlxS5DknJyfsv3xBnmernyNRStPt9Wi1GiRR5IdvW9Judbhx4wbdZky2XFCUFY1GCyUkVkh0GKGCEC0D9KvhSQikErDKoEv8MCf5NbafEISxt6SDFcQUQDjP/XPCrdw+iVYKtTLplPSvMt79VKjVfqDk14pmVn/UdU1eV9R1RW0Nxvk4xCugvPw140+swPN+J9E/Hqy11lprrbXWWmv9NilY9SkIJUmimCgICVSItZaiKCmqEl5B0lb3xbIukCpEB9HnUc4VL9kYQ13X2FXfBtZRV5CmuU+wCUHSaNId9AkChZRQOYdxiqr2zaVl7XEEWmpc7SjKJcs043R8zmw2I8sLTs9P6Q/77O3sEkqHkI6PP33CxdmE0WYflXQ4PjqnFoLNnR3uvn6HYpExP5+Q5ktu3L5Oo93m088ecXI+YTafcnr4kukk561330FVFWU6pxEkLPKcuJGQ1xX/9Itf8fc/fp8yy7l2bY9mo+HvwfvPEUrSb8U04pCyLpguMtrNGIFmsigxztFMIg6Oj8iqErm6uwJMp1OkhBfnE7IatnoJb925ylffeZ1iOefi/IwgbvL1eyPOJ0uOxxe8fvsGioqGluRljRWOrW6HVhT6xFvUZG9vh51WSFfWLJcZkwvP+H7x8pAHBzN6bf/7//zTp3z66Bm3XrvDG/deZ29vl3/1/W/z1XdeI1R+1cqmGcIKoiggUNobI1hM7UAoRKjJywxT1WipAUtZzKmLArkqmDHG0B902R5t0u1sfOFz+qVEQ0Plly+rqkAp7/4ohG8rchYrHbW1Hi9oP28Vle5zwPirMhALn1/wnWO5nHPv9TcYbWzz/OU+7VbDN+gUNY0wpioN8zJHEbBMU2aLC7AKpaCochpRTCNOODk7o6glVzZG3Lx3jzfaTbpJwpPnB5S1IYhiyspP0FpKms0mnU6XxWJBr9lBCEVaVkQBJEGLONF87c3rxHHED3888688aU6iNVGQkCQthDCMz05wiznCOiYLP6VrrSkLS6vZJJtdcHj0lF6/Qxw0sAgsgihKMEKSljXCGFrdPkIEnJ6eEoSSwWBAs9n2r0c24+h0ShjFfPeb32A2m3E6zXxRTyAoRIlU4vJl6VVpj6lr78Cu/vtb51k0ColUrxy81W6hlIRx7Pf3Vvt8dvWFpLRCWUttaiyOSCj/OUqIhB/m7GoHFPBu3+q161Xu3beAStxql1BKuapO1r7ZVXjMiGXVuuWqVUnN2hFca6211lprrbV+uySlxpn683vXSnXtq/+LLPdoAATWgqkdboUPiOP419ASn9+VhBAkSeI7NlZlgIvFwherCEHcbNDudui225eFM3bFHHz150L7wr3a1TRlRJIkIDQX84yjoxP2tjfZ6HYobcLFbM7F80MaScDVmzu0W11+/vOPyLIcK72R8N57v+Tu63cAycMHT5BK8PTRc7a2R3ztK1+l29tgvsioavijf/F7/NVf/TUvnj/m6PiUs9kF77x5l93tXc4vptSu5nvf+iqHh6dUZcqdO7eoszn3P/2MdrvNd772Do+fH3B8fk6cJHQ7IcWJpTBwbRQRas0HH37G3b0Nhp0GretX+Yu//gcqqbmyvcUnD5+z1e9y7/YVrl+5wnJ6gVKCyeKMd958izffjPiP/+lv+MF3v8rbb7/Lj37xHoONIVc3+oy14fnJjLnOmZyf8OC+5K2thKIjaSUjWrrJZJHz2u1bJC9OeLh/Sq8ZQdJlusjJCfizP/uXKApiZfnmm6+zE1v+9h9+Sr5cYEyNiRsIqRHCRzydEnT6HZxylOcV9QorEkUJLgyJo4het4uUkjxd0G636feGLLL0C5/TL2UQTIKYus6prCWQEcqu6m7dCh6OBWM9OcJx2SDq/7eQKH/KfUuotSxNjasqTFn5jGyY8MN/+hE7Ozu0opj5xRkCTRI2KG2NrWsKKgbdAbe2t7n/4DGn6TmxsmyOBrgaXo4v6MVtlkXG6XRCXzg2tkfURYGSEYG+4Hw6pSxLtrd2GQ76GFNRFWAIiZKQRHQwVcHVvSv0203OXh5xdn5Eo9Wl02pzZTugyDPSbE6j0SCQAWnpqFxKFPn/2abzjGbiM+JZPgcd0OtsIKzD6pAwaOCURscJZZoiakuz3aLV6dHudDh8OWMxmbLMCu7cuEmSCI5OFjjnOD49I5LwvW9/lUVm+Iv/+a+xuqY3bFBkObaoqFeLx5durM/14uByOBM6QP5aO6i1vkVUCG9R61BQU6HRUENd1n6QEwqpfPTTVRXSiRVEftUW6txl/Nc4H4Gorff0FAKjJNIJAqWRq/Iat3IA3QpE798HfHspzvFfwMxca6211lprrbXW+mfRq5inRKxcOHUJA5/PZxR5TiAFyABjauqyRFhHFIYEgbpMYL0qiakqXyCjAo2pPWMboC5KxqdnZFlGO4xQStHr9Wh12izn08sB0klg1a+gECg8V/piPsMJxXw6o0qXDHtdxrM5xlpOxhPSRcrd21dot0Je7j8naUf0Nkc+OZfnBEHArbu3ef7sGR//448oqprf+e536PW7bO+MiOImW1tbPLz/gP/7/+3/gfDtg5yNz/n0wXPOzyf8/ne/zTfffYdlmXJ2MuGTjz/jnTdeY5lOKWLBxXzJZJ6yOXLsbW0g1JiDw1NKa9AIdkdd+u0Gi3nKvBGwf+qwx5bNzSUbwz6LWnDj2lUevzzmZLrEPd7nxcEpYajRWrDMLR9/9Ii337xFr9djnhv+4N27TCanWBGt5g/FwcmYbqtJWVWIKqXTaNMbdGk0m2TLgkjVLA3MsgwjNbI2bLXh1sY2i+WU7OgB9974KunylMXygqSV0Ou2WUpBmuaUy4IszkhaAap2SB3S7nbI8xSwOGmRThEFIVIHhKGkrDxb0NYVR0dHpGlKnmdf+Jx+OfgIIVaoAr8FWFuDdH5ocEKgrDe/sd6JCoMA6/wOoPi1qKBYvVZUpsIUBVWWMhht8PGnn+LKmhvf+x75bMpwOORskXE6X9JKFMr5lxLpYLK4IM8zGmHAzRs7dIKYDx49obIK2Qh4/PQpLw+ecffWawx2Nrl6dZPX7t1i/3jC/snEt/FEMenigouLCWlRUtQlYmmJwhAlFKYuSOIuk4nj7OyMuqw5Oy3JE42SDqFDqnnO5HyGFhqExTpDv9XBNTssFlOcdFR5RStK6Ha7lGWJDCJUR2PKwu8RYtHtmCBugq1JswVCedbfZDLhM2O4urlNXYHQGi0VD57uo+OIQTOkLKYsc+j0mtjKetaftdTWYMtVnnwVAWXl/lnr/NAG3vlbfTzOrmDxwn/eIlBEIiKUAaUsKLHo1ReMEQ5hFYGQl19ASAnGYK1nAVprfQRUCAIVYDC+OdatwKmrcyGEj6v6VzHfOKqERMiA2ll+Ize61lprrbXWWmut9Vsg4/ygJoQgDDXNZhNrLVm+JE09D44VYuKV4xdGGqXk/8pFtNZibX05XL5CJwRBQJZlHBwccHx4hJSSKAjp9vtcvX6D2XTC4uICrQOs8SiCcAWnF04xT5cEYYQWGhk3yJIcJxWokPHkiP5gRBwsOTk6JdKCOA752rtf4WyRcfD0OXt7m4zPzvhPD54wGg352le/wunpGe1Wk8n5hPH5hN29LUbDAd1ul7/5q7/lX/7rP2CZFrw5fJssLfjos0d0u22GvSamguVySZ4XPHv6lKOTQ6yOuLI5IIkWNOOYqirpRAETpZBGEEtHJ1Hs7myxMWgTUKOCCFfUvP/hA7Y2N7ixuUFVHaKU9L0jNubZ0RihYdCM2el2yLKM//yPPyNqtJmcnZLXFd/7xrc4H5/QVoKgM2T35nXmzw9pyoArXRgOAoqs5OJiirA1Zydj3vvskMNZxrfeucO13S2GkWI6z0nrPjvDJoOoYG+4x7SQnM9rSuvNEZnE1IUhm04JZItAQ9JsEccxxlRoGYBNkVKgtF8Xs8YwX0HpoyhkNpmA8YWXX1RfyiBoKAlURCh8oUjtaqSTHiewanxUQl4eXCk0CB8bFfjh5JVlba2lfpWdFpDnOaK2/P63voMpK06WGYtaoVEYU1EbHydMVMD5ySnTo5LN7W3qMmfYbPLgxUuOz07p9EY4JYisokpTuv0eWxtDliePee3eTVqDAcOtJeUi5eDFPuUKX2ALqESFco6iyqms4fCFIHAl2TLHWUUU1uQFHJ1NaCYBnY7CCY2VDkEJTlKYmtg5ut0WKMNy6TtVtdbUNvfcGC0orWWeLVC5ZHN7A60ULw9PUDhM5bkpxlmqosReXJAEId1um3meUpYli7JmssgZdVtsDPvMX54yny4Qzvg4p6vBGaq6wNYVSIkKGjjJJeIB/FBe1zUIh5ASiaSmhnplwQk/lCEdKgiIV8vMFoepaox01AKkMVgpkatf27lXcPvPkRJKCKySKOtArX6cFVjtO26E8HFjhPL//AJfMONgxcNYa6211lprrbXW+q2Rqfy6jB8EQ5rN5uWKTl0VKK3RQYRAEShN0kwo6grnDFVlKAof/ZTSP5BHUbSCjPt7kNaaOI6prOF0/wX7z5/S6XRot9vs7OxQFBX7T5+Sz5cgBRqJsRVSKrQOfDlh6HnftjZU1pAWJU+ePyEKNNsbI/qDEdPJBY8fP2SeVmwM+yRxm4MPHyC1YrA15PDkhJeHh7z5lTe4eeUaf/c3f8nm9hZpmvLg4RO2RwNCKZnP5/zpn/0J7XaLn/3i79jb2eLa1R2+/Z2vUxjL2XjO5PSURZ7xxt2bnJ1dYNG0Gg0aUUA+c8znc05OTtnY2GB7q+TDR/tsbXTotiKKvOLa7g7d0HExW9AZbdAZDMiyjDIv0Fi6SUQUB7x55zrPD884PpviEISB49037vHk5QX7B8dIKXn/Vx9wbbRNI5YIsWR6cUo/EGxEDWo1p9tpIIRGWEG3EeOc4efHpxSLBTc3B2gheffNt9C25tHhEa/fvstmJ0Y6w2yaIUSbyXzhP9PKYrUiajUQRU01myMSQyfYuFyTkkKD82WLzmRURoCwJHGbfr9LVecU2RLBbz4i/G/pSxkEwWLrlZOjPGDeO3R+8LNSIB0IpVBhfBnvE0LgyppK+Khf7SzG1p5vAMStJlVVcfXGda5d3+Wnv/qUTx895/bNXfq9nn9ZqWqKypeWBGEDUzh67ZgsF7z32QOWiwLwO4xZNSVDMohjdkZNrt/d46PJMe/98hM6jR7j83NOx+ekeU5R1hRFgZEOCCjzJYFWWOFYpEsODk9RUUi710Mu5tSuREUhdV1RpEtU3CQ3FbbKETKgqCxUU1RoUKFGpYKsLFctQaBDRzmf4EzJcpFijKGwBdr5F5/N0Tbn41MqU4ESIBV1bZguZ4z6LXqNBuNpSiORHB2d8Ae/811arQ7zxd8zn09ptJsYW/tBu/TNriBxVlDnBRYIkoRA6c93A63xCAcLTkFla6gt2oZIrbDOUdsa5QRS+53CQPoKZKcUtTPesJPy83y7A2ss1hhs7ZtCX/111Mr5W+0Y+p1Af56Ekng7Ua6CrDVKOJxdD4JrrbXWWmuttdZvl16VvCjhd7riRkJV+tbHurJEoQT8nt2w3SJUjqPxBbV11KUhTVPm8wrwqIhXjaHVqkixqi0G3zo6u5hyePCSmzdu02q1aLY79Pt92t0Op8cKayHUgrq2l6YLssJhqKoKFcTErTaRFpy9PGLcb+Ns5RFpjQa37twlX87JiwIpl3TaTYIwJIlbdDodblzb5eL8nJdCsb25w/6TZzx48ICirHjy5Ak//vGP+Y///Z/zZ3/2R2TpBuPJjGG7zf7hEbtX9njz9l1+8pOfUJY5SRgRhAqwhFHCm7evkc4XnF6kLLOSdD6n7nVptULKsmRzZ5M713Z5sX/Kz3/5K/6r3/8We4lmMl0y6DS4EHA6WTAeX6ADSZEbsrxmd3tAO4lZpHPSUqCjmFt7Q0y5JNAxfQ0yFNDoEAcWbV9w+PQpWjcY9BRJGDBqddkY9pkuplwsCwoErZbmtVvX2NjooASErQ5bW4LN/pB2ElIWSxrBkqTdY77R5tGvlhTGEkWQRA2iyJJOJ9T50t+tlUJJ7wA6DNJZ8qqitL45dtDr0250mc0rXBBT1T5G/EX1pWxYKStxlNQuR0pNpL3N7IyPAYK9rL9VyrffOCE9h27FMtHW4pzfF3PO0UoaxEFMs9tj2Gvy8PFTHjw9oJlImkGTF4f7VCZHOYuqF4SBw1JiXe0XbaOIdJ5TFQXCgHAl2TwlzQwoQblYMD6eEg622d69TrPTJooVi+WMs9Mxx4dnLMqSylpULSmLgjxd4CqHWnH4Qi0ZDQZc3dvl1q07XNu7ShRF5FWBMwWqgqp2OCHoNbvkZcZkuiBfevZHWdZkWUFeldS1JUsL7zKiCGTEcpkyz3JarQ5f/+prfP9bX6EVhghToxToIMA5SZotuHf7Bm/evEakCi4uLpinKU6uIJRxl9oYjPOxgqoqfCzUb2dSCoMEjK3JbHX5YsWvxXatNWAtFktZ59R1SV0VCPN5fNTiLuOeUmt0ECLDcNV26gdFoVgxJ1eAVLNiEHq45OoPj5GwziFRKCnRbtUUikFJ/xImIv0lneC11lprrbXWWmutL0+vkm5Sehfn1V/79QKYuq6JtKLXbtIIA2pjfKIMR12XZFnmy2AWU5bp/PKCX9eWPPc7he1Gk0BpTo4OOT05wlb+0V8pRbPZvGzxV8rjvuq6Yj6fMZlMmM1mpEXu+zyU5MXBEVleUuQVn376KceHL4njmLPxBWdnZ2gdcrGcYkzN7pU9oriFVIrNnW3yvKKyho2dPf7pvffQQcxrt25xdHLCT376Hn/4+9+lEUacjo9ZLObMFku2dzb5+394j/uffkK33QKncLbk6OSMqlzQ7jTZ2BghdYQUhmZDc2Vvh2fPfjxD1QAA9ytJREFUDzk/m7HdbeCqmsPTM5aLKXGrzbQwdDoddrc2OTs+YzKesZxPyLIlw16PKIn57NFjTs8nDIddWklEURR8+PFTPvv0AUkUcnt3wOb2FUb9Dk0tsKZkZ3vEt776BqpeEGjBld09tjY3vJNa+iTbRr/L9StbtFsN3nnjNXAFs/mSRqNBni0Jki7t0RXizTtUVcG1nR1uXNkhLQukUsSBptNtEQYRiAClQ5RSOOEfFtSK3R2FAWVZUpU5VVUwHp8xnU4RQKA1dV1+4XP6pTiCQgj82KB+o+VIK4UREmMqQqV8K6RzKBlA4CHizkJdVCAEWmlMXRMm8YoxqGg1WwghePjoAc6VvPvONzk7PmFxcUFjGFCFmlYroRE2OT+bcvf2VXrNFj9/9hlitQhrrYPKUYeKRqAxxvD48VOOTie8+e3f4c5Xvo5EMHjxnLS2NKNjJrMpBy9PyXGk1iCDEC29vd/o9LDScnR6strxG9KShla/RTu8xtOX+4DEOv9BNJOEjY0+abpgMV1Ay2Jrb/fntSXKckIRIZzDmFWJjlYMWj0EAdPZgqP9F/zJv/q3JK0BP/zRf0armHa7SSDg/Pyc588e8+Zbb3Hvzh5/8Tc/5tMPP0WYMbW17Gxt8fzlI5ww1NZSGXuJX1AIQqkAP2yZ0pBJQ6I+Z/TV1qxinNIP669io6xwEKuKY6EkWvgD+yrf7lYcSSEEOgygFpdDoNTKu462wlkwUiCFBCcQziJriwwFSkWUzg+nWvlKZGuFdwjXWmuttdZaa621fssknMEagwwCrLWkaerxY6s7UW0NmJow0oTSsagKSgtJq02cJDQajVWctMK6esUPXKXvtEYGlmazSa/TJdSS2WzG+GJClmV0k4QkSej1ejTaLZazuceJKYXJatIsoxbeTQx1QJGnjMdjVLPB5t41nj0/4P7Hn6CEoCJka+8KWloqIwl0jLBwfnrGfDpjZ+8KzgqeP31BmuaMRhvce+0N3nr7dZSrefLiEa12j92tDot5Rlnm1LVBJRE393bptBscHZ2glODem7eZXSyZX5xzPl0w2ukgowZbuyNceZWjkzOstTx9cUTQiNkYdahKQb7MEUFAr9WmzDM+fpqy2QxWCDRNp9lAxwlvX9vi4PgU47rY0kPdZ9MlZxdjru2MuDbcRKqI9qBHf9gjWy6wxYJikTJoJ+huzY2tAbq7zfZowNnZMVlecePOGzQCR/TiJUtjKPIlcZjQbMccnU+wZUFvs8/F0QMcDVx3i3lZMT0bI1dt+9Qe1REEAa1uh6wWRA3vBNdlRVFmRErSiEKsDFA6IE2XlFVKFCuiKMTamkBopDVf+Jx+KYOgFR438Ar8LaVAoEBKxKpNklVxzKvY4eU+mpAgV42QxhLoEKk8jLyZJBRFwcXxGCskN25doa5LLuYXvk3UWsplQTOKCWTA66+/TiRqPn54n/HFhHS5JKtzpIpAe4B7L26wu9lFa8nTRw8ZXLuFiO4TqIida7t85/f/iIfv/4KXx8ekueP8YooVBuMcG70uo9GIVqvFJ48eMTmfsXBTlrOMTjshlIJhrwdyj8lkylwFxE1JI46oqpy4GTNdzFnOFwAUtqZ2kKaOSEUYa6hri1OSTsvb7Upojk+P+OUHnzHsbZA0G+xujtAqphknjGdzaiN4+vQZy3TOn/7r/4p/92/+iGdHF6RTweOH79HtDxh0+7w8felLWqraRzulQwsu2139q5Wito7SVDhTIYVfSjWr3b669K9RWmuUCnDSkwEtDrlqBWUFggc88FT65k9exSQCTSBAaoXUijIv/F4h3g1UghWI3ueiX50Z/8jgqGuzci3Xg+Baa6211lprrfXbJ4FCKI2U/iI/OR9TGx/tRHhGnJAWXE2aZyyWKYM4ZrfTQQfeOPEM5yZ1XVMUGaUrsbZGKNDSXj6y6zigKgrmkzl5ntNRmma7RXe4webWDoelochyijInzxeYMkOqAKkDhDPUxie12u0hZe3I85Lbr9/m/oMD2r0Rf/CHv8/hYZPx8QHddosrt67z4fsfsLOzzWjnCuliRlEumR6cc/PaLtdvX+f58xd89P57fPTZfZJmi//Xf/ox47NT/pv/3b9Ea8VmrwPAO6+/yen4lEePnrKYF4z6DTaGCbN0hjAW5WoS7VgsUsqspNGOGXQbTJcpKumwsekjrZNlRaAcaE07in2XBJZqMWV7YwOrYop0ydagxd7eHlVecXhySi+StBoRO6MNmg3N+bwgrHKaUUJoHZOyYrQRE2jBdHzEYHOLRrNHKAV7N6/x7MkBWbakGbfoD1p0iBju7tEcjNCuYie4SpZNEXVJmHQoigKVHdIUFZNqQavbYaPfYpnXmLwmlxWFqZAq9AnE0lJWOc5YtNAo4VftmmGIcJLK1H7PVGvqIqeSkiCMv/A5/XIcQSlB+UIQ3KoMRgpPjlMSFcSXzDeltM8mO7cCigtU4H+8qLxjJXEo4bl1VVVR1ZZr129yPD7iaJYx6g8wzpCnGWVVECwL+jri5OyYh4+eYuuMdiOhynJyu4ooSkkoBd12i+3NDZTIKR387B/+id4HH5B0O9x54zVajQ6LfMHuYETwVszDR89Z1iWBVOzu7hKFisPDQyYXU2QcURUV0+UCGSmSAOx8zO5gk36rRRhHHJ0esZjPiOoYhCVuJCwXF2gsxoAKQoRSGGFwQuDwWXJj/L9fkiQEgWI8W/CzX/6ca3s7COu4mJ5xVlkKIamdgyDm8OiEn/7jP/G7v/dtmt0OQr/ORx99woMnD9nd26QqDdb4+mFN6MHyzscHhJIQ+OZRbR25cd52dg5Zm5XL67/AhBCr9lBQBJdDn1vR5IWTCCEv2z4tFolYDf9qhYiQaOnQMkAKjYkq/1kXBbWtEFJB4DESAEI4LBZnnY89SN9Oqsy6NXSttdZaa6211votk5IoKVCB5yJnRU5d+TioRCBD39heliV14MtgWr0Wg04L7SryPL00TrTWCNEAJNbmOFORpT4SuFzM0DLAasHp6TGTyYTh1hYGaHW69Pojjg9eki3nVFVOs9Uj3r5Csz9isLFFt9ul2fIlM0JqJgePGQx6bG3t8En9KbPxGc8++YSo1+Hl8ZijgxOu3bxCv9+n2YoYH79kPJ2xuTXkeP8l7/3Te4y2tzg/P+PsfMZktuC9X33K6aTg5rUtzidT8tJwcnrM2/du8+DxIypr+Pa3v8FyPmdZ1eSLCdpAKw5ohI7D4xNOzs7YHG6jJCShYzxO2RjdwJiKRZ6xN2zwxp0r3LhxizRd4GzFYpGyf3hB4aYMmwkLBWERszNoobVmPj0laPW5d+uaR2ks5lgRInWIsSW4jHa7TScWFNmcaa0QOgFbUeU1F5OaKI5J52PO65TN7S3arQHtbov9p88Z9EKavT71ZMnxfMlgc4dkdJPY1UgmmD1JJAwvXyoqK1DaIbRF5oZsuaCuCooyo8hShHWUVcUstVipyGqHxjfNZss5QRCgwhipFPwXILa/lEFQ6xC7igOa1auCUhqB8I2TSiOcX+d6daiV8rFNJ4RvIsGiQ4VY/XwpJUhBoCPSdEZjOmFxMaHZ2SJKIuq8wgQ1zglyk4EJGY89X087R9SWuEbCvCgx+GHn2u4uvX6T2eSURhyzrB3kE167sUutNB/8+D16/Tbd4YBmXDDs99nY7DObpZwcj6nKgouzKadnpzSbTSprCIKAPCuYzBekCpJAEihNp93n2t4Oabrg6ekTBlJhTI3Qijhpk88nOOcItK8UJhBEVhKGMRjLcjpDdiGKInAaKeFwMidsJGz0+gghKG1O5SS1cZSlIRSa+0+fM9rscv21O2xeucfd23f5H//irwkivRrUwSqfV490gBWghcJqj5GQeDSEFg5X1hQYTO2Hx6quEYDSGhX4pWVjKxwrADywAtVcOr7O+XZYXxbza7B48fn+YRQHWBOgZYUSPrqLNatMtG/QEs67jn4f0SKlwjoPSV1rrbXWWmuttdb6bVKrEVMZH79stfzgMSt8S6QKtHf2xKrhUUpwmqq2LLKcMi9IWh4Z8eqxXSlFEAQURUVVGdIiZ7GckWUZkY6orCFPF5yfnbA33wOtKfMChyFIGmzfucf2lSvsXLlKb2OLXndArzckSSJfZhOHnF9MuP9TS2JTTo/P2Bj2+OiT+5yeX/D622+ye/UW0/NTZmcn9DpNHnzymKs7O4xGfVQQ8slHn2Cx5IX/57h36xpah4wGPfqdPrNFxrUr2zx4+AxTQ5ZljMdnvDg6Y297hyRJKOYpW5t7YAVFkfHwwVNajYSqhlmRc3VniyvbI4Sp6YaOvJS8mM25ttUndjWjbkTZTFguFty40udiNuXobEkSCm5cv4IpUqpsgdSS23ubFMYSCsf+wQlBZ8id61fR0pEt54RSEEnLbLFguShxYZNOEhNID8DLs5q42QaXY4SiLEvOz0/Z2N7izTtdPv3VfZ48P6YVa2yVknT7yGzJrCyYzc6YLCqSuMvtnV2MmOECTRjHNJXiuJ4yn8+J45Ayz1f88QJdKUQQ+nlrBZ5XShBFTZy1aPiNO/b/lr6c1lDrkFJgxQqJIKUfAlfQeL3iv70aDl4NArW1OCXQKJypYVUow+pfQmtNLSsOz095eXCfnb1bpPMFYwruvfY249mUTx/dp5M0Ec02gZA044CtwQ79foOLsxOKomDp4MpoxNXr1yiWZ4yaLR4ejfn46Qu+ee8uG1evgA4Z9NrcvHOT3s41pmfPef7BzxFxj+3NLuOjA/I8o9nUDFyH7GhMkWaIIKSucmoDTgc4W3Mxm7Kxucn4fEIkJI1uh9lshtYhVZHTbHcIBCwWU++QAUnYoJ3E5GXF+GyCEIIkidBaIpUliWK0guliSbfdo91skBUFtanASowxVLaidBWfPniGE4qou8fWaBPtaiZn5ySRxmCQYUQQR0ghkUoihcTi0Ct31ryCvkvQRmAcWPD0eesw1FSFwMgapbRfgpbikgNpjbkc9qWUnk0oBEL4L7JfX5Z2ziGtpHK1d22jCKUFztiVQ1j63UOt/eOAc7hVu6hGYljHQ9daa6211lprrd8udZsN0rwEHRCHESrQCLG8NDuMcQjnUPg/v5jNKaxkZ5mRVo6kKPw9+FUnwyvuM744JAgims0mSkmkAi0lcrVik2UZLgywUrB19Tq7N++xsb3H9s4urU6POI4Jw5BI+eSVEpAkCSoMOGy3SQg5Pj6lkTSpas/2m03OybOS0pR0miGjKCJIWjx8+oQ3mwpUA6ki4kgQa8kH7/+MX/7qKX/8J3/Mt7/2JrUV/ONPf0lVGd55+3UePdrnvV99zNe/9i7N9iE//+Un/Pt/9ydk+WNavRZBeBVha548fIS1cPPGNZ682KcajWg1Y16/fZV2d0heFqSLGWUJx8fH1O9rvvrO27RbIfmFZBhLnucFbnNEo9Gk00+YTy4oqoorrYisqBjPMprdAYPhgJayZGVFK+5g6iV1seB0kmFkyNZog1hr4liwnE4RVUEkYDja4cXRGQcvj7l96ybt/oD8/IjGaMhACxbTKaK5R5XNWY73CZUliUPM4RnTuqQ/2oDTCc5IRF1SWkUQJ6TzlCxp4Ix3kov6VV+Gv3uXZU21yPwg2GyjpaIqS8LknzkaCqwGuFcTg5dQCqW1N22sQ+jfPMR21UIpXg0GQuCMuRwgAiExWlKmC+bLKTdaHU5eHHB4NCNqDnjy9BHFfMnOa9sgA6oyJ9Z+gLyYzmm22rz5+hscHY/JRc3F5IzEFHw8mfCTDx5SLAqcFCzTAhvU9LsJRwf76HaPZOMGVj8mMDn5QjDotHFSMJ37/HWWZZ5NUpZQFTihMUKihaYsS5JGiyGK8fE5g3af5+cXGOMwVUGeLkmSBLIFps7JMuv/e5QFeVngnEGHAUkc0e20iZOAdJHTbSmcVTgn0IEvS5FOU7och8CJAElNGARcvXEP3YyxWELtbeMk6q8A7qGP6DqHdAIrQTu/32kEUPsdPycFykkq83nrqxWrspjKF/wE2jt9mlU0eGVH21WRy6/vg74a/pRSfldx1U5qjS8WEtJR1xXOWaSWBDJEqQCLQQrpXUHnQIiVwyww/wWslLXWWmuttdZaa61/DtnVWk2og8t77atHcl+mJ3Grh3JjDPPFApG06GxsEjU7WOubQa1dEMcxcRyv1nLsJVcwSpoEUYgQDonA1jVVkVFZy6A7ZGPzClGzTRw3iMOIRiMm1BonFFJDpDS1dUgcQkIcx2wM+hw8/IiNYZ9mp83h4Sn9XgspJR++/0uSZsx3vvddpIiQ2kIYcX6Rsbfb4+tf/QqPnzygKAq+993fJc9Dnj1+gqtTRhtbKKk5OZvwu9/9NjhJZryjtbW5wfODl+gw4Ctvv8Wjh5+BiOk229y4e5v55Ix+0Of5iwOcc2xt7pLmBf1+h4vxOTevbKKTFlGzw4NHzzEi4Otv32A8S0EqNje7WFfSacSUeUrUbJFISyfUBLNz6lIhdItev81yuWRZlLQbCRezCbWBmoi0KOg2NP1OhyjQuDLl5eSUdrdDt9vl488e0ugMkSrkww8/Ybg54t4bb0C25LluApJsekzY7hEFkscvDjHFBYNuTCUC2qHieJwztzVCBtggZjGbI+uaypQ45wiVREmJK2uMLNBKsswKv4ZV1aADauDK3tUvfE6/nEFQCoRW3o40jtpalJIoJbHOoaXyA59YXdzt5xwTsYqUgt85E6uLvgRiFWCCmrzM0EGMs4rZ7II8z/n44/ucj19yY+saRWlZVEvCWHN+ccHDc38Iw0ZEbioq4widQ8SKeW344P4TLhZzwrDB4ckps+N9nJK8GM/pxpZhN6Jx513e/ZN/z9P3fsSnP/sr+r1NZhdjssxgCkcsNHMhyKuSUGgakUbJGisDtA548vABOmnR6vXRVcVZo8FsMcM5/NKntGR5iRY1UnepsoKiyJCBQqsAFYU0gohWnLA92sSUKUIp0qwiW1xw96032d27woNPHrFvMpaZwzpoBxFFsWS0dx0Ttdgc9BntjLj/+Cl13QbhByhnLEJ6pIN2vszFvqo0Xrm3WkisAmEtzvqYL875Q7j66C9rkI2hBpz1n7NYDf8WS6D05WdsrUeEvHoI8JEItxpQIwDq2hfHaCVRoUTKCFH61xALq1/bsyMVX9z+XmuttdZaa6211vrn0CLPqIwFHVBUJcqqz9vPV70JSunLVSglJUEUMRj06HbbREpSVR7pZYzn/RVVSZqm2MtklUSrAK01VkORl8zSgqTVY2v7Ku12myCKLh/ghfQIL+e8kWBwIAWV8U3tkQ4YDvvkY28cvHjxgitXt3jr7bc5PT7ls48/ZdDpcPzigKooufHWa/zgT/49Tz/7gDpfcDKekWYlRVUQtEb8X/8v/yee7h/T29ygXM4II1+2eD4Z87//r/8t/91/99+TZjVvvvkm5+MLzs8uGN6+xvZoCxU1KGrBxtYm4yhkPlty69Yt5rMxs8oy2tmlKDJsXdNrJTgBjaTJm/e6PD6aYH9lubY94nC8YKOfIIOAdjNEthNOxlOEKHFRm6RZI2eFH5BNRRw1UEHCYnqEdhrd2yFQmuTiAFvn5NmMVtDj2dOX9Id9tJZ8cv8Re1f3uHv3NZyxHJzM6Gzsscxy0ou5LwyqUlqtIXHS5HT/Mc8efITWko3RbdLUsNlqggs4ny2RSmJcQZ6mKGsQ2sPj4ygAW1PmOUpLpITNjRHD0YAkSQjDkI3tPe595Stf+Jx+KYOglBJlQQUBRllMWROGEUJ496+uaw8ZN9YPHNZS46ixCOuHCYVAOXwL5WogVFoSKeUXa5WjLOaEIqC/M6QoCoSxNAZdZmnOLCu4ujtEiCm1kuhGzMX5hL94/ozr167wlXt3EDJg//CUw+NzQCNjy8VswsMnLxj2WuwOhrx2b4MqnfDi2QkVF7w4OOJsYpnNj+g0OoQxtKzFKsc4m1NmJTIIqR3EQYCxFVIlVFVJZiaUqSVz0O0PvO1fF2infbzRWMqqpt0AESm0FbjaYULJRrtBr6NRokDWAjQUqV8OfnFyxLvuDf7wj/8FSZAQ3H/Cc3VMNp8TNUOCdoe//9u/IC0Nm/0mb92+w68+fUxuCmKtVoUxEUZYpBCIVeOrEgKJxEg/VBrrh7dXhT6lqT0m5NWep9QEIsRp4aMJ1mGq0jMBAWn92XDB569iUmh/DowFWyOVBKlw1keDg0D7Lyhj/ZelUiihUE3lo6JVhV21hkqh/HrpWmuttdZaa6211m+R6tpSm9qvKM0XPuZZVZeJqEAqIq0xzlEbg5A++VRkOdKteMmrNakwDLHWrthxBucEgVTEQUhjNQCUtUGJBhtbV9jYvUJr2KcRxyjpmd61EZ4J7cSlMymkxKycS4f1iLRWk6s3rrPIMrSQXL25x8V8wae/OuEHf/h7dLtdJidnzNM5b3/tW7T6XcZnpzz+7CM2dm/x+tvv8Hd/+ZfE3QF71+9wdPiS6ek5RVlz9eoVVBDx8Mlzbt97nevXr/PZ/Yf8u3/3Z9TWkC5zjBO0uj02NgYcnS9QWDZH2whOyfI5tpyjGhotSmbzjF63S7m4wNSGME7Yu3aNVn/GD3/6c1pxwLW9axy+fM7W1V2mRUmMo9lsIlyCrQuqvGA8W5K5mN1GQiQsOlAs55a43WR0+w6LvOBs+YJ2q48ALqYnDIcDrt+6haxy5unUl+3UORujLdrDIdlsjGq0CMOQYnFC3B5STScs51NqY+j2hthyhitrZvOUp6cTLJJYB1RVCTiEMN4sWbG2ZSBxbtW/IQOuXb/JN37nO1y/eZs8z0nTjGarxWBz9IXP6ZcyCDr5iijukFri9Od7YEoIrHCXTZMC7wY5QApBXVXeJleC2nl7Wkt9uSsYJTFBkCCE4fzilNHuJq12n/d/9R7tbpdWq8f4fM50sWCZXmCto5UMqaoSHcCw2+HaaJu9vT2Msdx/+ZJlVaAChyg0NpZ88uQ5b17d4g9/8A2iRsLJk8ccvHiP0+eHXLt9gz/9P/+3/Ozvf0SVz9ke9plMpriTY5Sz6FCipSTRIa04Ym9zGxVHpNMZaVWwyBZcTJdUSpM0m2TTjLoo0E5RWkNpS88uDD2iQuuQq9tD3rl3h7yuOD+fYGuHTvzBkNagCfnh3/6IKAhJWhHXrm6xMexyNj4lzeYMOn3KdMn7P/sJuzeu8bXX77I17JIuc3S3hcThbIVUEdY5/MqrHwIl4IzFSA8XdZWPbwogkIrClNhfL3xRoISE2mJXmAhp/Y6hFYC11EWx2hW0BOrVK5bnCAohPOeR1Q4pgkBprFiB6aUfBh2ffyk65d3BqqrWLMG11lprrbXWWuu3TpEOsBZsVZNlGUopiqK6ZAmG0oEz1FYgrcCiKKqa8cWEPM8JQkUQBjTihCAIqKqKqI4oi5qyrCnLkrLMvZEiJEVVsXPtOndef4fOYEAjDJFC+Ed96xA43/UA/sbnQGAJhMBgCFVAZYBA0e73aTYabG9skDQaTGc13/3dP2DYi5henJEvz+iNrpFEDSbHRyzTBcPtK3z/j/6IqjYkzRbNZszm9pBGo0FMQH/nCt1Om1u3b/DsxQGH+8f8wQ++z3////0f+Ju//Uu++/3fZ5Eu6TcDqjzm4iKn3W6TpTOSRoO43SR/6Wj3hlzd3mS6mFOVOY1GjDFNdBDS7bYJm112mhFv39jjH9+/z5/8zte5cf06jX4XKwOoUuqixNQ1rq6xlPQaIYtZzfk8Z9gIacUO1emwRCNFzeb2iDi9QRgpzs/PyfOK6zdvEDbanByMuX5tj2a3SZamnExTwkZCXdXUdUw6W5AvLgjSnGi0TbszZLmcUyMYDoaEzR6dvEJay3Q+R6uQSiuaKsTGETUOjfKuovFGDUKhopgbt++wubvHrMgJdMhwo8l8MeOXP/4HvvbVb32hc/rlOIJuVRYpBaHS1A5qHArQ1mGEuLS967r2NveqWEQ4h5MSs2pGEqtSkODXSmMqCb2oiS1zZrUlTtoMh0N6rRauKlHakpcF82XGRq9LK9BkzuCoGA4G/O4P/oDNYZf/8B//P5yfnWBFRGEqTO3otZpgK+JI44o5h2dHDK+9zdY725wfvGB8csjL4xMam5s8fH+furakdUWUxFzZ3KAoCuam5t3X7lDXNY0gotmKqW3J2dGc2uRYZSiyim63T5kvuZiOEdrXuxZpTZkXtCJFr79Bo9Pm6u6QfqfFi+MTlvOUxWzJxqBHXlcs04zSWpaTGf/hP/wHvv3Nb/HVb7zD/rNDtrYHCOF4/OlDtnd2+O73vs9f/+NPeffuLf7V73yHP//RP1E5UMYglMM4SyQDrANhHc7VOOWB8NI5zKsdTglY7wxqrXGv9v+wqzivXwO9LIGRwju9sNoJdZeDW6UrtNYEQYCW/jO2tvIxCQcOh1Ka1cfvHcFVnl5KP4Ba4XmEEke1bg1da6211lprrbV+2+RqoEYHq+imtX71SUIoBRLvBNrKo7W09Ew4U+dYY/yejnW/0amghC/PK4qCxfKCNJ1QlXOErQjDmOHOHt1Bn1Ycg/S//quOB2ccYvXrBXEISvrVH/wqkE/3WaKwTZWnlEVBs9PnfLJgZ2fIxmjEZDzm+OMPCKIG12/eZnp8SOkq3v3Gd4iTri/9U4Z2p0O/3wId8frrrzHc2UUnLaZnpxQ1vPv1dzk/PqfMlvzbf/1nfPzhR5wdv+TaresoIWi2ehydfEojENy69xb7jx+RJAnD/hBpLSqJMRdLuo0OtlwSRy0avT7NXpsqX6JizTtf+TqzSvDBo6fcvbpHcT5ma+8KTjVQMqCcp+RlRl5J4lafOBuTZUtcK8LVhiCK6IZtrAz8jDDsY4uMvChoDTaJoog6nzEYdNjc2aZKl9gwICCnmuUYApINhVsqKgEqBGFhevKUwycf8/DREclX36BFiQ4cr93Y5qNPnnO+WKKTNjQksq5ACp+2dDXOAEKgopBACp48e8z44pzz83N0qLh75w3iKODDX/z0Cx/TL4cjuHJukJ4dJ3VAtRoKrDGwcn2sXO15WYuzFmMtWkqwBuP8IBHp4DeKRYqqIpSOVhgy2Ojzo5/9jDyrePurX+Pl/jOOzw4ZbO4QTRWNxhCwWJezudGl073L1772dW7duMGP//FvePz4MUEYUlUWW1mUDpC2opaWrKw52d8n6Axpb99Eqgb1luH5syd88hd/SW4tJydnHMaK3dEWd2/cYTDoMV0sefr4EKcUV3e2UVXG0fMX5FLQ6g2pi5pFUVOXGcbVDAYjLi4uqOoCYy3NZpt7t64hpaTXHyCUZjHPOTp4SZ6naAlpWTK+mDHPfClMWVcIKaiN5ejkBFtJOq0GSbdJGCjOXzxHtRJu37jB//t//HPe+9XH3L1xha3RiMPZGOECameJpUQah1N46PurdTvrvyxwHtfgi1r8Tp/WmrIoUAj/ALD6MQ5We4cSp7wLrJzf9bSrM+Lc519o5tdKgdTK8avt522jl1+arOKlq8ZS5wRu9UWI1qgw+DKO8FprrbXWWmuttdaXJmftJTbNmIowTnDUaB2SNFpopcjriqoqkDhksFqFQWCs9fxkaxmPxyyXy9XdKPT3LOdQyj+OB4G/BwUKTLFkNrvg9OycRuwjozqMiGOJkppiVTrinEWKEIHDGIvWPnIYhhFR0qCYSaJGF3RAFAVMxhcsl0viOOZ8uuCNt9+i02tzuP+EMOoyGI2Imi3Gx/ucHx9y6/Y1dq/eZrqo2HrtXbQryCZjOp0WBA1m4wm7e5vsvzhitLXNn/4f/i2//OkvWEwWbO5tMzk9Ye/adR49esBw6mOX1XxKp9n0K1giJGk1SasF0koazZBGu0EYdbmYTZFBg1Yr4Wtf+Sof33+EiFsoYT16o1hi8hnT6YyqsiipkNKigoBuFOOM5XQyp7s5ZDgYIpVA1AVlkZGlBWHSQ2mIGl3M7BCtFe1YcXKe0e4NaCrH6eSQYHgTiEEronbf8weRHL/Y5+joiHYUUCwK5NCQ5RVSwt52l4vnhlALnKkxZUFRO1QSgZMepyaEd4it4cWzfY7Dl8ynY4qiJL244MaNG9Tmi6flviSOoK8xdUJQOkMoFKGQYC3GORyrnbNV+6SpKipTo8IA5yzOSBC+/MMfUHdZJpPnOVv9IcNeFxElLPKCTWt49ugx4/Ep/eHAMwKv7rGYLljMJ8yzisGwz95wl/m85sP33+Pw+T6NRpO0tNRZhrAWJRwoSTuOqEqHDGPi4XV++Bd/7gGZ4zGdQZ+NzQ1msxlHOE6nE3Y3huztbuGimOcvT4kCydbGFreubeOCirAz4OSnv6CqlgSNkGbVIs9r0uWc0cYWu1evcnZ8zLJOuToasbe3wyLNwFlMWTA3lkhbgkCSRCGVMWRFSrksiZIGzllMXdNoNJjOFvzsxz/ma1+9gy2WZJXgtTduUek2z14cEGrN8XjBoviM6XxOrILPmzeNxWqBFitGn3OYusbUtbeenYDa4QJx2fb6v24BXbH9jP/5tTUI9/nfd69iwPhdxF/HRpSl/0JSgY8Ca6l+4/cBP1zWrkKpgFWw+POIqDP+wW2ttdZaa6211lrrt0hJo4koKpA+BaWUT1X1+gOiKKERR8zShWfEZXNELtFCkqUp6eKCVjNaRUILJhenFHlFs9mk0WojUIRxi0YzxxlJOplRlzlPPnyfxXTG1tUrdNo9Wp0u21euMtrcJkkSyrJERyEqDIgAsyrt83c7xys2cxDFhFpdltRcpDm7vR44w7Vbd3FSUeQ5/W7f399sjVvOaIiaZ5MzdndvECpDmqYsAt8R0mwNsbakzHN00qDXb9Ns9fjso1+xt7fDndfvcXp6yq7wkTAZBvT7Q46PTrh69SpHlUEKgwwUF+MzytrS39gim10QyBpblcioTWcYY6uSRZrTbCTcuHWbyhhGnZg8zxFCMJ+fo+uSi2VOKB2xVnRaCZW14Cxxu0V7sMFge4/ZfMn45Ihmo8XFsiRpd4lkjVSGViPm4ZMDOo2EOAqZTM6ZCUOVDGkFAUU2Znb6DCsaVAD1FOoCrEMrA8KwmM4IVMzTk3OCQHFl1Gc6LxDWUJUlVVkjA41WCsPqfuwMOEeo/RkZbG7TiJvEcYgQwjPIv6C+lEEwCAKkVB4OL/y+mRDSD3ZSwAo0b5y9HPJe8VCMMZcvJqH2v86rdtGiqsiyjP5gk1oUfHr/PkJH9AZDnj1+RqsZ0o6bHL88pNVq0EkCApFwejHHCcnZ2Rkf/MPP2NvusdHp0owiLphduk55XTDNU3Y3r7Cz02f3rW/z8OEBP/vrv2L76g69Tof+cER/0MIeCJLDYw6OM56/POKdquB4/4DPfvVz3rh3i63NAS4IMNZw7+vf5umzlzx/8YhAatrNxDNi5kuMMQy6PSZn54RC04wTnj/fBymIwngVoRXMMkFbNQh1RBwaiipHh5qiLjw0tCh9g1Sd0Qs1z581WEwvuPvVb7J78yrv/fCHfPTxIwwVx+djuiaBICaQYOoMqQApsauXJWtXSAhj/c6gVJ8PY6sdQbUq7gmCwDt7OLRz3gmEy5iowFMkBBbfEfrr7Ej/pfKKJymlb8Wq65paSP96pf2xVMK3k1oLUjoCHaGkW8UrLNYKnFu3hq611lprrbXWWr9dam1sEmf+fhPGCguoWBPFTTqDEUoFBOmcKlswOz9GKAUrY2U2GaODgK2tLbrdLkGomM1m4Py9yRpBIEMwirDV5uobb1JVFYu8YDq/YHl/QVlX6DBh+8pVtneuMhiOaPe6bI62iMIYKVMUq/SehTzPmacZZZr6u5mpKbIcoTRf+cY3qfMlzx89YLS5g3UF0/EUay3bOwNmkyMCJ9CuwGQp0/GYza1tXNBgOV8QxQGq2SfWiul4gnKW4+NzusMBV297PMRoMGI+X3J4eEx3OKAqC1qtBhczyzLzO5MXRUEQKqzxeIfaGqxyRFGAUAJjC6Jmh3Sx5GQyoZUUtNs9js4mPH7ynNHmgFa3SyivcTyfYcuCOgpBRzSCitpaz1iME9rtNnHSxiE5mo7RnQGDoSRbLLg4HaPyCVa3eHlRsrUskHVGrQO2NwZY0SCQIbPTfYrCIGKBsBnLi0MODx6iVIAKQ5qNNkInmGyJjEPOxjOSFSPQWoOra5ytCaRDhZK8tNjKgBFYB6qheP2td3nznXeYz2d8+MtfoHWIkl/8bvylOYJS+kPuYZYOi99Bk86Xw5i69uUjzqGEgBWCQCmFNe5yMAAwq8EDY6it5fDwiGW5ZDG94LUbN9gebfP48VOSZoOiLnmx/5TNjW2irR5aClpRg+Uy4+DggCyf86sPjnnjtets9AZocY61JSqKaTbbRMDNvat87/vfpTKaF4+fcPXGdb7/p/8eqSzjoyOePviEw4Mj8ty3GR2dz/jbv/7PJEHIa6/dZffqDtPTM86PDwikIWiNSNMZSmru3XuL6WLKZLzEvjykqCoagabRSDCmpjaGNM2Qq/8OVgmiWJPmkkAnRMq3rGoZUCeOwIDJUyrn0FLSabZQYcDZ2YR7b96DoElneAVXC472D33VcJHRiiM/AOsAYXx5i1ByhWQQlxwbay1yxYS0zuCEQ1iBWzmGAEIqrPkcHP/q5whACYGTvnFUIUAq1Ct3cPXq9CrrrrV3AiU+W2qsoSxL/6WpA0QYosMAIfzjgJAOW69+Pn5P8JXDuNZaa6211lprrfXbomargw1r8jSldgVS+cIP35MQgdbEroXEEjUTyjKn0Rsy2NqmMJaTkxOSJGFra4tBf4Nmo0uel8zmc8pqSZHlBJHmm7/zB2xsbOCkIC8q6jyjLJaeeV2UmFW9ehzHdDodkkaMVIKiLFFSEoYaYS1FUTCZXGCrkm6iMaYmSBI6jQbL6Zj7H35I3EgYtjvMTg+JkoSzszMePXlBXaZsdjoszg+Zne+ztb1Hmab88Id/z3d+5zvs7O0yG1+QK2h22lRpgSNjOp7Q6XRYZCmlPWFra8R0OsUYQzNOODs7J240qaucPF3S7/dJF1OcM5jau3cKhY6aRK0B0kGRpxSlo9kdMJ+ekrkZvV6Pk8WMJ4+fMtoYMuwP2Lx5jzry6b+s9vfXSIHSgqTRIIwbvstEKyojmGclWxtDToo5+/MpreYWYdxgYzAEJ4maDbZGW3RabYrlglIBLkAHTeJWB8oFpQApNDIOCXVEGCa0R9scfPwhWkCnlbCcFThZYyrrnUAcofbFiYXLEf7WDvhYcKffY3d3l+k45rDfQytBGIZf+Jx+Oa2hSqKFt5CNBKElGOfdpV+bSp3zwEtWThCrspDCeAi6E4LKGLTw/4oCCMOQycUFJ9MJO9sD7l7fw5YliQ5pNFpMFhdoqUiSiLPTMVEoabV67D97zniaEYR+CHm8v8+tW7fYLXMW2ZxWI2J3e5tO3ODtb36D/pXbfPLBr9i+fYMrUuG04vj5C+5/8D4vjw4psoy0KkE6pJM8PzqmEUru3rqDFCFpecHta0Oyi3OODk94eX7O5OiIqzdf4ytf/zbZfEb88/f56NFjAh2RtFosiyXZfI5uxKhagRUEifYDGZYiz6EZE4aasrZIUyGsQVmI44heEtEd9InjBsNeh9tf+z6PP73PX/35/8Rwe5dWrMmyjNp4dENtUurCEYQRxgpsbVDKoaykkmCMH9rlakizr2Dt1oFkxX0UGOOdPiH8j0dJtIFQaWTg//md8OdC4heizWpB+VUVclmWmNUgKdxqoHM+Cmqto165iHJ1+IUQlFXld075dWC9+TKO8FprrbXWWmuttdaXJq0Uual9AYwtCUUD4wzO1mTzGaWrEChQirjRpkhLojBZOTqS+eyCB/dT0mxOrztE6xhjDOlyyvHJPvPFlN2rd7h77022trb8PWoV9aydQSGonaWujH/0dwYt5OXDfGXsat9shakwjnarg6lKAl0haotAMp0vGJ8cs7G55e+i1rf7jyfHlHWFs5Io7LDMSw4nF+RljU3PefbJz5jvPyGUf8DsYsqLZ4/ZvXKbuLQEjYiW6FCkGYvZgsrUtKOEZqjY2NxicXFGDjSSDsZUyHIGdU3tLFEY0u2NOD87RmMIwxghLUGsMEhcXZGlC2S7xcbWVdI0ZTa74Or1a7x8bsgXc46zGWGzQ9xq0sgzAq0JhKUuC9r9IVFvhA7a1HVJnqZYBK1Wg7rKKLOM7e1ter0uz1++pN8O6QxajDZ2SLTg9OyCZn+EzFOiuIGQNVEcIII2Umr6rT7tMMJKxXQxRUwCGkmL6UVGkdfUCPKypqotRviEJdZ93qlhHFp7kwVrOTx4xuOnI15/66v83saIkxdPcB99+MXP6Zdy2PFsEqE8A9Ba6xdfETjjY4eeUbKKD2qFRaCluhwGpF5lghFoBFJI34yThOgkJD9cki1anJ6eUtdw49Z12r0OH//4IVuDLZRzmLqiEIpyekGZFyjtqJzEKsPL4zG/+OgTvvHWmwjh6LX6XLt5i9nsgl99+AlBEnPtxk02b9/jsw8+4md//eccHB2yPJuQ2RypE6TUhMBFkRKLEOcMnz55yNeSNxlsDCmcotmQnC5mTC5SCBQ/+qcf8eLlMffeeJ2v//4P6A43+OjTT6lqizWCpcnREs/P0wIq3+47VwuEKBGqZrSxwXCUcHp6unopcQgsTkmKtCDo9Ig7mzx++IiPPv4FH/3s53z7K1+hO+pSfeoobEFeWHZHW5wuxhRVhRYVFYJAKGpnELVD2JqqLlCBbwZ1WCQC40BagVASg8PiXdsIhZL+c3JSeDCptVi3GhodoJWPhyp/mIX1O4HWVZR5iTP2ctH5leOIFFicL8UpBCrgEidizerHCXcZaf1SDvFaa6211lprrbXWl6RQCkph0cohhERJiZYaKQVVkaNjTaPZBmBWzAk0uKpgeXGO6LQwpqYoDWdnJ1jraLf6FEVGms2p6owqzaEyJFFIqAV1XeNwaCWRUqMchChsoBEi9mtaq0HRGEewun+DRUqNiCKkDtBSspgdARZTVIDgzutvkC0X3P/4E4rljCePH3F+fsqt26+RpUu6zQYmUDQ7QxbTlA9/9T5nh6e8fuc6rpzwTz/8J67dvkNn0KVM57jC3+HCRpOyyBCVj7umyyVJ3AStyfOcdrvJ0YsnZBcnDDdHHL54Sl2kDIab1OmS2fyCVqcHZgnGYzqMszSjkOn5CZGSjIYDsnzOYjFjNBrx8tkThHDU2YIsS+n3OtRlhVCSVq9P3OogGx3y3GHSpd/NbLRxGIqioNfrAWAW52ihsUbQa8SY5ZLT+QWVTtBac7FcsFgsiLQhny2gzKjKJWGiSVotrErQRjI+OWO03Weetjg48bzJKOkRBIpimZJN5wipaDSaICUkjm63S5pntAYjrl6/SbvdpqwrgqTF9rXrmGz5hc/pl3aHtvioonB+ULB4Dl1lapxZDYn/i59T1zX1CiEhVi8TQvhh0Qm8+6UkSmlkGDCentLUlkajwWhnj+lFSp0W9O4OqIsUg0M5ycV4glQhsQ64yFOMqVBhwM8+/IDZZMbuzgatXp+PPvqAW9c26JZjDp48o7G5Tf7Zhzz8+S948tkjCnKCVoudqM9kckFhDU7W2GWFUZIKwYuXL7m2N2IrCTg7H3NlM0bbnMVswWg0oN0IefDxxzz99BN2X3ud4XCIdJJQKpbLBcpAUylK5122uij9y0QQ4FZIjXYc0ho2uXLrFreFIv7gYyazCb2oQRRFOC3ZPz3APHrAJ0/uMxgMGe7scLY8g2pJ7QTzdMHVeEhXdTg4eUngArBu9UoEUqzYfKbGOoFY8f6sUggFbtUiKpUkWDm5wjgf/ZUeIWKd9W2j0jNthPJRXyEkUgic9HFhHIQ6glBcvlIpoS+jo1qry/3B2hpcWfhdRiE/HxbxS87WWr74Suxaa6211lprrbXW//8lhCGMNEpGlJnBOd9MaVxNFMZ0RrtESYKscszUUtiCxWTOLAoYbAwYjUaoICQIAqIkRiqL0tBut2k0mkw7U5Jmg7LIWMznpFmGlgHNZhOpBdXlfUkCxnc5rIZBIRRaCZz1PGicRQpHbSoc/g62TFO0VPQGfYp8QZFlDAY9DvefYKzjxvW7FOmcupgTbzQ5Oz71CTBT8PjFIUVVM8oz7v/kb6hkwrVr/5IwDMmWlizLGAw2qPMChKLZCHC1QYYRhS2JVULuHAhDrxGRTQTj5QWNdsy8zMiWCxqNBnmRUpucbJGhogWioTGFIuq2aYQB2WKCFIad0QaTs3MqW9EfbVAtl9RFSjNuEQSS2jh0khC2WwRxC6kjlmQsl0vyrKTZbGJqQaITmoOQ8+NzZmnO7tYQ5wQX4zEqbpM0m+iwQ1akIAQa4+/aJiW7OGaZl0RJE+kETgQMWiH7L88Zfzql3RnQ7XdIGi1avQ0a3R6L+ZT9+w9pRpLhcECU5zSiFpub21hbU0YBQaPDwYt9Dp49pNMf0Gp2qN0/c2uoRICSOGdXFf8eJm6Mt6Ol8wMDUvzGRf5VM2iw4sSZVSOlMwZnKgBaSYMkaiCEJNSSOA4py5zDw5cYAoajDbZ6PQ5enJGEEVllkTogDEKm8wxT18gaH6dstHhy8IzZ9IyD42M2Gi3+4FtvEWjJT37yHh88fs6dUYvTkxNEFHBz5xpJEhFLhQo0jx49IpSSiS1RpaYmYFnX7B8cMj465hvv3ma4u0c91+xtb7O/v8/g7k1u37zK/tEhDz/9hKN2H6clg8GAQbfNj3/5cwJbElQBDsHSlSRBCNYRBArrHPNFRl3v007bjN54l+//4Ls8/+QDAiXYvHYLHYSMx2N2bt7h4OKMPDfs3r1H0mjwd//4j0z3T3DCox8CAuq6hjBAWkvtDA6JdY6qMpiiQIRgZYwUCuEMOLly/iRO+rhnqByZKTC1RRgBq/imAZRQSOmQODQCIwXKL4R6t6/22BAXQm0rTFkhIoFzXCIlfvOACR+tMAbw1rhSCiVBrncE11prrbXWWmut3zLJ2pIEmtyEVNJQ1AaXpjS7HTauXKHTHSLjkHJyRlBVMJtS1gYdhzTiBkncoLI1zlkCpVdMZQiCkGYjRqCwFg4PD5nNZiyXc6SUbG3vkiRNlAQhpV/fERrwRXvO+W4Hsarzc7UDjGcOViXOKnTQAqEJI8X47Bxroc6XFLam3+0RoEmXUz764BdkeU4rDpmMz8jTJe1mQm6hNJbHj59iFmO+8r0fYKuCOs8QBgIhEEEIdU0kJUKBbsaYsvItpXlKt9NBqwiJo9tKODg4QNYlYRBRlRlCNdBSsRyPKWtLai/ojJroMMRVOVpJlsuMuqzQQ7+buJzNkdYRJT5OGgcRUgDOzxy4CKGbFLYmzTPG4zFSRESJo9VqoKqc2WxCiaW/uUezEZKdjzFK0W93KeZjbDSgyjOEEzQH26TTI7LpGSfjM8DRXBVlqkSQGWgkES9PcwpV0h9s0Gj16G1u0egO2Kp2WU6mVPmcMIxoBxH90Sb94Qhn4cXhAf/5L/8T6WzK3uYuw40+RV388+8ISunLRV5x4JwQ1GVFmeUI4RDyf8F6W7lGQggCpQiUxgpfSIIAY2vvLAFOChqNiH6rh7AFhXGYwsBiTHO0zTvvvM2g1eXwpd9rM3nJYGODdO4PbG0caeXZhcJqGs2YKIpQzvGdr9ymEwn++r3P+OjBM4LHj7nyr/+Yb33/e+S1Y3aWE7ZCDh895vz8nNIarPE53el8SdWIGYSKZe5QgW9ryuuI/x97f/YjW7bfd2KfNe0pxpzzjHVqHu5A8pKiKJIibdJtqbvVaqHhBmyr/Sb4oWH4wYAf/Nb/QPvNBgyjYdhoA7LbblmWqJY4iM3hcrgTeYe6NVed+eTJMTKmPa3BD2tHnqxTpwbKJaoe4gsEMjNyR+wde6/YWN/1+/6+32XT0h9kzJYzDh4d8sobLzDeGjM5m1NZz8HJKTZofv5nf4bz+Yy33n6T0XDjomIqlXrinqkkTkvSrODg4BGPT075tV/5ZX7pf/wf0svS2HCsZBx0JkH96Z/z4O77fPTOBwyHfX7xF3+J9+/8v5A+lrZtBc4GbOvx0iK0wLv24sawyrtxMsY1yOA7MyCJFNEQKJJ50V3KeM3kiuALEQPnpURohRCSzCQEH3v5lH8SE9JdYKxtCFKglYkk0Aestxd5go1tESHmCa6MZUR3XGuzmDXWWGONNdZY46sG4QNlU6Gkoehp6tmcsq7YTDOG/T6DYQ+VZkxmE7y3eGtJuz7Ak+kJh8eHVNWS8eY2V6+CTgyLxQIXLFlWUFcNpycnNFXNjZsv4LxkMjlmcvSIYZZhRiPybIQ2KTrpFtBVVIMJ6RAyucgqhDi3s132txAKnWa0ZUVd17S2JhGKx3cecnTwiL3dIXU1ZXM84M69Gbc//Ij9nQ028jFl3fL8c7e4c+8u09mC0Druvvcjbr32BkEFJoeP8A56RcFysaSsW3b39whe4HwsIs1nU/q9Hp6Kslry8OCQZdWQhpZev0CqjPOzY6pyQV3XDLe3sQ6OHj1EJin9/oCi18O3NejAYj5BSklmchaNwjY1SdFHS4G3NflgyLx2VEGgnaCpK+bzOUnSJ2CRSHAemXjaRY7OM4aDlMX5hIPTCTduXEM0lkXtSRYlFs/k+IA8M1DXzI+PMK4hyB6zsmEw6EFbo3s9tje3mC5rZkJT9MbkeYGUsQUMPMZoFpOyc9cXSGUQUkUJcAgcP3yI8y0nSUrZlDTVku3NnS88Tr8UIuiCjx7/gtgnBrimJXiL7EjECqGTF9I5VQYRe89kRy5kIFYVO1MQWkdaaK5c3aWen7OYx7y9oZaIuqRclCx1wisvvsL9g0OsK0m0ZqkEKsRATqsi9zSE2LcmY0+iC567B0ecnk3Z2BxQJAm37z/kZ//Wr/Gzr7/AT773fX74Fz/k3v17PDp4jLWWqrW4JkpdNQFblRydHCN2Nnn/3jFO3+at24+4f/8uJk85Pj9BfSj5W3/jF/nGG1/jweND0jspR4enOB+4tr/Hmz9+Ey+iYUoiFFIIdKIQIqCUIU8N3klqD8vDx3zw1tt889d+k6vX9rn77lsc3jtgOCo4PDjk4f0HzJclP/z+d0h6KcOiz82rV9gcDeN5lrG6FyMiRNdvKIGWENro8dM6jKiQukCaBKU0XokutiRECa6MElErPErrLpBTghTgA6ojszFaIoCM0RPeeqTsSKf3KKEgMZ0r6JMqcewpFQThL1xHY6xE53TqwcawQ774uscaa6yxxhprrLHGv330Nraop3NUklHkGdZkhNkZnkCSJDEiq65JlKbY2EIePsJZz+npMbPlOUFEV35rG6SUFEVBa2sAqsWSRXlOU3n6N15kf38fYQwnRwWHD27z4MEDxEdvIaWOjh1pj2K8gUkylEmj74J8UgAwxpDn+YWDvzYpvnUIZyn6PVJZEKxj2E956/iY+ck9Prz7iLPHj7l5YwvpHXfvPaBXpAzyhExKhoMRtTQ0OnB4eMSHP/4eVxYzqqoiG2xx+vg+XqR4YDadMF+UmLTHoJeTphlaa9qmAcBIS10uOC1r+mXFSzf2aBZwtFiSZAU0DYM8RycZk0XNydkJjbMkSsXCh7J4H5CZ7M69Qyca31pQCWmvjzWe2dJyMjljMpmgtSQbjGjbGi0DQgbOl57zquXG9avMpxOSvMfNF1/GW4c1kmLjORazxyznJVIE8FVsccuGlLWhCYIiL7BSovGopiTLUqwwpFIz7qUIGSiXS7z1tHVFXZY4F+PS2tZRlSVnpyckyoDzDPt9lvWSxWKBMYaiKC58Nb4IvhQi2HiHBroggJgTF0CrBC9F7Pe7VLmJjkVPYiI8McJSdhN7732nYRa4tqWXF1RmiklTlvMSHxxSSqplzaw84eTkjK3tIQ8eHxK8pKoqiixhczTkbHpO6QWYBPAoNEJItNb8+J2HZP0Jg8GAjSyn1xvgW8/v/u7v0sx+jnp+yuT4kNlyEe1jm5qyqmgDKGJPm0wMNrRUtaW0gvPpkkcPHzOfz1FC4r3n0YMDfnvxR/zyL/0Cg/GIl19+kSzJmJyek/f6bGxsgIw2sAJJmuUURcFw0GNra4tx3uPOvXtU8xIvFd/54Q+48nu/xc/87NeYHx7wx//yDxlt7yISxfHJI6oa7j58RJ4L7PYO/8Hf/Q95++33+OM/+1Neef0Vhv0M6yFSwBj+Z62jsW2MqtAaoRRSP8n/W0EJCRIU0Yk03kASjNKdWdBK/hvzBZWUBOvw3WKAEuKC9K7yHIWM/X50pkGrSInLWYNPJMX+IrLC1Q7rHcl49GUM4zXWWGONNdZYY40vBdu3XmJkYV4u6ff7bHvLW2/+EJOljDa2MFlKuVySjTYY7z/H4eEhh/fvUR+f0evlFKMBSWaYnJ0xm07Z29tjZ2cLpGAymXByPuGF51/n5vMvMd7cQBpNlmX0BkNOjx9zdvsDTg7v4ZwjGyYsj05BeUYbmxS92PdXliVt22KMYTAYYJJIwPK8hxSBVAQS4fjD3/sj3n//Q77xzde4cnWP3/ln/y3n0zkvv/wcRZ7w/vsfsn/zOodHp2RXdjg/m1KVNZv72/hyRHle8NMffh984PrrP4PQEpNkpL0hrXU0VU2zLEl0SlmWDEcbHD4+psgM/cGQIklIFTRpwnA8jDJRFBqHrRZMmxmKAbt7V9jf3aJsasqyoqprVFC00mN02mVhK3QRSa/rzCwRBmcbJpMpZ5OYj7i3uwPB0taWdBBdPk+nLWmasyxrvMrZv36Fk4f3OFkeI4shTTVF5iPEYokEksEVQnC0p+dMlyX9fkGuZKyZqJRgFLZxXLt6g8YUpMMNUqljDrdtOZ9NQSqyvIeXCp2l5L0hSkLlLF5Kiv6QwWjEK6+8wWg04ODxfWzdfOFx+uWYxYToFIkE1QXCG2NiFIHoqoCXJ/M+EkARYhaGtbZrZe3koF0GoRaKqmno9QaU+oSpblGJQlaCpvVMm4rhxpgHD+/x7u33ybRmMBgwmU0YFX2u3rhGdpRh7QM8gTpYinRIphWyrcl7O2SDPo0D39QIoSjnC376wTs8+vBd/s5v/m02tkcczmfcSPe58/gRPgiCt7Stw+pIcqXW5FnC888/z+7ePu/efYA6FLRli/WCTGhOj075J//kn7J/7Spfe+U19jfHnC1qJo/PaGzLzniL0WhEAK5du8bu1jbDfsH1mzd596dvcnJ2jAyBYB1HJ6cc3L3PL33zGxweH7GzO+T2wT0WkyXWtywrx/m0ZL6o+MWf/xYvvPI6//U//n/y8OSMK9evkGUZs7LqnF2hdS0BjZIQdIOU4ITAOoEODq8AF5/TIlb+fHdNdZoglUYaE2WfIXQh8IHWWzAGKeRF6DxSEry9yBJEgggSJQRKRZOcJEkQgQvzmBXxs9YCIMLKMdTzVDfhGmusscYaa6yxxr9zXL11CyENs9mMPM+BwHQ6QWvNzv4VkqJgej6hWpTMjg8p5zPOjx/T6hTkBspIhHfUNvbNKSPpjwfkvT5Zb8QLO7d4+eVXGW1tQufCn6SGze0t8sGQ4eYuO+evYATIJOX07BxrG3Z2dsj7A+rlgqosL+ZWSim0MRdZh4KM+viE8uiYg8NHtG3Nd//s+3z4/vucncz4T/7erzGblvz0zTcZjPrYqkQJico0jY9zyPHmFqGxjLY2efCe4/jwgOuvvo4MCoKjLaegNITAsN8D31LNF+RpwtnZGY+Wc168fgWT5ORaMj0/xfdiBe388AFahJiDKDVKaJQHQsuwnzEo+szKiqqqIruQIuYPOkjThLaNWXzL5QJbWSYLy8HpCcIHUpPhA1TVkswIrIW6cly9tkee59y7c5fd/T2cDUxnS0SQhNaifE0QGcXmDrPD+1SLJVI2ZAZMkqNNER1bTYrA4zD0xptk2YiNG6+SJgWEqKZs65qd+Tkm+RGP795hY2eX3uYW4+098qxHaZeUJ6fcuf0RWZbw4ksvgQocPL7PcvnX7Bqqg0SoWL3x3l+UJF3wBOsQQnahA9FYRlwQw67fyzqCjE6hQOwHQ8TqkbVIVVAHmM4XJEpC1qdsHG1Z0vQr0jyhaTStd7RNhSpy5suSoqzZu3oNaTTLyZTSNWxd2WdzvMVL13YRSvLn332T5XyC0xpbxYqbdYJHjx6RD/pc29+ipxKKYcYtJZlOp7iy5GxZUnqipayQbG3vcuXKVaazBc1yDtqA8rRVAypgEgNBMzmZ8O7bP+Vnf+brbO9f5dvf+x73798jz1J2ruxzdW+fF567xdb2Dnfv3OZPv/1tPnpwh1QGhFacn5/ytVfe4Pq15+lducrLvcCtV5/nh9/5S3732z+gaSzWW2ZtzcBblIQf/vgveff2h2zuX+X8fMZgmKC1xKDwwUJI0SH2bTobg+J9Y7GhxaeAi/15XkZ3WOXittoYlPdRxewjcQ/d+0gk3jpca8HomG0jY+WXIFBCIbREESKZlhIRxMdkxDFjMEDw4N2TBYWVC+lTleY11lhjjTXWWGONrwKyLAFhqCpNvyjQScKVqzcRMjAcb2DSBNd6yvmSNrQEY+hv7yJ7Q3rjIb1igDaSrTyn6A3Y3Npld3ef4XiTPO/R7/cZDAakSYJ17UWvn5SSPFGk2xu48QAhBK11mKKPaz3DYZ8kSXBZjnNtVHKt2nKkBKK6q24tS2FIk4Jf/7Vf4cHt93jzJ+/RNiXj4YD/4//pH3P96ha7e1t4B0bEHPGHB3PG44yQpBhpEJlEpWNufm2D6cO3eecH32Hv+nV4EOdwaX+Ekxk6Kzg4OGBZtgid8tzzt9jf3+fsfALWIoJnPOqRJAnz2RS8pz8YsL05wrmaum6Zz+cUOiGggJpUBnyicQiUEihlsB6sbUAkWBSzFiazGY2Lkt1Ua+qqim1vjUMoh/c5Sapx9ZJHZ+dkgxFFr0fbzkmMJDEF1fyM3nCHuqlQKiHNenhamtbT+OimX2Qpxjh8U5L0C8qyIdses/vSG+xfe4E8zXC+6dqjFN57Em0wxvDS66+ztX8NlRjyYoD3ltNHD3nnzR9z+6P3+P1//bt476nq+V9pbvzlmMXoJyYeq8qfiFFvBAHeWaxUGCFRLhCUwkuJCOC9i75F/knDqlAS15mLSClZzhdMJhMeHh3z3NU9NkZj3vnoDsE2+HKBVgVCzPDtgkQMyE3B+fSURw/uctXc5NVXvkYqBD4x7O5c5dpzz7F7ZZv/+//lv+Lt996MuRwO0jRle28XEwJKFvzhn/w5165d45f/5jdZLlqyLCfNM07OJuz0e/SyARt7O/SEIJGe+wePuX/nNueLkmAlsiMvpQ3kIa4AZFnCovXcefCIX9q9RrM4o7QNZ9UC/9GH0Dhmszm1bZmdnDKdTugXGWrQYzpbMJs5fvUf/gbGCP7kX/8ev/Krv4iwsZpqspS2rLAWmmCZucB8MuGd997BO0loLK6t0XqIsoBUKJGgvCRgIymzjjaAkx4ZLLrVCBOlvDIIZCfXFEpG2W/t8SFW5qxcEX0uZJ4hROMXI0R0Jm0sQkXnz1Sqi77FiwqfD2AdNgSEEvjgUQ5cTK+IiwTBx15EEUnhGmusscYaa6yxxlcJ3gPC0uvlmDRBa8PO3m50/xTEOAklMGnKtedfYWP3Cm0AbTLyPI+tOCJc9H1lWRajJNKUxKTEuO2oqnPOdWqtOA+TKs65hJRx/iaj4ipLZPRjuFQFFEIglLqYg8efAZ1o0vEeZlrRnJ7Rti0vvnSDPFXcunmDf/Hbv8d//3t/xM3nrkWnz8mUb/2Nn+Hh4RxrYXOUkiY5TkKW9kAPmc4nHD18i/nZKXme4AkMN7fpjXfQ+QCNpd9LOT1dILxla2uTR/Nj6romK3IWk4q6rugZQb45wjc13lvy3gidtJRlyfTkMb3+gNZWyCQjLTaxQXXRHRCMZNE0uHaOTgtKq3Bo2rZCrNIMkiT2MhpDmvY6dVqgddHFfmMwiEWvoDDCc3R+xsZokzTPcDKwPDujnJ+QmAIRAq5tUEaCVLT1HLuYMBjegkEfkQ0Yb+7S70cXVEij079UBCEZjTfZuXqV/RsxL7BczhjkGUmWUZ1P2Nja5OBxlLpqBKnUKPPF6d2XIw314aI6421H7OjyAEPAikDiAkZ1janSI1fORT46KwkdJ/SubQnOxeBy70mVJmQJw+GQxXsfsn/lGtvDIX/5l39Jf9hnWZc40eBcS+sVSZGjTQw3F8KznEwoXs5wwaIQ3H90nz/87p9jFHz41psYEWiCwGjFxqBPkRmWyyWKQGs9t+884NbzL7K5uYmQFVp4toDNjS2u7u3x+OEj9m8+h7WWw0cHcTVjOUfhcFKiM4lbtDRYCqNjhRPJ+WSG8y2vvPA83//hT8BZpHc8evSQ23dv0y96XLuyx2iQkyQZNliq07PYVxc8Z0envPP2T+glkls3tsl6BcI/qbQKK2hCxUY/ZV6VBBw2WMq6xkhFSNNoxuI8Xnm8DXgRIyKQsXTnCQTRVf+kAiUR8kkfYLCxydhbR1Dxp+pcYFeusNEB1GEB5zxC8qSfUEp0JyVGgEfgXBu/cAA2oISgDa6LjojyVCEFComUAhfWFcE11lhjjTXWWOOrhbwYoJMktk0phfeBje0tZIimedgo5dzZ3cbIfUyax9zm4GM0VlCE4C6qO9771Wo4LjiCpYttAyEUtm0R0uOQBKuQBITq5oTBkxuDI+B8wNEZMnoQsmvbck9acZxzqCSlP9jg5N4PeOcH3+e3v/s+165t89zeJodnx/zDf/B3SKTg/bff4R/8g3+PjfE248GANiiq1kIwLNo5o819iv4QPNSHKaq3BW1JSFKUlAiZEVqLTC07O1vIpECKM1xdcfDwLlVVsrG7z+RBifQNVbkgNxrtFCLvoUxOwCG1YHT1FuloHx8c1XSCSAqc0BgRs8ubqmZZzrAI5rMlWeaYTCYcHx+T5TlZlnN2csZ4PMYFiw0O3c8RQiFNQa9QbGxvkXSEvJqfkfT7DKsKb2us9SQyMPM1rrWYcZ+mqRgMN3DTGcvZGZtFwswbmrZkYwTaLGmmx1T9TdJMYIRDBIU3LcFp5rMzQmjJ84wQPEdHj2m9YP/KHt42zM6nWGtJswJNwDuN7SL4vgi+FCLovY8T+y5DUNDFChBXJownNj6qQCMDRklUCDSdIQwqBtGrLsA8Rj0Egvc4GZA+6ouzosc7793maNAjSQ2jfsaycdRVQ5AOIWCQ5oyKgsXCUPR7IBPuP3jEvJyznE95/8MPeef9j7iyd5WbV3YpkoJEgklT+v0+zjkWZYWtPdY7+kXGmz/6HqPBgM3tbYLS9NIEdXrGRhoQi8eU/hqbOzs8uH+X5bICKUi0QMgiarBDS2UrRJvghSJTsX/y9t073Lxxjedu3aCqKlJlKPo5W/kmOxubbG1tIURgMBjx4Z0PowbaGH73d3+XF2/dpJf1+OD92+z0FQTP4+OjTl/rqaol24OMViccHB9fyHadc1F2qxRSKIJw1B35ij13kfR5BMJzEWMhiQ6vHhllncJf9PCFECKZl/JidSmG04SPuYAapVFaXhxLcB4Q+O4m50KUmSKij6lzLt74fIgVYimQQeKRBJ68d/ZlDOI11lhjjTXWWGONLwlZUXzM8M4FB6qLU/PghUBJjep68qQktkshCT4WM1Zwzl3MiaLRXlTMceGnECt8wceiSgg2zq1WSrvOpb9L/LqY84UQpXtxQV50r5VxW6UQwTCpDfn2Lr/5P7rGwwd3ee/2A4o8Jdcp//P/xf+U//r/+o85Op3xq7/y6zx4eA+AxPSorKOelGTplPH2TXbHVxDZBuXpOWV5gqpLMtGilCDIBl0MyfIxwjcY4Tk7OeL4/ISNwZDTds7ZdEm1qMmKhLK17GwOUEETmiVCabRK0UrQG/awtUUkBW0yIlQlzewILxKWdsF8UUdzSQTbezsIqdgYbzIaD1nMlzRNw3R2xvPXb9HUJSEIqmWJcyV5NkYQ0FqigycfbdC2LUEKpJDQ1DQE0jTHpwWL+RlZliFkRr08o+hJ0vEIrzW2rGitRZ4fMRcJvcEGqD2a0CCRJF5R4aiWSxaLkrZuEcZxfnJMWVlkiC76ZVlyePCY5bJiMBiwv71FNa2+8Dj9UohgEKIrR8dMQRmgIaCEQkmBbR0Njtp2BiPOE3BAwCuBtIHQhc1rKWm8j3ymc5aUTrK5tcf+1Su89dM32dsasre9ydXdfZYNvPfhRyTC0B/kSK3QieHFF19kUTkeHk/g5ABlDME5Nno9XrxxAyckAciKlHlV01jLvC6ZlRXn0ylaJwSpWC7nSAYMeoFysWRWl5RZRpP1SFVgkPUIdUldLQkhfkF1kkUJJintyQkQMEpjrUUlEtdJKRfzEtG0vPHyqzx8+JA0Mwz7A55//nlG/RHjrU1sU3Hw8BFHhydonaCM4/2PPmR/b4cXX3iNs+kpk0UbAz+Jsk6kQ0hPv+jx6OSUx4enpGmKDDIOWAFGdGRPxurh6maltEQikV3jsQgChEIQbyArArYKcl9ZEAsXoilMCDh8tEUOT7IllYrS4CDiwoHydNbFDinVRZ/hCrZzjg3OIV2UiYZum3hD9RckcY011lhjjTXWWOOrBE/AewerjO0V8YILP4UVrHeI4C8M8iAW/1ZYve6yj8JqPvTEVf2Jb0II4UKVt3rPi/ftcrtXpPLy+6/+L6VEBwG5YePGS9zYSOhvb/M7/+p3GRR9bHC8/fa7ZKnm7/77v8lffO+HvPP+Pba2UkZtzqLVeNFAkmDbFhs8m9u7bN16idBamqZiMTmmnE1oqhZtJMMiQZQT7PKUrf1dHty+z3S6pG0CWZYxGI5o58f0+xmjYZ+0GHN+dIBHMR5t422Fq0vm56ekWZ8kG2J6I2YWagdNvaSqWybTOadnE7Y3d8iTDC0MvZ2c4B1HR0fkmaFfaKazCVIntFiyPKEpl6TpAOcEStQkhSJNDe30jLaq0YMM8hS7qBDeIpShqhY0rWP72ivM6xnCNlSLJUHnpPkAQiCM9mjzTSYnB2yaDKlThAi4EFMVbFNDPWdRLglqSL8/5OD+h7TzCbvXbzLa3kIER1vOqZSkLDNs1173RfClSUMR0Q5GSoUNPjZZdtXBVgTa4FE2oAUE7Wi6Qee861ZAYj9YrBJFtM4jpSdXEmEDqUwwWYoymv2dfYTS7O5uYoPl5GjCc8/fYllVfPDogM3NLc7nFU3TUMtACjRNQ6oVRS/jbDbH2Yasn1HO5riqYTZbUNsWLyANAikDdfBoFdjZeZHhcEg2OWd7c4OTkyPO64rBeIvZyUkkYj7QHw1pZ1O8MrRtizQaGRq0Eni/yuFrGY+HlHXD6ekJ0juuXtlja3ub3CSMBgNcCLz33nucHh3z+PARQinoKonWOaRS3HrheWZvLpi6lGJjm0QoVKIQlSVLUnqDgse37zGbTjFGYqTAKNWR7mjG45SM8k8h0cagjaF1FohmLK2zKNInNxQ6Mtj18Ckd5Qc2RIIpn7qprAiht44mWOhMhYyM8tBI5nxXSZR4EcfAxUqVlHj8RfXPCpAoRHDdfp6MlzXWWGONNdZYY42vAi6TvlULzGXyd9nQ42lC123wsd+lkE+2Xb2/+Ph24VmvhU+894oo0h3Wx/7XPR/jwXLqyQH1wfuEpM/WxgbOt7gqcOO5mxw/PuYb3/omb3z9G9w/eIDOdimMwklNG6DYGNDPcgCUlAzyAt0TwAb11g7eNljrsR5ceU51rDBZiqlLkuwxV7bGXNu/Rr+fcfudn2J0DwDbwuH9j8hTw+ZGH0tD0CmoHr3+GJX1scUO+cY1vD7k+NGHNPWS2XRKVTdsb+8iPSxmc0yaRU8TojHheNhne6PPwcmSRFqcDZCnIBPapiaEQN7bRSUJUmvAY70FkZJowcI1NGVN5VryJEXohKaeU09jn6XPDV436J3n0P1dkmxItnMdLTyL5TnZYDs6xgqBERoWJ8jZYYyjyAzbW7vce/tHhPGY/Ws3ef6lN/jeH/8BTVMhlGS2KPH2rzs+wruLQddYG3vLQogVJSFAeAIe33YREd0XQQKhW5HwNlYBvRIQJMKBEqGrNlq8gsQY+tmAprbMFksWyzmv9Af86t/8G/zeH/wRwQVAcXY65/isoj/M0UJS1y04z6JaInxLv5dh8bRty/nUUbWWUMeSu5OdQ6Z1+GCx0pOUnuWypN8f8fO/8ItkSc6bP/keN67dZHp6xMPDEzZGG2AyhNT0kgIrLZoSvbfN9OQcR0tuMuq6ZtTvcfXGVX761nucT6YYAZWtuXp1nyJLeXDvLo9OTqjnFVXbxCB1IXHW0jQNAvjoww+4urdPkRru33/IzRee4+tf+1kenf0hrbMYAWmi6A2G7OxscXh6wnjYoyhyrG/RIsaw+87gJ64AJfFn09A0Fi1XmY/h4uZyoVXHoYjusNJzQep0iNu4Lusx0Yq2tbRdj1+qoszUE8C5mLUoI6ETSqGlxGIRIsZEtM6CdTTWdq6hGqECQkYZRXD2SxnCa6yxxhprrLHGGl8WVg76H2uj+QJujh+rGsLHXne5sreqDn7Wez5d8bv88+MZzR/fN0TfBu899ekjXNWSlhXethAklQ28/OItZpNzjidzbrxwnSZUHDw6ZZBJ8uE2xkTfjl5/TFoUtG2NtQ3C6OjaqSSpychzQd06rAwY8zy2LVGnD7j2wgvUjSUr+tSzM5xzjLe3sYsTJotzpEgwOqN1ElSf3sYeqVHRaN4MSIe7FJt7eBRZMcRV8wtTndbC2dkRxSBjmBkWyznj4YA873F+NgEvcM5jveJ8WuIax8atKwzHI86nUxbLJdlgQAiS3vYVAp6yhvOTY9K8oF4a3NmUximuvPAGR0d3cOU5HolrBbZuOR9rxsMtBpu7yDSlPxzRNBYlA0ZqjNFYr5keP6T1gfHuHmlqqE1CkvYohlvs7u+xffUqMi2w8xkqxF5I99ddEbRdRWclBfQCZOBJ2dl5cC7K/YDMxwn/KgcueI8jIJVBAz74aLSiFInWBC9pBezsbDI5PWK2PGdyfkbbWKqqIdQ1y+UMZyXDwTZ52sc619ENSesapI+ERAjJRtJjNBoxX5QcPT7CO3dhdiO7L4J3Duc9UgsWdcXd+/fIipzT8wnL2UO++c2fpalqvn/vAYtlzbSsuX7zBW698BJpmvL4wUPm0wnpsM9ys0TIln6W0pQtW7ub+CB4+PAAWseVK1coF5bJySnZ3l5sBLYNQgZUZ7ADoXOGakmk5OHBI7797T/mF771s5wen+G85/lXX+Gl+/d4//aH1HVNYhSv/eKvkG1u8Qd//K/RKuN8PmM37BEIF1JLo3XsF+xuVFoqvAx4L2JGpPdoYzr3qYB3bTyzMvbqEUJX+YtZf1LFG5Xo3j/RGiljkLwUqqv2xWZp1wXE29DJPD203WJC6yLxDY2PLqadfFUIQZACtEAK82UM4TXWWGONNdZYY40vDV+U9D1dGfy07S5vv1qkX+3n6cenHcezCOGzfgoh0FpTzU4QzZJ8tEHWS+kNhvigGIxiPNz23i6TyQTXtGyPRxQ6AelI8iHCRQOTfHMP1RtfRDeExsUeRGujM7yNSjNjUmSSI2yJX5zSSwcIEWWk1ns2drbwszPOJi06U+R5Rj7o06LJshFtawnBoVMFtkG4BldX9McbDDZ3OT16SNEb0rQe5yquXbtKnufMZjOmk3OM0iwWS+4/fIz3gbJtGI832dsuyDONdQ11XZJlPRaLBfrwiJ1rV8m39qnOT1DtklZolMguCOd4YxufZIjWQXAMewXLuqL1Gqoa1dumN94m2dhDSxj0FI0PCNdGhd6yQpuEG8+9ytbWFqeHDzk+eMDZ+ZQdH9BakWcFSapBBNq2pp8a+nnv8wdohy/HLIZA6DTQKElwjuACGoHzARssztqOOERTkERKbCf3k0RJYQiBICVCKWRHIl0IhAB+uWRrYwQvv8xbb/2YNDU47zk6eMyDXOC9wDpHg0cnirpsCLWnn0IbBLW3SARFmqIl5FLx3OtvcLu4z1tvvYOV4L0FEbpAe4mTEuMUSgVmyzk/+ckPeXj3Nl9/42tInuftt3/K0fE5WkvmZQXcZXd7m/H2JtdeeAFbx2re1RvPcef2Oxw+uE+R5bz57nvcffCQx+fn9JOE3nDE5rV9Ht69w/b2NpVryUzCtJxHYm0DOlFYawmuI96JZr5ccv/hAbdu3GRRzjg8srz8+mtsbIy5f/CI7SvX+f1vf5evv3CNv//v/8f8k3/6z3l8dMQrr74aq7Um9nCKzrkzEjeH8IIg/EWuo8SjtI6VW9cSum2DFIiuzxDvY1+hiDepRKpIDkU3QlqP6xxIg3OxyukDDQ4dBF5GAujcE2motRbhPa2MjlgQewOFkHHMeJDditsaa6yxxhprrLHGVwUxCuDjss8LV/1PIWDPwrMkpE9vf3mby9XDz3qfy889c/9aYU9nyPKMdHydJEkZbe/jxCG+KVGd9LFKDHVZkWhDsZ2zsAEvUwqtkaZPNt4mKzZI0xwVPFpIHLF9LADO2zi/FCCCIxGKNh3QyMf0ipTWlqANbglSGgbb22Q4MAFvS7JsgNKCxgUQLZlMCDLBSxPlrWlG0R8QQiyuBN+SpZreoE+e5ywXJXfvPODk5JRlWcegeOmpqorxIOPqlS2s9UihaWtHMTAgB2ArynJJkg9JBjssZ++iTYCmQklDGRQ5gWZ6wuz4MU3t2NpKcMB8WjM7Psa5wGDnCrZ1aKXxymCcJygQymBEyeDqC1x97VvkeUo5X3D77R/z4Zs/IisyTr71S4y3dyiKgkMCXgBKUvT6nzqePnGZv/CWnwUfUDJAkLgQkCFKQZ3tMklCzDOhbRBaYX2gdQ4hnlR5VqRDe/Ai9oWFaG0UCZpTeKlZVC1aZySknLmKoCxVWdI0DUmaI73DGAWVp65qNDlpomkJJJlmOMgRFkzeZ297n34+4PDxIx6fncT9OUBK2uCRAkJoCSrDNS3TpmGxnPGNV19lcnbM+x/cReBJpAIkZ2cn/Pa/+i16WUqxMcIkBeV5ye7VK0yqGX/+R9/GaMm8XJKqlNFogyAkp6fHvHHlG9z1dzg8OaWXpRAc1lrq2iOkx7c1jfV4H7AyIHxLWy54dPqYF154kW+++jrf/8FPmJU1L7z4GjduXuG7b37IH/3hH/LjH0heeflVppMjtkYDWjwyBJQFYTSEWDkF8D4ghEZKB8SYj5XD1OUmZYixH7G/UHQVQ0hDdLeSIqCCp0VgbawGR1vittuP70i+pwWs9R0RdKguM9A5hxcS3TUuR0PUmFEZ81WI5HKNNdZYY4011ljjK4SV9DLOZTuyFT5ODD+LCH4WOfysbS/LUJ/++Vl4mkx6aXDNgqTIUbqPQqGUIMn7yCwh1wJpWxSKvMio5jM8Ap3kWDxZv0+xeROTFWT9AUmS4r0jIGI3mZBEHZ4mBE+QAi1itFg22qNdHBMWE2TaI1ctsqyRWUI4ndO2jrCokcaQJgGNhWIDHyxOZpj+BoPN/c67RCBQiOBJTUJqNEmSMR6OmC3mPHz4kNHGmKqqqOuanZ0tZtMzeolkWS+ZLWO7lepJpNDMZudkaYLXmsnJKSBorYhxHnaJM2CylEExwi4WnB895vT0Pnk2xNmGQdHj6LSk189JhpvUdU2eZDgXEL5BBInQgsiEBGXIOZ+VHB2dMDk+4eTRPaYPb/P9P1xw9cU32Nzfw4W4fy003sGi/mt2DfXBXryVBGwQrOSp9sKeNjoUmaAIzmKtIFWx+gcgOtdQFwI+2CdWtiGAdygnaF2DtwFlEo4XZ7StJcsK7h+dU5WWcc9CaGLY5jJhPp+QJZpgUnoqYXM4YpAarLUkWc6iWqCzlCtXrnF0fIoIAa8kNgAuuvU4Cd4uEWLEIMlp7ZL7jx/htWbaNCgJEoMEVLAILTk6m3B+7x6NbcE7Ft+pGRQDellG4xr6vbxzEW3I0z7L+QQpHMYYHt57yIsvPgdCkClDKRcr91+iP0pAEaWYTim8Ezx+8IDhRkFva5Pf/+f/nGXtuLK/wVtv/oSdrTFnh/e588EH7O9tgU4JTYxisMGjrEcZFW9YLuBFNMkxqUZ0/X6eEPP9cF21NLqCGqEu4iJMotGi6630FhmiC1bTuuiS2pFI57pKr7O0bZdzolY9ijIaDHVOoEopjDZIF2i9i9JUuco3BEnAr11D11hjjTXWWGONrxhcZ2b3rCre0xLPT6viXd5+9f9/U4L4ee/9SampxJ4fgDboJEWpOHdbnh2xu3+V1jXosKA36Ee1l1BokwEqRmLkQ/qb+zFKgZj7rKUknhaBlw5po1JMSYkMsSqojaB1ClBYIemnKV5r9OaI2ckhNkiMVMiiILQeLzy1t6RaE6zCiwwz2otxHNbh2hadpugkRaoYtu5cy2Qy4aM7t+n3+9y89RzHh0fMZjOqZU2iEmReMDmekqXHjEYjBjiWiyPqVuD7PXp5Ad4iElCJwCU9pKsRJsNNjjAisPRwdPQY2zh03lDOF2zujVH9DZrzOeNBnyQtqK0FHCoInFBgA1oZXIAP3/wBb/3pb3PluRe5//77nNz/gNC23L/zPv/Nf/V/oBhtcXJwyGi4QRCCti7R4osbKX458RG2JcguW44njo+xBy0AEqU1zlkcMS8wOI+VkEpJlzLYOUOGSC5WTawhgI99aSQJRT8nPVM0QpAoTV0HHhycRLMSGQjBUaQ95l2FSgrLwCS89sqrjMdj5rMzhJJUpWU5n5FnjutXrnN8fMzB4SOChCRovAePxwpP32QYnVL0etRLy2RyghWaxra4skYphRaSqra03mERFEWfng8EGRgMQbSOoCWpTwk2rojgLYkM6FTj6orhcMg777zH5nhE0c9Zzkukb6msJ89TtJY416II6BC/aNI6ZrNzHt29T+0lR48P+JH/Kfs7v8Hz16/x3gfvsDHoM+ilONvQH4xjiVsrdBJNaKSMRBDhESH2boogkYguu8biWosVnRw0BIQIaClQUiC1iTEU/onswftI9Lz1sTdQJt2N0BFCrAA2zmKMQgsVo0JCQAagy7uREENAu31KCUJ0QTtEiShu7Rq6xhprrLHGGmt8tXAhWOqc8S+cPAUE8UQJ9yx8VgVv9b6f9XoAfPjENp9lDhMPLXTRbRqspZ5P8K0l7RUs6obDg0OESVhWJcN+D2fP6ff7zOdLgrBkqWZS1Rg9RBVbMZbMJCgp8N7iEQQR8w+llZeOcyUNBe8CiTYM9l9kdvA+y+WUECSpTrGuITE98AtCU2GyAiE91nrwDSIxJJv7pPmApmpBWbAGPdgCk2IXU/KsT10tOJucg4dBkXJ2fEiWZygpOT06IlAzHm+TOE9ZlgyHfbyTSOGRoUbLfnTWD4KB7lPbisHGJovJMd5WTE+P8G2D6I1Q1ZLJ+SkbG1ugDZPJI4b9VzkSOScHj7jx/AssJlOW5YzRxibGSAjxvJ1M7jK7fwe1POCsmXD4/n0Ws3OCEFQ28M4Pf4DJDBt7eyS9YYyRaB3wcQXfZ+FLIYLRwEMhRIghmAGE6oZUkHjoqk3RCTIEB0pcZNDhu4Htw0UUBTgIIVaQgsTjSGWkjNvb24x8wfHBMUFIJrMJu1vb5FmfsmxIkhajQUlNoiW9LCVJUgSeXtZjOBwymU15970P6fcrRls7vP76q0gJ54s5y7oBLWmahswY8v6ALMvo9TMKoygXE6b1EUJpTJbi6gqRGBA2Nr96Bw6sc/guqkEGj7UtRiUondD4gEqgyA29POP4/Ix+keGC5fb9B3zt1VfY2tlkMj0jQZIoSWVbEhmQQoGM4exKB5LM8PD4lNl0TpakvP3221y/co3d61dZzo7J04zHJ4+Zzs/pjTdpXUOSFPEuokQMiw8BKRVGxoDKYLubgxQXvzdVjVCSJDEXpi0AInicDdH5dSUh9d3dR0lkCDhbdU6yMXrCB4skylBjpk2UgmJdF5UhUCpWJYNwKBO3Eyt5hQ+IRKLVFx/sa6yxxhprrLHGGv8u8EX6+C4qh0JcxHY9jc8lgJ+x3dP7fZpwroig1AmurcCWqDRFSMN8NifJUrTWCBGo6xqFjkWX4FFSIoRDyAynMoajDZK8iFPNbs4YzQ+7BXz5SSfU0D2vlcb4GDvRti1Sp3jvyYs+1jtsI5BC40WKlobEZOAcUniCbXCuxUiwTqC0J08MuVKcNA3KaHq9AVXVdE76kCWauq6Znc+o2gbnLGq6AOFRJn5mpQyJEfi2wblAtSwRWqNMglicI3zNYHOX6WxBUCmzs0MyW1MMeyTHitlsjhADtPR4OeP6N/8Gxe4+Z2cTpudnzOczhuMtUmNwAlwQHN69w7BneO7GS5wuW6TSnJdxLj4ejEmlJEiLcJbFvCTv99DaMJ9Pv9gg4csigpcGkaKLiwgQQowHqH0gEB10PAEVHFqlGJ3GFRIVrVRjJbHrMQsCFzzWOlwQoCymUWQqpbfR4+j4IXmeMp9PCECRJhQmZbGcs2wqsiJl2O+xu71BluecnZ1i7YCeMbiqoZ/muLZltpgjjKHf7/O1117n8OyEg+MjmqpmvlywMdpkd3+Hnsm5fuUqr37jZ7l3/yP+yX/7zzB5yqjfY1nX9IRAOU+mulB1EeMzggDlYz4erSPIgE4SlIgRDLGkbnj46DEvvvgivUHBbDbnnffe5Y1vfoNXX32djz66w9Z4xLJukG2NNgoXJIM8I+8nzMqK07M5rW+Z1yW9IuO9t9/m+Vduce36TZrZhPcmM5rG0dgW2VXrjNKxrG4kQj0hdlJKlFJdNdB9LHQUG814pNI40YXMW0voJJ8x6kJgg0MrFauJXmBdE29wPkqBlYpBNd5Hq9soF3Vx/KzGlZQXMlEhBErIi8AbKSVaKsSaCK6xxhprrLHGGl8xXJ47fZb089NMXaI5nviEdPPzDGaelqBeft9nxVB8/MUC0c0Bm/kU11QUwy1kkiLCnLTIo2rPtRhjqJaWsjxl3B+gRMNiUZINrpBtX0fpDKMTpDaE4PDeoVSnArw8r3zqM61ahXwAbRK8SUAJjMmYn3q8tTgX0GmOczVgSJQniEBqUqqj95n5wPi5r6N1AkhM2scUGd5WhJCihGDQy8lMQm1bkizn4O5d5tMZGxubtK7lfDIlyVNSJCEIyrpGqYzgPIvZOUhNnqekGuhlHM08opwiqiVpPiC0luPTuyTDMWlvyHQ2I081aTHgw3sf8Mpr/0Oev/UyJ48fcnx0gDISKxw6SZAEPnjrLR6/+2NuXtng3t273D9eMreCo8kMkyi2ZJ/lbImQLmYximU8ryZQL2bPHBvPwpdjFkOUAkopu8l6oLYVsTQZnYG0VLgA3kOqDUbGuAKFxAV/kT0YhIjRBiHGJdStfRIxIVqyrMd0OkdLw96Na7zz03fY29omS/vUzZIsj/EE+7t77O1u4aqG5XJJlmXUTct8OeN8OeeFG8+zNd7g0ekRcnpOvSwZjTa4fnNAv9/HljVVCOzdeI5XnnuBYb9PWgzYu7LPtSt7/MX3vs+b77yLEIE06eGDQiJxwpGmGqxDekdlW5AWrTVSpjjv6PVTUqUpej2youD+vQNsVXL1xnXyvMfsfMrx5Jy//OGbfPNrb3DrpRfZ3BghULTzM4JvcQiu7F2hRfDnf/ZtCnJ0oShrizApiVE084plUJw8esByvkBnGksgtR6vHXXbkJsET8BI2QVqdrp1JQnWgg+xn1FEp0/pn2jdnXMIBFIIhAShJYnSOBzOxUqjUgonHAJzQfHiF17G6qBvgS4CIgikVkQN6JOxZZR+UmmU8T2VUggE+hNRqGusscYaa6yxxhr/bhHEkzkVzzBt+bzYCNnNb4IUnyB0X9Rc5tOMYj615zDE+TZIgm9wbYtMc6TRKCGwbSRwWZLTzw2nj0sSbWLUmYDFvCLrBbbGe+S9/kXGdAg+Gg92bVeflWHovY9FCCToFJOltG1Lluf0hiOW7SLKQE1Cr6exQdI0FUrm2KYiLE4Ipk9VvkBeDGJFMckZX32Zx/c/pG3Ai4BWArKUs6MZZV2RpxnFVkpa5Lzz7nuUyyXhDPr9PlsbjxiM+gShMCaNMlchaaxDpxltNafIeyzPz5B2SVNOGBQ9zs6PWZ5OUEZDs2C6qAiqYDKZU5VTZrNzbFWTSMHk9Ij5+TmDrM9sMefH3/825eO7UE749vd+Qr5zC6cS6gCZzjirZlgjyYpIcvtFwe6V62xs7TAe/jW7hkoEYVXqRUZTkRCwwSFQyM4ultgK1kUBcHHBg/coCWhF20UHiC6Tjm7VQPhA6wLS14TgIuuvKl566RUIjg8/uIstJFnep1yW1IsFUnlm53OCFCwWC1obQDjqZUnvtR6vf/1rHP7pn7CsKvIEmrrEyIzxeIzow97NmyyqmkcHR9jtQHl4zMM7H/DGred4/eWX+Muf/pTKtUi7oK3BJBlVU5IouLK1xfVr+5ycnDCtSrIsQ0lD3ZRsDHrcvHaDXm/Ad37wFxwfH9MbFDjnSLRiVi0ZFAMmZ2f86Xf/nFvXbzLq9XntjTcIruLR/Y+i46aSvPfehxwenrC9MSYPfcbDDaZlSTCKsl6yvbGNyXo0tkWE6G4atbohmsCE2LMZb1RPrqlz8RpqrQki4KoY8u5FwHqLcLG5F6lQSiKERHQSU7pMRrRCBYUUDk0MsHe+xlmLd3GFRYjYS3qxGiQisZTd8fioDUVrjTHmibTAx+NHriuCa6yxxhprrLHGVwvef9LDYGXCJ4S4kEZe/O8pUnbRC3jp/5+27bPcQZ+OiHh6X09j5WpKeHLsiclIsj7BOubzedd/BqN+jm1neBeQmcIJSd14kiwnLQbIJLvYj4iWGAgpkF27UPfPjx3L5c8jERhjSHsjpotjtFJY6zBJgkkKsE30nhAGW82QOsOohKZZItIeMklx1QxnUrRReBzXXvwm50ePuPfum0CgLGvq1lHXUQG4v7MD3jKbnJMkCYN+n6pusdayKGt6/SFSaloPWmvS8Qbex7g5gcEuyzh3lgLpa5Z1Sesd2ECWaxqVsGgE/WxEsIccHzyims9IshSTFxy/c0xv+xAtNcfHx6T9gt4rr1MvS35971U2965Hnw3/n5IXw9hepw1aGbLEUBQZ/fEG/f6Ioig+cX0/DV9SRdCDEChlOmdLCFJhG0sILeARGhQG2UkQLw9CLcFacD46UjrvkN1kP/aElVipSFwgNB5vDL6qmE8mFEWfeTPHe0siCnAxb69alvjQ0DQ1SZZGW1ZCR8aWVK7m5Vdf5SdvvcXB0WOsiGXlcjGnV/SZL5e8+9bb9EdDFosZtpzRz3pkOwMWtkalBXlvhLIBJ2K+nw813gVaDwenE3SW8bVvfJ2mdlRtQ388oFmW7G3vMNrc4E++/R0eHT4mzQzOBdqqJoRA01ic8SgjaeuGd957m7u3P+QvfvJTrt28zunDu4TWMl1MOTp4zO7mLl5bRAgoF2hmS/QQdD+QGEVaDKhsiyEhOA+J6rIDwct4Xrx3gECKuEqjhASlaJ3tVodW1zVKdoW1GJPE8HnvCUqiA7TB44JDSYlPBL5q8S7KhAG8o3OU9WihkNJgiQ6hqChJEFJiuuMIAZyMRDC9RATbTrLaOsc6SXCNNdZYY4011vgqY2WiyIpwXeKJn0bWPovMfZ576Oc5kcLHjWdWJJVuju69RyQapKJcLAnBMR4PAUldl2BL0jSnKArqxiFMivCSpBjR6/WQwl8UCJSOURGRqCpCcM8ktpeJrDEGnw1RSU41PcW3lkQr2hCNCW01w4icVCswhtY2KGLV0VqPBqSO5pPWVqRpyvM/86ssz444evABzkHTNAyHQ7Kix3w5p5cmJKnmxo0bSKk5OHiI1gXn51MePnzMlWvXUFmCtTaaRFZzlucn5EbjCJTTU7S3pGnOWdti64YgDDRQ15YsD8ynp8iiz2QyJ01TeoM+bXC8+rM/x2Bzm7xXsKe3uba3j8wMQmv6eZ+YxC4xaYLtMtgvfDMAhMM6T3Ax//uL4sshgkqjUXjnaEXAekloakJbRWYsJQRNiydVEqUMLgjMRZikiy6i3sdgeue6RQkHwuF9ghECqRxNCMigSfIcW+W88/474B2bG/ukaUpeFJwspigd8I1hsTzHocgziwsWHwRYOLr3kO2NTfr9PtWDewghWMolWmu8gLRIefj+R5RNzXPXn+sGrePwaMJ0tmRj0GdnPODRwTF5nhISQYEHKZDG0FY1f/aXP+LB43N+9Rd/huvXr9Pv91FKMV9W/It/9fu8+fY7XNndQSiJqyustTRNg60rfK/Ae4mRAmUSFtbx45/8gB/96DtIArubm+QmIS1yglL0dI9EBWbLM4Q2mDxjkGcIFJnRMapDRNvcEBzONwibg/Q4HyB4hOnMe1YRDxK6SwAqSjOldbS+xSsIGppQk0hD6OIsAETrsSFQuRZb1wTazjTnSTSIUDJmFAqBClFSvDKD0VISlERJSeoFjnBJMhrHk5IC4WP4/BprrLHGGmusscZXCUqpj1XqVvgs585PI4TPkoN+mtzzWf9/EglxqUfwKR4Z5BOTQGMMzjaIro2rWi7ojcZkScpkMkErh3cOZVLqtkWppHPblyhtLlq9fLdo3zn/XfQ9fhFI70AnpMWI6cF9ZJoz6A/p9Qcs7RJbn2NrR6UKEuXQrkIqSWgr8HG+b4PHNZF0ls2M4eYeV1/+JsePH5FpT57noGIf4b17C6z3JFlGmufcvfMAKSXD4ZCHDx4wny0JQuJFNMuZnxyRZCltNaddWJRwKAHL5ZJqOgOlKbIeXiRYPNbNsW2JLBUmH3HthRcIxtDr9VBCcm1vHxckIThkUSClwl9UjTszTuGpqiXaBxpJlysnLyS3Iogucu6vmQi6jrhdTPKtw3oXYwN8QApJ4wOJSUlUdH9UMvYPWgHBt529rkc7h/MOrwJKCaQXeCEQSuGlIuAwAlzt8FKR5Tl12TBbzMkSGI01GoGtO/1ucEjXUNbLLs8u7v9sPuXRo0eMR0MMEuc8TkAInuVyiQxQDPpMzs/Z3SpRieJoXhJCYNgaNvs9ntvf560PPgC9iSZmDpbWUrka4xVaZbx370MOHz9ia2cbqRNkgJPjY84WMwbjUWx49QGlDN5b5ospStIR44BXinE2QNsaWofUghj0nmAdIAXLeo4prrO/O2L80R1kHTAmmtPU1mKMIUkSGvyFKYwPAq06vbb3GKOjvTEBKQTWuxjN4ANSCZTTOO06sh6rdg6L9hqhAkJ2VT/nsb6laSrq1l0Y2AqILlhdRKYWCik0SEHiolnsk2qxRHRVQClk7BHtCGDo8ihj/6GGv0JWyhprrLHGGmusscZfB5yLSqjPI2zP2mb13GWH9tVzF1WgS9LSTyOanxY0Hx36Rdeq9STrGWJ1UEqJcJYgFW1bo5SkVQmT6TkIjzEKR45v5pRlw3hcRBM/UyBTQ9M0SBnNALt3XX2Ci79DePa5uTAuRCBMhtQpaZoSvMM7gUoMzges6DNfLNBFizIJickIWIJKCaFF2BpbthijsMEigqAt52y+8BqvVUt++me/w3JZUfRHIBQ7O3s0bYm1DdZaTKpje5PUSC2ZTqe4IFFSEahRaUZiOoPIFsrZnBACphhyeviYBw8fYrIM0dYEo0lSQUOK9hIVHKN+j36W4lqPEIpGeIJruwKHBJro/OoDQUukC6gQaBRYbwCLkODDKi7Co4JHIrF8cox9Gr6cQHnngEgAglhlB8aBJQNYAgpBIiOJCQGEMngCwnvwCudjtS+EGDEhUSgCAQmdM2SCxgeLyVMaLRHtgiJNmM1KkI7pYs6orRBKMV1W5L0cbQwSy3K5xLV0+XkJFkGaprxy7Srn0xn3792jrWpMkcU8EmdROp6e2XJGX/ZZliVKKawSLOZzXn3pRf7kzR9R1TWFzqidBSxNJbAigAz0ej3quuHu3bvIxKCVQtnAzsYYoRV1W9FqgZaKLCsQQYKIKzBaBoK1lPMZQXiEiBEN2sRydiJjBS4fFEwmU37pb/4NWq/4kz/7U4yCtrV452JTby/jpGrQIiE3CiENChGjHHx0NyUEXOO6OAkf+zNjq3PXVyjj+ZMgu1Ui7y3OQUCgREA6gbfRbVSFWDUMQcRMQQdOhPilErojfBI6d9WVE+hKpy5C1yQtQIknTqaxhzTErMkvYwCvscYaa6yxxhprfIn4PHfP1f8uyyKfhlLq49W8CwInnvgyQDR5ufQeofOBeNqQ5vJDCIWgBsALjcLFnyKALGmaGpNkaK0pF1OsjvP4alFSe4VJE0xegFDY1pOmBp8V6GyMEpLwFMGEZ/cDrp5/WgYrZSwCKV2Q9kYE39DUS0BTVyXzyTHb29sUmUaK6C/StA2umqNDQDtHrgReCYIX4GM8mtGK53/u11hMT/nOv/r/YJuadLwHvqVta7IkjwTWOTAplQ3YoJkupnhbkyQ5dePQicJiSFWBLlrmmcbOA215Tm40tbXU5+cIlZBL6BcD5svA8azGCs9kcspsuSBLUvBtbGG7kHrGRYRYBRQI6/FdlVXYQBBtF6W2OneRcNuuoPNXwZfmGgpxwLbOYn0b3SRXTbEyRKuQ4BDdLj0BIySOEK1hQwvORRmgAOV8JLhCoFxA5QmOmKvRT1MGeY9yckxQnf5YarzvmlmdpXKe3qCHb1paJUjyHG9jhEVdlnjv0Sqhnxf83M/9HMIH3vrgPYrUEFwDdDEWPjCbz+llPfAC29aUMjCZz3jx1gt87cWX+IM/+w5Z7ypO+Cil9A7blWWDc0ilSFND0JLE5KSJRHiHcx7vBcZplDFsbWyyu7XJw8cPETKSoShVbRGo7jmHEgZJIEkVUht0knF6cMCb797hhRde4ObdOwQv8QracsHm1T3eePU1vv2D76MRqOBxLgbEoyOZbOu48iDEk1xBJWUs7YcYSioRaCnRWuJdDLe3vlvxsgIUeC/A0VVeJZZoGVw3NlbytEF00RogkCEg1SokPspCL984XPAXfYuhOw5PiOSx+1Ks7WLWWGONNdZYY42vEj5LAvk06XlW5W71WM2JLlfKVvOhy9tdfp9Pk4l+/Hl/kd3tO0Uc0hOEAOtoyzm4Fu9B6AQXYj533uuzXM7xrkRgSLIC15Y4F0jSfsztVjEY/tPOw2W56+VzcVm+KqVAK0HIC7wypBpM8CzPFjTLBb6c07YDbJLgXEtozwFIehuojZsEpfHImHMdHMK7aFLoAgTJG7/yH+OD5kd/8N8xP3xMf2uHIh+hlMKzjEo1HE3TYKShrWuqskGrBILFW0lrK4bDIfV8jpAZaE15PqNczOlnCY+OJxjdIrVgPBqSVjN0kqGLPWaL5UXF9POu22eNp09bRPii+FLm0D4EPA6lVLS7tTEwcnWRdTB4obEr10opkCJgZOcaGTxKCnIpyYRAE0PnvbcEHCoxGCRKxIG/aCoaF0MhpZcoEUmbFhIVIDcJEpAeVNB4GxAhZuVJCbhoJnN8PuGt9z6gXC7Z399DJzpGWbQWX7cXrplVZamqCkkkTLP5klndUDY1v/zzP0+mDcvZlERmqCSPrWxtS+gksnQENIhYEfXSYyXYrjdS+sDGxgYmTZBGs7e7y3g4ItcJWWJIMk2eJeQ6iefXe4bDIePtbUxSMD+fU9qGP/7jP+b4+Jjd/X0mp2coaSibksbWPH/rFUZFH2trnDA457CiReoYwGCtxVv3RDPe9XYKKfHBxpUl2Qk7HfFLR4sL0DqLCA7nY5+nRxKEwnUNu411WB+wviOAbnVD6m5CxGrg6hGDOyNBXTlXrSShq+wZFwKNtRdEdI011lhjjTXWWOOrgtWc5Wlidzkm4WkS96z+wVWms7W2i1VrqNuGpomPto3Olpezn5/1Ps8kXPJSmPslnuFcwDc1QgjSLKM/3KTfG+CCRylFog2+jZ9PJhqdJgSVINJel933SUK7Oh+rx+VjvbzN6nlrHbapEdIgTEZdzjGJIusVDDa2yIoBTVnh2ya6aSaGfGsPdIo2PbJiGD9vCMiLSpsHAm1dIkLNz/zm3+fnfuPvkfdTlA64YLGuRATPaGubumpxTc3GuI9AcXx8TN2UCKnQypAYgxUBR4NJcgbjbR4+OuHd994jVTE7fbKoODw6Z7KoY/52XZMMh+ztXolKtxCVktbaj52HZ42bzyKMTz++KL6cHsEo4IyNokHgRIiGIzI2aprugKOCtXO9CRLniQQtOJCC1npa75BeEJQkSCK5UwYpRTR7cbBYLkl6OmaX6AQrAnVTYYwhy1Kk0SyrChc8JktxVrIolyRZilBZNBsxmqOzE2QQnJ6dsbu1xf7uHg8PD1E6RWuFFvH4FrVltihRRuK8wzWeWVlxOJnwS9/6Of7Tv//3+L/9P/4bxsWQop+jcMyq81gVFAJvWyQaI1TUXCtDsA5JR36M5OqVPZbLJYtFibOBzY0R27eeJ3jLwcMHZEVBCFBOl2xujehtbXJweIRzbezR1DmDRPHRh+8yPT0jMQonOzMVH9Aq4+WXX2HpofGOJDEoqSOxdB4fPJqusVnFbkG/kg+E6IgqRMAGgfMWhEd1FsNtiD17Ao1DgIgDunXxxuRdbCBunYtuWeqSDKDrIzVKo7UBHZtjvY0EUEt1IYWIZfBwQVZXlcE11lhjjTXWWGONrxKstZ9a0XlWxMPT8sjPCpO/vM2z3v+LIkpMQRGIzvEglYpeDkqS5jlVVbOsA3m/x9w2zJsKFTxV4xiMili08aCSAWkxuOht1Fp/riz2WZXQy5/TBfAStE4QOhoM1k2JNDnpxiapFFidk0iJyce41mLLKdrO8UKilURBV0RYSXFBBIGzLTSWb/z6f8R4c8SP/vR3WDQNddsymTTk/ZwsTclzg9KSpmk4PTlic2OEzPo0bSBPNa5qkDohSTw0CdPlkuPJlOFwg3KxZFI5tjcK5lVLnmQ4ETg/P2dzd5der0fTNAQfZbTOe0TgmTmLzzp/X8QZ9vPwJUpDZSRyIRp7EDzeOaQQtL5GksTVBpmgpcR6TxsciVQoEUPl2xD1rUYplIw9YbFKBE5IvIvk43x+xka/R783pLGO1nos4ILCGEXrBdP5nI3RACklrY+B9db72KtmHW1bs7u5QdN6kiRB+MDexhaTyTlt6wiK2KcmA8G1VE1JpnPa4MmlQQZoraUpK/7zf/SPODmf8Nu/83vceu45sqRHGAnOzk7wLXilES6SZedtd+LjqRdGcvPmTW5evcKH776DUYGmrXjw+IA6OJ679hxvvDJEZ4asKMhNStM6/ui73+Xg8IhBmqLShEQmtL7h9u275FKyv7dLlmVMjqdkKiXLE4RMELZGK4GSGiVUjOnQCulX4aexo9N7j7NxEFrXYl2NFAoRNGCRUoMwCN8QrKX2ARyETqcdHHjv8C7gvEcGUAhA4H3A+9BVSeOAV0KihLjIFIx9gtF62EenGQgfl4iKdZj8GmusscYaa6zxFcQXdfW8bOJymQgpIfEhPJPsfVpQ/Oq1n0YQPv53QIhVa04nxxQgTYqvS0RoqayldUuyYshyPiWqRgNVXdPf2CFNNNPzY4qsR9IbkQ+3SNMYuL5yTX362D5LyniZAAsBXgqUTjBpQTtTaCHxTYVzDiM01WJGNtT4AN5WBJWS9LdJt28iVTTCEQEksbj0sX0Hga1KEhwvfes3kPmIH//Rv+Dw4ARjoF4sCcKzXLbkxjAeFZSzCfP5ksHGFloEynqKC44iy2mFo65K+plnsSg5nlUM+luU7RFBClJpSJOco0XD6ckZQmmKNKOua5z3H6vIeh9TCFbFmI+dw9V2nbfH6rz+m+LLqQh24e/OBWSQSC9oXMAKiyYavwQTcBISQgySEzHnosYipQLn0QSEFBgRmx2VCEgtYrdd9xmdc7i6oq5Lxls7iACudUglWM4XLMs5abFF1VjaqmSQDWnKEmIUCkpqlnXJ2dkZUgT2trejI2ndMGLE3t4uDx48jHLJrtokhcM2LeS96LopA6mS9IqCk+NjBtsb/G/+1/8rkIHvffdHbGyl9EdDfGs5PTtD0hCkQRuNlgIvPb0iRTjP/v4uv/AL3+L85JgPPvyQ3avX2Bm3PDw45KfvvMvjx0f85v/gb5PqhJOzU6xQvPfuHe7ePSDvZyytJRWS4Cusl4z6PUxmMEUf6T1N04BRWALTuo65LyaLA0wEhO6cOuOSCdZ6QmjjNfMe6x2NWyKDjiRN1BgUSB0jHXygezG0gjZ4fBCoEIlaJH0eQkDL6BIakGhpYpQF4DvTm9VAlt0NyXYrI1YEpFJIKbqqckToKrZrrLHGGmusscYaXyWsWlyeRYbgk4HzT2/nL5l+fBqh+6yq4Gf1lH18f0+28yGaATaLc8rpMeOtMZlIcXjatmY03mChDfXSkOYJzjlSk1FVFaO9AUnWo21bCDZGkz31uT6PsDxNhr0Do8OFf0VTl6R5DKs/Pp+QFz0kAYfE6JQk7aOMjj4gQl64zIcQnqjcuvPiCSQqULY1cuZ57rWfZ7yxww9+/5/zw7/4LvPpjP5wQJ7nPHr0kGtXdnHOcXR0xN61q5giwTeGxKRYG5MMXFNzfXuTjzY2mM/nFEWB1prCJFgUXgnmiwlicI00zy8koFLKTiLaxUQo+STD+2ki+NTvTxPFvyq+FCIYqgDCIbuAyOCjHlfYFq8E6IRWBJIQsMGjOpcblEK67gSIGEgvgiR4S3QdNVFWqALCWVrnaZxFyIyT0ylXdxzjjU24fw/vYeHaWKo1mr7W2CDJ+glyBnY1AHCgBPOq4ehkSlV7qkXNzv4W2zubsf/MeQ5PT0iNIThP8IZp2eJ8Sy9L0QiGwzF7W5tU9ZI7H37A3v5V/vN/9L/kX1z9l3x0+y4bgyHV3oI//8n3mUzPGeU5W4M+MjFM5zNu7u1x5co1Xn3pRcgMv/3ffY9JXbGrDVmWYFRgYzhgWs74rd//1yhlaBYNaIVRiqJI8RoEimVbIusGmfZxdUU2yhjmKUeHB5gkSlyPjk7wbUNa9LHKY2gJHhqvSDHYEL+43gmC1UjjEIALFhk6UW8IaJGijOn6PAEtuyoheAG28cjgkVLgveryBzWtt+ggSZKMEFw0FArRGVYEQSsEDo9oPX715RUS6eN1a9om7t8oEFF3Hfxf3R1pjTXWWGONNdZY4982Ps/E47IJzOUK3xer5j17f5+1/2fLTD/eXhMD5RXN4gxfL5BqBx8EbVmxubkZ+xHrBmlW/hshOszrhCANIQjapowtRZ8xP3vW5/3kuYqZ0XiL0knMtsajk5T5dEZblYxGO1Rti0kSvLc0izOy0TZGpWhpommN9whPNEDs9qGEjEpDYhubDJ76/ITh9lV+7R/8Z/S3tvmX/99/igjEzxygsQFCoGkqXFtTNZJ+rxdd8o0mMxkPy4r7x0t6ozGHj4/Zv3I9+pNYiw2CR5MFw9EG1XCbJMuBzrnfR4/+lVGjv3zdBB/z72BFZjtHUcTH+zv/qvhSiKD1Dimj3BAgCBsP1iucs0hhCTLatsoASINQAunjyoP1HiUCmkAdYmSEVDK6GPmAb2PzaIvDh4CUivPFgulywfbGJp6ADKIjbSBtzARs6jaSGCGQNiBahw0rt0k4Pj5mWS5oy5qN7RG9YshUTnn+xg2sd1RlE6MxhEKWMySCrc09emnG5uaY+wePkHXLlStX+eBHb7F/8xp/59/7DU4fHdFYTysDWxubHBzdJ8sK0l6BUYrJyTFf/7mf5/mXX+P48SH/9J//U+7cv8O1azdoa0uRDUiShLJcoLXGLkoa2VBkPfK8oHUttqzBCoLWCBEtbHMJm1tDXrj1PL6pmc8nbG5uEqTi/t3beOcwaYJtapoQezWldzjdAiAx0WEnNIRWEoMqRZdxGBtsV4iDUiJQKANNHZtctdQ44aOc00syKamshRWxkyt5p4hfHtX97TwQpaG2I51eRLIpuqqi8zbmpYh485Tys/Xna6yxxhprrLHGGv8u8LQz6Or3p+Wdl7MCP03q+SwS93lED1a9cZ80D/nk3932xDlZvZiS5ylp1me5LGOMm5KU0xLbtIQuLkyn0LY1IRuQD8Zxf9LjneKzeOunHdPl52QXOYfSYLInB4mkXczQqYnRDGkPjcA1JfgWYfsEGbrc7BAlqjJ6TIQue9E7j8JF70IXaIQmiEA7PSHJ+/za3/+fkeRj/t//5/89V65f45d+/Tc5uvsBk5NDZrMZ89mSwWgTRcNyUZImIzZ7Pe4/eshffnTIzjCjFSB1D6PmLJczNnee4+HDA3SR8/ytFxkMBoSVASKraiUX/hkfGwOr/sZwSUocLl3zS9v/VfsFv5wcQeFRQiGIg1nprlwZA+YgBGTw4AKtDwTpUTFQAiCGpNuARBBVogKBJHhB04WUe+toQ40LjtY76rrmfDbhyuYmJovVMhGZI1oKdJZT1y22cYhEg48uRI1tY86hD1RlyXg0ZLAzpF7MY9TC3i4PHz1id7zJMecgBKnJ0OkpUmheuvE8eT/ng4/e5f233+KlF57jfD6jlyScnR4jeoZimEPZsLuzy/UrV3nzrQ/4rd/7lywePOKb3/w6v/jLv8nDwyP+i//yv+Th7dtc291id3cXgKqq2Bhu0OsNOF/OCa2L379EoXQXt4AA4dFeIa1HozmjZSgt17bGDEZDbr/7LjhPnveYTucsmwojBbKLtvDWooUEFASQQUeJrvR4IRBN5z7VkTchFCHEXsvWWZSQyCBizosQFw5PWmuMjBmRkkjOE+LKhe/+1kkSVztCiPEQMromyRD35YPDWxsrxVJ1OZXgvI/9ht0489J3NkVrrLHGGmusscYaXx18nnvjsySin0fsPu33Z+XwXf79mf2EXVC59x4TomeDltDUC1SzoL+xA8GRGIkXCeVsynJ6Tlr0SJVkuVyCN6ishx5dQZsCJRwO3bn8/9XLVB//fF2mtY2FAZQiU4FWWJTO0WmJt01MQUtSQi1ji1lSxDYyu0DKBB8kIXy88rlSJ7rgu/PSrE4YTbXk7Kjh537t73J2esS9N79DkXjOp0sODw/xModveTJpaWobCzR1hd7cQGI5PZsx7vfYu/kG5/UcW5bYoDk/P2J2NqWfbnLz5VeoF1Nc55mxanoKAQLhk3LQZ42FS/+/7JnxVy2QfClE0Jjo5CO7So0RBgAfLNKlEBzOtyhpECJm5wXbIISJeXNe4oLFhVjxEyFWgjwB6xzSO0Tw+Kalti22dUgVmJyfsjMc0+/3OZoe4pxnc3NM0NGYpLQlddOQKUMTKhrvkd4RCCRK41x0tuxpzfT8hPPZNt/41i9w795d2rpmczjA4tkabnHl6g5CKLY2hzy8f4/p6QlbW1tIocFafJ5hlGF2csZ5EBhlcK3lhVde5Lf/5L/nt37vtxEE/vQH3+PmtVvcvXuPyi2REn7hZ97AVjWtC1RVRZmVbO3ucDaf4OZTgoPEd19mHNg2rh7gyUSUVyZSsj3u8/jgAY+PzhBKorMernHM5nOyJKVyltKWBCfwzuEUCCXAKoSUKOEIKASKICyxIy/aEkcJQ6ez7tyXhAgEHw1itIoGMxdZhK5r9O1WMaQS3WpOjAzRSncuSQKhJKq7D7rgo4NV12Tc2gbvAp5YFb6wO44DDNeFaK6xxhprrLHGGmt8VfBpJHDVF3aZvD3rtU8Tvad//0yS1+HzpKkhgOp8GgQgdUI5m2DbirTYwaMoq5h3J1AkWUETHL0kJSOnWp6j8wGDzd2Yv7eK9OokjJ93PJ91fD6UXbKARJNAOgA/wXtP3s/QYkg5n1AuJqRZAaZHkiYkosULiXUSGcARVW/CXzqfRGNLKeQnzrX3nrquYXrCr//9f8ifh4a/+N4f0DgZI+JUFq8hFp1KXN0SAkhjUMmAj27fZ2djzI2tK9x+7yOUkowGIw4eHTLcvMrSS0bDHuPx+GOV3c8bD/+28KUQQS0gSAlSds6QHqMlPmga36y8YRCKzjmzjWRPglYC13pccNS2JQSBVkmsHl06Mbbx2BZa6yAIjNJM5gtmVc2o1+dOc5+t8YC0N+Do5JTRcMjy8ZzKteRKc9ZagogZhk4EWgll2/D48SOMFDz//It87We/xWQy4f79uxRFQWYKxklKnhjyYY/z6Yx333mTPNVsb2xweHIGUpIoSdu2VE1NvlQgFW2eoIXAL0vq+hzwFJmhaWrevf0OBEikQKcJSgqyosd0tqANNctqQa83YGtrC1eXVLbFe4/CI8Rq5eDSCpIQXNkYsbu1wYM7d1hUMzZ2tsjTDK0lOlHUbUNQIIQkXCJPAglCEZTACY8SCcF7XAg430YrWxFAS6RQ8RVCoJRCa42IXky0RPLWOktwDi011rvY/CpASInUChViZVFrgQpJHANSo1S8zrVro/xXCKxzVHUd7yUhft7Llrqr5uE11lhjjTXWWGONrxKeNbFfzWtXi91PV/Euz3uf5Tp6+blnSUCfRSSeVSmErqIU4mullLE5RxpcOcVIT57nnC88aZpR1+fMlxVOSPr9AU1TUtdVVPuZAmEywMd+t8AniM2nEZnPJjgK2XlGqDSDtE+7OEK6QF3O0DRoCV4aZJKCMUjpaMopYnGITIYIFVAhus+vWpGetd+nz3kIgaqxmHrOL/9H/xnH5+f8+E9/H531mJ9Psa2nyHoslkvyXsEwyQlSIKSmyA1niwXZ6QQXFLNlzdJO0CZlc2eXNNumbSwv3Hqe5XJ5IQ9eVYY/FpH2BfH/T5vUl6Krk1JflMCllGilECJWiKz3kQEqDUi8h+AF3sUWtOCjzDE2cwb0qo9MxC+IRmCtZeFqattGG9jgQQYaW+MJbPb7LKqK7Y0x9w+POT8vGQx6SKGpbHuhrTVKozsXp9ZZ2ralrWpCG3jp5ZfJ+z1+61/+K87PZxiTxupcWVKVSw6Pjzg+PibLoiPoYDBABJjMSs6rikW5ZDGbM5vNaGxD3TQsl0t8a9kdbBCIjapFnpJnKf0sJ0kSbN1grWUwGKAkuLZBSsliWaFVwnPP3SDPc6QWJEJh6wohA0ViotGOCCijefG562wMRyybBplIBJLUB3q9nLZumC0WBGEiceqMXpTQsV9TCEJweB8HoidKNm2wWB/wHvACEVbXWCGkihEUOurG6b5E3jpaZ2mEi9fQuVg9XPUC4pA6kkhlJCbR3fWO7rArrfwqPJUQCD7KVINtP/FFxf+bD/411lhjjTXWWGONfxtYTfAvP5RSHyMdq+cvE5OnQ9ef9ViFy69+v/zz8uNyqP3lsPaL5138n3OuU2E56tkZo0FBXTnm0wleQN7v4wTUbQPe4mxLvVzgpSHtb6J0NFcU4okBzurnFw06/+R2IhYSVFSeyTRHSIltHElSQDYmOItsS0RwGF9FbpHvEoLAt3OEa1FCorvK3+p8r67P04/VeRBCYJSgKpeoNONv/53/CXl/RDk9w7Y1Ao+QBikVShnoeNDuzg5Xr21yeHLMgwf3aFEIbTid1eSbz1FWLZvbW2xub5EkCXXbXFy71TWxXSvbs47v0x5/lfP8NL6cBiv18dKqDwLXEb5VqOSqj+xilUBEkxlPFxTvPSBxIW5H5xbZtlGaaJ2L1SklI+sOoLWktjVFmpApMCbl/dt3LkxEhoMBznlqZ6NrTzcAjNIoF8A6ZIDhcMh4Y8gf/cG/5sMP32e8vRsJXVNT45iVS1zd0h/0MHmKd5BlGVmRcnZ2xun5OYvFkkQqGtcwr0vq5RJb1XgPo2IYK6JGkWlFIWKMRCZldCCygdF4sxt4kSQF71kul2yMNvnG66+xuzFmmCfkRpMqycagz+bGiL0ru+zubPH6K69gTErpHMGBFIK0SGltw8HRMUoIlBKxF49I5ISSqLCKbDAIr/C+W1kKnRGMNIhLhWMlnpzHGAXxycyaVVl9NbDpXGJliGNCiHj9hFCxyijFhW2uFAIjngxLGeJDi0urax05dc5F+cEaa6yxxhprrLHGVwht217MYVcEY/W4TPRWpO4ykXsmafsMqeinPZ71/6dxUYEKnYNlvUQpxXxZkqYJAoV1gtF4QL/IWU5nsWihQKYDdD5Ad/JS7z8eZ/C0K+jTn+GzjiuS5mgjqKVAYPA2kCQpIsmw54ckWY4MgWY+pXUxJk4qUMP9i31eJlWXz+WKGD59HE9e40Fo5seHbF29wsvf/HmCjUUk2ywvyF9rbXQ2lQZUhtIFe9s7BO9Y1DUy62Od4MHRGeR9xlubFEWfZVV+jJSufgohPtdxdaWIk8T5ND6ax1x+fFF8KdJQKTSe6AgqhKB1AU+sFBmhOp3w6kPSNZB2zkRtixQxg9ALeWEKJILDNQ2VczGoPNDlbDiUUKgAqTFUVYWR8NLNq+xfu8qHDx7gCBA0/X5OvWyekD/ROYh6CJ1U1EuBlA2L5ZK3336X8XDA9uaIyWRC07b4sqKfZSRKxixBD62IUQtSeObLBeM2hxDIlKZxHrdY4HWKFpLz+TlJGj+UFgYhwBiFsA0t0U72/uPHfO2117u+xYARmtK3CKE4Pj7j+vWr/PzVb7E4n3L/4CEiBK5ducrm/h43r99gXPQZbQz4Zx+9S1vVZIMCpROEkjw+PmJyNqM3HCDxOA8WiZIGJXR0dxICKQy6kyqIIFAIjFA4FbC+c++UgHCxEqhUV8p23fXqKoXCgXcI53GK2M8Xu1876YG6GLRSyyc3OmJ4aiIUrrMzDnRhokLFZ0SUtgoEqgsHXRPBNdZYY4011ljjqwYtO2VcZ1TyNHl7lvzzWe6hn/b7s/7+PDxtOiJEIHRWI1GN1WJkbB8ab2zifMN0YTE6pV6UNNWSRAlcCJgko9i6SpIP8MEhhMIFkHRZeE9JQy8Tr0+Tvl6WlDrnIlESAtd2ijAPrp1jlOVcaNxiwaA3wLuG1rY0zpCIGEKfpn2Q4mNmPKLjKUHwCRK22u/qb0fAyBjTBrC9u0dSFMyrCYu6ISBpvUN5QVvP2N7d53RR8/hswfXtEU1paaylX4wQZsbp9Iw3bjzPrZdeIu/1YvHHmI8d3+Xj+Dwy9yzn2Mvv8UXx5eQICo/0sutacyitCAiMDTiR0EKMBxCeID04T/COYBKCa2MvmYj6ZBFcrAq6QBvoKoEWgkcKQQgghCNLJEEopucLvnHrGjubPSZLTT/PaHyLkAlZklAtWoTQ9Ho96rZComlaSxtaMmlIjKHX6/PTn7zFo8eHvP766+RpjtoxHD1+TDWfR3YeoLUNvbxH0zQYHb84ZVNzdL5gO7Xcq0oCFuUlRa+Pw/Pw8IiN0SY7/QGIQKKzmI3oWgySPJMcHT5gNpsxGIywyzlBBpytyHUgzSQf3bvPc1dv8uJrr3LzhecZZjkyS5kval577Q1u3rrB4f17FGkGbQ1BkGqJ9JZFVeJFQCiBTgeEpkI4G01inMehMSrKQ5Ug6rERuM78xTuLsA4hJYSof0ZEAieJmZHO+UsVX48R4UJCoLUm6Eg0hRArk1JcAJxDihAri87jvMOJzjwmKEw3mKWNt6mV7a9UCpCRIAb/7EG5xhprrLHGGmus8e8ISZJcEBrn3EWV53J16umq3er3Z/38tP6/z+rFe1aP4pPnYkb0qrVHKYOvloTgyYoBBEvVWKyHzGiqZYkxKUoKbOOQ2qDTPlmWx4pm8Khunr4iWSs8qzL4eQ6p+IBd9S+qQJCqK7ZMmZ9OkKZPpQxOG5RaQtAxj9xZnG2QaUCiuOwYKlb7h4sq7bPOsRAC6QNN58mRCxiPtlEynqssK2ibiraN3iaL+Yyqadnc6pNoydH5lCQrkKRkxZB8c59mOeeFF1/hlZdfY393C3yIlVSpPkFGn0XknnW+nu4L/TfpFfxSiKDQcXavcbE6KBVSWryUiCAgOAJtdKP0ButaAg7rGpRTSBGQMoBQMVQ8OJx31C6WysPKsCREqWKiXNQNo/BtC2nBb/ytX+bPvv99BoMRTQ11UzLIUoq0pmwbNvIU6QOtA0OgtR4XPJvDHt/6xs/xO9/9ToyWaC2zxYxFWbKcznEi4OYzfGpBBCQSbx1KGmwdHUmn53PkoO2qUwFt47EmRjM/nyKEZLM/ZNku0VogjMQHRWsFiRJMZksOHh/x9VdfQZ+e0NYlGke/6GH6BV7UHB0/hrdhuLnFT0/e550PbnPn7n3+i//d/5Zf/9Vf4fa779EEh0qTGBuhU7xocESiluQZJk06p06NUCCcQGmDkCI20XaabOnB+oDzAeWgth6hJSpZlf59V/m1kcAFB/7Jl0pJifcxV9Bai1YmZgEKj0aAAC8CJsS+yVU1UHQ5KvL/196fR1mSnuW96O8bImLPOWfNVT1Uj+p5QjNIaiEjBAZjELaxlxg8YIONfexjH0vX+F5fY7PwNVoLm2PZ58oCzkFM9hG2oDGINpqFQK3uVks9VXdV11yV4849RsQ33D++2Duzsqu6W6JAutL302pV5s6dEd+OHTtXPPG+7/NISaoS8AKvwGJRUuGNxVXzhkIItFAkNgrBSCQSiUQiX1tMzO0mlTDv/YvE4M6vL9c6eaWq4eV+d/Kznc+bsFsgTKtfeLwzCCGDSaDJQxKA1NgiR6kEmQhKVyKUxLrQCaZFgpApUmqcqebqXHCzR8iXFCe7jXEuR6jahXEhcEiZYLxHyZS03mI0XGVjvEZ7ZhZfjrFSoutNEBZvxzDcYIwgyZoomeKwIXePKpPPXdl4B5j6T0jrQSQoneKFZmNzQKPRYqHdpBj3GHZ7NBoN5hcX2Nzqc8vRw1x/5AAf/+MnuPaGRaSqc/HcWW685wG+9MxTzLYaXHPwCFput/5OXu/kPdnO237p9tBXWlF+Oa6KEFQIRKpRPoTASycQQiNVhvUFCglGhsgCYYPQw4KRGOtIUo8iQWgRoiWqOyjO2qkIFELjnEHJypzGO7QGpRscO3WKLKlx/MyFMLiZ1hgVI+bbHebn5zhx9gyNxNPptNjYysnLLjrTCGn5pm+6j7Vej0996lMc2HeAtbU10ixhlOcoH0InrbXgHFoqvPVorSmKgv5wHA6494zHBbVEIySU1jIohiR5KPl2u11GtiRNUzqNeqh+CsFwUFBKgxKCR774KHfccQcPPPBqeuubHHvuKTIlmGl06DYHnF1f5XOPP8KpC+dY7/erdxz+Hz/9L7nhxpu5/VV38F//ywfRCSAs9UbKoCjobfQxTpKlNWxuQvRGqpFKkmhNqlJEAsqFmc3Se5So2jldqOwJJadhlbt73IUQ1SxgEH3eO6y89ANura/aBiRWCJRU4cMtt/ugpZQI76etwaHfOWQRaqVQSpGLYEesfBVVIqsp4kgkEolEIpGvJUR1TTO56e1cyLsGdhqeT6+rcLhLBMCLq4W7Wy0n12I7tzP5ejpqJV5sBxKe5wCBEhIvJKnWDEtDSzlEUkNgwnWic/Q21ynGOTTrWJegZYpuzSGExTgTkgOUnM6qTcZ2vLMIL8JYV5riLKETzDvELpOc6WGbiJkq29BLgZSaREu8FqQ2Y/7IdYitnMSVKJeTC00CIDJEbRY5swetsspw3k1nGL33CDmpCm4f353XrJNjqDxYAVoLyrxg3L/I8vwMaaNJrZliraNRT1Fa0mq2MUIyN7vATbfexP/58OdonN/k2lv38MKJU7x6YQ/L+wZsDfrs2TfHhQur4Owl79nuVtDdgnmnKUx4VcGDY2dL7e7ffSVcHbMYV9n4V+6RQkikDA6dwS3Sbi/chfKxcaEq572ltJ7S2coAxJObMoivquVQoBHCo5QIpidChrsUOiGrBROSJ55+luEg58i+A6RaIYUmUSlzM02E8xgcy0sLSOURWYZSik6jhfWO//LQb2NGBYlUIavOw2ynw+ziAl7AuD+kGOeMx2O2troMizHd/oDSWrwOFSthHNYYbF5Wrj+G0WDAuCwoxjlGSnyagNDgFaVxCOlJtWSh06G7uc6v/Pr/xeNf+AKLy3t4zWvfyIMPvo1vefBbaDQafP6xx3nq+WP0+n0aWjNXz2ilms2NLt/5/d/FJz7zae6/6wFSnSGkpDHTpLQlG1vdEPKeJFUOn0KikEhqaYrWGmkrUVeV810VEp8ohUrC7yZJMnW8mswHTr7WupoZ1Go73qFyaJVVy2hZmqlQnPzhMtbivZjuV1QzisaETEnwJEKgpUIiyJQmleHehZRyaigUiUQikUgk8rXETtHmnKtitIIr/uTqe2fFUEmNlAqtE1Tla5EoPXUa3S1UJv9KKdFSTc38JtsLQlK8SCC+qHooPMo7jEjQboyyBb4YUJoRygMocMH5XxmB6W9Qn5llfu9hlK6B96RCoYW85FoQFV5Tq5Ex0+ngyhItq9er9MtWL72gSgoIGdPY0CbqtCbVinYypi43qSeSLK0jpcR4QekFUtfI0hppGvwyrA/X5Q4XQty9vMSVdVKA2uneOXLh67TRpH/2DKee+QJzi7McPHwIZwVFYWi0Z0iEwzqDFJ7eoM99D9xPu5Zw4uIK9Vqba268GZFq3vSGb6bdmWE0KnaMU+0wsBEhMmLyuPWhc3Hi5D/5N7wWi3Oe0m6vd1Jh9N5TmPIVn6dXpzVUiBD4bgknuPC4qauNAmkQwuGlwJbgTGg9FMKRJALvE6wReGerqlR4UdVAIImUWBxSQTIxORECUTlJCq1IE8W+vXvo9fqcWdugXmuSF5YD+5a47tpr6A632L9nP6trG2yMB9SShOsOXcvZMys89aUnueaaa6voC4lOE9r1Jlm9zqAY09voIvLwAbPOI5QMJwsCLSRj77EilMtlGHkjMQ7jC6wr6Q/7ocysNMaBqkSSALS3lDiW5+YZdTf54Ad/gYd///e46Y67uPmmm+j3t/jI7/8+qxcvUEu2/xgYH2ppB/YtcuH8Ku9933/k3T/24xxY3k9elMy0Gzzz/IBBbphXCluJ8TRVCKVDvqAOb7+xVbtCVQk0JpxMSgiE81jnwh8iJUML546BWodH6wRkEHVeSPBhndaEE9PjUNbjZfX7PrhTJX5yd0aBlAjhcU5iTYELf7/QUmK8AzxaKLT0GPx2BTHqwEgkEolEIl9jpGkKcIlJChCisdiOifDe4+ykKhTiswRMK2bObVcKJzfB8ZfmzHm4JMT9ksrRDtdMmHRgAUIFsSUcToB3BX64hvQllJYUxzjfAtHBZzXqbkw+2MJrSVKbgbSBMEW4pptUJcW2kHNIcI5GPUPrlFG/R54PkKo2vf6crt+/uFXTiVCVE9WajbVgw6iQ0pJaWseLkuHGBr6eIFuzFKUlGQ4YbpxjVOuQprUQbeE9QRSD96HTcKc4nnS47RTbQdhKvIWTT30OW+Y0mh20lpTjMa00oxiNGG6u0Ol0KMaG3sYqRw8f5Lv/3Jv5rx/5NMv7DzG3vMy5s+d427f+OVRWY9Ddmgq+3cdgcgwRl2+d3Xn9PTXVIXTPXSLyX9EZGrg6ZjEefKiLhXKvEOFAV2VPvMQJC2yf/N46pBZ4JzBKoJzDGMPYlrDjjUiTBOcsArF910OFNlEpBVKkKOUpyxFD06TWbDBTqzE2Y/pWcXZlgxtuug4v69SaDQ4eOcjYOeZm5rn7m17DQ7//ETqtFs1mE2stWZrghWCQjzDO0crqrKSasqz6o4VADIaAwCeKVICzUCqoeUluDXhLPauBFIxHBev9HolUzOiUTqOJsR7h6yRJwur6OgiNQ9BozdDGsrl2nt/93d/it/7HbwHBlfXQ7CypDLmJmyNL4TzOWpZmF5jrLNEb58zuPcib3/xm1lfPI7Wk1+vjS9Bao7XGuTLcrUlTtA4zgb4Ms3yCcPLZHSeSre6QIKq5QCtwkkv+uDh8aPk01XNx1Q2AIOykVggkTvjqDwSAh+puh7CVqDM2zIHKUFlWbtu1SQuJVxKERHpIBJVtLpgYKB+JRCKRSORrjE6zRVmGykySJEyuj5xLphfySiksHmO2qzre2BBR4CcxB+E6aiJYpJRhFs9dej22XQlk+hhs5zNrramlGUIIBoMBeZmDTDA4fJLBqI8qeyGn2xYIpSgGJQO3inQKVxQ4Kam39+CzJvmgT5KlOCUwziK9n16ReQTGOZKqAuico9WsU/cJeekx5eT68dL2zJ1rl7IyobQOJR15PkDnQ2SWkWpFujCPK2fJncAZi3MlaaLQiMrg0CKcBacRcufs3EREVWvd0XJ5SZul89SbHS6ceIbTJ59kbMFYQT4qMMUQJ9rYoqA1u1S9dw5fFgxWz/Hau2/m2Ysj9h45zOGDh+j3+8zMzTLbmWM4HqMTVYlSf1lxN1nrznUFH43ta17LdqSIE2IqyF9q9vJyXBUh6JzFq+A2KZF4Z5DOY8OtBoSvLFoFIBzOm2qgNAGZ4rzDV0IwL4tpy6GoKlKld9S0QKJDn3Ci8F7ikSEqwpkwczceM9uZYd/SHi6uXQDhOXuhy2A8pHCwunqR7/72b+OGG29jaXkPJ8+c5o8efYw7b74J7cCYgqTTRijJaDhmq+yBdyRSk5sx0gqEEhRlEUr3hNbKRAnKsiRNJGVp8c5QmJJOq4Hzhq1+H29duLNRCatGq0UxHjPKx7RqdQwCUzpK52i3ZljINNbBxniILi2J8rQbdQZ5Uan/MMS6d+kIXzz2RWotz77DR7lw8ii1eoOzFy4G8YqjlmbVSRM+pBpB4gXOWwpvUIBCToXfNK9GBgdPLeQl5WqqIdtJqdoLGVxgfZjrQ1UhoEKgqj9KFoMztgqzl0jnGJuSpHJL0lIhZbjDZUqLmlR7pUTJUMXcLUC9lMir1N0ciUQikUgkcrVQErwSFEWBSBRaS4xxpEmYVzPWV66T4dqsnqZImeA9WOswvspLZvsCfyL4duYLTvdXXTvDdgvoJIIhrUaBhAgVRyWgN4TSWBKVUGu22epvQN5HNOthfCvP2RiUjHJLKkrSzjLX33wveE9eGMoyxziLd6LykQjX/JKwPluWdNp1sqweCi1ZhvcaLUvWhwOoqoK7ReC0MucdFhU8QUQwnjRFTolAiNC9ZkuLyuo4meNMTtbs4IXDOkczbYIKoll4gdsxexnmD90lomvnv957kqyOsIZzz36OQa+PtZZGs0Z/a0BhJbVGhissOq2FTj0Lg60uJAKZNbnl9tu45prraDWa7D94gEatjtaaQTFEOoF1Lw6En5jUhLSCS/MOESKY++wQepMxrUksxuT9311tfCmujhBUImS7+VAdclicLSldCAAU5AgncMFFJNzNcALvBYXJ8VLhbImzBu8MpRJIEebLjPNIJRFCksgQii5kisThXGjPLL1D+ARTjtkaKZqdJgsssNLdQNQyTrxwls3uKlrB008+S73RYWP4OY4/+wx1FebfMNvDtkWe4/KQSZJ7w2y7w2bfU+YlGkEpwodTV22i3gYBN1CiioXwSOHpZA1MPqZ7cZVMaQye9X4PoRLSRsrKZpdUZxTOkCQJWiqKwuN9qPh5U9KWCTft6+CkpDccsVFA6R1KSdpzHUw54OTZM9xx250s7NlH3zh+9+GPcvjwtWEWUEOj0cJah0KiZYh+KHF4Sai24ShE+IMhrEMKMAJcaZB40FX0Q1WqtsZUd2pCrIaUlVuoCHeBlJL4iX1wdRdGW4mRoXwd8hwliRBhrNS7SoRSVXyDOHTeox1YBdI5pA4nuJjedQoVwkgkEolEIpGvJdY3Nmi320ilyPOcPA/tokVRMB6PmeRpj8ZjnHMURUGtVqPdbtNo1NCEazEA72WoDFbfW7stYi6Xh7ebYLoYHk+0Im01yBpBoGkBtSzBbWnW8xHNmVmEEOSFo9/bJKu1Wb7+bvYcuYVaCvm4QOclXjYoRmHt48JSGIsQoejgrUFLQbPZDEUbV1Jag/AwGo1wtiSt1abru6yzqPckQkKqqNczcp0ytFBXAluU9HpdEiXQCJTKGJWGMi/Q0qLsGCr/iu0W3OnesC50oUkpp/FlQoRcvyRLg/9FrcmZL36K4cYFGs0O1vUY5QUIQXtuPnihpAJnhki5gBIeN+7TmttH6Qe02x1uu+02hsNh0EV4HJZGVgsCztmpr4aUMugAraeP5UXJeBwiKoLHx7Zg1lpTy9KpR8fkmE06ANWX0S13VYQgpcVLj0sUmALlHYWQIEB5S+lTnCsRXqK8x3iJ1ARXSoLwsc6HyALvUMbhZDhgNamQlXmJVxqlU1IpKF1w8wmVKIGwQwoEjBSNpEGS1pDG4qVjz/Ii83NtbJ7z6OOPYIWitzmk0WqysDDHqD9mdqaFFZZ+vx/uHBDMU2ZbbRppjYvrFypBCmlSxwlHWeZYGcSgsx5hQpSGsBZTCOozNfrr62xsdVH1DCEUJJq8KCi7A1qJZnlhnotbA7qjHlm9Ri1VeK8YG8vQeK7p1DmwPEOiFZu9GufGFyidR0nP7OwMQifVGxmE3GzaQVjDYNSjXwxJsgaypvF5CYmm9A7tPSUSbzypD+6dwjpE1WtsKwdQV80VeiuRettIRwCurHrKZbgL4jx4GaqHvrLoFdIH51U52Uc1+ItAhJsb1YxgGNpVMlQptZQ457GI4GnlPFIGB6lQhRR4b5GmfFFWTSQSiUQikchXm+FwTJJkZFlCbzAgz3M6nc70oj5NgwmfVIrBYIC1lm63x4ULKywuLrK4MEeaJjjnq5GpqnUQUEqEzriqSjipHO6Mqph8v/14iGMIgkGFG+mJpmoAQ9pxEKnGkWVgfEHpBTfc+gD7Dh+hLC39vsHZMU5INJpaFlpNE12QG0+SpUG4mJJmLaPdalEUBXmeI6TAO8dmd0Ca1qYVy8kaJ0WAScUrSRLSJENqRS1N6cwsMM5aWG/JjUFLQ9KoI2SNYmRAj8O1e1niizHgq7GocK2pVKhW+klLZdW1NqmyTkwRhRDoJGHU63HmucfJy2C+Mh4XeOdoNpukaYp1AuME0oJxDuFK6qlma+0C+xZn2PuqW9Bacs01h1leXCBJU7IsRViHkzJMQlUiTkpJppPp90oJSmcZjzOKosCa7TlPh0dVzv+T7skJ0oP0DqVfuby7SjOCIT/ElQbpTBUsL5BVVqUXDplIpDEUtsR6g6MyDkFQlsEl0jkXRIIQTEIBrPboqiQ6dapME7ASX8LIjqB0WMALHUItTUHpHbZqF51p10lswogxOkvZv7BMf8Ew2BrgbMnq5gZpqkmVZmuzS6PTIsuyYDfrPN1eD2MczWadWlZns7cVTlhrUYQcROFLlEyCmEGDcGiZMJ/AviasG/BehAB76Vlu1fBSkKhQIRvZnEQpsnqdDFjpjphvSDr1Or1Cc8PBJUxjxPD5c2Q6CXcyVIMj+w5NB2mFEGx018H5yllVIaQjH49wSYJGIq0P0QvOYZyjEJC40IdtvcPaMmTBVMPKKHFpuyjbDlgOESq91YdWo0I+oRCIaq7T7YiImDoi4UmqaqH3Hm9dGIyu7nYUzoSKsAxZhYkQOOmR3qMcSC8oQ004NoZGIpFIJBL5mkNKWQm8Gt4LZmfnd4gNAE9RFAyHQ0ajUdXCqfFScO7iBcZ5n+uuuRalLq3ulFUHmwXKymV/cn1sXahuyUrgUM2NWWtRCJJke/QKJ7CuBJ1QONhaPUOt3gSR0OsN2VrrcvM9b2H58BHyvKQ0OdYKvNcoHFJ6hNZh21rTzhStVpPCWsrS0qhpcIQb+Ti01Jy/uEKrNcP88hKj0WhqnDNtcdzR8pgojUo0zho0npnFJTbOzTNaPw0oavUZMuUpUVipEKqgsIZEKPRoHaUmjvkmGMwoUbnXh0g1lSiSSjDtbMGFUHE79dwX6K73UDKMP2311sB55paOkOeW2WYooMisFowTaxlZe4FzLxyDpQUeuO9+rDPMdJrUspRMhznRQhpaWWP6ene28BZFQVEUNBoNapkia9bwzTohxS5ch5vK7GYicKdi31ViV4a4PtQrk3hXRQgGk1qPM9U7Xg3EAnhvSaXAWYdHhf+J8HxvQzC8dQasR7pwW0LqbeceLdW07zVNEpKqx1kRlLxSCd4UGFfFFLiSdDhgpjVLLWtxcf0MjVpKkmbYrS6UnvF4TKPewiQl3jtGo5zVjXUOzC+ilMI4B3mO1ZpUp/RGQ4QXFOOC+bkFnLcMh0N0kqBUQiKGSA9OKjSeVDmSRDMej2kXGxzu1KGnqdUFh/fPM5tJtDccXy3o5hYpLbcc2MuBmQybZlxc72KLknYiWZzJ6G31WV2vcb7XZ5iPaWYdnDO0201mFxdACEbWMhz2GPQ3kTrBWUsmFKOqHcB5j7AeJcV0aFYSKnl2Ev7ugnWuqPqQw4nlYMdAKlUFES4dRJ7YFE9cmRCErEBPsPwlxEBMhB+qMomREiY9zwSHJmttqPxV8SFegLcO5woE1eyoJ8SNCIhJgpFIJBKJRL6WWJifDSJJKYYDhylKamlWjTWBr9pBrbUh5kAEvwmtNVmWTee+nINxngPh+6IoQsxWNYs3uUb23uOrcHelFF6KXTfwg/CczKNNYhOCqHDU99+GOnTnNCu7dZ1j3759FOOiyvYOLabgkVV02ETETE1sPPS7YZ6ulswiRMjZllKGjjshuObIfgBqOtzKD6Y422tSTDSAw9sSgQIlqClHozHPxrmnybI6WVYL14cmdMnZJCVVEuEN+eYFmqOLJHtuRQ9zinzMaFyS4cka9TDKVBYYa0jTlDTVWOsorEFnKcNhn2e/9CjFoMf8whJOtJlv19hY6bJy9iRzM5KbbngDmxdPYXJDUktIlUZkKXNH7+Gau95Asx5aX11pkN7hq2tt5STFOCdJt+PYpPA4WwbRLDzDYR9jUtI0tKkmOrQH24nfiJBQdepNj70M4nBcGobDIXsX517ReXpVhKANk62VkQjBKVKIUFES4YU6Myn3KsBuO93YMChLJQonIsUDWilqUiNVKJdKoYMDqRdBNKBQKqEQBmtNFVDpGY4HaJ3RyBrMN5v0R0M6ejacLDphMBqRpQ2yLKOfj0iUZpyXDMqCNE2rEPlwYNe3uuRlTqfVZLO7xYXVFfYvL5MqyagokVqRZTVUXlKWOWlWQynJ3Nw8tWJE2bvA0uIca/mAmVpKUykGhWeQO3olQf0bw1ymWF5cCNXFYZ/9R+ZZnKkz12nywtmLPPncSc7m4YTVUlF6z/LyIqtbm1WJW3HhzElOnzqBUKFdVAlJIhWZTvAy5PCFcHgRzHykRIZPNsYYyjwPZXq9fVdmZ1DpBM+2UBdh1witQrmaHS5W+CqDJrC7jVMSjGOEFi+qOIod/c2TSjFK4YRj0le/e12RSCQSiUQiXxMIQZpl4RpGC3SikIknxCR7vAvXN81mOxQhjKGsZtWazSbSw1ZvRFmWFNZMN3s5h9CJqFO7HgdQ1bUWapfpjNLIHc+vVVU550CnjkQ5+oMBjUaDLE23r9udoyzLqfnKpCvMe8/GxkYl6ErOnz9Pux1emyDMOC4v751WspLKNEd7hbWuEjQ71u80VhTB3BAokYgkoRhtkbghpZwPx0lY8vEQ7UEqsCbkUI/XV5lZLhhs9SjzTWq1Bo1ak6xZC11tRjEajRj0+2E7Uk4NFU889zy15hw333ovtVaH0sPW1iYXz5xGWUNntokxls6eG6i1F9BZhkcil29iYWkf9XaH7uYmZVlSTxNarRbWWvI8p6icZIdjN83i3tmemiShHXRcGowJnXpKKRqNxo5jGbqFpdTkeQGErsP+aBByus32+fJyXBUhaJwNVR7n8EqReI9zoV1USElpQ6XPS48VDiMs1oPEUzgP1oSBWCFQIrhhSjxaS5RMSHQyHYAMLzbUq3zVK51IhfEgnUECJYbz66vMNudYXlzi+MWzeFuS1GuMyyHCWQbjEVmzhSjGYB3j0nKxu8G+uXmKcR6C5IucYVGQCI9qtjEITpw+RyITDh/Yh0w146JgUKsxKHOyJCWRitbsHNftW2Dj6UdIGzUWspTa2pCLvTHrg3M4KZBZEsxzhKGdeAb9gj9+7gLXzta488Ai/dGQtDPHNUf205nrYNMmzz/yNMYCiadWa6BUxqOPPAZAq97g/KkXeOHkcaRISGoZKktInKSWZpQ4jAwZj9JtiydLeJ8KayhcGPRNESgqp1C2/3DYiVjzHnz4sFrv0FqRqlqIl7DlNJQeWbk0+e3W1cl/l4SeCo8S6hJRp6WaWuEK67BS4vGoaj7QV1VOyld+skcikUgkEon8WSCEoixLtra2cM4xPz9PkZvpXJwA6vU6zlUGKmL7hnlWCchxGS7yJ46f4fq3uo6aGslc6rg5NRRBVEae23OCO/P7ghgLraplmQMeKYKRYJooytIxHISW1XarwSSdLoiXqigzzYsI2xoOh3ig0+nQ7XYZDodTx1KdJBhrWV1bQykVjGSqtSZJUlXlQtFIK4nzYIwK2eKlQwgNMiWZO0Jrfh7ZWgSl0d7TWfR4meCqrOtUabxQDEcDrDXotINXKSNjGa53K/OdST6hZ219c2q84rf6NJtt7nnjn6M9s4C3JcYbltHcdvdraGaKjd6AwdYa7dklvEjwxmJNwdycwljD2oXz2Crbb1wK/HA0NX2ZiDQhBLbIL7k+9qPhJeYvtmq9NeOcYR7MhJIkmVZ/XXX8jTFTAeico7bDiOfluDquocaCCGYfUsqwsKqiFp4wIrQXhrmzEEfgpiVN40M1UIsEaT1GhQBxKYNJSaIUSZpWOSxhls0LMLvSxE3lBKRUgvKOwWBAs15jvt5gMOyj6ynah5c8yIe0221m603WNjbwAgajMcPaGKzFCo+SmkRpalrT6w8orEGqhJNnz+G958CBfRw6fBhbjnHjAllLSTwcueYm5sUFLthNbDlL01kWa5r1Xh+VNZCEPERrSmxZ4KUmEZKi1yXteGqyxiNnuui+5uAhy+GjN/PFrqE/fpxMapQWzMzNMhoMOX3mBBA+0M8+9TjFsKA9W0ephCypYXxJkqXIvKDwPji7SkFpLaJ0OGexNvxhUpMZzOqDJH0Q5NNsE7Ytib2t4iQmP68+zKV3YB1a6CAmvcfvaF0IN6UEUgoI5qFA1a7qQ0i8hOq8qAJUVZVDaCsxW+G9w5pXbpEbiUQikUgk8meBtw5TWJqNBrVabSrSXNUpl6bhGnkwGFFYc8nM2MRJcne+HYCa+Cv4S+MOdn4NYXRmkpvHZNRmR/UOCCYu08e3Y8Is4Ro+qWWMxwVJkkzjwCZGK3le4pxBa029VkMI6HTa9AdDiqKg3Z655DUYM5xuyznY3NzcHgOrij2hTTNlNM4ZjQc4K0MnmIWxh1qzw8G73gppY/t1e4fGIYQK00uTsHZnsCan1qyFvG5rwIaOQo/DSxkKIIkmTZPp9pzzLO5ZBiEohj0Q4dgo6SgLWBuVKJXQmF3EmhLvi7AOFa7rAXRaR4vtCI/RaDSN95iI+klL52S/O9+byXGZjGulaYpzQddMfjZpO1ZKTSvCsO3j8Uq5KkJQy1BZCiVmMNaCNWHAsoosKDEIJ5BehlxBa3C2REzCD70KUQKTyuDkgMmqf7YShcIDFnJv8IAUntIZnAh9xhaJN4aG1IzLkpGpIUnobq1Qp0W7McOoGNHvrzPq95iZmWN9qxsMUrxkfdBjod3GDEckjRTvDHleMDYlrrTUsgRrPM+9cJJnnjvGkSNHeO03PcCb3vQtWGFDOblep+jn+CRjPChYqAsOzLY4szaibwhDtqWjdB6DAgtWCOrCc/cth7j+8H5OD+GRp0/y5GOe5WvHPPqlYyAljSxFCM1MezZk0riQS9gf9njiicemJ8F4OKZZb2FFuLtgpSSrZiuL6kMinMNbR27KqXBXCLwMNWfvQ1SDFnJ618G6MAfqhatMXgRaqWl7wSTrUkpZZcnsyEnxDuG2MwYlIrhWqbDfEFzvkTLsWwkxrUiGE7vECaq0yrAW4+zVOIUjkUgkEolErhpSC9r1ZuWQHq5vxqPR9EK+369iIyoROJnz2x0wvjskfOcozU52isXdYmA6TmN2jvkAO57v3a5xm0m8gvdsbHTDfuW2uclkTanSU7MX58CYkIEorJ0+zxI6A5NatkPAZNM2U1NFaIT2yIzclDgPiUpxoiSTWehRk6ErzYz6KHlpBp+rjCt9yDrDKY/0VSi9L5HeY+WkihkEaqI1znq880gVtqGUwhZl6JgLogRrQdiycrkH50oQEu9d5W8frpcns45KBDOfiX6ZCPud693Zwjsx99mdZ7jTVXT3ezzBueASKncI/In5zSvhqgjBVElGZY4VIihya1FSgLNY6XFO4tFI6XHOgNg2IDHGEGLBPUjwSlLTCbVET81FJgfCeEdSiYBQHrfBKlUIhCMITSmxzlLIHJm1MIbgJqQTtjZ71Pd3wGtSmbCytRkiKVJFMSgRWNbGW9SThGZWC0GfOAajAusNqVCUeU7pPSpLMd7x9DPHWN/Y4L7X3E/mHWsrGxy+5nq6K5bu2pjCWFqiTSOTHOxonukOQDUwwlI6DwacCiXepXbG3v1zLN12K9+15xrO/x+/zJPHTlCaAeVgxLgweAmLrQ7trE1nZhEtE/BQDsdsdtexUmDLnCLPmF9apFg5DwiMFtScqNppQzaL0SI4TlWVvclxTSsxVlZOU0JUNsMeSucQSiGqTD8lZLi7oRUOh3Lhey9C5XZi9hJ8cmX1QXXTOyFehnlFL8K2vAdfta4qFULupdhud9AepBTYy3wYIpFIJBKJRL4WKGyY+ZsYwvjJSI21CFFMxYGUmmkDnfVTsz7Piz0aJt/vrhLurgburPrtfN6lfg/TDU5/f/K7zoUb/TtnzULnVigU6ERNt+K8Z3Vjc/o8WVU2y7J8UZVr8u/O9sgQiSCC0aELxQkhBAkO5/PpOpwUCOPBj5BeYql8LJQEL6pqYPW6hQ8mMyZHqQTrwziZE76KSxPB5GLnGgxTsVb66ti7UGGUwld5iJP3RKBEyAaUlYC3k4qJD+74O1/v9Jjuep8mTH42NfrZURXe/R7urgLvjt2AkFf5SrkqQnBzkKMo8bJOvxhRSzSJ1HinULjgJiJNqBAJqmqgpTTBQacUjkyEqAbpRcifkwlIiZAerxSqEnulCpUiRVD91oF1gqSm6Xf7zLbmsWbMcORpJZZh2cP4GjMzbS6cWWPUG1FPJF5JfGHZ2Fyj01xgrAryckyee1Y2urQO7CHvjUP8hTeU1iIrC1/pLApJIkDN1FnfWOW//Ppv0JCatzz4INrnPPnYozx/Zg1Tq6GUYr9scseBBlkNTo4TxoAzJaJ6PbUs55uu20sqU9aHkM3OcO/t1/PZR77EZpFTq7fYGo5YTGeYmZmh1m6SJqEyp4BhPqQsLBrBsCixyZhDB/YzNzfHxc0tMqVwk7sngFMSvKniFyb5NGHO0iOxXoALFbxEg5FhZlA5hS1tuLMjFVKJHSe7fNHdDClCewLeYcrQF6+r9uHSWdISShnmPAssFgcuBBM6QmsqjpDhqDW4ECcivcd6Hz7MkUgkEolEIl9D9HujS1oApRSURaj+OetAhMrapHpzSXug2xYoQl6+ErRbEO6sMO0UIBN2tpkC29dPIlyHTqShE5Ocwm2RsZNgDjPZTxB+xpjp/sPrVZdcD+6uiu3MOtw5t7hzf0Jo/ETolWFkDB8MA4UQGHwoJgiB8yEqY1LsEAicsQgpgitpWDjKAhKsCFVAsWN9O1s1rbUhFk8IXGVWw6SS51zoVqvGnIJolpVB5kTEMxXYu9t2d36/+73ZmQk5OZaTn+9+73e3+e782Z95RVDXO9z1qjtp1RWD7jmeeu44gzKnrmtVxU5SCAVqHEq6TmFdDsJhEFiXY2SKVmG4VqAQqjqhZciO89qjhUAYS+Fc6FW2JUV1bNJMsm9pjtwo9i3t4aljz0GmkTKjtzmg06rRnKuxtbWFmOuQpA1KkbPRXceJhFqmyHNBIhK6W0PWmgNm6zXWuwNEokhElZVYGaB4Cc4rfF6AVjSbM3QaGc1Gg0899GEef/xRRGOOGdXh4HKT6/fOcc3RfVy3tsKzJzcpbcrDz/SpyTGvv7ZFlnlu2rfA1soa6qDBjwtuuvtOZg5ey1NPPsHnV17A42k3mqRZPQy1yjCfGbJkcjA23AGRgpmZObq9IeNiRKoVtrprI5VEAbYoKMqS0m+fLN65MHfpgmOrEAKhJVLp0NYpBEpvf9DD3SoVyt/OI0SoFioV+rSdc1gRBCK++qACCI82YT02FWgfWn6F92AstjTBqKaqBGopKXBoL0iVCh9+QPkQ4hmJRCKRSCTytcTu1kzrwtVLaSxSgnM7KkXsqupNErnwk+7Nywo9eHGFaHeb4c7n7P56utbJTqbb2o7zepEL6a79OufIqhm2S6pfUm2/nh3CdCJeJvOD4ec7Hp8WGwVSVd1mWuNEyCazQiGsQws1FV5Kykq47TTHsRRCh2tMWQWyC0BYUibb21G4mFZrKwGtBEqIyudCEvZeHXcRikQCjZAyCFYAJxCyKq84QG5HuE0KMVeq3hpjEDJUHScOpi/CVxFtiKrl+NLXsPvceCVcFSH4ltc+QFmWzLVabKxlXHvNrRTjLidOncYKKPMhOtUINIUpKLH0R2PG4zFeOMq8YNVu0aw1aM926KQp2biktVDHeMnYlrR8GtoEPShrMAjGPlTnUinpbgy47fabOPXCSXKRMj+/xBe/8ATXXHctS7MtVlY3aXQyhqOcfDBENVuovMSrlJWVNfYtzpHpjEGZI6Tm1IULdI5ey0ynwdZwgEo0xTivDq7EVs48ha3yT3yJ9zVWzp/g9AtfZGbPPl599y00teCG64+wtG8emQlss8kdB+sUZ4+TqJIkaXHnwRo+m6P0ks3nTrD2qc9y6K77WLz+NgbZBdLnn+PCxkZ14nm8VGT1GroKjQdoyCwY7XhDRkItSdka9BkMBrRmmigvUVJhfWjZNL4apvUhfH4iFJWQUJm8ACQyVHElIswGeg86dPfuPLGttaG1szqjdt4ZEqKKg6juohhj8BP3T+mRaR3vXVhD1TYa7rZAomQQkDLkEGqpMMLhrA13kdwrP9kjkUgkEolE/iyYdJFtX5SLS8TbxGRPqu005J0/v5yByOUqQPBiQTC5BttZeZs870oi8hJ2zKhdqYI12cfkORNhN61i7dre7te0s2Lpq/9VZbVqe1U1dTJi5AEkyntQlfjaaZgjt4PHgpDTaOcQcruqJnW4hoephrzkGKjLvBcTOT8Rcd6HUSqEnhzU7eMjdszz7TC03CkAdx7vFwl076sM7lDw2H3MEJd/76/UIvxKuCpC8LljT3Ps+POAxHjJwf2HOHrtIdqzMwzWVxiPc1a3Nrm4mXN+bZ3Sl1y3b5FaIjl+7jyHrzvEa19zP620jSiGrK2e52JvjJMJrayB05K19S1clT/otMIVOZQmWLZKh5KeJ558lubsMhcvnOWu227ivvvv5Ftfex1NcYEf+V8/zOZA0a632dzaoCUl2ktUIjEKVjZ7zM/NoHSIKOj2c06ev8Adhw/jXMmgNGgR7hZ4mSLwSFEGYxVrw50F6+i05/iWNz9ISzmO3HIjipyaTqjvXWa4eRExc5Da/LWUaobra0+TlhY/t8BovIVZ71OvNzl54gRrw5KFzZz+qWc5e/48K90e3kOz0SBNaiwu7GXz3AmMCw5F83uWyDpNhoMRzkNvGJyFkloKpUck4eSwJjiEYsIdKKkU3hlENdenEGHYVkqECMLQEB73Qkz7o4UQKCnRUlfts+GPnpQSZCiSCyGx1WyhESFeJNUai6MwBulB29AiOvlj5SuBar1n0jQvXViHhGqNsgq1t1zhnkkkEolEIpHIV43drp/AS369m51ia+eF/ctV9yZcTgxcThjubiHdve0rtaVOHC0vN494pbnEna/7cq2NO7/f2d54uXXurpC+3HN273enecvLHbsrHaMrVeQux+7f32kCdIko3tXyu3sblxPzu1//n7lr6PGzZ9kY5DgvuP+2m1iYn+dzX/wii7NzvOqGWxhsXOC5F04w9CV//q1vYH9ds7Aww603XE+v6LFycYOZ9gytdIanj5+gPj9G2g0+9NE/4sZ9C8wsLzLKLbX6LEKEqAKPwtoxuSsQRjAyliefPM4/+V/ewlu+9TV0Bo+y55omiByRjXnnd97Ae/73z3HzoVmaaZutfpeFuUUyl+Kbnn5vSG+wxeLMHJubm9STOhcvrHNuZoZrDuzh5LkVCmtxQpIlCWVRgBcoF0RW5lKW9yzQnlkkqeU0Z1Ky5t4Qtu67+GwetbRA94ULLGVjFmdadMd7GFdZI8NBDloxd/QadHuT0ydO8fFffYpDBxawpHS3BiCg02nRbrdpNdqcHo4pKyG4d+/eaVumUgpTOqQCXeXzlVWApfMO6wzGlqFsLULFT3iPqnq6pQpunkKEHEhRuXtqB1767RNMiKkNLmy7I02Y/hEgOIyCRyKwftv6ePJBkNZTVoPVXoYxQfCMTUlT6RApER5icj/HiC/vrkckEolEIpHInwWXE2y7hcPlZr9eals7xdXOSuHlBMNLretKz98t3l6qvfSlxN5uAbv79e6ucl5uG7v3t1soXe65X44wvtLad3M5EXil9ew+JlcSkNsuq+5Fv7fzdy9Xzd255ksqzF9BNRCukhA8esPtpKeeZ9/yHlpJgsnH7J+fY+XCRR6+cIH2TItrDl3Ht994DW+8+1U898Tn+PXf+wi/87uf4c1vuIuHP/sojz31JW6/4QbSNOXg3mUurPc43+uzudVFPfkE7/hz38b+gzfy6DNPgTMU3uOkJ/WCC5tDXjjd48d+8C386F/V4B8m78+wcqGH6R7HjfpcX1/nus6AUxctR5ZnSIxmq98jSxuMrKeRWjZ6PbJajfmlRTY2tyit5qnjp9i3vIej113LmTNnGIxGgEdIT46kniVoB3v2LbD3wH56vS3EaIB28/j8i3RmZxgaj9GG5cPX89STn+G8/BILSUErseRrKzhKFg8fRs7OIW1OPa3TWZqh0E+zNrCcXelWvcmCNKtTTzOyyl3JWktay2jWGxQbG2RJihYS4S2jUUGqBaYaTHY+VFSLKtQSBNaEbEdjLdJ7Eh36nR2hLA+h91pVLQ2T/mvnHFUIIFKrF935Cl5KHqEktihDfmTV1mmNRYSKPsY7KEuEUFhng9Mooboo2BaVVoTHVNX7jvUoz7RqGIlEIpFIJPK1wuXE0pXmw17q4v1yAuaVVrIm+3ip/VxOXFxOJL3U7NnuOcLJdnaanVxu3ZdrU935+y9XCd25j93Vv93rf6l1X26m8kqv95WI0pd7X3fv73JrvtJ7tbOaufM5O6u9LyWId3NVhOBrbruZPU3LxXOnyE2L42fOUcuaNDothivnuHiyy9ItR2llLf7jr/8ux86cIRFzFIMeH/yt38dTolWdR546xXwzZabR4uiRQ7x2bY3PPX+Wlc0xTzxxDCk0jZpilIM0Q1SScu78gKFp8FP/6+183+u7rDz7EM3FWygLGJU3MuAAF88e4+GHfpm/8l3fy2btGv7vX//vpEmC95a83EKJFCk1jWabC5ub1NOM+bkZEIZBb8zHP/fH3HPzLRw6cIjxeEQ+HrK6sYkxPWZbbbIs4f677uGFlRXWLq6ycGQW0arh3JDBepcnNsaM6weYO5hQdrv4LKfUjlKPKEyJXetR3jzL7OLNFBvHSRpDRH2ROx5oc/z0Kv/jiw+Dl9SSkNWSphn1ekZhSkxumF9eIB+OkMaQNRqU1uJNyXA8QLUbeAsIEcxhyhIlJVKIIAYlSBvyTgCwDu9D5c/7MBwrPThZ3cGY5AiGUw0AV2X5JUkS5g09OBzOu+0BWutAS7yrqoAuzPhpIafCMXyY/TQ7EoIhjBDBHUo5HyJGhAApUC64WkUikUgkEol8LbJbTE3+3S0MryQSX+qxKwmV3RWlK4nRywmmyz3ncqL2cuJvsv9X8vWV2mR3Pnd3pW0igna2Pl6uGvZSAvBKFbrdr/tKr2/C5fb1cm27u4/jzu8v1+75SrY1YadZz5dTFbwqQvD/fui/8drbb+fafXt5/uwGb37jmzh99jRPP/slZhf2ki1rVi+c4ENPf4HnNgac39giQXLvrTdx13V3sdFdRZ06wbEXTvHcSp/eH3+eGw7so9lu0UwE43rGM2cv8tT549x3x6uZ6SwyEgkr60M6Lcn/58dv5vZvqbH51GkK7kJsKLoXHuPEs7/JqfP76bfv5+bv/w9825//drTPGZ16gsefXifLFI2G5uSFLmvDIc1GilaClbVVFufnmJtfptUs6Pe6fP4LT3BxbZUH7r2PAzfdzNmz5zh58gVaM3XuuflGVofwhadf4L5bbuD5lQtsnVjhmuuupfSOF549xWxtCXvnnSwttVlUlrYbMx54xrlF5D0a57doLFtkbR6fgtzqMj9zgGOrJSfOr4BwaClCLqK1lCZnPB5TUxl1peivr7M828IIT2EdiZfgNU4Es5UiL8jHBQBSy+BqJATS2zAPGHLpcQK8LRFOYJUHpVCeENUgZSX0LA6q/L/Q1mk9qESjla6sdT3Cgzc2xD9IhXEe700I2tQKlER4SJHgCevwHqUEKIU3wYBGVrEUSkhwHiEFTogqPiK2hkYikUgkEvnaYrf4mgiYy1XBrtRCuHtbu0Xe5QTDboG1k5cSGleqJl7usZer7r0SIXKltV1pvy/33N2tmLujF16qorn7eVcSqDufu3tbO4/JS1VeL7fdl8sL3C3Up1ncV2h3/XK4KkJwYzDitz7xadq1lKVOi9lGSv3oYXr9Nc6cXUWnddbWe1w4e45WmlL3JcO8YDzq8eQLp9gYdDEu5eiRG8gHfU6urvLUuXVeu7CHTrPBubUuaQ1kVufkxVM8MLvExcGIcjDgX/zkW7jt7S2GXzhOd/xNuLXHuLj+RZ59vEt3tcuv/PoTXJj5LL/y8OdYPriXz/7Ob/Kqm/dw4Jr9rG9Z2kmTB+5t8clHH+eFY88y25mjKIfUhEV5w8zSPEcP7WM8HPHCyTOcOH2Oe+++g1uPXsunH9Ec2nuQzUHJhx7+bUx/SNa8l8SN+dKnPkL33FmW2i2uFX32NkfU0yb7l9qo8ZDR2Q0MAuMLXJ6z+dyz6Nm9zN9wlKy2D9fuc/yFYzz88c+S52G+b1jmrG5ucONtLfJxj2KcUyjwQjIa9ilma5hcUiPDlwYhg7PpKB+S5znOQqI1OBvyTzx456tMGIH3JcJLvEzw1qBwGC8QiUOhQ/C8sEgDqRdY6bHeooQO5jAerDchT8VLvHdYIZHOhhgKCa60OOvQSqEEID0GWwk9EdpNVXVyKyhwJJUljMOD9Egf8gWNlDhjr85JHIlEIpFIJHIVmYzNQGWyp7YjFS4nJK7E5apeO0XfTvGzW6RcSZx9Oe2Du3/npdb+chXHCburepfb1uW4kti60ut+Ja/zpY7XK6nGvdT2Jtu6UvzH5YTe5b6+3E2Dy7Wzvpzg3c1VuYbet7SMy0dkWmF1wm8//DD7lpa5+9a7adaf41Of+xwqSbn19tu4cPYCi2mTLJGMhj1UUXDq4ireaV59+20ky4t8/vgxDuklinEBWoByXOz26K3ljLoDbt2zl7vvfhPf87Y9HJw5xhd+9feoqwHd0wMefwqOnd5g/eQ6n39SslJr8P98789z+OA8z3z+k5x+/pMkjXk6SUmiDMO8y7n1LkXp0bWEQ3uXOLJnkfmZJivrG6yurHDvbfdz/W238MgjjyAM6NoCXzr5PNffeAtHDh3mZ/+P/4uzZ1a5/sB+jDEs1iXXtR0LnZwDcxn1RoelVobQAucLFqTnYpKQd3tk9Ro94+mtnKP2/JM8e26FfGDob61x/NjzDNc2aM216a9t4jzkpmR+dhZhHUU5Ji9ypCmw4z79XgsEZDMZufQor3ClpRjnYEIQO4CtqnUW8M4hJwGYQmK8QgpQUiOER2NxTiG9gcooRiIQE1tk4yiwZIkOP3Oh7dTjUEqEKmCiQnCnAy8FznqUcygvt++S+ZDTqLXCSgkWlFdYEe6eUYWGJj5UAo0N84SXs9KNRCKRSCQS+WoyEX27WytfqpJzOZOV3Rf2V3ps575eTihdSbjtXs/ufU5+9lJi6XKv83JreqmK4O79vNTvXK7N8nKtpbuP0+Uqhpfb5m52v77dlcidz7scOyvEO7f3Uuu4EpdrnZ3EebxSrk5FcGMDj2F5YZ7zFy5w6sw5Br0hM+0Oe/Ys8ebXvoFHnvgi5djSnG0xuLBO1miiy4KRN1hjOLu2yif/eMzi0gzLy3uYa86z1cvptGa59YaEzAhOnThBmmmuf+BbSWdv4+Rzv8/q8Peo1SXDoeSTjxse/mNJc+/r+da/dh93yia33X0fr3/j6zh3/BnOHP88stYiy5qIwYg875KKIeXgNINen87sPgZFyblRQX1pH9/3/W9n1FulUA3+56c/zz133Md9r301/+l9/5HP/MHD/PV3/QC9Uckzzx9nfr6DF46aVvQvriGEIKvVSRsz1LSGrQHj8RhXjFlf7+FswQtrPZSTzLYzNnLLUjHm+cc/ymc//yX2dNroepP5uRnExtp2Noq3aKlQSjMYbQHQrqW0Ghmj0Yh6vYH3nuF4RE2BLSyl8wglUFUV0Ikweyedp5AK421wBq3qbgqHEAkIBdKEE8yFeT/nHUKEwHjhCeGXQuG9QEqN8BK8gerk1FqDcThn8NaH1Acp8Qgsnkliiw5JgyiltvNWBEiqjEMB0nucd9OMQ+0F9iu4oxWJRCKRSCTyp8nCTOurvYRI5GW5KkIwqzWo1Wpsbq6zMDvD4eV9XFg5zx89+lnmZ+bZd/AABxZmubi6QWkky/NzaDQyaeDLAbVE0243WR/1keueg/sPghM8+cJxjPA8eM9NdHRO2avxzd/zd3Cdg/ynn//f+Cffdxff/Op38od/9Hl+7+HP0zjyBr7zh+7lwPI8+268gztvvY3S5Jw+9jSbF09Ty2YoWm1MXgJ10tJSWMv+/fu5uHma9W5CYXK+9OwLfOyPHud8d8j/6yd/kg/8n7/C+//3/8SJt34Lnzv2NI//4Sd4zZ03c/fdd/JLv/dRzp46y6HrDuOylNIa8l6XLKlRIyGxgtV+l9NqhW8tCkyu2drcYNjrY6SkKC1qXFKUcKG7yW375umea6NkC9nssFYUDIfjIKy8Z9gfsLKywrWHj+Cco641/X6f++++g7WtMcNeDk6QD0pUU+IIbQKK4Pjp8EgPpXfBCAYBQuG9re5o+JALKCxOgPaSRIL1Fm9NiO5IwmkjPSAEiRQh78HJUPETTIWj8FU4ppQ4Z5HOI4REJaHiOJkzFEKidWgvnQRy7mwb0D4IxZJQIVRCIqTH21gRjEQikUgkEolEvlyuzniVcFhjOLj3IFrCuDAsLS1x7Pgxnjl5mi8de4ZE1bjjrtupjXJ6m2skZc7QJ3Rzw9Jsm1arw9rGJnuWFjlz9iSj0YBaUmMwyvnN3/+fXLd3mVd905tpLu7jkc/8HjccbCBUwq/+xof4pd96lntf/x287Ztfh81qJM0ZJAXnz55E1yTdrS0snjSpI1VJ0mziRY8sSbHNGcpxTtFbY5S3cQpSCfuW5/iDj36Sv/Wj/4CzKyt09szS3bzI4x/5LY7s3cvf+OEf5rSu8/7/7y8xt9RBOkNNCKRzbPSGrI08KytDaiNBdzgmdSO+JR+RCGgnkqHztFWJbtfY7A7J0hYmF3SLPkudNht5AkpT5l18UQ0XAxdWLnD67BkOH7oGWzo6jTqb/R4nz11kbmE/g16fYjzEGENpJUqFbD9nHarqVXfOYZ1DKInwDu8FwgESnFd465DSIYVBIsEmQYdSlfddVYKWEi8kyoPSoRTthQMhQg6gBSE8liA8EaA9qKqErpREWg9SopBhH6Iq2fvgDjopvysRWkJLb6uMw5AlGMMjIpFIJBKJRCKRL5+rch0tipxRr4v3YLxmqxihGw1qWYe8LGl1Fhg7y5PPPkMr1czNzbD/0B5mWhpTlIi0yajIkXhGvT6lB12r0241mJ2pkTWa7Dl6M4v7r2N9ZY31led4/f2vo5AH+P3Hxtx0233cfcMeznZXaczOc+cdd3D44BGcMwy2tijyEUonGAT11hxJM0PrlKTRQUrJsLAYY/BskSZ1tnpDhIHD+w6wsX6GTuqptWY5vrLG7a+6jTc++Ga+sNrl//1TP0s5HNNsdBBO4YzFS0eB5+JwxIVhwUa/AO85pKGpFLNtg7eOVr1FTTbwxlHPUrwXFKZkOByBT7AiR5VjnFSh8gYgBAYw3jLa6qKFplbLaLSaPP30Mc6fW6XRaDEsRlhRkuoMZxzOWKySSKlIgl0oALqquFnnsVTDqlXWoMcSJv1ClPtE/HkBOD91vto+izxKiLCv0uCcwWKnzp7SVQ6fUiKUQiKQKJKshlRJ6IUGnKxmBvE4VfU6CzBVZqK0HmHD14WzmB1Vw0gkEolEIpFIJPLKuCoVwVF/gDGGZ449g0cw02mTS01nfpYD1qEbGQf3LnP81BlOnjjFwtw8pVBcv3+BTlLn6TMrdPt9rDUomzIoDKPRiATNUqfF9ffcQ709x5mVc6ytP819d97NNQeP8uwLJ7j/ztcwN99kzzWHuOeBb6GxMM94MGKrN0C4kuF4hHWCTEkanf14C/3BBmOdkNQbbJw6zhNPPk+jM8fquRdQ2RJZZ5ZxOSIpRqgso5bW2Lu0l2ePP8WHPvlZHjl5hhOnVtna2mT/kX3B1VMmJFpQ85IGcG1LM7eQslxXaC3Ys6wRSlAUEufAigKlwVqFkJqiLKi5AqtrbJkBNTJKochI0KoaHPWhYtbfWufi+TN4palnNYampF6vo4THIxmODVlDYn1wG3XOkViFEOBECGUXgHVBlDonUFKADcYxzju8FVgv8TLESwAhqF4pTOmrQHqQUuClrto4Q/uqq7IGJ62dSkgkAuc9ToS5wMmAqxWQCInTVfungLIa+0uMx+24VTEZhrU7xJ+LQjASiUQikUgkEvmyuSoVQYOgV5YMRltYO+Ls+XOcPXOKVqqZX16gv7FOb2uTfXOzDEdjPvXoozzypSc5e26V9d4mzRTmO7MUueX8xireltiipF/kXHft9cwv7KUoLaunX2Cweo59y0f4wrFj9NfPszDfYv7AHtqLhzi1usK5UyfojboYO8ZUlSshoD6zRD1JycsRKE2SpaRaM+wO+MKTT7Cy0kVahSu67Judg6KgLHOMk3RtiZeOw3sP0x2M+NwfP06GZc++ZTCmCkW31BJBa6aNSFIS4cm8QWaSWi0lExJsgXcFWkusE5zaHJIXBdYYbBHC4becY22c45A44SEJLZQwMVJRbKyt4oRhZArG/QHSeXSaMtduYLzBlIJ6klK6cYhmUJMcvkph+WAakwiJJojAiautR+KkwHkBFiQOYwqsd8HMxYMRHocAFwShNQ4hQiagJLR9OmMQPmQfIkXV9rkjM2VSIdxRXRQizAFiHQKHtw5vLc5YJKGl1OEpqqql8oIoAyORSCQSiUQikS+fq1IRbLUapLUM6Q3GGFYunkOUOUcP7WdxcZFiXHDx4kUSMWSp06QsZjizusp6d8je2Tqt5gxaGNqtOltDwWyaMpMoxsaDrjMe9djsdXn9/feDhROnnufw8h5O9zbYGub4zR5J4zw3LC/Rbs/gXAlCMBqNUVLS6szhvSfPx0ipKLf6KGfp5zkbvQFuPOK5Myc4sLhMOynozHbY7LYx1uKMIREJQydIazUOzC+xJtcxtqBt6rgkJXUC50pSWWNmdoFEp2wah0gFmdAkAsq8wORjzDhns9fnVFewMbBsYjncqOOVJveeOaXJU8HQjdFyBikNSZIAwejFe0uzVqcpEzKpWRmPqSeKRtag1a6zcXoVmQBaQqGgmrmTWuBE1d7pASExzuHZDjkNc4ES4QVOhuqidxKhPHiJQ2BsqPwJCU56kmpG0DmH04oUiTOO0tuQ/2ddMJqpNKiksveVIHeIUxW8SsGFiqG1Dis8UkikUghbVRpdMLvxeDwuBspHIpFIJBKJRCJfAVfHa8NbUq0YjwzNtMGh/QuUruT5k6fBFOxbmqHTaWKEZ3M8otGo0cg046JkdWvMsN+lphPatYSDM3M0mjUOHdhLfzTgyae/hFcp33THvdx5w+0c3neIa/cvUwy26A6GXNzqsrQwy82vupU9e/YghEcoiS0NiYJ2ZxbjHaPhEFFTzCzOozPFFx77BKfOnOH6ozfyujd8M0cOXEtrdo7O/AIzsykLi4vUsoRh3seUoQ2yMKDrGVk9xVko7Jgk0UihwXsaLYV0ls3NLeq1DGs0p7p9nrw45ONnuoxHDqUUqxsjnLEcXmyjtWaMJdEa5SVKQi0N5ih4jVCSdiNEKngb6l8z80tIlVGrpXjhsUKyuDDHaDRgpdulVqvhXYEXkzwSj6fKLnEe4R3COxQe6bdzVAQKISb/BQdRIS2p1HipMC4ExoeICYH2ajsgVUpkVSF0zlJ1s+IA6x2FDW2oosoE9EqiRDj9dgauen9pPk6o/IHBY73HVRmIwntK70KWYCQSiUQikUgkEvmyuCoVwe6gi5IJWVYnSRRLM3u42Bvz1IlTpIlkeXEWOeqx2R/gvKChBDONFkKXdEcjmnlJJi1laUmTlNzkrK4N6Q2HqAxuv/46jhw8wqPHnubEc8+jyiF79yyyf2GWUsChw9fSas6Rl2MAnPMkWlBP2wzzEcVojMSjVYYvDHfecy+1Rp0XXniBQ/uv5e77H+D4iefYWDnPC2fO8+RTz6L8DFqnqGGPIjVoNGVpUKpOs9lhJHqUZYka9mg1F+hbyfLSHkw5ZOPCGXS7wfn1gp7zjEpPc0aR+xC1keFJMkdGwcF2jd5wxHg0pt5KQGaoJMPnOdYYlJIstGeBtTAvJ0I2n3eOdi0h1Y6ZRp1Oq84zp86CENQbAmN9aK30HqcV1lr8jsw9RRVoKTzWl0H87bwt4CVeqNB6WYm68HyJIcz9aaFQKkGnCbYyhHFV26Z0HustiCqDkCAKHaAIlUEpJRamVb3twFFZ7TSIPG8dxpogMvFhDlEIvKhaWCORSCQSiUQikciXxVURgtcePsr6xhYzrRZKWNb7feZmF2mmdU6vrLK6ugbYIJwc6FRjFNQSSaZabAxGKEr2tJsMrWN9c0Qx6nPL9Ud58A1vZbY5x2NPPM1jJ57DjcfcdOQwabvN6rlzjFGUPmU8HtLQDVSSoZxBSc9gnCOUYM/+JXSq+O+/8l/5nx/9FDfeegv7Dh6hKDY5/vSzrK4G45czJ05zamWTbneNI0duodVpYeniS4vSCU5avHGkqo6TI0pbMs4tM82co4eXue++B3jsMx9nY6PLQmeelrTsa9VAaDqZgkGXfGRIU03PW4zVpAK8CHl/hTOI0uNsqLR54Si95MDCPK3aC/TGhlqjTiOrgVbUmw3qIuXmAwcYm5K1bp8bjxwhwWE94B1SBSOX0jq0VqhqGNAJwBmss0ihUSrM8eEd4KFqywSBIURDCB8yJrSXCBUyA5UKkfDCu2qGbxIGH+YEvQhVUGkdvsoxTH0oRfsqAsJ7C6hpFRAmlcwgCG31vLKqBnrCnKL0MT4iEolEIpFIJBL5SrgqQnA2a9HZP8u51fOkqSJRKdccWMBTcubseQZbPVSasSR79PtjNoZDrC/pDi0zzTpWWFbXe8ynMCwtmRZ893d+G3fd+QDWOk5evIhMNHdef5TS5Ay3hnzhi89y6sJ55hf2cersGRrNhMX5eZwUWK9RQlPLPP1hF50scuHsC/zahz5Mrz9mZe0iGxsbHFhaZv/e/RRFjhOK9t6DLGZ1FpcXGOcFxdggpKfMh+g0tDKOij651zRqberJgOFwyPrGRd70+gd44LVv4NMPPUSiYU5a6lnJUtYibSYk3pDpklFpMFLiLdjCI5UjSRKsA1vCSBg2B2OESpBC4KWgMVNHa43C0MyalEaiaxmzMw1arRZ333U7v/Opz3NgcZ6Zdo1xb0gqFWNttuMevMM7ga/mBIWYtGBuz9h5a5CoSqBNZvcEjiAOJ9U6PzF1UUyNYDQiRDz4IPiEUqSE2Idy0hYqBEKFKqNxDpwjlWpaqdy5ru3/wOFCDIUIrqShcgjVKiKRSCQSiUQika+IxcVFfuInfoL3vOc9APz0T/80/+bf/Bustayvr3+VV/eny1URgs+cep4WknanydqwRzEu6dRqOAlZvcn8TIcsbfHCyecZd0csLu1DJ47VZ57nTG+Vw7NLLF53LUnquWdxDzfecidHrr2GYjBm3O8yWFvDYFkbDLm4ucX8zCxJq8289+jScOILT3D9DUfxOiPTHp2kXFxZI988w9N/9Cl+/7ln0LU5XnvXXTRqKb2hp/QG4yxbheXgwQXSTDM/O8PK6gVskeO14ItPHWd16yLG5tiyQaIUqUrplQZvPHtbTY4eOUCr2WR+eQ8f+eRnEI0ZGp02OIMUKYWQlGPLXE2QaE1XeLyx4FJGpmRUDNA6xXsFQiIllJVjZqI8WaoZlYat3OCQNOsJxXjMzMwc5dICz7YbeJ0izZAbb7mVUysrCCnQzgXR5YPgEkIgvZtW1JzzSEUIfZc2hMVX76f0EidACo3QgtQaciS2EoReShKlkXgsBun0VMBJGdxDnXMIQni93xHxYK2dBsSHhEKPIPwO3odFuOAmSpVb6Kp/hQuVTIkg9VWradSCkUgkEolEIpGrQFEUvOc97+Fd73oXP/7jP/7VXs6fOldFCC4sLNDKFIkSqDylaHieP3sGh+DWozfQ7a/y/Inj7D9yLffcez9uVDL2OUdvvIF6rcmhPftYas/Sy3PKcQ6NDt31HokZ0R/nfOaZZyjLkrvufYA33vUa5potLl48xYljz6CdYWOry7Enn+XAvv3sue4wp0+f5tzzT/Ophz5MuyGYb0l8q83N+5Y4f/IZaljmF+Z57swqdxy9mb3Li5xfX2XPvg5H97dRXtBp1Dn3wgvgsmCEkw+R9RZOKhJlMMWYjX6Nxb1NstklPvaHj7C23ufgXItGvYMBpNFILNJrsIbEKYwXbHZzCqUokAwHY2qpIc06OOeoScFsLWG1nyOzJlrCxiBETACkmaKRpQzHlu7Ysbm5RX805p47buX81pDSGpQEoROU81DN0kkJHou1E2OYIKyCKAwOnkiB98FdFOFxWEQ12OeFBQTeW6RQgEcQRKMn7GeyXetsmOfzDkcQnCH/z+NKh5YSqUOIvKtEqvAgRFUBnMZJBNdTBXjncd4jZJhTlM5XLqrRNTQSiUQikUgk8ien1+thjOFtb3sbd9xxx1d7OX/qXJURq5m0xfzcHkaF5+zFFVSWsmdpkZlGjWI0ptmYoTO3xL6ZGZabNUZ2QK2ecu+Nr+KBG1/FvoUlRoMtNta3KLUGNyLvdXl+9QJPnn6BhcVl3v7Wb+PPf/O3sNRI6XdXYDTmjttu55Z7v4nb7rqDC2eP85HfeYjf+/D/4EuPPMqJ55/l2MmTDI1m+dZ7mVs+yEf/+Iv84ZdOcGb1NH/wR59Elpv40RrHj32BYvMC3QtnuHDqaU698CSf+vjDDNZPs9CpoXRGaYbkZYFAV1l5CiMTnnj2LA999LP0u0NmZ2cxSYbudBjnOWPh2CwKLowGnNjo0x2H4PeeGWJcSU050jQFr9ESpBbIRCOFJxEOLRVpmrK62a8MWzRSKJbnZ/nYH/0R//MTf8jeWsr+xQ6NuUUurq9RkxrtBWCQUqGEQiqFlKGlcyKcHGCMwxgThBcW7y2WEnBVhU9grMAgEM4jMQhAC1UJS5DBUBUnBVpKhA/5gEqIqaOnsXaaDTipGHpBZTCzLfwm4fDbs4Ju+v/KhxzBRMiwDSVJhLxkrjASiUQikUgkcnU5e/Ys73jHO2g0Guzfv5+f+Zmf4T3veQ+33nrr9DlLS0u8973v5e1vfzu1Wo1ut4u1ln/2z/4ZR48epV6vc/DgQf7O3/k7DAYDAN7whjfwrd/6rS/a33d/93fzmte85kWPv+9976Ner1MUxfSxv/W3/hZCCJ588snpY//hP/wHZmZmMMaQ5zn/6B/9Iw4dOkSaphw5coR3v/vdmKrAspOPfOQjLC4uAvC93/u91Gq1r/yg/f8JIs/zP1FJ5R/8g39wtdYSiXzF/Nt/+2+/2kuIRCKRSCTyDUiapl/tJfyp8u3f/u08+uijfOADH2DPnj28+93v5qmnniLLMp544gkADhw4wMzMDN/xHd/Bd33Xd3H//ffz3ve+l3e/+9384i/+Ivfccw8nTpzgB3/wB/mLf/Ev8t73vpdf+IVf4Id+6Ic4deoU+/fvB2AwGLC0tMTP/uzP8jf/5t+8ZB3PPfccR48e5dOf/jSvfvWrAbjlllsYDAa85z3v4W/8jb8BwF/+y3+Z4XDIhz70IX74h3+YD33oQ/z8z/889913H5/5zGf40R/9UX7kR35keu04mRH8x//4H3P8+HFuuukm3v/+9/Od3/mdLCws/Fkd5j8T/vtq+Pc7gt79k7eGxgvwSCQSiUQikUjk648LFy7wO7/zO/zcz/0cb33rWwH45V/+ZQ4fPsyBAwemzxNC0Gg0+Omf/unpYz/wAz/A2972Nm6//XYAbrjhBt75znfy0EMPAfB93/d9/L2/9/f45V/+Zf7hP/yHAHz4wx/Ge8/3f//3v2gt119/Pddccw2f+MQnePWrX82FCxc4duwY//Sf/lM+/vGPT4Xgxz/+cf7JP/knrK2t8Yu/+Iv8zM/8DO985zun23jyySd573vfy7/+1//6EhGfJAnz8/MAtNvtrzsReDmi+34kEolEIpFIJBJ5Ec8++yzOOV73utdNH2u32zz44IMveu7uds7FxUUeeughXv3qV3Po0CH27t3L+973vqkTZ71e5y/9pb/EL/3SL01/5zd+4zf47u/+bmZmZi67nre85S188pOfBOCjH/0od999Nw8++CAf//jHAXj++ec5ffo0b33rW3nssccwxkyrhxPuu+8+BoMBzz777FdwRL6+iEIwEolEIpFIJBKJvIi1tTUgiL+dXK5atlu8/fiP/zj/4l/8C37sx36Mj33sYzz66KP89b/+1y95zo/8yI/w+OOP89hjjzEajXjooYf4wR/8wSuu58EHH7xECL7xjW/k/vvv59y5c5w6dYqPfexjHD58mBtvvJGtrS0AOp3OJduYvJZer/dKDsHXNVfFNTQSiUQikUgkEol8fTExTBkOh5c8/nL5etZa3v/+9/Oe97yHH/iBH5g+3u12L3nevffey913382v/dqvcc899zA/P89b3vKWK273zW9+M6urqzzzzDP8wR/8AT/1Uz9FrVbj3nvv5ROf+AQf+9jHpi2sE2E6EYQTJt9fqer4jUSsCEYikUgkEolEIpEXccMNNwDw2c9+dvpYr9fjIx/5yEv+nrUWY8wllcNer8d/+2//7UXRXz/8wz/Mr/3ar/Grv/qr/LW/9teQ8sryZHl5mdtvv50PfehDPPXUU7z+9a8H4PWvfz0f+9jH+PjHPz4VgnfeeSda62kFccKnP/1pZmZmpq/tG5koBCORSCQSiUQikciLuO6667jnnnv4l//yX/LpT3+ap556ir/6V/8qe/fufcnfS9OUu+66i1/4hV/g+eef5/HHH+cd73gHb3/721lfX+fpp5+eRjj8lb/yVzhz5gwf+tCHeNe73vWya3rLW97Cv/t3/45bbrllKjRf//rX89u//ds8//zz04ri/Pw8P/RDP8S/+lf/it/8zd/k5MmT/OIv/iL//t//e37iJ34CrWNjZBSCkUgkEolEIpFI5LJ88IMfZP/+/bzpTW/i7W9/O9/xHd/BN3/zN79szt773/9+rLW86lWv4p3vfCd/9+/+XX7qp36Kw4cPc//993P69GkAZmdnedOb3sSrX/1qjh49+rLrefDBBzl16hRvfOMbp4+97nWv49SpU9x5553TLECAn/u5n+Nd73oXf/tv/22uv/56/vk//+e85z3v4Sd/8ie/wqPx9cWfOEcwEolEIpFIJBL5RuXrPUdwOBxSFAWzs7PTx97ylrcwPz/Pr//6r/+Jt7+yssJ1113H+9//fr73e7/3T7y9yJW56jmCkUgkEolEIpFI5OuTd7zjHVy4cIH3ve997Nmzhw9/+MM8/PDDfPjDH/4TbXd9fZ1nn32Wv//3/z633nor3/M933OVVhx5pcTW0EgkEolEIpFIJHJZPvjBD3LnnXfyF/7CX+Cuu+7iAx/4AB/4wAf49m//9j/Rdv/zf/7PvPGNb6TZbPIbv/EbL2kSE/nTIbaGRiKRSCQSiUQiXyFf762hka8fdreGRukdiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gRCEYiUQikUgkEolEIt9gSCmjFoxEIpFIJBKJRL5cpJT07Fd7FZHIyzM5TxOx/ZjUWhPFYCQSiUQikUgk8sqRUqK15ukB9KMYjHwN07Pw9CB83VLbj///AI2rt4LAr/orAAAAAElFTkSuQmCC",
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"
] | 1 |
math | calculus | domain-and-range | false | true | What is the domain of this function? | 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" | [
"$\\{x \\mid x \\geq 0\\}$",
"$\\{x \\mid x>1\\}$",
"$\\{x \\mid x>0\\}$",
"all real numbers"
] | null | 3 |
science | grade-3 | identify-minerals-using-properties | true | false | Select the one substance that is not a mineral. | null | null | [
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",
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",
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AosqkUyYJMa7jCb6XLvCGpqFjZtKMx2OOj/fxPQ9dV6lUyhSLRZw5wqOQL4rfN5YYz6a4ro2ZFUxnWZZZXl6lUlrC8wMMPTW/8jJfSawv34W/oa3X/9YTH/+7qvj4jz65vhxPnz7l0wef8bP331+AWfv9Pp7nUSwWWV5eplQqMZvNFlPAer1OpVJZTOw8z+Pw+GTRh4zHY77//e+zurqK7/scHh5imia7u7scHh4KYK2us7q6OtetgFdfeRlFET2V67qiHJyfrJqmUS6X2dvbI5/PUygUODk5QZIkqtUq0+mUyWhILpfBMNJEUYAsq2iawnRq0W43aTRWODk5Io5hdXUZSVI4PT3Gshzy+TySolOv14n8gOlsNJ8uziBJ6HbblMslyuUy08lEnGIZkfyFbIEgDvji0UNm9pTvfve7mOkso9GYO3deIKWbX0qwLyXXL96BvyXJ9Y+2LISf09hnsxm7u7v89Kc/5f5nn1Kt1ZBVhUQC1/dISMjmcxRKRfSUQTllIEmSKAPjiGa7hZnNkMvlKFcrBIFQW4qiiPydPNeuXBWTxE6XlG6Qy2R55eV7vHrvlUWieZ6Hnk6ztrbC/U8/pVgsksvlyOfzZDKZBe8qk8mQzRR47/0PF6Dcf/tv/y2lUok/+qM/wkwblApZSqUCYRjT7w9RFI0k0ZFlqFbLjMdDlpYqKIqGZU3x/ZBiMU8qlaLZbFNZEqWfM9fduIh0Ok0ul8OyLPL5PLIsLyaBw+EQGVB0ldlsQhgHTKeC6tLtdtjdfcwLd+/9o+KD/QadXL9sdPtf/kYlQBgEqJqGBJycnfLjH73NO+++zWg4IZNN43geRjqF5wlpsqWlJa5fv04mk2E4HPLqq6/S7/d58OABURSRy+V49dVXkSQJx3GoVqsokkqv16NerxOGIaenpxwfH3Pz5k2mozGDsTgRTNPk9PQURVEoFousb27Qap1TLpfJztHmruviec7i58jlcqRSKYLQY29vj2fPnhGGIWEY0ut0+Mbr93jh7l1836fX71NbWkI3hAJUJpNhMBjQbrdxXReIsSxr0UeZZpbmeYdsNo9haOxc2SaKAvb399E1BUkSq4lsNstoMKRQKGCaJr1eD98PGY37nJ8fs7rWwDBSFAtlRqMJjuvzzW98i42N7fn7pvDbfnJ9LZPrb/5AYnZ3cc2DMJhP7eT5nocFfSOKExRFwvHExOsXG2g3CElpKjFwfHjMX/zlD/joo0+AGMNIM52OyRXyhGE474GWGY+H80miytOnT0mn03OJMsEM/h//x/8LOzs7nJyc0O22OTk5AWA8HtPv9kin07i2Tafdo9FocHpyQqFYZDqdctZqomkK9eUGuVwORdHY3NhG1zQqldJiaQuxKP2Wyrz11ls8efKI2WzK6uoq1aWyWEZ32/Q7XXJZkxfvvkCSSHiBTy6TR1F1oihmMpkQBAGe5zG1phwfH1IqFSgWizzdf0oUBMSRjJkSPVM+L2QBQKAr5Dno4mLKmk6nGQ6H7OzsYM0cHn5+n27nGFWTMPQ0s9kMy7IJooRrOzf4F//9vyRJQEIDJJJEIkHIuF288UkC0t/pgPuHhU/9BpaFXz6xxNXXvqThEEURSQQgIysSiiyRAClDNM7xfEARA3ECuqbSHQw5Ozvj008fcHp6TnVpabFLAnj85As6nQ5Pnz4ll8uRThuYpkmxmEdRFMIwxHVdwlBQLjRN48MPPySVStHp9BiPxwRxwKg/4nD/gLRhUKlUSKdSeK7Lzs4Ovu/jui7VcpGUaZJKiYeApimcnpzgOA6NRoPV1WU2NzdJkoh2u81kMuH993+Gruvouo7tzIiiAqVSgSDwmIwGzCZToiCgXK0J6ogTEng+hWKFfK7IZDIhJqLkledo+ARZhuXlZYIgoNfqksmIfm00GlEul8nlcgvBGlVVmc1mxBFzmsqIo8MTdF3n1q1baGpI8/yERA2pViqAxNHRCQcHexwf7rOxdYULNIYkzaG9c5GcJJEEDee3AKzxG5BcP4+LE80PApIkQZU1IZaifrW8mM1szKxJnIDr+phpkWi27aKoKmfnLU7PmpycntJqtxeDhlqtzgsv3EVXNV68+wK5XIZWq8WPfvQjkiTh7t27uLbHxsYGsizT6XRYrjcoFwvsPd1FSliM28/OzrCmQsfCcZz54lrCcSy63TaNRoN7r7zE1tYGiq7R6jRxHZ9yucyjh7t4nsN0OqbZBNu2yefFQvfK1W3C0CeVSiFJkEoLAO7p6bEoD32Xb7z+Bqqu47ou2WwWRRX4wiAIaDab2K5DoZAjl8tx/dZNxuMxo9GAFXMF27bpNjtkMplFv1Wv18lmswsRnNPT08WYfnNzk7W1NbrdLkdHR+iahKHr5PNF8vk8JBK5XMDNmzfJmDmGwyFGuo1hpDEzOXTNQJzKMswRMaD8xicW/EYk1wVRAy7oC6LUm6vMIiMBQQhREIIsYWZNsa9KAFkijMQ/nc5mnJyczIGpHQ4ODvB9n3w+z8HBAc+e7XF+fsbrr73C8nKdKIpIp9NomsZnn322QJP3+32KxeJikvfDH/6Qd999l+l0ytLSEv/sv/nnTCYTcpks5XKZw/192u02mbRJoZDjxRfvUi6XWV5eplItE8cxjpOjXNbY3Nzk9s07i+V0uy3KzPPmKWfnJ4zGPSRJoB1SKYNSqUSpXMCyHFRVZ3NtHUlS5vsxhenM5uTkjH6/j64b9PpDsUszU+hpg3K5zHnzlGbzjFqthm3bnJ+c4noBoR9QLJcEPjERvRmyJPqsbAbPcen0uiRRTCaXpVgsEsUeaV0iyoUUC2WCIEDV0tRqNVIpkyiKOT8/xzRN8gWXfL4o0PmyiiSBony1pPty0/KbRgf72ibXr/bpkLhIrHAuu6xKIKtiERwDrh8zmo5J6yl6wz4PP/scSVWoVquMRiO63S5P9/cZz2YUCgVyxSKpTIZkMCCOY775zW+gaRo/+clPiKKIjY0N7t+/T7fb5V/+y3+J4zi02206nQ7lcpnV1VW2trZ4++23ieOYDz74gOPjU2rVJRQkiBMatTq3b91ga2uD9fV1bNcWPdmgJ1AhaR1JVrGsGflsnmJeyKCVChmuXdlEURRarRYza8rZ2RmFnFju7s17QFmWiYOYbrfPvZdfFqdOIgREK5UKyBKKrOIHAem0wdS26Ha7TKdTesMuURJTa9RJGylu3bqF67ocPNvDci2OT48YTsacHh2TLeR55aWXqdarODOL8WxKv9PFzGWRVYlspki5UODI3QNJoVjK4/shUZTQH47m76G86Ptse0aSRBhGGkVVv8TUuUiy/5IF2NdrEvm1S65fPV35+Qnm+i6qoiPPn3YxECUwnfnMbIv+cMhP3v4RzWZzIfF87do1wjBkPB7z8OFDzs/P6XQ6nJ2dEccx3W53AUn68Y9/zPUbV3n99ddxXZef/exnRFHE1tYWR0dHLC8v0263GY1GPHz4kFdeeYVcPkO+kGUyGfPuT9+h1epQyhcwMyk21zf4/ve/x907t4jjiPPzczRdwdBVCEKkJIYoxLJtXMdi3BciMrqq0el1kRIolksM+wNGkzFpI8V4PMa1xa5NSsBIp8iaYh0QhQmO6zCdiJF5oVTEzGawLYfhcEg6myFMIiYTGcuy5iN1sfBNmWmm4wmz2YwwiTEUDct1cByHTD7HxsYGtufSarVQVZWlpSWSJMGyLHr9HuoQ8maWSkUgPqbTn/PJRPk54tq1G4K/FsfiZFNVVE1GRQEioihBkmIk6Tdb4fdrl1x/WyTzJ5Ohm4uvdXtDer0h3f6Qk8MjDo6POD0/IZVKoRtCJmw2m3HWPOfFF1/k3r175HJZnjx5QiolJJ1lWWZ7e4ts2iRfyNLuNHHtCaaZZW9vj/fe+4Dr16/z7W/9Lnt7e8iJzD/9vX/KaDyg2WxyuP+Mvb09NFlhe2MTx/Eo5opkcyaqrLC+tkIua9Lvdjg/PyUMfbSUge/7TGZjHMfD9R1ShkmtVkM3JdJGhnwux2Qy4vzsjE6nReD76IZBupCneSbUnjRDJ/ICgl6Ipmhk81k8z2F7e1vg/ZIE2xZLb11Psb2zheU4qKoYTLQ7TZRQXNcnT56Sz2fJmhlc10aWYTod0+t1sCyLYrFIrVZlfX2VVqtFHMdksyayDJlMmiQpkUQRk8mMenWJIAh42txD1lTK1RrFGDwvwEinkGWZhAg/9EjcmAifaA7tiiN5Dj37EuP04h6YsxREfL1Oql+M35Dkkr9k6CaTkBDFCacn53z+6BHN8y6269HrdDk9P6PVOaNarTKbClR6rVbj/Pyc/f199vf3KOTE1O/WrVtY9pR2q0sc+pimiSpLDIcD6tUKX3zxOcfHp4tT791332VzcxNVVblx4wbvvPs2tVoNx3FYWqoslqrn5x2uXbvGq/deQSKm02lxenxEkkRomoI1m+AFHp7noxnGfL+UIpVKUS4VWKpUiWNwXZtet83+/rO5GGiG9fV1+v0+gS9YwtNeH03TqNfryLLM0cEhu08e0e1252h3gSxBlohjAdeK45ipbeF6ojQ1DINMLrsQHNU0hSQxUFWxqzs5OUHThLhNuVzm4OAAy7LI5XLYtk2r1cI0TQzDQEoSstk8QRAxGk0IwxgzreN5AZpmcPvunYWGYjAfsriezcySUNUxiqxRX1oRYGiiLxnxfb0T6ZfF1z65/MBH0QR4VkLCT0JUSeWs2eKHP/4xqmaQL5ao6AYSMpKqoBkyu7uPSZKEnZ0dzs7OeOmll3Btm5RusFJvMJ4Mxeg3DGjUqnz84Qd0u11cz2alscTOle0FufCCEmJbLWRZ5saNGxwfH7O5ucn+/j5JkqDrOu1Oi6PjGYaaJqUbHB7scXi4z2wyZGW5TqGQYzQaYs9m6GmddCpDrbZEs93h1ddfYzKZMR6PCf2AfrdLFEVMRkOyZop0pUQUJjRPT1hfX6eUz5GEEcRiWiglEUkUYdlTsewe9KhUKlizCc3ziLPmOcVikSAM6XQ6C7HPpaUKqipO+NPjIwq5LIf7TcxMGl3XuffKy/z3f/jfMZvNaLfbhFHAZDoWJbSZ4uT0GNuxieIQx1UpZPPESYLt+gRRQqFUQZIkfN/HzGTwXFEiOnP1qSRJ0NNC1fdixeF5DuOxGA6ZaZM4EXtOWRIPWenrf9sCX8MlcgIEQYTyJbHMBPBDn/FsynRq8cnHn+IFAYEfoWg6nhuCrDKbTAhDnzjxODo6oNVqUSgU0FSV733vn9A8O6fTbWEaKZaX60gJaLrCwcEB09GYbrdNsVhkMh2yublJHMOjLx6TzebZ3X1GqVjBtm1u3rzJd77zHT5/+Bmt1jlJEpHNZRgO+0RRhKaIpasiySxVijj2jPF4QLlYJAg8TDNFEASsrW3gBj6ZbAEzK05T27ZpnZ9Sr9dIpdKLBW6z2WTQH6FpGlEUcevWLbGcdt05R0qo4vZ6vfmEToCR88Uiuqry5NkusiyTNk2uXr3KYDBgOBySSGCaGWRZ5rPPPuPKlSukUgaKrnBl6wqpTIrpaIqsyQRuwOHJIf1On+u3rlOv1nF8hziIyeQzZNNZXNcjZ5axZzbjsbAxyufzFMslZFnYH4VxhKoK7y/TNDFzWWazybxEV6kWS3huQLFYpFgsi2uqaWiqPpd2u+CDfb1Os9+IJfLCzG3+f39+I5y3W4wnE4bjEYPhiI2NHSYzG2vm4ocR3XaP4bDLUjVLIZ9DlhANfS7P2uoyShKjq3B2eoznZghcQfs4PT5ARsJMp6jXKqyuLmEYQu9vc2Odzz59iGs7zJQpqqKT0tNsbmzw8UcfoMoKCQmGppIyNEBjNhE6FrPxhMGwQxQEbG+ucvvWLd57711kKcFIaeRyGbyhuInCGCRJIYrErkdTNDqtNktLS5TLZWaTKY49I10us7W5RSGfJZVK0agvYVli8ufYM2QpYWW5ThxH9Ho9VDnBcy3s6YTxZEi1VuPT+yNUVSWVMuf+XIJq4to29mzGtavblCpFZhOL/WfHYp+oK0iJzNpKg9vXb1Culuh1+oS+SxTEOFZMrVxBSiAKBSM5SmKiJMb1PcbjMVEUYbsWmqYJ7CUJKDJayqDXGyyY2ZYl/o7nO4xGA8zFkj1BkX9zXFe+lsmlKBIx4AUCIbC/v8/EmjEYDoljSJDo9AfUlzcZjScEQYIia0iyIooGVWWpKozdrNmELx59Tuv8GEmSWG7UuHbtCtPxiOlkzP7eU3Rdx3Vtbly9xubGGmfNU87OTphMZrxy7w0q5RqdTo+nT/dQFR3TNEWJdMFoliUUVUJV5bnTSAbfd5nOhqws13BmPuPJEF1XKJXztFtdarUaYRCQhBFnJ6eUyjWGQ8FeXlmuM5lM+Pzzz7l27RqKouA4DpqmLUopRREmdUkSo6oK+YKgpHi2gaKAnk4z6MUoSUwQ+xTyJkFgYRoqmqaiqCqGLmPqCsViDiOdIfY9rt+6SZJEpHSDnt3B0HQatTqT2ZQ4jFhbXcOxbFzbYToe0VhZJg4jnu3vYU9mDAYTDD2LrqUw0qmFU4okSWTzOYrlkuB+6Tr90VAs9hWN0WiEZTliCBMni/VCGPlIUgZZ+vJo/kKY7usdX8vkuigLR6MRk8mETr83p2OoZDJp+gNBdQ+CgCAIcJwAWY1QdI2lpSXa7SOW60XWVpcJvRKGqhCFPpqmYKY0psMhz54+od1uMhr0KM5xfpVCnnpjiX/+z77P8ckp4/GUg/0TFEVlb2+PQqHAyy+9Qrfb5c///M8Zj4cEoYNh6MSJL0RnbAsZmSQKmU1H+JUsvX6b2eGYWqVAt90ijsQIejwe8+TJMzq9IdWlOtOJTbvd5o3XX6HdPOP8/JztjW1cy0ZXVHRDm08n91iuV8mkL3QJRZ9VLuQZk9DviX5LU2U81yYMfBq1CtmMtpAHCEMJTZUpFQvsbG8hqxqPHnzG7uMveOONN5hNppipFI1GA+KYlcYyaysr9IdD9nefUiyX0RSFrJkhDkNSukEmnSbIRbSaPdJmlqJSXAxq0uk06fnQQ51DtxJJyGzrRhpVN4jiGbbtokoQhv6CZuP5zryaEUmaTpn/u/fQ1yG+lskl7EaFWMxFAum6LvhNno9hZlAVnfNmizABSdFIkPD8kDgKeOP117lz+xqZVJow9Ll+7QqSlDAa9Pn8s09J4hiFhCjw2FxfF9oSnsPjLx6SyZgkMlSXlr5iLre6uoppZllbWxNwqaN9IF74W13IBqiqipLEoKgYhoLjClXcfD5LuVKkWMpzdtrE9zxKJcG/mo7GjIYzCsUK06nFsyfPGE+EOE0cx0wms4VyrRDKCXnw4FPS6TT1hmAeD0d9gtBDlRU0RcbQVJaKRZzAJQpdcpksucwS560zFAksx6LXaXF8uM8XDz7HzOb44vPPaKys0W13WFlbpe8HTMdjCrk8uUwGKYHJSOAlV3yf0WDI/fv3mYzGaIbOrRs3QRLSCRck0lTqQvmXhQpWuVrFMAwhehPH6CmDQr5Eq9nlyeOn1KpFPNemWCxiGAaTyQTHcVAVnSSRSDfmOvVf89Pra5lcuq7jBiHT6RT4Oe+q0+kwnVksNZaJooj9/X0aq2tkM0VkRSWOIZ3K0Wg0cGZTJoM+hqGRSaUplgrUymV6nTZPdx8ThB6KJGNoGpm0QRLquI7PeNjnypXvcXB4zP37D3BsjyCIef21b7K7+4wf/OAH3L17l9u3b3N6ekwqXSaOAzJZgziO0HSZeqXM6ekxZibN8nKd5aUyjmORyWS4du0a7dZfMBoNaEhr3Lx5E9d5iOX4GEaaWq2BbTsYhjEXkDknCAIgZjqbLCaXn3/+GY7j8Pobr7Kzs4PnuQSBTyZtoiYyzswiY6YJJi6qDIoMjaUqg0GX1nmTdMakWMjh2B69bpug2WT/mRDZefzF52xtbWCmdBJJYmtjjf5wyMMHn7J/eEgc+kzHIwLPoddpY89m5AoF9p/t4ngBERqyKrQ08oUsYRyAbKApGpqm4Tji97vAE0qSTKlUxkxnefb0MUnkMRlrC8Eg1xU9XMZUSZK/Zan8NQP7Psfk+rs9WSTEP/ODkMnMFjW7pKLpKYIoZDIdU6nVWVpawg9bZNMmljXFtl10w2RncwtJknBdj0Ihx/bWFpY15Wj/gP6gxwcffMDVK9tEgcfq6iqKBL/zO7+DY88oFouUymWOjo54/4P3qNdWKBQgnyvjujaSlPDoi8+plIvcuHGNk+N9ysUqURxgGAqu56CS0G6ec2VzU2ADW+fIMmxv7jCdTvkP/9ufMuoP6PZH5HNtbt68y4fvfYwmK3Sbpyi6hjObkS8J7OLJyRn5fF7Q+8+aaLpKkkQUCiWCIOCTj+5zenzCxsaGYCgP9litNVBkmUZDcMkUWcNQDRqNFbqDIaAQxYJ+MotcIQ6aCPpOHEZcu3YN17YXCIzBYEC30xGqvUmCrqqcHx9j2zaeZWGmUhiKQvPsjKllsb51FdM0KBXyZNIpIt9hNo3EPs3MYWgqipQQRTGB54qpZjZHtVLicE/Gtqb4nkIchaRSBqEfgAxm2iBKYoTJ0pdEwi/m3cmXb6J/+HguyZX8Av/qFyMOkwX/yv6STmAUxiiqTCKBlk4RhAmj8YDzVgtZFQvaIAiYTYYoskoUuoSBiyYnpDWZUiHH9uYGmhwwm44wc0VGY4ulpSV+cvZTfvjDv2J7c4PTsybZTIbf+703iMOQre0NsmmTP/7jP8YNI5rdlrjRopBGfZnJZIauJwwHbZYqOR49/IR33v7P3L5zi363Tb1WJXBcZuMx1nRMPpOikivw+eefs7q6SqUifLH2n54znU6ZTabkC0Veu/cKcQxS7KGiUMxojC2bYilPY22ZKBA7qVyhhKrJ7OxcxXEsUrpBq9XihTsvs1Sp8hd/8RfY04Bbt8RaQpZVZpZFGMXMpo4QnHEiPvrkIeVymTCQyc6N8f7Dn/7poozT9BSdbp/WeZvT4zO+/e1vMx5O2Nt7yvb2Nh9//BEnJydUKyWWqmU++khIDUSRjW17ZFIyhp7DmQwwDYWMJhEHNrOxQ6OxQjmfYzydkIQ6o36bxsoaa8s1+v0hru2ztbpM+q1v4HoW+/vPOD7YR1Vlcpk0iqaRRC66kcJ3p8hqClVJiUSK5TlHDPE8/+1NrviXfP7VE2zhS/UleWVhpxiDKrhXg9EUWdXwAl8oMcUS7XYTRZEE+jqKUEiYTQYsVZcx1AhNSZiMBkgEhJFPvzcU4NdSCUUV9frTvX1W63XOzlt89Mmn6KrM2dkZYeRzdHTE9Vs32djYoFqtce/eq5imyeNHT4njmDffeI1er8e7P/0Zk/GIXqeN5zu899O3qdWq7FzZppDL89Kdm+QLOdKG0GIvFyt4XkA+mycKY1J6Csf1ee/dn5FIsLWxTsrMcLh/gG1N8OIQWgqapjGeTnj8+DGappE2xKJVRuL8/Jwkjnnhzgv87re+Tb/fYzIcs7+/x2wyoVotYxgGEQm5YolCrojjOLTaYg8Wo9BsNnFsj0KhQMqQmU6nnJ6eIs/VqtrtNq+99hrFYlnsxfpDDF2fq1mp3Lh6jZk1wTAMXNcmiWKhk5hJIwOz6Ygo9NAMg2FfIXCF+XnKzBJFEZ3WOXtPnzAcjFldXaVWq6EpErlyiV7HZDqdcn56TLlcptFooKgSchKTJDFyEoOULEpB6WJv8zXa2v4991zzJJPEMlFTdOS5PxUSKIZKIgn6yPHxIZPJiOl0jKarqKrMaDQCYjRNYXl5GVlSGI+npNNpOh2hfJTLZfE9C1NLMR2PBYNYlZlMJui6znA4nZMORzj2jFRKJ5NOkcvlWF5bZXV1lcOjI6rVKuPBkKePn9A87zCdTun3xZChVClipHXWV9fQdHGT/vRn7zGcjPij/+n/jBuEZJHY2NwiVyxQKJY4aTYxUibFispkOKJ33uGDDz7C8Ty+93u/RyZXQFF1NN2g3elzdt6hkMvjeR6jwZBMJkNt7jxSKRXxPI+nT59y585tJFUmnU1TypeIk4CHjx4xs1dpd/tUKhWGA8GutiyLg6ND7t27x2g85Qc/+AFPnj2lUqlQKBToDUf0hlMOj05QFIWPPr7PZDrlrW9+E9930XWdcqWEPi9N07rBBx+eLjCMmqZh6GmKxSKZbG7BVs7lciRJwng8FkvwRMh6M50upOOiSJBBn+3tstSo4XgBQZQwmdkkkoKqp5BVfS4llyOMJXQkVMVAknRxa32NEgueS3J9mX/1q0NQxkVifdlV0fdjPvzkY/qjoVCoDX1kGXzfJZs1heSXaVIuC9mxdqtDPl9mMOyRShkUijmGfY8kiTg9PSWOY/aePuGjjz5iNBgRxSHNdotGbYlCISeWqbo6R3Jo/PjHP+Z3vv1tfud3fod33vkZvV5fKB1Np/zZn/0ZtVqN7e1tstksn3/+Ocsrdb71rW9SWSpzdHDAWavJ7337d0jpGrPZjPv37/NR9Am7u7uYpomuibF0EAS4vo/r+iiaYAMXyiWCJMEJYs5bbYIgIJvN4nkemUyGfF4kSKvVIpfPMhoO6PU6FItFJFlY/Lz3wQcEQYDl2OSzBQqlIidn51zLmrx07xVKlTKdTo8gDnjw8BGj8Qhr5lAsT0liiZWVOrKskstl6Xa7GEaabCZPmEpRzJew7RlLtSqSJAwmdnd38X2fSrWIhIKeTqEoGtlsFl3XKRQKVJfEons4mAq4k6wKIHEqRalUguTnFBRNNQiDCDF2V5BlFVXVcRyHXq+HrqeQUNG0mDiGlKGgaYpwD/yalIMX8VxOrq/ycX55GEZqcTFsxyOdNogjAfP56KMP2dzeIokjosAnDiNsy+LKzg6aplCtlLCmMzrtNrKksLpSw7UtFEWj12kTR0Jqudfrkclk8F1bjLynU5BCAt+nN+iz+/QxYRhy/eoVrt28zssvvEir1WI46BFHEY5ls7m+QbFYJpfNkslkmE6nDAYDXn75ZWx7xtNnz3j1tXv84b/6V3z0wfu89/773L5xHUWWOTg65u133sWxPUajEaZpYlkON27cEITFbA4zk2c4GtPrC5Zvp9NjOrVwLAcpkYRs9GiMpkiYKX1B0QAIohAjnWJrewPXtTk6OmE8GXL9xh2a7Raj8YQPP/6Ed999wO9+9zXWNraxHI/j0zM0Q6NQKnHj1k3y+QLDyYhuq4MkQRgnWJYDCErKhx9/RByH3Lp5EyNlIEsKZiaNhUVjdY1uq02lvMRoNEHXU2iasdCBBBZa+ZZlCXKqoi1+hwu5gIsTrlwu44UBjuMQhTGGnsJMZ5AkwSpXVX2h2x9FEVEUChFUWRJmaF+j+AcZxQeBQIcDxDGYpgEyxKFAa2dzJkZKodMd4rgWy8vLFLwMlUpF8JjmoM/JZDKX+pqhGypB4NNsnaEpqoADzXUotGKeq1ev8vlnD8T+SFbxvABZUlldrXPlyjXSKZOZ7ZDNZpESaJ63SadNVlZWODw8JpvN8gd/8AcLAc8/+ZM/QZISvvOd7xBLMX/xn/6c2WyCoWr8r//rv+X2zVvIsoyhpxmPpnNhzxyplMlwOKTf7zOdzNB1nU8++QQAwzA4PW9SLAiHkotQFNF/JUkiJNP8gCgOyWZN0qbodzxPeHb9t//iD/jTP/sBuWyeN978Bno6RafXxzQzPH78mB/+6K/JZDKk02mq1SpXrl1nfX2dp0+fcnZ6zng8ppDJ0jobYlkOn3zyKZPJBH8uH/C73/kdysUKvhdwftYUiJlEIgyFgI6maZTK5YUUXBzHi33lhcrxeDwW6lVzGYFyqUqhUKDT6XD//n3CJKZWq7G6uk4qJVR9Z9OJkHbL5hfwuDgOieKAKFJRJb6kavP12DD9Pf0UP8cKAkRxjIpCctGPyqKQPD494fz8lBs3rhElIYVCDlmGq1d3sG2bwWCA67oEQUC5LBr2JJZ49mxX7LgugKyOS7vdZjabidJGE7Jl2WyWhAhdV/E8F11XMTMZEgna3R6KpvPSC3fxCzb9bpfpaMwn56KfisIE08wy7I9QdYVMJkN9pY6kKphGijfffJOUafCDv/hPTCdTJEUll89Tri5xcHRMLpcjly+wvLzMgwcP0I0UE2tCXo6IEvGzy4oihgf9IY36CtPZGFmWqVQqlEqluXUPxGFEJmuys7ODLMt88ul9bNuiVCqRSmX4/d//fbr9EYms8PjxLtOpxecPHzEaT4nChDgCP4wplqtYlkMUJai6gaLpaJqBZTmESUyumGNq2eiagWEYPHjwgJXVBq+88grT6Xixh1xq1ImQKC/VyGQyC5S9pokT6sI4IpUSlkSubwuJblUlm81SqVSI45jDw0PeffddKrU6m1s7bG7tiJ5zNEIzUmhGCmQF2/WQJB81UAnjSAgSyan5aSkjfU0WzP8gKX7hchEEMSgyKnB23uaj+59wfHrEd7/3u4RxwMsvv0i73aZcLmJZ0wVvSFVVlpeXiaKEwWDAw4cd8vk8qZTObDYjkzbFkzEI6PV6xKHP1tYWKysr6MYGs9kMw9BQJBiPh7Q7PXafPiUOE44Pj7h17Sq9TpvTkzOePt2j3e3T7Xa5du3GQvd9Z2eH2nINWRYPh2bzjI2NNV544Q4/+qu/ZjqdkkqlWFpaolqtLgwNhDT0MdWqgE5XKhXW19fRNI3BYESxoDMZi9Pbdmbk8zlu3rrO6uoyn3zyCaPRgGzGJJ02SJsGZ2dn7O7usrzcoFgsYmazPNk9Znd3V1itDgaUymVGI6GT+E/+yT/h8dNd8vn8glHteELBqlqtUioU6bbaGIbBbDbh0aNdXrv3Ei+8eJdHD79AU40Fol4YlSs0luscHR2RSqUYDAZoc+eYUqmEYRh4c8nwOBZ6+LlC6SsS4p1Oh16vx3Q6ZefaVa5fu82tW3cwzRSTyUQ8yOp1sYaZzQAWp2QcxwIZo8nIij5XVPl6xPNJrnntGyfx4giPImFyoCgSjh+h6wqqLpMA7e6QH/34Jzx58oTSkhiz2/aMlKFTLORRZJk4iqhVl4RnlaIT+oIuf3R0RC5rQhIxm46JQh9VzVMqlbBnE3RDY3Vni8ePH1Mo5FAUaS5HLYQtZ7Y4CQvlCu++/S6SJPHeuz9lZ2sbWVaZ2qKkuXv3Lkv1BsurK+TzWT799FM6nRbFUp5MxuTw5JBs1uSf/dN/yqg35Kc//SnXrl0T5d+8T/vX/+rf4LquUEUC6rU8p6ctdF3nxo0bhGHMdDqlVCgwm0yolEqsri2zXG9gTWfcvH6D+/c/xnJsUqZBFMfIikJMQhjH/Omf/xmVSpXJNMB1Xbrd7hzh4CJJEnEc8/bbb1NfEXJtpVKJMAxpNptYlsWrr77K/rM9hr0+7VaLpSWhZX/ebjF+R/w89eUGp2dnZDIZbty6STabxbGFmE6hUCCOY8YTIRNwYW8kz0+yTltolIzHY/r9PmsbG+i6zsH+AScnJ6KMnqsZHx4esra2hmlm6fV6C7WpwP+5kZ+iSnN9/jJra2uoqsxwPERTTQw9s6DrhGG46PEcxyGdTj+X2/4X47kkVxxFyHN7nouQZWkxwDB0Zc7RSjg4OOD+/U/58JOPiaKIlfVVojgglUotbsTpdMrT3T0yGaF/fnp6imVZDAYDAHK5HJ7n4fs+QeDh+Q7D4Yh6vc7p6Sm2bXPt2jVarXNsW3zPjY0NVFUIuPi+T6/X5dadOyzXl5gMBwzHI+IIMtksuWwBzdDpdrtzp8WAk5Mj1jdWef311xgO+zz84lPe/9k7VEoFFCQ2N4WozIUL487ODoqi0O12uXr1Kh9//DGqqqOq8GT3mCAIFl5d6xurgi08nXJycoTnOURRwOrqKusba2TzmfnJLaTS1lY3iOIA08wQ+BErK8to2mBh1erPQc4XQwOimN3dXfr9Pi+88AK+65HL5Tg+PmY2m81R7MlcMUonn8/T7/c5Ozkindb43ve+R7lSpNP2WF9fY2V5mZWVlQVMrbG8TLPZXHDNLqj5FyaCufkEtNPp8OjRIw4P5oyF5WXUROe8dYbjiX974Q5z0RZYlsVsNmN1dXVxeq6sNISUw9kplYpQsIpCwY748mAFIJVK8fcVzyW5giDAUJRFkxVGMaoqL3qug8MTmq0WT+cu9pZloeoa9fIKtUZ9LneWYTKZCd09RSGbzVIolGi3uwRBRL8/xHFclpaWyOfzjEYjJCkhna4wG8+YjAasrdxmZWUFTdPodrvEcSycGl96gVqtxqNHj7BdMcSIgVt37uBYFq9eucpw0CMIhLRa4AYcHBxweHjIbDZDVxWKhQK6quHaDtlMhn/zr/41vV6H0PXY2FijviSkBQq5LEuVMltbm0wnY6aTMe1Wk2IhjywpZOo1qtUqw+GQn73zHrlchpXGMuVKkUpZKP8uL9dxXBsjpZM2U2iGcES5YA28eO9lId5ZrTEejxkPpqgSZFIGsSSGCqmUTqmYp1DMzREZDrPJiHa7yfHx8eJpnsvlkBXIFfJ0u0NiYgpSHlWT2dje4tbdO2xtbSHJCV+cPCSfz1GtVlmqi98BOSGOhAWt0J5v0m42ieMYWdJpNBqkMzn29vY4azaxbRvTNIVEXKlEIkuEcYiqKyAnSAoLafEkTiiWK9iuh+O5lKsV4jjk4OiQdDpNpVKGuU+a78ULe6UL/+cLa6W/r3guyaVpP3cOdB0PWRWNZpLAaGrx6WefiYnZaITjuQzH4piv15ZpNBoYRsxwOKDXGxAE4bzMlEmnM7z00gqD/ohUWiefK9JYri0YvLquC831nNCNyGazXL9+nVarxeHhIS+++CKaptHvd+n3+xwdHTEaTshm8ly/fp2XXnqJyWTMqNdFT6fI5gS7t9vtY7suiSQJY7fAX/ReaUMjn88SBh7B/IZqNJZxXR/Xs7mbvo0sCeqEcJ+UKZfLtNttbt++zcsv3cP3ffr9PpIk8ezZAa32GQeHz9je3uT73/8+N2/f4j/+xz9b/A6jyZBut8tkMkHTDHQ9JfZR2SzTqXBGSZspCrk8M2dGjEQ6awqCYhDw6ecPqTVqi993dXmZdq9DrbLEZCJ6wkzGpFAwuXp1h9u3bhFFASsrK7z11pvUl5Y4ONhnOBxgOzX2D54hyRG+Lxw6bcul2Wzied5CS1/TNM5O23z++efIqs7u7i72XH14ubG6EE9VdI1sPgPETKdj4jhHoVAgDEMsy8KYa474fog4hGQG/T75Qsjy8jKKImgsriPMAi+SS4zto4XX2d9HPJfkWui2h/Fcr12FBIbDCftHhziOy2QynXs3LZNOZRiMhqQzpmCppjXa5+fUqzVSqRT7e8c8e/KMJw+f8nu/93tk0xnS6RSKomIoBpKcUMoXUBRlUQqtr6+jqiqWZdFsNtF1HcMwGI/HXL1xE1VVmVg2p6fHjMdj0tkGRydnpHSV/niCREwcy9iuR7ffww+F9kMmnaZaLnF2fkLr7Jwf/tV/5q1vfoOVlQZXdnYYjUa4tiNKsIxJqZBnMhH6E71um3ptmUGvi+9GONaM0VD0Ib7nEkchigz9vsNKw2R5pU6318bY14T82lzsZmaLklhSNBqNFUbDCVEUE0bixtYUlVIhD2FMELrEChTzWcyUwXDYx7Utet023uYWJ8eHNOoreLbFIJF4+OjzuWOkjyzLYlx/9SqyAllTYEB7wz4n5ycgJxRKebrtDufnGqmUied5HBwc4djeYpEMYp91enpKs9lkPLUAFtQTz/OYTsX9UF4qYxg6rmcxnviL5Azn2h/N8xbVapVypUSv18PzHFZXl4nigGfPnnHj+i3CMMS2fAxDiJ6qqroYfnzZ8PB5x3OdFiqKjDKXmrbdgOPjY54+fcpgMODw5BhFU9nZ2aG+3KCyVKVSqRCGIaORRSqVIpvNcnR4QrvdZWN9i6OjY3Z3n7K2tobruvPGeIBh6JTKJer1pbmXlJBTS6VSHB8fc3Z2RrFYZH9/n2KxSL1ep9PpoCgKSSLhui6ZTAbP88jmTFIZkyQK8L0Q3/Uw0mnWNzewZxaBI/5uMZenNZ3y6Sf3KeWyVEtFdrY2MVSNDz/4iGq9hq6ouL7PoNvBcSxyZgZFlSjkMlRevk3geTx+/AVrKyv0en3OT07Z3lyl223yu9/5FrfvvsCnn37K7u5jMlmTXHGDOAITsZTNF0s0Gg2ePn2GLMsMx2O63R6d81OiQEwg11fXFtqFqqoSRQG3bt3AcRzsmZjE9fodSBKGoz6VchnP9/E8gTlEijk7P0HTBDHSSKmsrDRYXq6zttLg5s3rEEe4rstsNqPV6hCGMdms8HLu9XocHB1hWRbWzKNer5Mr+GJaKsvz/iiZ99NCcWo4HJLJmRQKeYyURqfTotvtMxpOURRFlI8xLDdWiBMx/Op0WiiqRDqVoVJcJo7jxT70YoD0921f9HxQ8V+CMyUxjMZTjk9PODg4oN/vMxyOxJRnqU46JWx5wjBESxnoAwU58ZGSkL29j/ns08+RZZ3/7l/8IY3GMtOphWU5C7lmRVEWFqi6rs9lns1FUl2YeKfTabRUmlt3X1gMCy4gNzESZ02hw9ft99A0hSgMiOMY00hRrS6hKyrj0ZBBp0vz7JTRYECtVuP11+5BHPKD//Sf2H3ymLfeepMkjvAcm3TKwPNdbGuGTMLmxhqKqlLKZfngw4+xZxayqtA6PUFWNbKZNL7v8j/8H/8PBIGHIsH25gbdQZ+9Z/somhA3xRbgZdFjTTg+OVvYvlqzCe7MotM6p1QqsXbr5kIOLhYQfCrlIql0mtXVVfL5PA8ePMDzPM7OzihVK/zwR3+N7Xm8sL5CuVxmPB6jKBL2zCKby5DJpNnZ2UGVBWypWC4JHKg1YWZPWVvZZDKecXh4KFYhQLlcpliQhdhpyiSfz9PudsX0VxXlt6AKuQSJjx4bQtsxDGk220ynFmY6J4DeispoOuFao04+n+Pxky9IZIlsXmAxhTdagjxP3gshHOUXhmzPO/6rk+uCn/YVKs2XtBynM5uTs1P29vZodTuEUcRSoy4IcymNhIiMmSJtmqiKzP7+PptrdTzfYTCasLqxyXhk8cHHHzMZz/A8D88LqNWqXLlyheWVOq1Wk/N2C0kVE6KHnz3gzTffJIoCTFNg+dzAJ5fL8dlnn3F4eIiiSDQaYjd0MfCoVqtISULsB0Th3M5VkkmSmJk1pdNq026ekTFTDPsJ3W6XmzeuUy5mWVtbwXUcOr0+65sbWNb89I1idEMYISzVGmiaNt9LLdPtdlldXeU73/k25+fn/PhHP6KxvMxStcbMtfC9gE8ffE6n0yGOwQt89p4dgCyxs3OVJJHYfbbHoC9AyxKwvrJKdnuD8WiA59rEgU/keziOJR4+xRLf/e53AUjPfbUA/CjEDXzGkxl3X3yZTz69j+V4nJ63iOOQna0tCqUilXKVd975mRjjez7nzVNWV1fJZvNzhxKDzz5/jCKLyaSWTqMoGrlCCUXRyJg5ptYMfa5znyQJqiImgrIsUygXqK82GE0nOLaLJClks3lWljfI5ws4jsNwOCaTEYiTer3OrZt3WF5eptfrUa5WyebMhWtKEHhMp+HCU+zvM/6LkuvLoOMvW/MkcYQk/9wfK44kVA3CCJ4eHbO3tz9vsjMkisLp6QmNRoMX797FMAw+uf8R9VqF4XBIu3lOtVIgk8myvrnF40e7IEs8ebrLwf6RkJieTuj0hL55mARsbW2ithUKpSK+77K6scrTZ48IA4GgX1kXU8i9Zwf8yZ/8Cevr66RTKSzLYTaeEPpCmsyfTtne3uTp7hOKxTy1pSXS6TT9fp/DgwMxcQx8fM9hNJ2QTad4+2fvsLq8QrEolrIPnzwligKB3SsUcWyP/nhGvV7nyd4hR0dHWNMJtVqNII64dfcWr37jNW47Ft986w1Omy1Ojs+xHY/92Rmt9hDDyM5p7ilcdyIsi97/AHtmcdY8pVarIROxud5A1xQix+b2zWtkM3k2trcYDAZ0Wk0qtSW6nR5XrglkRxCGRCRMLJvReILteByft3nxpZd54xtvcXx4RKVa5/z8jGa7zxtvvkWlXOHuCy/zwYef8Pqrr/HCS6+izpEWb//ox7z3wYfYfkQ2V2Bte5mlec+lqirj0YggSVA0HUlR0QyDlbU1ZrMZQRBQKZXo9oeMZw6lipgCO45Lde7BPByO8byAUqlEt9ulXC5j2+6CERFHEp12n3KuhOe7JElCKl0gldIZDHrY9oxarfY37us4juc2SvJ8mvjrOd3+zidXGIZIioIiKySSRBD4qJom9lkynJwPODo6WqCfvSDA89y5BLKwnkmbxly/b4VyqcDZ6TFxEvLJJ5+gGwZraxsgS0iywvrGBuPJjOPTE+HcqKqct87o9Fvc/+w+nufQaNSIo4BKuUhhPsJ3g4Q4EZwty7J48803OT09p1Kt8ezxI7H8zJikdJ27t+8Q+C5pIwVJgm1ZWLMZrVZL6Gz4okk/OT4mSRK6gz6pVAq53aLd7dDu9uh224SJT6VSYWtrB1VVsV2Pg6NjhoMRqqazc/UaH374EevrK0ytGQ8fPkRVhR/yz372DkGgUCxUCKOYJBYTVxJRH5RKJWzbZnNzk2pVMKRlKWF9blCeRCF6PoMige3M6Hfb5ItF7lZuA/LcxE/HzGY42D9i5tgMhkNOT08plCtcW6oRhDF6yuTO3RdpNptMpzNWX1/HTOeQNZ2MWcD3zplMbOr1ZVKpFKPhgMlkSrVWJ1ENZFUjM/f0Go1GjMdj7JlFoyHgXKlUSmgRahqu69Lr9VDm/l9L9VWR8COBoq/XM2Szec7OmozHY7LZLFeuXMHzPAaDgRiElKvU68t88MF7ONMpjUaNWq2Gooh7Mwg9YjvGcZzFrutiLC/L8kKj5NcZf+fkEmpMF+BbAUGRkPCCgPNmn93dZ/R6nQXg1Pf9xTLx6tWr3L59G1mBwWDA5uY2SZIwmQiNiPPzc8xMhrt3XxRlwGDCxsYGruszGAxYWloiiiJ6vQ6T6Xju0Ztd3Gj3P/mI/+Ff/2uOTk85ODjg9TfeYm9vj/ff+5BvfevbgsoyB5JmMhnWV1eEcGWxyOnZMQcHB2SyaRqNxhyvpxOGPs3zc6IoorZUYXV1mX6/L2p5SYjqXBjhZU2xJO3NVZhWV1cZjUYcHR4ThiHTyRjDUPnGN75BoSgmcO12mygKUBSN09M2qpJmOOx/BaPXH/TQNKHgZBgGcRyzublJsVhkc3OTbrdLu3XO9voqceiTuC5nZ2doRppbO1eENWshL+xbc1nS6TTrW5skyLz99ttIkoQXRmSLGXL5IhDz7Nkzzs9b/PVf/zVxGOG4NtevXBWCnaUSrheQyxXY2tqh2WzjPt5lNpfavoAq9Xo9MUCSZGq1GvV6XfSIY/F+5/N5JElClWVs16fdaXF4fLKwhC2Xi2iaQrvdnI/SmavyjtE0BduecXR0wLVr1/jmN7/JqNdb4BhnsxmZTG4+LYzo9tqsr20uysaLHuwi0eI4/rX1ZX+n5PJ8D0M3RElIQhRFGLpBEAsozbvvfrQgz0VRRBiGQqgkFNM709yc08qFA0k2m6Xf7xOG4WJk3mg02N7eZjqd0mp2CYKAfD4v7HfmiHjbtgV3ybIwDI1Wq4Wuie/57//9v8fxfc5Omzz8YpdsJs/q6jqff/45YRhyeHjIUrVCPpMlXyySy6R58uQJCRH37t1jZk0WkKFsNsvGxgbFXJ4kSaiUi4tGfzKZMBr0MQyDTqdDqVTgpVdempM9Z/R6AypF8aQej4RlaqfdYmlpaTEiFiNrVWhazD2YAc7PzxfTMcMwGAz7ZLNZ6vU6ruviOM6iWQ+CgEqlwnKjRt5MocrCNO9n77/P0dER1doSfhRSqVQwUmn2nj7D80OWGnVWV1Z47bXXxLi7P2AwnOD7PqPRiFdffZWtzU12d3e5ffsujmMhJQnXr9+kXK7SbJ4hJTLF4g7FYnkO0E0jzdcxAjUj+lczLYYK5+di2HKxKglDsR/r9Xp0+0OGE4v+cMS1a9eQZVF19Ho9ms0mW1tb1Gq1BdL+AsJ1dnaGYRhsrq+RTel4nke/318MvgqFwlcS6eK9/aqxA7/WJfPfKbkM3RD63ZKMhFjKTaYTBqMhzWYLpBhVmauqxkJ2rFgsMpvNmEzGPHv2TJhv37rO8vIyYRgujncQ1ItarbZ4SiuKQr/fZzKZsbm5STabxbZt4WavCp8qEE/IlKGRMVMcPNsjkxPCoPXlFTTVQDNSnJ6fkdINXNdFVVWKxSJxLJ7QvU6XxnKNWzduMJmO5qI0EnGssrKywub6KplMhrWV1fmy0ufBgwckUUg+n2c4HC5q+ny+SBRJnJycMOgOyGazLNXEuuG9d2eoqsxgMKBYynL//n1WV8UCvdPuIskpND2NpKjcvH2bzc11hsMhp+dnaLrB1s72oqQ6OjrCcmz2Dw/Y3t5mdaVBu90miQKiRGI0mpBOC6S6F4RIiKHRD37wA65eu4GkKiRJwsb6qgDvDiacnAnnTdd2KBcrqLLG48ePGQwGCxDtaDLFsmyiKETTUjzZfYY1c9jZucaz40OMtIBizaY2vidEciRJodXqMJ1aGEaaRk0QM09PT3n2bJ9uq00qY6JIKtVyiUZtCUVRiMOAsW1BHJE2dJIoxJ7N0DSNYb9HqVTi1o3rzGYzHj9+jJky5muWZD4llOYDnZRYL8zJvJKckCQxJD+3KvoHTy4QDvOSomDoBmEYcnx8zGA0JIoSIb88m2GkNBQlxcnJyVwHXJQzF3JhW9sbc7Vbl36/j+M4X0mybreLqqrUarV52SUwZpVKRSAxikWCUJRNQeAxmYxQFI1up099eRXDMLh5+w7/1z/6v/HHf/zH/Mc/+3PK5TK+63H79m2ymTQ7O1tY0xmPv/icQjFHGAZ8cv8jqtUq1WoZTdOwLGtuYZosxDxFuaZi2zaKopBKpYQQp6bR7wuTh2q1OidfDoVdqWHQ6/U4OzvjhRfuMBj2KPRzaIrMZDIjCM5Aljg8OEJPpUW/Ztv0+33a7Ta6LuBDe3t7AoIkSfT7fZKkyGAwIJfLMRr2yRn6XAY6S7Va5YWXXuS1115jPJ2hKAr/nz/5Y54+fcrNW3cIXA8UgbGUZRnD0OZokgOq1fK8XI147dU30DSDK1euMBwOmUwEd61cKRKFCb1en9nEwnYcmudt8qUioecLXUJdJ51Ok5ov8QFOTk7odboLEuUFT29je4sEWVBgJIGc11VNeECrojwOffHAThspLM8i8IQ7SxxGcyDBZIEOuaDACNRQjO/7eL6LogjcoSwJ5NAvnmC/jvg7J5emaUiKQpzE9Ho97LkUVzpt4I8mzGZTNE2dT9t69Pt9SqUSuq4jyQmZrLBDHY/Hgm07nTKZzBgOxpTKBcbjMWdnZwALa55qtbbgaNm2TaFQYDDsk8vlcByZTCZDHEW88cabfPHFF5hmlqWqGPtPZhalYpmUkYZEYmdnh/Tc5DsIAmrLDWqVMpPxiOkkQNPETsTzPOI4JJ/Pkp7fgK7rzI3bfJaWllhbaaAoChsba5ydndHp93Adn+XlZXLZAoEbLJjQ/X6fVErQ1k9OjxiPx/w//x//d2zb5ic/+QnD4ZhqtcrUcplOp7z99ruk0zpxHHP16g6VSoX3398jCmPandbCbUU05RKGnqaxXEfTNKFdIYGEzPHRCeGcpRCGITdv3qRYyuN64mElJRGqLJPLZgk9H9/1CLyQ5lkLy7K4fuMq7XabQqEwF/QskE6nSSQYjSaoqsxkavHR/Y9IZAnFskjCiFKptJA10OYPi2fPnonr5wnT9bW1Ner1OpqsoCCRyDIpXaN5foqm6yxVq6RNk3ylhOvYmIaOoalIxFTLJeIo5OGDz8iYpoDPaYJgObaHRGFIIZ8ln8uIB+NogESMmRbOnZIi8IZJHJPEEpIs/9rkAv5OyTWzZmQzAuza6/dot9tCWbUglnjDyXheVv2cXnHxpvT7fUAYJIRhyMmJMKq7QLVf3OwCa6eQTqdpt3qsrq5y9ep1Hj16JMb66TTl8jJIyfx0MfB9dzEUKRbLWLbN4eEhwdze1XEcga4oFpFVhWKpwgfvv4M1mXLj+lVMQ0c3NCTE0zYMwwXVoVQqIQOTiWDEqqpgOxeLRYr5LOfn51QqFd5++22iRGIwGJBOpxey25qmsbKyQr1eZ9jvcXh4iJESzoutVoteTzyA4ggmroWq6mxsbDCdClTCYDBgMBjxzjvvsL6+LljZE6EE7DgO5+fCRnZ7cwNrPCDwPao1oV3x4x/9BE3TWF5bZWVlhfF4zM2bNxc67js7O1+xUb3gy9m2UL2dTCYMB2Pkqszx8TFLS0tzMHBK0DqimGq1Sq1Wo1Zr0BsOCIIA33EXuh/n5+cEcwzl/v4+L7zwwlx6XDjL3Lx5k+ODQ6bTKYmcoMjyAm8pze8fM51mPBpxeHCwqBJ2dnZI5XLzEzxhf3+fMIhZWRFDqguUhuu6i73XaDQQvWomhbzQPxSnF3GMpPwDDjSymSxBGKCo2sL1fTgcEiWCvzMeD8lmTfL5IpIk8fobr/LRRx+RSusUijn29josLy/T6XQW5EcBexoRhiGGYSymYRfLxXQ6zbNnzyiVSkynU549e0Y2ay68n27evMnVqzv85V/+JZ988ilmOstSvUa1WuOdn75LlMDG9s7crMDi888/53S+lLywHm02m5QrBYrFPJm5P1U+n0fXRYPsuQ6OY5M2RAm4strg+PiY4XAomvFue46UsLBth5/+9B1kWSafzcxtS4eLYU0QBJw3z/nud7/LT37y08W4Wtd1XE+U3K1Oj1wuh6ppqIbOxJoxc2TMXJbT5rmQKUulQJbJFbLoqRSSIvPgi0foikyr3cFxHHLFAt1+Hz0tfu6lJeH6aE1n3L17F89xCMOQckl4gC1Vq1TLXSaqjK7KLK/UyeWyFAoFMZDpdBgOh1QrNa5du4aW1hiOpxiGwa3btxmMhrz7/nscPNtjOscRptNpfC9kubGKoae5e+dFVEVhZWVtbqzXoF6tz7GJe2K5HYVkczlm4xGDboc4EPeCM5viGDqrV6/iOzb9TptGo0Emk+FgMGQys8nlcuQLWUzTnE8dBXk2DAUpNAgiLMuiUDDwPQ/dSCNJMlEY/g3T87/X5IoTMWWJ58kELIYSs5lAUYiyRIyZJUn0Kr4vanDDMBYa6+l0ekGyE1QTMRGUFYXRSDghFgpFIRE2HC8M7eI4pt1ukp9DXgTSIGZjY4ulSmNx6gxHY5wgwLKcRV1tGMaiTzJSFUq5AtWlIrlchnw2jaYKrfWLaZJAhXjzCy9OU9uZ4fni82zaZDAY4DgW6XSa3WcH2LbL9evX8TyH0UBMrTIZQeu4QGdvbq7Py90qR0dHYgysaNy7dw/L8djb22M6FdJxmmogK+JUPzo6AWJs26FcLnH79i1MU0C+FEWhUqlQLRUXE9h8Pi+sgnTh0JLP5ykUCvi+P98bZUgSMfXd3FpndX0HI5Vid/cZBwd7FMoVBoPBolcOgoB6vQ6JWLpubGygaRq9Xo8wjlhdX+EP//AP+eFf/hX7+/uUSqUF3WdpaYlGo4FpmkznE98Lzp4qCbhSvV7HNIW9kSQJkZ7RaMTp6Sm9Xo+NjQ329wUw4fbt2+Tz+cVovdGooQ8mFAqFua6KJzRGfDEbcD2Hbq+Dmc4QxzGFQvkro3dF/fUhAv9O30meN5rD0YhOp7MYC1uOLQYOtQqZjCD0+b4/HzFPcF2bMAwxTVM8ked4N001SKcyZMwcpXKRO3fusH9wwGAwEDdLubYgy104kqysrNBsni3E/MfjEY5j4XkB165dp98XN8N0aiGpGppqoKg+rudRLhVQJPE0TaVzpFV9kWxBEGBbLlISL3pB1xMod2PeUO91he2QrutEUUC/0+XBgwcUCgVyuQKFQokkGfHGG2/Qap1zuC/0+woFYXN6eLBHpVrh2rVr+L5PvbbMvZdfpVKpcHxyjqKlCCJpDilKCEOf6XQ6Z91Whd+zrtPvC5P0e/demZunnwvf42vXCQOPk/MmetqkVKrMyzMhPRAFIZPRGNdzaNRrZDMZojBkOOih6wZGSme5UWMwGNDrt1Al0GSJJ0cHlEol/uf/+X+mVCrxyf3P+OzzTxlNhuzs7AijiqUlZvaUQrnEW2+9xcbGxmKvuNJYXgyDms0m7vzrF2RM0xC7qdpSBUWG5UZtgQO1ZhOs2QQzbTAc9DB0Fcee8eMf/RDf97l9+zYvvPACsiIsbLOmieNY2LMZhqYQZEwxsFEVOs1z1tc3Cb0Q4hD1Ak70azqx/tbkuthW/23TkyQRTNVms4njCCDthRBJPp8XBLq5Xt1oNCIIvMU+wzRFD+N5whStUl5ifX1dILFLee7eeZG9/X1kWSabzS6o6EJaS+XDDz9kc3OTTCYjBE9cd56sMtNpa7Fb8+b8IllS0dM6tuvMjdUMwtBHUmTx1ItCwjAkDkNmkxG2NcWYD2PCMMRxHAAGricEY8rFRRmo6zqRHyyYte12F5CJwgQJheFwLAReUj/v4VZXV5nOBTELhQIpPUWr1SIIIhqNBs/2j+gNBBGyWq1imqnFlPTGjRu4nj2XIRMquhcrhUKhAHMw7Qfvv4/jOGxubgp9/KtXuXp1B8uyWF1dXWg6ptPCvTKTycz7kSGK6nJ8fMR584R6vYYkiffh088/pdPpsLu7y7e+9S2++93vsr6+zvn5OXt7e0iSwsraKndevMNsNkOSJFZXVxe+yY2GwFY+fvyYVquFPD+VNE1jOByytb4xp6A4jEYjKpUKURSJ5Xi7TRzHvPjiizx8+JAgCDg5OeHs7Izl5WXeeustMpkM7XYXIyUW+lEUkUqJwY6iKPi+u2hh6vU6oBAGAaou9rGKMuch/poMHX5lcv2qxErm4+iL6ZfjOItxa1b++a5AViCKhX2orusCFDsnqkmSsvC9vUBwFAoFrl69yvKqoGz3er2Fhvmz7jMMw2B5eRXXdel0Oti2zfXrVzlvnhHHQopL11U0zWAwGApLV0VAa4bDIbKqCITCnGIO8WJBrMoSUeARhyHWVMLzHHQtQ76QIyEmikNs2+b8XEgGvHLvHpqmLSZvk/EY27ZxXAvb8pHV9Hw8LcbuOTNNFIdY1lSIroyFp3AUJvS6A06OPuOLLx6h6/tcv3GLxto6sazQHw7wAp+VpRXqyytUq2UKhQI/+MFfzMGyWWaWw3sfvE8qlSJlprFtm+3tbf7wD/+QDz74gCdPnlCuVkSzf3jA7//+72OmUwxHA1KpMul0mv19Mb1TVRXb8ZjOmpyeHVOtlITRX6fH8fERWTM95+HBD37wF2TzBa5cucK9V18mDEPOz1ucnp7y6f0HAhjQ7WIYBq+//jrJfOdWKJSoVJYYj6dEQch0YgkwMrBUXmJtbQ2JkKyZJmumaTZHHB8eCPS8ptFtt/Bdh263SxiGXNneolQqsfv4EYNel0wuj6oJ0mqpVKJWW2F9fZ0g8Gm1pjiuxXQmNDzS6SzT6ZhSNf1c0PK/NLkuNthfSaokIUaIMZ6cnOC6Lr4vCGkXT5+MliWKArI5QXq8gO7k83m2traI43i+8JVpt9uMx1N2dnYAFuP8pXqVk5OTRS/XbDaZjC2hFT5nHBcKhYX3U7lcXvQLjjP38Zo6aIageNuuS6cn3ohiscja2hqz6QVsxiaMItJGGsueErjuQvchDPz5zqq/cLnPZoVVqmVZC+2/6XTK2dmZkP+aS65NZh6FfGUx/RS+Yta87xKl8ve+9z0q5SV++tOfsru7Sy6Xw/cDzs/PsTyfTE44m5yenjIcDimXy3Q6rfngYzjXsxcKUgeHe4tyezKZ8t4HH/Ls2bMFUdHzPL7//e/z0ksv4LoureY5+Xye7e1tCoUCT548IooiMbCIQoIwwfMcKpWS0KQHOp0Wd+7cYW9vj3/37/4dcRzz8iuvsrq6Kq7XHF2TzWZpt9tC3ySO8TyPbrfL0tISk9GYZrMp9AdzOVRZyDecnp4uqppUKoWSiPfqQr4hioTcgq7r3L9/n2JRqC0vLS2xvLzMaDTiww8/pFQq8dqrr7O2USVfLAjJgvlJrigShWIOM0gt9rLLy6vz9UIFee5j/eu0IfqVyfWLcTHAiOfWM67rIsnyYsmqKAr5TIYw9OfQ/oTpVIh2ptI6tXoVa+bMl4hC9z1JpDn/SvzCQpBFYMrEArZDGIasrgr0wGwm0OXVanUxItZ1sQMS4jETQWvI5vE8kfBCbizHdDpFkiTCMGRmWWTM1BxZnScul2g2m9jz2l4lwvE90un0gnRZqVSIA4GPXG4IfYyDgwOq1Sr3XnkJXdc5Ozvj8OAUWRL7nNPTU6IootVqoqhQq9UwTZPvfe/3qFQqkIiVRK1WYzQaMx7ZVJfqjMdjSpWfC4PatlAMjiIxFBJj+i22tjbY2NjA930+/fRTgViRZB4/fkwSxZhmijiOuXJ1ey5tJq7T6enpXBY8hW3PCFxPIE5cB0nVWK438DyPt9/+MefnLV5++WWxqsjk+OijD0iljfkAo8P9+x9z75XXBPPb0EGRuX7zthiuSBLdbpdPPvmEN998ExBwqCiKBB5V01lfX58v6FmwknUlZjabkM9n2dhYo9Go4TgOGxsbyLKQoxMPnf7CN6BaFdArVVUxDIOVxrLoS3s9HHvKymqDjGkS6QFZM83Z2TmFXJFW2KRcXKLWWPu1++n9LQONi1f6+ccLV0NhpxmhyCpIouFMiCjLFVRNxrEm8ybcIomWULTUfEMuuFi27eJ6AZVyWZDoikVW15aR5AR3fhEVRaPd7mJZDtevLXFwcMDZyTn5b32LTNqk3lgS4/2UgSwLGnkQ+hSrJVTVWGDWqtUq5XKZ/nBAq3nGaNhnPBqRxFlC36NcymGoCuPBUMiB+T5h4CAlMXJNIZ0yF6qvp6fnDId9ZOkFOh2R+Ds7O2xsbIgbxws5PumQMlU67T4nZ+dkTB3H99isr3Dv3ktkMhmGg55YbE9mvP/ehziOR6EotNajKMGyLJ4+EXAjRRPG4GKvZLLUqPPeOx8Ls25k6vUqGxsbQqk2iMnkTazphMD3kaREUN5tm7/+67/m5OSIXC7Hs6dPieMQx7EYDocEQUCjUcPzNArlCqPRkFdeeYUf/NVfMZtNePvtt3nzzTeJO0Li7OSky807V5lNprz//vsL+WpN0zBUjfPTUzLzXaDjOJRKgjF9/+NP2N7e5vT0dEHuLJVKiz5dUhTx8NAVOh2hRXn37l1qtRpnZ2fcuHGD5eVl9vf30TRt0cNeDMbCMCSOY05PT9neuUI6Y3J6fsRkMiSbS5EkGSYTMUnc2zsgiqI5eGFCrQHEIcjPeVqYJBGSNLcJJUICZBkUSSKORclg2zNUI2Qw6M1lvVI4jkUYuMiJymQ8JEFm/9lTJFknmy+RTmd44cVX2N19SrPdI05k4kTirHnKcNSnWhWcnW63j5QoZNIZXNvl+OgIWZKQpYSjw33u3bvHZDTCm1k40zHlchlNkjk4OKGYKbC8tcqDTz9jPJpSyJuEvk0UuqR1DdvxWa5XKeYLwu0xnaXT7PDCnRd5+vgJTx495uqVbZbrNdFHnLR43HzMdDbG81xUVeav/vN/ptvt8gd/8AdsbV+h2WxydHREsVSmVKmwd3iOF4eMrRluIFOqlHnjm2/y8gt3eba3SyqV4vz8nF5vMO9dHSRZQzNSWI7NSqNGt9umWi6iGjrjyQxF0ZjZNifNc8xsinJliS8e77Ky2mBtbUOoKKXFGmFra4vQ9xam6E+fPqVYLJJK6dRqNa5dv86T3UeUqxXCOBD9681rfPLxx2xfv0oqnaPb7TIdjzFTKWa2y9HREa7rMxwOKRTSXNm5ykV5n8vkWV1eW5RbhmbQ7/bZ2toipadwbRcpkdjY2GRvb496vU673RE6hFFEGMd4QYAfhmIQktapVevsPzsg9CNuXLvJZDSl0xKDDU3R+c63v8uDBw/IZDKUCkIn4/r16wyGI8q1VfqjIePZhGKlTD6bBlmi0+synU7I5rPYrsWDzz9lY32bdrvJ5uYWWiozp9E/zz2XFDN3FZt/4asfUykxhlZ1FdM0BbdLkggjH6SY2XRMEvsEIYyHQ9JmifpyhnSqQMo0CcKYarXGeDzEcmwatSV6/RaPHj2i0WiQzxfodvqEQczG+hbqXMjTdwXS+Z2f/IQrV65gpg32989IonkvFyecnZziuSG9doeZY9Ntd3Bdh+FYLKgzmQzEQqtelkwMVUPWIkb9EY7lks8X2dvdQ0FiOp3SbLZxHG8+gRRPOl1XFw3z/v4h3W6XXK7I/U8f8OmDh6QzRZijrieTGa49Y29vj3JBjJyPD4/m0ymFer3OyppOEsv0+8PFgGVzY53+YEh/NMQ086DI9LpDRhOLF1+8zfvvf4Cui7GzgIMlTLSJcCEplfB9f/EzBoEYLF3wuU5OThZ7xVqthjvvNSVZptVqkS8ErK2t88ILL/Dnf/6XhDGcnp6SyeTIZbPoRpp8NsvK2hpXrlwRw4tej3K5zL2XX+b9Dz5CloXfV7kshiYXPLJ8Ps9nn30GCK9py7JE6W6aPHv2jIeuxUs3r9Oo1xb4yclkshATfemllzg7O2NpaYkXXniBdDpNPp9f7E/T6TTn5+eousFSrUypVKNSymM7E4bD/lz33hd+y5rJeCyW9xeiob7noKczzzG5EnkuggHCsu/LPZhMKmWiquJpappZQEZRNHwvRFVjxoMBhqZiZgpUKxqakRE91WyMZhisra2JVI0CKqUylXKZbifLewc/o91u89a3hFBNuVwmk8nQap7huu5CwPPg4GAhnXYB/LwYPNi2zbO9Q7EaCAOOjo5Yqgt0te2I3qVaLs2nY7LggCEtBgeZTAYlEW/kJ598gus51GrVBc/noi/w/ZB33vkZ0+mM6XRKvbY8p0Ts0O7051CbYE69UQmCgFarxcHePr1uh0q5ShCIMmapXGY6sfHDkI1KBceasLa2RpzAxJqJpbqm4rkhqi52bR999BErjQb1pRov3r3N+nqV5nmPpSWhCahpGoZhoOuRmI5KGpPJhE6nheu6KIrATW5tbc19y8ZIkhAtjWKZXC5Ho1FHVWF9zkcbDHrMZgnfeHOT4XCAomnUajVyuQyqKjObTRiPx6ytrRFFEb7vs7KyLAZLto2qKlSrFSBhNptxcHCAZc2oVMr0+z3Ozk65c/vmQkpblIwyYehz44agn6ytrbCy0pj303k6nQ6zmWBn2/aMQjFPsVwjiEIymTSaIuF7DtPxhMlojGPbDAcjysUSppnHc0OK5RLSXA5QVfVfS2L96uRaOInJCP/ZL/deYBhidBmFCYZhkDJM4iRkNJ4iIWGms9jOhNi2kBSd6WDAR58+wLZ9XnzpHts7V3Aca8Gx2d3dZTwWte/+/iGKKiSYs9nsonfK5/OL5LmYlEWhT71e/wpdQCCgRUlruc4CU3YxUVRVdUGU1CTRq2WM1HxgEGGmDW5c2SJtpuj2OpydnSBJidAjV1VcV0xMb968xd7eHlGY0O302d87IZVKgyz06j3XQSKCJEJJIpzZlH6vQ7/fp9FoiP1Qs8N4JGBDUl6lXHa4cu0as8mAze0tUtksejpFJlvAsqzFM+7o6AjPCzk/P+f+px/zR//T/4n/5p9/n//lf/l/kdYNZpMppmkupM3CMCafy5Mxc4xGI3K5Ar7vQiLWJGtra+i6MGGYTAQIV5R/BfL5HK12k8k45sqVBteu3eDFl+6xvr7O6sYmgS92kMI/TfDSjFR6vs7JYpqp+f5xTKsldpBJkqCqKltbG4s1Tqt1ThQFwhEzpTMZC6D3jZvXmIxn1BtLzKY2lj1lMp5hZgR9xHEtHNvDSGlEYUwhlyVfKBOGMWHoY08mjAMHy57iB97CfkjXhabh5kadq9duiQsbJcia9ryBu19SmFmMTy6MnYUtjq6n8MMYXVPJZvMEgYftBKhKRKW8yv6exfHxCa4fk05lCYIIXdepVCp0Oh1RthgGX3zxBf1eR2i4j8Xx/8EHH6DIYvmXSqW4cuUKmUyGhw8fMpvNuHFVMGEPD/YwTaGVt76+vhjnanqKs7MzHN8ll8siy/Ict6dy++YN2u22gNZEYkEcKmKMrEgIZvL6Opsb67i2ww9/+Ff0B13iWECfHMuhUqlw++YtpuMZz57uY01dUnqKXCaHNRFGEIoio6kyUeCQfMkLMJMxF0t2P4gZDScU8kWx+wsESNi1JwuW8+bmJudNoZIkECERvV6PfDbNbOLw9PEh1mzGnTt3MA1onfdYW6sjSwq+F5Axs2RMmTgWLNsLgG2zeYZpZgiDmHxOwMvGo+mCGnN6eiy0EaWEfj/m7t1VvvdP/imrq6tkcuLnz+UyjMdTHNcWoOisYA0L4KvM9vb24sGn6QqnZ8eLymN9fZ21tTXG4zG9XodszuTqtR1kGXZ2tojCBu12l5OTI4bDMWfnR3P5b5l8voiuq2RzJmpfJgg9JD8iihI0XaHTPCOXK6BoMl7g4HsOqiyTSaWR4oTZnAKj6Skq1Rqlag3CCNsNF/7czzG5fjHRvhTzp10+V8T23AWoVpwYI3RNp1GvYdsWrdaA6bTPUm2Zta0rBGEsJneDISsrK0RhwMHBHnfv3CGKAv7yL/6cOAZkA+Zli67r8xND7J9KpdIcIT7g8PBQSLJpGleuXFmIfu7tHy6oDuPZlMlojGbo5PO5BZpD1xRc30NKmEuHKXPpLWgs1/nkk494+PABli1G4LZtLxDyURTxwQcfMRnPGI0mSJJMubQkavlyiUSOiUY+SRiQNTM0ahW2tjeIgkAwqC1LsKjDZKEkGwQRrVaHOP4UVY45PnHZ2Nomny8ueqILyJht2yDFyLLov//8z/+Uey+9yHd+9y3+0w/ewTDStNttbNvh+nUB6zo7OiMIAm7evC7cG8OYdrtLs9lE03S2t7fwfR/H9hhPhnS6Lfb29oThgQLf+MbrvPGN1zk9OWNlpUG/P+Cs1SSTydBoNOYrApWEmEF/ON8FpucLe+bvo4wkady79xKTyQTLms4haw75fJZyuUy9toSmCQ2Rvb09hkNxgg2Hwnv59u3bCwXeIPCwLIvJZLRgFvc6eXJmDk1J0BSZUJGJVQVQ0HRl3loErK2toahiip2EIZJqYGYMMc9Q/kYS/BqTK/kVnwMgI8sq+XwRzffEIjaM8f2QMIhJ6UJeuVSsUqs18EPImMITdzQa0W63WV/fwHUcjGyWY1lmfWWV0WiAMkdkVGtLOK5Y4nqex+npKaVSiaWlJSEGOhhwenrKYDAglUot0B9LS0ukUikODo4WFjNBEOB6No18g1RK7La2tzbEvms2Q9Vkzk5apHQDTVUpFnKcnh7z7/+/f0Kn00HX1TkbWsayZiwtVen1+gwGI5Ybq7z00ksMBkParS5RlDAaDEGJmU1GxEmEIgtYlqHpRJJExkwRhjFPnz4lQUFTjbl4jkO7LRRktzfX8T0BNlZVfX4jBTieIGoqqkSSyGgaaKrMj/7zD1leWuJb3/oWn93/dC6ommc2c3AcTzzFFYUkhlKpQjZrcse8w9nZGdPpeE7xGVAqlTk7O+P8/JyVlQbK3Fb3tHm8gDw1lus8ffp0bo0kTO48z6HVEr2c+HqNyThg0O8tDOVlCa5fu4rjOGiaxnEUoqoK62urbG1uCKrScMiw1+VP/t//K6Hvc+vWLXZ2dsjnc+i6huM4HB0dAgIXKqxscxQKeRzHod/v0+t3KWSy9HsdADRDm2uDeKiaQS6Xw3UCarUGmp7GTOdJpJ8bD8UkKL+muvDvNHO84PJcXDjXdQUKwXWJkpjj03N6wxHIKkv1OoWy2GUUi0Xu3btHFEUcHx9hGAKp/PHHH3P//n3MtNCHuNBvcBwH27YXjff169cX0yXHcRZb+u3t7cXAo9Fo8N3vfhdrNmN3dxd5bix3IQK6stogl8sJVL7vCsTFdLYwNSCK+dP/8B8ZDvvcvXubSqWM57kLHYtut4skSdy5c2tB8tN1YSX6/e9/n+3tbXzXoVDMsVyvYWgKvW6X8XjE1tYG/+bf/Bt+93d/l3K5jKJIC7BwEEQUi8WF/t5sJiSwL5SBM18qV3zfJ5/JoqkyhWyGs9M+56cnFHJZVldXBfmzViOXy2JZAp5WKlXIzdWYisUyb37jLV577TXeeut3uH79OpIkLWTkLnQ87ty5w+/+7u/w7W9fZzod8/jxYw4O9vjhD3+4WO6XSiVyOWHGkM1mSZJk0Sfbts3S0tJiYmmaJrZt02w2F2iX6VT0h6urq4DoJ9fX1zk6EjJ6b7755rzfFC4ojuMsaEoXXy8UCpTL5cWS/qOPPuSdn/yEjz/+iGF/MBdICnFdFxkZw0ijyBpmOku+VEJWFIIggrlpxa8rfmlyfXk4+OXPZRkMQyGXyy6IdtlsdgH8rFQqzGY2nU6Xydgik8mysb5FtSp4P3fu3GEw6OE44qI/fvyYOI4ZjUY8fbKLrqoEXsi9e/cAePr0KZ7n0Wq1aLUEI3Z9fZ1yuUwUCZbrlStXWFtb46233qJer4taWlOI45CtzXUq1RIAy8vL1JYqyEjzSZYotR48eEAQeqJRnoz44MP3+fzhZ+TMDEf7B5weH1MqFLBnE8bDPrlMmt//5/+MOAj58P2f0To/pdtqk89k2X30mLOzMxRFwZrOkBF0mygKuHP7Niv1BvdefIH/X3vvHSZHdaf7f6qqc5yZ7slJM6ORRhJCAqGEhDAIY5ONDciLbGB/4LAGG5zuvXivFz+PWfvu3bXXmb2214E1xnHBNsHIYAMiKSAJZWkkjTQaTU4dpnPV+f1xukoz0iggNAS73ueZp6a7K3V1feuc8z3f933LwtJ6tKqqCofDwejoqGUiIYTC4OCgRbsA2aUaGxvDH/DyrktW4HXJxEMgEGB4OEEopFIWKWH3zu0sXHAeGJKbZiY1+vr6GB0dZWBggJdeeomdO3dadZt1dXX09PQUCwNkgsq8juvXrycej1NbW0tDQ4NlmHf11VdLObXRUSoqKpgzZ45VnmYYBr293YTDQYJBP8lkHCF0YrER9u9vl26ePg/5fFY6r5SGUVWorCxn3ry5VNdUUlFRwS233MLjjz/O3r17WbRoEWqxGqi1tRVNk927mpoaampqLPOFYDBIc3MzM2e1UV5ViWEIMpksoWCY5qYWysrKicdSVFfXEgqFCZVGABVDF5Z5iMN5lvqEnCnlRMUqMwGs7Fsmm8WVddF58Ai+gKwFG47FSaTSstYrEMbpdNJVlDxzOaXlaS6TxTCQE525gpVUkKnjfsKhAOvXr7dqyXp6eohEIvR0d7F3717q6+tl5iidpqSkhNHRUTwej/SCCgZxu92UloYpLy+nvLycWGyE4QE5/smmZMW7IkAUdHQEiiEYSyUpLS1lWlM9oVCI3bt3E4vFaG1tZdmypezatQtdz9Pf30tBzxKJlHG4qwOXy4nP46Ik7JXlStks9c2NBAI+YrERYrEYK1euZOuOnWzetAWvT/o1d3X30zfQT/v+Q9z+//0dmUyKHTt2kUwmcbpkeZhWnKQtKytjoL8X9AJ1teUsW7qEafV1CMNg1+69BEN+VIezWO/nQAi3RfcBSCRijKUSTJs2jb6+nqIZoKyur6qqYs++nfT3yyJcl8uDw+WirCxarCctoGqyCt9d5LHF49LTq6KiQqpjRSKWu4hZX1koFMjlchazuqqqyhLhNF1eysvLaWlp4cXnniXo91vMi2w2S0tLCxUVFUW9e2mAZ/aYTAm1YDCI1+ulprqWYCBUtKTV6R0YxJVwU1lRTVPzDFA1/IEQsm1RpFk5cgSk6wKHdna6hSeYRD75RooCDgd4NDlI1XUXTqdGXs+hG3kqqqoJBORTdzQhXUcQsoAymRqjpCREWVkJoWAQxRAc2LcfUdBRnS5UIScD29ra2LZtGx6Ph5qaGot9PDg4iKNYI2iyhLu6uigrK7NYyi7NQVV5BTk9Jwt7FawfNhDwMRY3q/kLOBwqmupCVwpoKDicGkLoVqaurKyEYDBIU1Mjui4pIdlsmpaWJoaHB2lqaqHr8BF27dqDPxDAMAoYokDQHyQWH8GhKsyZM4e21hkMDfZbxm8mCfCclhaamlvpOPRHdF0nGpUT6OmM7FqFS0qIRMotmYLDhw/jcTuprq7G7dBoaW7E73Wzd88eMpk07e37UDQfLpeDdHqMfF52o4QQ6EYBt1uOQ3t6eli4cGFRTLUKRYFAIEAoFGTbzi0MDMSIRiuY1tiMN+DH5/PhdLoJh0pwez3oumBwcLg4Z+Ys3hcqgYCfZCxOMiZ/d7/fTyAQwKk68TjlA2+gdwB0WaxdVVUlExTZAoqhMDI0Skm4jJJwEKUoHpNIJAmHw8RiceLxOMPDw6RSKUslLBAIIhn6gngiSdAfwhdUQHWRzsrzK4tGqKmtx1daVpzHlYGlFwwU1TFuWvfsVe6+oUIqVQGX04FwOtA0RQ4GtaPmCKMJORuuFTNcIzE5rpk1s42WlhYcKIyMjKAhq/BjsRiZbF6mgz0+RkdHLdcLs8p+ZGSE1mZpRG0acZvsWq/Xy5EjRyx2a3wsLscrQSnFlslnrKeky+WiqrxCFiGPpdCdOugGhl6wumPhsCRidnTsZ845s6iskjWOtbW1LLhgHmVFYufGjVto37eXQMBDIhlnLJFgSNHJpMZQVMimxhgdla6IHR0dVNfUce6556IXDDx+aUvq9XrRCwY+n4/Dhw+jqIJ0JkMmmyWTkQ+JcDhMJBIhHArQ1FCP1+OmtaWZzRvWozmgq/MgTqeDkkiUXF7WDkrfYhWny4GiCEpKQ+zbv5dcPoXP58HjcZNMJizV246D+0GoBANhmpuamTZtGkKVEs9ej68o4llCJp0rSuUli8JE3iJnKofH6bL0CkE+2JLJpOUMKe1YJWG2pKSEqqoqDMOgv7+fjgOHmNZQQzgUoKFhGm63k2i0gkhEGh9KDpq/OKnvsPiBknsnx0v9Q/K+cTjdlIdLiVRUEqmoAEUrZgYdgIKhy7lPbVx68GxST15X4a5VwIuCUpxklrWHGi6ng2DQj9OpUTBgLN1PNpMHIauxk8kkBlJHbmhoiJKSElLxhNVNCIfD9HRLXYgtW7bQMn0Gl112mbQnLeTYuHGjfAI6nRbL2eGQFQULFiwgGo3S0dEhxfjLwjhdTXR3d1MolsU4nU6Chh+3y01pmVRyzY0Vs1zFz1PJJP290m40HhvFWez+dByQmoZBv5/+3l5CgQD9/f1EIhF6e7rwuDUuXnEhR7p6qK2ppK62mmQyScDrQVGRiQ2Xi9raWrq7u2X9XbFLvW3bNspKK7nuuut4+plnZVIFiEajRKJR0uk0o6NxRkZGLI+ryoooqjBomtbI/gPt9PX30NzYCIbA43QTCgVIZ3O4PS6pmY5BLpeR3LN4nKamJsCgs/MQbbNmsPHVjZbDozkH6fcHGR2N09nZheZyglCK3cgBvD5Jhykvr8TrkTr2mqZZ+6+IRslkJA2lUJAV71IYVEPT5I0dDIZobZ2Bz+ezrFnHxlLMnj2bSGkYvZDD5w2gORT0giCbzcvCZH8Qt8soGk9o+ANeSksiOF0a8ViSweERhOqkrKqWigrp7+bQXJbtji4MVB2Uoky6aXEFsr06m2TkEwTX5DWFE5cKAh3d0FFVgYqKU9NQfT4qNDea5sDj8ZLKpIoUlRj+YFEtNlXU6y5IE/FCOotD08im0gyNxsgUq5tXr15NJBLBoSm0t7cX075ZK/MXKSuhs7OToaEhS2qgvb2dc8+ZjdfrlYpNqorH5wNVwe2WBmihcABNUYkNj0gztGgUv99PbGgYo5BnuL9HTiQ3NlLQc5SVldDWNpNz5s7G6dJkNXVyhOSYpN4EA2HOOWcW5557DoFAgP7eAXp7u5kxvQWfT2Yjs9ks1dWVDA72U15RxYZNrzE6OorP56O+vp5gMMzg4CDDw8MsvOA8AkEfPb29xZu9YKWeKyqismeQy9DU2ED7nl3U1dURDPk555zZFAzBcDJj6ZOYvs+CPOl0mmw2TVvbDPbv38cfn3qC7p4udu7caZV4aZpGRUVVUaOkj3g8TlVNbZEb5UBRJA/uyJEeGqY1sWjRIrq7u3nxxZdJpVLU1dVRyBtFSTrDqo4xtVJMPUFzftR0lDSP3dzcQijgp6vzUHESW5FmFkM+az+mBavH48Hjlr2MXLYgy9KyeRpntFEaqcDjlprwQphNgYbmkK2UOblteiYbhjEpj3EKg+tEGG8cJC/g0W6qgtstfbJcHjcjI8Nks1nG0rKvH49LHYSe3iOUBWW2LzY8gjAMqqqqSKYz1DY2UllTA0Bvby8V5RHmzp1ruQ86FIXNmzfj0KSB9datW3E4pE/w0NAQO3fuJODzkytIfYZ0Ll0U1JxOMBhkoF96calCXtxsUXrLZCbPmjWL8xecR2lpKfsPtNPY2EhdXV3R60l+Z4/HVfRnzuNyOejt7cXvDzI0NEh6LE02Jcc6FRVRYk6Zqg/55cOlf2CQ559/lgP7D3HOvPOZMWMG7e3tljLx+vXrqauvIZXOAkpxTCQH/plMhnAoRCQSoaqqiuHBXpwOjdjIEBVR6RfsKUAur1NaKuXsFEUhEPRZ5zo2liSVTtLR0Us6PUZFRQWzZs3klVdeYdq0Zmpra+nr68ft9jA0NEyoJILX62d0NF6cU9Q4fLgLl8fLBRcswuPxMTQkW1ZT0swoljmZXUWH6kToMJZIMWfOHCkHPhKnUChYRb75fJ70WAq/10Mmk2NoSJZgaZrTUss1S9xMOetEYozh4VFyOWkR1dw6nWhVDbqikS/KVTgUDVHsa5mDq2NHVlPhlXyS2sITdwvN2kMNDaEKVKFaJ6zrOg5NI+B14XBoKEWxe7/fSzweJzYyStfhGHt27WbevPNksiIlWbrh0hLc3TLNfMGiOsYS0lpmSIUrr7ySnTt3UlISxuPx0NfXR99AP163hyVLluD1eunq6qIiEqU8EmVsLEFfXw89PUekTp1DVl/MmDEDoyCzm6UlYVxOBx2xYfa372F4cAhFFcyeOYPSSBn9/f04nE4WLVyCy+Ni44Z16IZBZUWUw0e6OWf2HIZHR2htmc6s2eew5qmnCAakqpLD7cLp9uD2+Qnognh8lGQmj+bw4PIGUBUn8WSB9vb9TJ8xh1df3UAun6X/yADTpzcRjUY50t1rPdVNwdVQsI6RwQG8bg8Dg31Eo1Eyaan6qyhasYumkCtk0Y08BUMln5PCPAoG6WyB3bt343Q7qKoKk0wlmFtZTlk0wsGDh2hsakbX8yQScbxeD11d0iK2UDDIZnQWLlyEXkCKneYFO3fuJh6PE4lEcLlcdHZ24VQ1EvE4Pp/0YTYFdcxCZpOsefDgQUvDw0xuKIpKIp4kk86STmUoKSmx+FpSmXmAQ4cOW9IO9Y0NqA6NbDJPqdNFZW09+WK3Ty3e3gqQ1w0cinSSAWQlkBCo6uTM+ykOruOXyoSlDDIHDpnVwUBFxeGQhfS6AJeqUBoM4HZq+FwaPpeTlM9LnzCYMWMGQ0MDrHlmDbqRR3HJeYxIVRSPM8CGl9cTrYhQUlZGICjrB91eN6gKY+kUOCCdyxKNRoklZDV2RUUVpaEgvX1dGIaO1yPT0QG/j3g8zu//W9LT3R4nn/nMZygJhenoSLLu5bXU1NRw3vlz6ezspKK6hoZpLezbs5vWmXMYjY1RGI2xc9deXnjpJS5adiEHDh1i/ryFtM6oZc+uXTy39kXymSxtbSFG4mP4fB5KIlE8viA7d0s+VUZXGMsZuDxBNJcfTVNxe338/Oc/p66ujtrqKrq7BxgcHGTFihUc7uouqgjnaW5tQdfzxEdHcFSUMTTcxzPPyHR8TW01s9tmsnXrVrL5HNX1DRiqTqS8DI/Px+6dO/H6/SRjSRxuByVlZXT39dB5OEZrWyVts2exa+8eKqqiKA6F7r5u0rkxIpFymltbSCbSJBMp0pk87fsOouuCdCrDkZ5B0qkcmtNBQRdEyys50tUp58bqqslkMgwM9UvFKp+bXDyL1+8hmUqwv2MfjY2NvPaa7B7Pnz8fXRTweULk84Kqqrpi91RK9h0+fJi8nqO6uhIDnaaWJsrKovQNDJBKpWlpaaWpZSZGXiAQIHSEamrBKLi0iXUXcmxl0qqOLUOact3CyQPs5AFXhFLcsaaiKRpCuMAIoKLIMiOnE/+In/6hQZmeT6csTY49e/YQLa2iu7uXw4fdXHHVlXR3d1NXV0c4HGZkZITS0jCz58yhvLzcUn+qrq2hqW4auXyKRGKQVCpBNpu1VFbT6THisRj5vNR06Oo8hGvaNF556QXC4TDXXHM1mVSa+fPnU1lRy/bt2+nuHcRQVDKZMebNn0tdQzOh7TvZun0XpaVhi87+9J+fZ3R0FL8vSHfvIE63i2xBZ8fuPdTV1ZHNC156ZSOvbdtFW1sb0Wg5ldU16GwB5NjD6/Uyd+45eLwuBgaHefTRR4vzRV6Gh4bw+72MJfL09ByhrKSUdC7HQF8vFRUV7NolfcaaWpp5dctmevt7CIeDNExrlFScQgHSacYyaWJ9MXQ9T09vglBIYcGCBWRysj5z6fJlDA4OMm1aM4Ggj3QqS1VVFQPqMKFgGTPb5rBjxy4cmmQeu7w+WfVQ0CwLJZ/PRzqdttSlzPmtgYEBa/LXHHuZehpmbao0sCsQDJeh5wtkMikMo6jgpYLH6SIYDFr+yalMBkVRKa+ooixSDqpGrjBOxckQcg5LAeWUQ52zjyk1HAfQVFk4atLA8/k8Hp8Xj8djEeFyuZzlSiEFTfpIJGL098sfqX6alF2LVkSLZTCVsgauKAxTXVHJokWLKPEHefmVFwEYG5N6HaY32OjoKHqhgNfr5+/+7nJefXUzr65/Fa/PzcUXX0w+X2D//gNUVFTwy1/81vJSLikNyaelYbB27VpyuVzRZSXDH/+4hp6eHoaHRvF6vXR2HmZwcBC3x0ljYyMvvfSS1HVMy5urtbWVc88916KaFwo6Y2MJ6xwjETm2fOHFl/H5fFRWRGXCo05q0G/dspmSkpCct8JNKinpKppDpa6xgfPOnYvb52XLtq1s2bKFrVu3Fw29ZbcylyswNDRKdXWU8vK8JYGQSCRwOBxccMEFHDhwgKaGRinFkCsQDJayc8cuOju76e7pwu/3W7R+zeliYKDfSgrIukeB26lhGLpVdWLOSTY0NBCJlBXZCwbJ5BhlZWVF7+Ix3G4X+WyehCOG2+myin11dKKFclRVylq7ilZEw0Oj6LpBeXklpaWRIon47FVYvFFMeXABKMhBqFlMKxSskhVN01AcR3+c0tJS0kXX92QyydatW1mybIll+dPc3MzQ0JB0ICzKMps1c263m0AgwEB/N7FYjP7+AQxDtwiVPo+XkhJ3USw0QdDnp7X1AoSh0NHRQSAQ4vnnX+CJJ/6IpmmMjsYIBLz01VbR29tLe/teyisiGEaSuXPn8sorr9B5qKvIOE7Q3d3H4sUXYAiZmXv11VcZHi5w/nkzaGlpsbQWd+zYWdRPlCVIiqJZOnzBYJAF553PaDzGBQvOY+7cuezevZNHHnnEKv0xvc3cbjcHDhygtq4Gt9vN+vUbcRfdOqXrSVhWTRjw2mu78Xg06uqqLcPwgi7Ve/1+Lx6vi9HRUZqbmxns62dsLE1eF/T29lNTU4PX6+e1rTtpmjadkRFJBhWqYhn8RSIRsrk0AVexUFeVmpCmD4A5D5lKpdi/f78lc2cmJxIJKVjqcbmpqaymPBLF6XSSzqQw0ItiqC5CoRKEqmDoUCjoKIqGzxdAVWR9oDfgtebXFEWxZAKnwsXkVJiS4FI4KsUG8ktqigKa9EEK+Px4iybcJsyULFB84jmpq6thYGiQRCKB3+9nbCxlFYf6/UFqamTVQjAoq+7TmTEGBgYYHYkzMDDI4MAwgaAPn8+PEJBNZ+jt6Wdf+wGqqqqIzpmDx+NDUTRcTg9jyTSbN72Grhvk8wVqa2s4//z59PX30NPTg9vtYdfOfSxceD4tza3s2d1enJB243C4qK6ukmRAvYAo5Jk9s42GhgZmzZpV1G6sIODzsXXLZikj7ZXCM26XA7/HzZ6du6hrbCAWixEMBunv72ffvn2oApzjnsiRSARDyG6Tx+cl4A9aRbEClcsvfy+BcAmHO7ssta1QyMvMmTOZNm0aGzdulAmkEild5nRquNxSbHX69OkcPniIhoYGwsEAR+I9aA6VtrYZpFIZctkcmkOgqU7J7na7cLslK9jrdVNTU4XX7SIRi1vFtMlkklgsRiIWlwKymSzpdJqqikpSyTGSiQRej4dMOkPA50dRwelykNfzDI0MFqcHonj8AYQqU/Ner49QuBS324vfF0DXZXGuVxwdnhwbWKcjdns2MWUtl+lOAbLlku/JJ5pDcyCQdp3mjHg6ncaddMtK6cwYw8N9NDY2MmvWLHbt2sXChQsZG5METHPuxOmQlPu8Jy95QWOypcPQiceSUqswXMa0adNIpZPsb9/HkSNHiEajRW33NLlcgVDIx8GDB/nVL35JIjFGTVFspX+gly1btjI0NEAun+Wyy1Zy0003WToUQ0NDVFRUAnKiPOAPsW/fAepqyjnnnNnU1NQRCoVIJmXtXWlpKYODg2zevFnKiQnFygQWCgW6urplV8jtKhpsj9DX18O1V13N9ddfz5bXNsui5XyOwcFBRkZilJSU0N/fz+5de5je2sK27dsZGhm29OAlB052N0tKSuju7mbGjBn09fUQjZTj90vGgKTWp2hvb8frclulS8uXL2dgaIREMs6FFy5h+/ad9A8MEQj4ioRDlYIhyGTHCIdKKCsJU1tdw/79+y0ZNU3TrKynWVXT29tLaWmpnJoplpolEgnKIiVkU2m8Pidu4SKfL7HmtHK5HMlECkVRCQZLqK0tw+cL4PcHyeUKIFRyuQJCkUUOb3ZLdSymLLiEEJLPrChWLkZDlkgZwkBVVPxeHx6X7L8nEgkKhQLV1dXERvZYOobzzz+PVCZHPqfjdLoR6GzcuBGv10NLU3OxMnyYwcF+ptXV09BQx2D/EOXllYRCWUtAMpdz4XC4UBSFQ4cOUVNTg0Nz0tfXx4svvlj07R2kvLyc4aFhy5Ra+ml5EEgtivnz57N27Vr27m2nuroGUBkcHGR0JI6hS5bAOeecQzQaZXR0mGw2TXl5pSwjEgZ/+MPvEEJI5SOzPKhY8iWETjabprl5Gt2HO6mqqmLxwoXypoyWcf3117Nv3z5CAT8HDx5kaHjAmiPq7u3B6XbR29vH/o4DtM2ZbdH883kpqllbW09LSyuFQo6NG9dLqkYkzMGDB3E4HDQ0SNq91+Wkfe9eBgeHqatroLaqmlgsgdfnIhj00tExil7IkU678fl8GJkcseEh3A4nBw8eIBT0Ewz5SSQSdB2RPtDpjOkEqoAOLreDsVQCt8cpzcddGpGoLGVDL5AYi6OgSTa630c+r1NIS5Ebt8eP1xegtDSC2+Uhr8tctcMtmdqqQ5l4H45rteDNa7nOvoYvcrbb/DOD7NjPBVJHweP2EAgELFeLkpDUEYyWR4rlMwXmzp1bLMnxU1fbQD6nc+BAB4cPH8blclFdLR3lg0E/ra2t1NfXM2PGjKJ6kMahQ4dob29ncHAQw4Dy8nJGR0d5+eWXGUum2LVrFx0dHUWfqgIzZ86kt7cXj9tXdAORtqPd3d08/viTHDhwAICamjqppKRDbW2tpS6Vy+U4dOgQBw4cIBgM0tbWhqIobNu2jZdeeslKbFRVVVFZWWmJ3pjs6cOHD+P3++np6aG1tZXGaQ3s2bNHWvTMmmUVrnq9XoaHhwmFSqisrOTw4cM0tTSjC+js7KS/v5958+ZZ84BHjhwhmUzKZElldVEhykd1dTU+n4+aaqnmFPSHmNbYzMKFC6U2oJHH43FxoH0fpWUlLF26mBkzphOJllJfX09VVQWaphGPj7JlyxZ6enpoaGigra3NorYoiqwj3bx5c3G8KfXZIxHJM0skEkWbXoHbIx1T9h9op79f2rwmEylcLhdNTc1EIuV4PD401WHpPEr1J+8JBW3fCkxJy6Uq49z5lKMLUfzMqSkoxeSoIQwCPj9OzUEqOUZLSwt93X3s3LOXstKIVZlQVVXF/o6DfPvb32bhwoXE4iNs2LCBC5ctIZtK09bWxujggFUQ6nRK2bEjR44UU/Fpq9zmkksuIR6PM9Q/QEeHDFKHw8Fg/wClpWUy4+eWrNV4YsSyhR0cHGTdunXMnt2GYRjSoFwIy78rmUzicqv09/dj6FnOO+88SsJBggEfwYCPgM+Px+VGEQaJ2Cgrll/Enj17SMbltEFZaQmNDfWoqsqOHTuoqanh0Uf+m6uuuormaU289MJa9u/fT0vrdIZHR+jrHwRFobaujtKyKI3FFLouhPRKHkvxm9/8N8uXr6ClpcXyQEulUng8Hnp7u9EcKuFwGK/XXRzbVhAIhGhqKkdRFMpKSuns7GTza1uYOWMWVeUVpHNZXKNxnE6NgN9LXX0NtXXV9PcNUlFRgaqq7NuzVwZmLg+6QSIui6hbpjVRX1NryQK4HTJtros8seER/H4vm17bRL6Qw+V0ozndKA4nHrePgmHQPzBEJFLUCNElq0FmnjUKRr6o3zHOzI6jLdVfRUJjAsbVmZgBZjXVZsIDBY/bYzkWdtZ1ktML6Lqczd934KBUaB1LMTg4zCuvrGflykt4tvsZRoZjNDXWkstliuS7UsYS0oza6/WSTo+RSMTkfEvROfG3v/0tzc3N1FRW0d0jrWGdTifhoDQNdzkLskxqsA+Xy0mhIKk00Wg1+XyWTZs2ARAMBqWTfPdhfF5ZVByPx/G5VLw+p+U3lkwmLb38D3/4wwwMDNDW1sbTT/+ZyspKzj33XH784x+Tz+cZGBggm80yc+ZM9uzZA0jS6N69exkaGpBZy/37WLBgAddeey2hUIj588+lra2N/fv38+c//5mSkhL279/PwMAAlZWVtLa2EovF2LFjh/XgkcxjP03TmvH5vSQSMekF5nbjc7np7++ntPhw6+rqYiwh+W1C6OQzWcIlUqRGCMFoLCbN3j1e6uvqGB2SrprS/kiWN0npgYDFWDZ9zrxe2dqYevOKIqisrLSKgcPhMKUlEXw+Px6vH6/Xj9PhKlbcOIr0EZBleAqKIixBWzg+oN7MAHtTUvHHBpj5BVVANwyrFLm0RHomX/yui4juqmDXrj309PYxNBIjm83j9vqoq5PSzTU1NYTDYdmF8jppbKxn56GD1NbW4nJJz2FTzmtgYIBcPoPf78PrdRcrtBWCoQADg/1UVFTQ1dWJipxnE4asFnE6nYTDYcn5cijU1NQQj48yMjLC8PAQDofkfmmaRlV1Bari4HCXpKmPpWL09fUxODhoafmpGpy/YD69Pf0MDg7i83koFHLU1dXxrne9i127dslWMpshERvlwiWLueaaa+jt72NkJEJZWQkHDx6kNCK5a42NjbLk6Eg33X2ymj1YEuZI7xEGBgaorZU2rR0dHbKl0Fzs2rmHuvoa/H4/nqKtUSqVsopiXS4XbqeHkaFRsukcRkFa4NbXC2prqgiGQyQT8iGXGJNmf9GyCG6ni+HhUQ4cOIDX5cbp1IrTI/K3MZMamUyKdHoMj8dDJiPVmx0OB36/n3BYCvCMZcaKRhwqpaURSsvK8Xrk/JrD4UJzOlFVB6riANWsGZTjeEV561qqY/HmBBccE2CKtRRCUNALODR5KqaeQrY4VzM0PGIRC8OlHmbPns3AwADr16/n3HPm4HQ6OXjwIJVVEVRNYWR0GN3IozkUslmd0dgw8cQoQghZjjMgy3EOHjxIfHSU0dFhwuEwup4v6kuE8Hj8DA4OEgj4i64tQUZGhujpgUwmTWVlJbpesCZIvUVjAiEE0dISFFVYFQgbN24sGtUNUV/fSFVVFbHRBFu2bOHiiy+mr6+PoaEhFi1axIEDB9i5c7tMUadSVFVVsXXrVoLhkOVn9rGPfQyhYHkpl5SUoBX9pUpKSpg2bRqHDh3C5/NZarh9fX0Eg0FLZ93r9Upj7qJ4izCgvr4RRRG4NAdupweH4qKnp4e+vgHKSqPE43F2797LzJmtRMvlpLrT7SnqrSdJJMYwdFAVR9FcQ0oTZLNZAoGApaqbTCYtPQ1VVRkbGzvO8TMQCBWFZ10EA2F8viAOh6sYULKGUlGUopl6sfJCESiqjqppIJQJATb+782EIqZitHeiPR6r0gbohm7RDcwvn06PIRSNzs4utm3fxfadu9m7dx+hklKWLrmQ0dgIGzeuR8/nWLzkApLxYRxOqCgrk4Zv9Q1FE+4e/vznZ4jHpdtK0B9g/4F2y55Iz+VJJGKyz64KjIIgnU4TCpYxNDSE0+mktraa1hktPPPMnzjvvPkMDPZZYxav10smLZ1P0mlJeWlqbMDj1kBIv+Lh4WGyRSWr885bQGNjI8lkki1btjCrbY5lxlZeXo7P5+OFF16gq7OTsbEEzdNnkM/naW1tJRgMMnNWGzU1NQTD0sQ7MZa2DNarqqrw+n0MDvYzNNjPzp078fuDRbM+yWTWdZ1YTHaRyysi+HweIpFSNE2jqXkaQuiSESwUMilp5uf1ygqQnp4jlJSVMn/+fOrq63nppZfYsWO3tIlyewkGwyCkmGh5pJRpjfW43W7L59osvtV1vWhMXmFdH9MsXNM0dMPA4Xbh9vgIBEIEAkEcmgdQUTTpv6aqKqriQNGKwaMKVFVBczqkdIBQZHeRiUW5px9cZ5bn+8OgXF4jnZ3exJZrHMbPlmuqZs11mS2az+vDQGXGjFYCwRKqamQR59BwjEwmw8KFC9H1PB379zE2NkYoFKK3r4uhvj5aWpqsCmzD0C1T7urqSspKS0lnJBtYUQTZVI6KymjRxT7F8OAwwWCAgYE+SktLSaVSLF6ykLa2Gaxb9xJNzY0Mj/QTCklnzNJS6Sjv9fg5cuQIhw51Si2P1ChK0SSwv78fYUA8niSZTPHKK69YnlabN2+2qsaz2SxLlixh5cqVuJ2a3N/hI+zYsYNNmzbR3NzMrX9/G4cPH+bgwYOUlZXR1NRkCfxomsbIyAg7duywKtKbmpoYGhrCdHgsLy+3aPLJsTi6LqcEFEWK9rhcDkqCJYwMxcikE9TXNRIM+ent7WbatGbOnT+XqoZGjhzswOGQ5M9kIsVwLE4uWyAaLScYDDI6OFCU3CtYVJ7xfClZipUjnZZkVdMxRuoeQrSyClVzo6oaChqgoqDicLhklrEgawZVVZosSlNFKQYk5TCOitq+lV3ENze4ii2a9YWtDyZJnyLZp+FwmFmzAgQCIfbtPyitTCPlnHPOuQT9PjoPd+D3ymqBvuFhFi26gO7uLkZHR+nt7SGTSVmmeR63G8MoUFtbTVdXJ909vfjj7qLkcx6nU6O2tpb+vmGLKQywb187uXyGDRs20NHRQSRSytDQAGVl0eLYxVcULc2wb99eSksC5HMyQ6koCqFwaJwcd5YjR45Y6sMFPYfHU8Lw8DBPPfUUXq+X+Ogwc+bMoefIYUaGBmhpncnevXv5x3/8RwCGRoYpFArMPudclixZQrSiHF3X2bt3L+vWrWN0ZISFCxdY3lcjw7HiJHYZ2WyOOXPm0NffQ6FQoLKysqjj7pDjLbcbh+bC7fZa5nkejweHUyMWi6F3HKC2toH0WIZgMEQhb1g687qQ/LtoNEoul6O3t9dSDjbrGIPBIIODg/T29hKLxRgeHiaXy1lSDW6PD5fTg9PpkmMqVClT4HDhcLlwOtwoql6Uk5DBJYocO5NOYlbCj7/X3gq8ud1C66jF1aysoQwm87XJGzXrmAsGxOMp+geHicfjRd2FCv789BoGBnvR8zn27N3F7JkzqK+TmcNtW7eyefNmNmxYR0VFBcuXL+faq66mvCLCnDmzeW3zFn7wgx/wxGO/R9d1QqEAet7stlTRceAgPr9XqssODxT1zPuYNq0eTZOu8zU1cm5raGjEqp0zCjpOTT5FR4dj+AJ+Mqk0mtNBMp4gXFoiLXVUlUw6TUHXCQXCjKVTVETLGRgaLBoKJvD5pGydYRhk8tK4vbS0lFwhL8uu3LKaPJlMEiwJE/T56e3txefzcMUVVzBv3nkMDw/T0NBALCalquvq6igrK8MwCng8Uvexf6AXr9cj5Q3iCRyKrJRJJcfQXCptM1rRhc6BAwcIBH1Ma2yWE+GhEJ2dnTz5xFP09vZTWV1L0O8nlx2jrqaaQCBkeWWbKlA+n8+qoDfnp8zA8vl8qJqTsmg5Lo8Xr1dWv7tdXlweL06HC4pjc1XTcDjVouCEwOBoKZ2Ko9jinSnOTrdwaoLLxBsQ0hFCFAescgeGAamUHNfs2LGD0tKw1NFwquzbt49NmzYx2N+Hx+sinUowMjjA3r17efa557n+uqv50Y/+E5fbzeb169ixcxstTc1kxpKs+dNTrHv5FbLZNB6nvMF8xTSyGeyaZho8OK3q/glPeofs61tlWcXJUEWoGAj0fIFsPkc+myOvFzAKulQiEaBoKiqKzHrpBroA3Uz8FH2iDMNAH2fuZkpEm6nufD5PTi+gGAJDAY/HRy4nW6iLLrqIsbEx1j7/IqlUilmzZrFkyRLKIiWoqsqhQ4fYs2cPg4P9Vq1nXUM9wXCIUCCIoqkUcpKzZSpsmYW3sViMzs5Ourt7LPJiVUUlbqeLXCZNwB9kxowZNDY2AjA4OGzZBslrJ1tHl8tlBZjf78fj80n2scct9U+KtZua5kQoGqrTIZnF5kO6eM8YCqhCRVOkVv2bjTc3uN4Axt/cZtNuKgopisL+/fvp6uqylIekQ8oBjhw5zJHO/Rw61IHP66a8vJz3XXMtSy9cwtNrnuIvz/wZoecpKyvB5XSQiI2QTWdwu51oqtSnN7UMVVWVvKViEJm69WY1t3ljmEFnnqs5hjSdVUx6fjabJZ/PT9CXgKODbiEEBQOEqmEUbxwzCWBWqxiGURxPyveP/TMMg0w2B6hW1Us+n5f6h06nVd8YCoVwOBzEYjEr6aAoCgVRwOHU8Pp81lyVec2DwaDFQDAN182xk+ln7Pf5cGkOMqm0NZEfjZZLvcGC/L6lpaVWcDmdTlxFY4RAIIDH57WyhlrxM83pki6mqoZQFTSn15ohFQqIYiBJui7F4Hrz8Y4JLsDyyjX5QoD1Y6dSqWJNoRR1SSaTxZu2wJZXX2F0dJi62lr8fi8uzUFBz9Pf20OktAyHCrqex+mQvsDuIs8sm5YKSUI3rCAxg8ikqptzMuZn5p80cVAnBMr44Mpms9ZEqdkdMu10jt1GcTgtqxtd14ty13nLpjSXy1ktlrkPM+hyegEU+VDQdb1opKBZqW+ze2ZOJJtB5XK5rGoYQ+jWQ8MkPJqpclNs1e2WdYVut8zemedTKBTwuL1WQEoav+y+msFuBpWpyuV0uK0Ac7lceLwuUKXnm6ZpqJqkK1F86JwouMzWyg6u08BkwQVHx2pmGtvsasTjcRKJGMnYIIlEDLfLJf2aC3kZEApEo2V4XG6MQg6HJsV0REEnnRlDGAoetxNdlwNkRagoGjhUJ5pTxaE6UTTwuLwIxUBFA1WccCm7hTpCR2pa5A0KRp5cJk/ByMsxnihYxzG7kWqROKrrBrpeIJ8vUCjkKRR0dL1AKpUmn8+Ry8mMqKKoRd6aNCRXnQ7SmQwghT7Nsi+zUNjUtjdbOqfTaQVNLpvF63KjaWpRBk327VVVwemUuijhcIlMfWsONE1FUVR0vSCPrxdQi6247Eq7rd9MBmQAwGqxHJrLekA5nU5Up6yAV1WZyFA0FVXRZLdZ1UCoKE6ZaBGW2MzE4FLPdCzyBvG2SMWfDkRR2Gay98fLYoXD4eIksM7AwICkwYcDFAo5hCH9t0KhELVVlWQzaeLxUVmJ71CKHCkDIdVK0DQHTlVF1w2EMMAAAwNFKAhFysehgtvpxpAfIhQh51VUrM9NDR9N0azPdaFjFAxru4JRQM/r6EKfsL2BGNeKKeh6Hl2XevPSY6tANpsnl5PS0kLoqKoDwyiQz0sNfB1p5m3KeZtmD2YLZj60TJjS5JqmgW7gcjiLHtQOOYekOFA10FQniirVk80lioEwlKPrOTTG8lnQii27JgPh6IPSaTGUZVA5rVb/6NIBioKiqrJOVZWVGIqiTVAZM+eyzpaH8dnG27LlmkxDzuz6mE9cM1VuUuTNbpwQOvGRQVl+I7C0BR0OSUj0eSUvSEXuD6NgJSSy6QzJsThul1eKnRoKOjqqUDEUw1o6FAeGYqChWa+FKqylkTcQqrA+Vww5ljGXTtVJ3sgjCsLar6miNf7nML/veP0/8zubY7Bj39N1nVQ2ZX0nc4LeNM4wx2ZmywBFMmsxUeNUNTShWQRXoUh1FFF8bQBOTUPRNBxqMaNrGBiAy+EAh4bhUMkZAgwBqoKmqNKmR3A0kaNqaKqKqsmloqpWiy81MAxZiaGp0pxA0eRS1TgaYabq2MTgequS7++YlmsymDeDaQ5tZs3Gz0mBSqS8EhQdPZcjWFYKAjJjcfRcnmwuh6pqFAp5QMHl8ljafuaPqSiyRVOEilCOXwodq1uoaEzoBqIKDFVYr4VigKGgooOhoKGjKQ5U4QRDQSgGmuKw1hNCoIqjCZ3xQWXCfG980Fn/oxNLxix1YnOM5Xa70XWdZDJZ9Bo+WhJk2uaoqiqDS3HIUqNiFhNDssrN14qkNxSDButzRYCOwO334gSEbkiJc0VFUeXDThcGDlWzgk3RVByyWbRaQlApHkR+YUWRwaWoFFPIRz/jaDC93VqJt3VwnYrgNj6ozJvI4VBREaAcfTJTZC17/CEswdN8VmrAqRpGLkc6k8KhOghFKskV5QZOdC7HntP41kMIgeaevJ5t/D7GZwrHZxfRjaJMwtGWUzGUCS1nIVuwWjodHVEQFETB0pEsi0alZmFeSnkraGgOBU2V2cJC3rBkyDWHIueEFEO+1jR03dT8l1MKQkaQVNxVAVSEUcCsuVYcruK9ruI0DIQKqqaiIoPPDEYMhYKh41DUopuMUmyNin/F8wANK1TMa1Y0TpB4e3YDj8XbMrjORAzfrCaQAyE5hlJMZ3YVNI/36KNNCCgOijEEqseL3+0p8mF0nC43bwSn6mmf6HMFQAPVEIADRShoxTGbGLdUlbz12jHJ55pDwYkLvJOLunp9zknfN29aZ5FjZUaGYkaIeRzVgaI40YpjxXERJGXMin+IY1ILRYkHVA2t+LnFQ1LM/ShyOZ5GARPHVdZYa5Lr9zbC2zK4phYm/6f4IyrG0aV5Qzi0SbuD1tJ8wprdmGOX48ZSky2PbYnGLy2RSsVAmAmDY5YOj+Pkxy8+RVRhTqxOXCrKsTf10aVQQWiavL9PsH8Fc3n0OlgJDihGFscnGszunDIuOI6dCRbauM+wfhP50HxntFgm/nqDS5ziOWZ2M8Y/Kc1uviJQzJtmsuUpgksRArUYjJMuVbkfRRy/BAM0UWx9J295zDHhCeXGDQOz+zuplOtJegaKoiI05ehNPcn3MwzzuqlSdNP83kUrHtUMrkmDYVyrZP0O4zDZNlZQnvC035b4Kwwu86l8CoVVoTDhprR+QKMYYObgeZKlLqSNkmDypaqefPtTLQ3BUTOMScJDiMnfN5eOU9TVnaqYVRn3h3b8UhXWa/l9FUArNjTyf2s/E3Y6HscGkXp8udw7LJiOxV9hcBVxOnMf4gQ3qAJgFPdx/FIoMssH6hkt5XzNCVo+DIRqnLTwVJzCFFs5ne9+wo1PZ6WJsmXKMRuZkkQTe5zqKV4XG8OTnZr54YnO8VSfv8n46w2uk2HCgFg9fjkBxwegHLIUB++TLGW7phVfH78UxXOYdImKUKSZQDGHcPxSVSd/X/Ld5Y0qzHM+lVvNxKWwWswTH1+1eAvKuMZGsYLEuszWUj3F64nLvxb8bQTXMdml8cI48vUxq5+inP/YJ/UkK7wBFBMGjMsLvM6lKOZojmbjXscSrMfDCXIeR5eC4wVgit9gIswrrFrrnPwKjF973F7M7/k2a6FOhL+N4DoGR4UiJx9+nDJ4phTmLWUUn/CvbykTocWJ3hONmU65FCjFbvCkSxQUYcCkiRVQinShN3oFToq3eWDBX21wTZYCHvfpMdmyt9/vdJJkxWksxxFxzxDmxicakxYzrSc5/pRe0xPt/G32Q76zJg7+pnCmAfbXcvx3PuwrYsPGFMEOLhs2pgh2cNmwMUWwg8uGjSmCHVw2bEwR7OCyYWOKYAeXDRtTBDu4bNiYItjBZcPGFMEOLhs2pgh2cNmwMUWwg8uGjSmCHVw2bEwR7OCyYWOKYAeXDRtTBDu4bNiYItjBZcPGFMEOLhs2pgh2cNmwMUWwg8uGjSmCHVw2bEwR7OCyYWOKYAeXDRtTBDu4bNiYItjBZcPGFMEOLhs2pgh2cNmwMUWwg8uGjSmCHVw2bEwR7OCyYWOKYAeXDRtTBDu4bNiYItjBZcPGFMEOLhs2pgh2cNmwMUWwg8uGjSmCHVw2bEwR7OCyYWOKYAeXDRtTBDu4bNiYItjBZcPGFMEOLhs2pgh2cNmwMUWwg8uGjSmCHVw2bEwR7OCyYWOKYAeXDRtTBDu4bNiYIpz14PrOd76DoigT/jRNo6qqiltvvZWuri5r3WnTpqEoCo8++ujZPg1uu+02FEXhnnvueUft+0wQjUa5//77z3j7Q4cOsXjxYjweD9/4xjfO3olNMc455xzuuuuuE35+ww03cNlll72JZzQRjinbscNBY2MjAKlUip6eHh588EGee+45tm7dSigUmqpDAzB//nwGBweZM2fOlB7n7YCvfe1rzJ0794y3/9GPfsTOnTtZs2YNM2fOPItn9tbiYx/7GNls9i07/pQFV21tLfv27bNev/DCC1x66aUcOnSIX//619x+++1TdWgA7rnnnrdNyzLVuPXWW9/Q9sPDwzQ2NrJixYqzdEZvD7z73e9+S4//po25li9fzoUXXgjA9u3bT7je2rVrWblyJZFIhGg0yjXXXMPu3bsnrPPII48wc+ZMvF4vS5cu5bXXXiMajaIoClu3bgUm77pls1m+9KUv0draitvtpry8nFWrVrF3794J+29vb+eGG26gtLSUcDjMxRdfzF/+8peTfr9Dhw6xevVq6urqCAaDLF68mCeffHLCOhs3buSqq66iqqoKn8/H3Llz+e53vzthna1bt3LNNddQXV1NIBDgve9973HndyzGdwvz+Tyf+9znaGhowOPxUF9fz2c+8xlyudyk2y5fvpzvfOc77NixA0VR+D//5/8A8J//+Z/Mnj0bt9tNJBJh9erV9PX1WdvdeOONrFq1in/6p38iEAjw2GOP8cADD1BRUcGzzz7LvHnz8Pv9zJs3j9dee42f/vSnzJgxg1AoxJVXXsnAwIC1r0KhwJe+9CXa2trwer3MmDGDBx54YMJ5vvjii8yfPx+3283MmTP57W9/e9JrAhO7hbt27UJRFP7yl7/wvve9j2g0SmVlJZ/85CfRdf2U+zojiLOMb3/72wIQjY2Nx3124YUXCkD8z//5P4UQQjQ2NgpAPPLII0IIIXbs2CE8Ho9QVVXcdddd4oorrhCAaG5uFul0WgghxK5du4TD4RCAWLBggVi1apVobm4WmqYJQOzcuVMIIcStt94qAHH33Xdbx7/mmmsEIKLRqPjQhz4k5s2bJwARiUREZ2enEEKInp4eUV5eLgCxdOlSsWrVKuFwOITD4RDPP//8pPtOp9NixowZAhDXXnut+NjHPiYURRFOp1Ns375dCCFEf3+/KCkpEU6nU9x2223innvuEU1NTQIQ3/ve94QQQhw8eFCEw2EBiJtvvlncddddQtM0UVtbK0ZHR094zSORiPjyl78shBDiy1/+sqioqBBPPfWU2L9/v3j88cdFTU2NuPfeeyfddnR0VNx+++2ira1NDAwMiFQqJR588EGhKIr4yle+Ivbs2SOeffZZ0dbWJhYsWCAMwxBCCHHzzTeLtrY2cfXVV4vnnntODA4Oih/84AfC5XKJD37wg2JkZESMjIyImTNniubmZnHbbbeJVColurq6RHl5uXUPCCHEPffcI3w+n/jpT38q2tvbxQMPPCBcLpf44Q9/aJ1jWVmZuPTSS8Vrr70mNmzYIFauXCnKysrEnXfeecLr8oEPfECsXLlSCCFEe3u7AMS8efPESy+9JIQQ4umnnxaA+OUvf3nCfbwe/H5A/pl404LrmWeeEaqqCkD84he/EEIcH1zf+ta3xJw5c8Ttt98uhJA3rcfjEYB4+eWXhRBC3H333QIQc+bMEfl8XgghxNe//nUBCEDs2rVLCHF8AJgXUtM0sWfPHiGEELlcTsyfP3/Cep///OetwNV1XQghxH333Sfcbrd43/veN+m+X375ZTFnzhxx/vnnW+f0rne9SwDiq1/9qhBCiCeeeEIA4uKLL7auyd69e8UXv/hF8Yc//GHCd3v3u99trXPXXXcJQHz9618/4TUfH1w33XSTdUOZ2LVrl/WdJ8Odd94p5syZY72eP3++uO666yas86c//UkA4oUXXhBCCLF69WrhdDrF0NCQtc4PfvADAYhXX33Veu/Tn/60AER/f7/13o033ije8573CCGEiMViwuVyifvuu2/C8e644w4xffp0IYQQDz30kADEjh07rM+7urqEoiivO7juv//+Ces0NzeLz3/+8yfcx+vBscE1Zd3CI0eOMH36dKZPn05NTQ0rV67EMAwWLFjA+9///km3+eQnP8n27dv54Q9/aHVjotGotT/A6vZdccUVOBxyyLh69epTns/TTz8NwPnnn8+MGTMAcDqdXH/99YDssgE899xzALznPe9BVeXl+dKXvkQmk+GRRx6ZdN9Llixh+/btvPrqqwBkMhlqamomnPeMGTNQVZXnnnuOFStWcP/999PX18d9993H1VdfDchxKcCcOXPo6uqiq6uLc845B5DdotPBNddcwzPPPMMHP/hBfvOb3zAyMkJbW5v1nU+FfD7P1q1bWbJkyYT3L7jgAgC2bNlivTdz5kzKysqO28f4pEgoFCISiVBeXj7hvVgsZu0vl8tx+eWXT9jHu971Lvbt20cymWTnzp34/X5mz55tfV5bW0ttbe1pfafxOPfccye8Li0tZWRk5HXv53QwZcFVKBTYv38/+/fvp7e3l6qqKu68806efvppnE7npNscPnyYD3zgA4TDYdxuN16v10rdCyEAGBoaApjwo0YikVOez+DgIHA0WE2Yrw8fPgxgXeiSkpLT/arkcjk+/elPU11djcvlwuv18vOf/3zCebe0tPCTn/yEqqoq1q5dyxe/+EUuuugiZsyYwaZNmwAYHR0F4Bvf+Ab19fXU19fz8Y9/HDgapKfChz70IX73u98xMjLChz/8YSoqKrjhhhvo7+8/re3HxsYwDOO4bG4wGAQgkUhY74XD4Un34Xa7J7z2eDzHrWNel3g8DsAll1yCx+Ox/v7+7/8egN7eXhKJBF6v97h9BAKB0/pO4zHZfsxzOduYsmxhY2MjBw8efF3b3HDDDaxfv573vve9fPaznyUQCHDttddOGPyaQTU8PGy9ZwbOyWAGoBmcJsybzvy8traW9vb2CfvP5XIMDw+jqioVFRXH7fuLX/wi3/jGN2hububRRx+loqKCL33pSzz11FMT1vvwhz/M6tWrefXVV1m7di0PPfQQmzZt4uabb2b37t2UlpYCcMstt3DjjTdO2Pb13EjXXnst1157LWNjYzz++OPcc8893HHHHfz+978/5bZ+vx9N06yb3oT5+kQBdaYw9/ezn/1s0umE+vp6/H7/cecDRx9Gb1e8bSo0DMNgw4YNAHz84x/nsssuIxKJWIFjZnTMbtITTzxBPp8H4L/+679Ouf8rr7wSgE2bNnHgwAFAdoHMrp6Ztl28eDEATz75pHXMr3/961RXVx93w5tYt24dcPSmPv/882lvb59w3s8//zxf+MIXeOGFF1i4cCGf+cxneOyxxwCZaQRYunQpIG/kq6++mquvvprq6mrGxsaswDsVfve731kPNb/fz0033cRHPvIRtm3bdlrbO51O5s2bd1w39OWXXwZg4cKFp7Wf08W8efNwu9309/fT1tZm/ZldSTM7mMvl2Llzp7Xdtm3b6O3tPavncrYxZS3X64WqqrS1tbFr1y7++Z//mXXr1vHQQw+xbNkyXnjhBb773e9SXV3N7bffzne/+1127tzJ4sWLaWlpYfPmzafc/4oVK7j++ut55JFHWLFiBe9973t59dVX2bp1K7W1tXzuc58D4HOf+xzf//73ee2111ixYgXNzc386le/QlVV/vf//t+T7nv27Nk899xz/OIXvyAQCLBmzRrq6+s5cOAAjz/+OA8++CDRaJSvfvWrfP/73+fmm2/G6/Xy7LPPAvCBD3wAkHNzP/nJT3j00Ue56qqrqK6u5te//jXJZJI//OEPzJs375Tf8xvf+AapVIp//dd/pb6+nkOHDvGrX/2Kiy+++DR/CXkNVq9ezde//nU+8IEPcODAAe6++24uvvhia+x1thAKhfjoRz/KfffdRzQaZdGiRRw6dIh77rmHuro6HnvsMa6++mqCwSB33XUX//Iv/0I2m+Xee++lsrLyrJ7LWcdZSZOMw8lS8cfi2Gzh+vXrxQUXXCA8Ho+YOXOm+PWvfy22bdsmGhoahMfjEf/xH/8hhBDiJz/5iWhoaBBut1tceOGFYt26dVa2cN++fUKIyVPx6XRa3HvvvWLatGnC6XSKiooKccstt1hpeBPbtm0TV111lQiFQiIcDouLLrpI/OlPf7I+P3bf/f394pprrhGBQEBUVlaK++67TyQSCbF06VLhdDrFLbfcIoQQ4he/+IVYuHChCAaDwuPxiOnTp4t7771XpFIpa9+bNm0Sl19+uQgEAsLlcokFCxaIxx577KTXcXy2sK+vT9x8882ivLxcuFwu0dDQID7xiU+cNJV/bLZQCCF++MMfira2NuF0OkV5ebm44447xMjIiPX56tWrxbJlyyZsY2YLzYypEDLTWltbO2G922+/XSxevNh6nc/nxRe/+EXR0NAgnE6nqK+vF3feeaeIxWLWOk8//bSYM2eOcDqdorW1VfzmN78Ry5YtE//wD/9wwu81WbZw/O8ohBALFiywstNvFMdmCxUhpmg0N0UYGhpi9+7dpNNpa4LwpZdeYtmyZbjdbkZHRycdQNuwMdX4Q3Hof00xZ/a26RaeLjo6Orj44ovRdZ3rrruOpqYmfvWrXwHwP/7H/7ADy8bbBu+4lgtgzZo1fOUrX2Hr1q3kcjmampr4yEc+wic+8Qlr7suGjTcbx7Zc78jgsmHj7Yhjg+ttk4q3YeOvDXZw2bAxRbCD63WiUChMoGacDrZv346iKFbtoI2jOBWb+HTwRpnYU4W3fXB997vf5bbbbnurT+OkONU51tbW8sADDzB9+vQ376ROgIqKitddlmbjzPC2T62ZleZvZ5zqHEtLS60C3LcSnZ2dE+o0bUwtpqzlWrVqFTfddBM//vGPmTlzJsFgkAULFvDKK69Y6/T393PLLbdQW1trMVC/9a1vWZ+/613v4sc//jE//elPURSFLVu28G//9m/HFbF2dXWhKIpVqzcZSxZgYGCAW265hYaGBnw+H0uWLLFKkM4Uk53jsTi2W3j48GFuuukmKisr8Xq9zJ49m+9///snPMbpsmi7urpYtWoVZWVluN1u5s6dy89+9jMAnn32WUvTpKmpife9732THutM2cQbN27k3e9+N9FolEAgwKJFiyyaj4nTYRNv2rSJ97znPUSjUUKhEO9///ut2suToVAo8OlPf5poNIrf7+f6669naGiIRCJBIBDgK1/5yoT1dV2noqKCe++995T7PmOclbqPSbB69WpRXV0tPvaxj4lkMilSqZS4/PLLxaxZs6x1rrrqKtHS0iKee+45sWfPHvGf//mfQtM0qxxqdHRULFiwQHzwgx8UAwMDolAoiH/9138Vfr9/wrEOHz4sAIt0OBlLVtd1sWDBAjF9+nTxzDPPiJ07d4q77rpLeDwesW3bttP+Xvl8fgIJcrJzPBbbtm0TgFi7dq0QQoiVK1eKZcuWifXr14t9+/aJ733ve0LTNPHUU09NeszTYdFms1nR1tYm5s2bJ5577jmxd+9ecd999wlA/O53vxO5XE788pe/FIDYtGmTiMfjkx7rTNjE6XRaRCIRcfXVV4vNmzeLHTt2iE996lPC7/eLrq4u6zqdik3c2dkpQqGQuOKKK8TWrVvFhg0bxIoVK8T06dNFJpM54W8SiUREfX29+OQnPyk2bNggfvnLX4pQKCRuvPFGIYQQt912m2hra5uwjXn9du/efcL9vl5MORPZxOrVq0UoFJpQN/fggw8KQIyNjQkh5E1z4MCBCdudf/75E+rFFi9eLG699Vbr9ekE12Qs2T/+8Y8CEH/5y1+s93RdFzNnzhR33HHHaX+vY4NrsnM8FscGV0VFhVULaOKVV14Rvb29k25/OizaRx99VABi8+bNE9ZZtmyZuOyyy4QQQjz55JMCEB0dHSc81zNhE+dyObF161YxODhofR6PxycE/+mwif/X//pfIhwOT6hh7OzsFKqqip/97GcnPOdIJCIWLlw44b17771XOJ1OMTY2Jl544QUBiA0bNliff/zjHxdLly494T7PBG8aExlg+vTpE8hpJm3CJCQGAgG++c1vMm/ePGpqaqiqqmLbtm0TuFRnimNZsuvWrcPtdk+oDldVlYsuumjSrtxU4pprruGrX/0qn/3sZ3nmmWfI5XIsXrz4lFXeJ2PRvvrqq3i93uMq5y+44IIz+n6vh03sdDrJ5XLcddddzJo1i+rqalpbW4GjvLvTYROvW7eORYsWTSCq1tfX09zcfMrvcNFFF014vXTpUvL5PPv372fZsmXMmjXLoiYZhsEjjzwy5YmyKU1oTMb6BMn8zOfzvOc976FQKPDNb36TtrY2HA4H11133Vk59rGkvng8TjabPe6cCoUCVVVVZ+WYp4sHHnjAGg/9+7//O8FgkH/4h3/g/vvvP2n51slYtPF4nEAggKIoEz4PBoMT2MOni9fDJm5vb+fSSy/l0ksv5Wc/+xk1NTUYhkFdXZ217umwiePxOJs3bz7uWLlcjp6enpOe77G/t9/vBySzGuD222/nX/7lX/ja177Giy++SDweZ9WqVSfd5xvFW5YtXLduHVu3buX555+f8NQZGBigqanphNsde/MApNPpUx4vHA7j8Xgm5X5pmnaaZ3124HQ6ufvuu7n77rvp6+vjwQcf5B//8R+pqKjgM5/5zBntMxwOk0gkEEJMuEbxePyss4ePxS9/+UsKhQIPP/ywFRidnZ0T1jkdNnE4HGb58uX8v//3/45bz5QZOBHMIDKRTCaBo8F766238oUvfIG//OUv/P73v+f666+f8uvyls1zZTIZYKL+xcsvv0xHR8dxmgbjX4dCIVKplMVCBnjttddOebxFixaRyWTQdX0C49Xr9U54wp4pjj3nEyEWi/HQQw9Z519ZWcnnP/95li5detps4clwwQUXkMlkLD0OEy+//PJx7OHTPdfTRSaTwe/3T2hxzCyleazTYRMvWrSI9vZ2WlpaJvxGqqpSXV190nM4doJ+w4YNuN1uWlpaADnRfO211/Lwww/zm9/8xtLomEq8ZcE1b948PB4P3/rWt+jp6WHNmjXcddddXH755ezZs8fStigtLWXz5s1s2bKFoaEhFixYgBCCH/3oRwDs2bPnOGHNyXDZZZdx3nnn8aEPfYjnnnuOgwcP8vDDD3PeeedZ2+dyOZYsWcJPfvKT1/Vdjj3Hk0FVVe68804++tGPsmXLFjo6Onj44Yd59dVXXxdb+FhcccUVzJ49m4985CNs2LCBAwcO8IUvfIGNGzdaraE55n388ccn3ORvFIsXL2ZgYIAf//jH9PT08L3vfY/169dTUVHBa6+9ZskWmGziDRs28MILL/CJT3xiwjjz4x//OMlkkttuu40tW7bQ3t7O/fffz5w5c1i/fv1Jz6Gjo4P777+fAwcO8Kc//Yn/+I//4IYbbpjQFb3jjjv4r//6L5xOJ5deeulZ+/4nxFlNl4zDZEzVP/zhDwIQhw8fFkII8fDDD4tp06YJr9crLrroIrF161bx5JNPilAoZDFjn3jiCRGJRITf7xd//OMfhRBCfOUrXxHV1dUiFAqJZcuWic2bN1sp5xMdWwjJ0v3whz8sIpGI8Hg8YtasWRP0ANPptACOy+SNx2TZwsnOcTyOzRauW7dOXHrppSIcDlvn8W//9m8nPObpsmgPHz4sbrjhBhEOh4XL5RLnn3++ePTRR63PC4WCuOKKK4TL5RKXXHLJpMc6Uzbx5z//eRGNRkU4HBZ/93d/J0ZHR8V9990nPB6P+MQnPiGEOD028caNG8XKlSuFz+cToVBIXHjhheKJJ5444bURQohQKCS+9rWvibvuukuUlZUJn88nbrjhhglZRyFkdjgYDIovfvGLJ93fmeIdz0S2YeNM8eSTT3Lddddx8OBBS1fybOIdz0S2YeP14siRI2zatImPfvSjfOpTn5qSwJoMdnDZ+KvHxz/+cdauXcuqVav453/+5zftuHa30IaNswSbiWzDxpsEO7hs2Jgi/M0H13gW63e+853XpR71VjFgP/ShD7F8+fKTrvNW+wHbsBMaE3DJJZfwve9977TXf6NexKeL7373u2zYsOF1TW6/1X7ANuzgmoA5c+a8LoPyN+pFfLo4Ezb2W+0HbMPuFk7A+G7hsmXLeO9733vcOldeeaXl7Ty+W3i6bOHvf//7NDY24vV6ueSSS9i9ezeKoliqwcfiRExnh8NheUObrGPTwA/OzA/4xRdf5LzzzsPj8TBnzhz++Mc/snz5cj7xiU8Ar99v+W8eU1IH8g7CeBODb3/720LTNCGEtJB1Op0TDAxGR0eFy+US3/rWt47b9nTYwuvXrxeA+OQnPyl27dolHnzwQcs29te//vWk5zcZ03n16tWiqalJXH755WLt2rVi7dq14txzz53A8n69fsAmm3jFihVi8+bN4tlnnxXz588XNTU1Fpnx9fot/63hTSVLvpNxww03oOs6jz/+uPXe7373O3Rd56abbjrhdjfeeKPls7Vy5Uqam5utFuWnP/0plZWV/Pu//zttbW18+MMftuyDToRwOIzD4cDtdhONRi16TG9vLz//+c9Zvnw5y5cv51Of+hS7du2alNZxOuf22GOPMTQ0xAMPPMD8+fO5+OKL+fa3v013d7e1/bZt25g7dy6XX345zc3NXHnllTzzzDNve3Wutwp2cJ0A1dXVrFixYoIP8m9/+1tWrlx5UsbwydjCu3fvZunSpRP4Y6Yn8+vFzJkzJ9B1TMfLkxEjT3VuJSUlE5jCy5cvn2Bz+0b9lv/WYAfXSbBq1SqefPJJMpkMiUSCNWvWcPPNN590m5OxhYeGho4j/Z2On/NkMJm2JkyCpDhJwc3rPbdjz++N+i3/rcEOrpPgAx/4AJlMhjVr1ljdwzNtaUBS5VOp1IT3zoZeyNnAZOcGx5/ftddey1NPPcXg4CAPPfQQL730EnfcccebdZrvKNjBdRKUl5dz6aWX8vjjj1tWqse63L8etLa2smHDhgmty/hu58lwshbpbKC1tZWhoSH2799vvffiiy9O0CZ8o37Lf2uwg+sUWLVqFU899RRPPfXUKbuEp8KNN95IZ2cn//RP/2QxkH//+9+fcrvXw3Q+U1x11VV4vV7uvvtudu/ezYsvvshnP/vZCfT6b3zjG6xatYrnn3+ejo4Onn322Ql+y2fK5P5rhR1cp8D73/9+uru7EUJw1VVXvaF9XXPNNdx///18//vf59xzz+XnP/+5JcZyMkfMT33qU3R3d7N8+fIJc1lnE5WVlfzqV79i7969zJ8/n3vuuYevf/3rlrAPSCGa6dOnc8MNN9DW1satt97KpZdeyje/+U1ASpatW7eOrq6uKTnHdxpsysmbCCEEfX19E6Tc1q5dy4oVK9i+ffvrqg6ZCgwPD+Pz+axgymazlJWV8X//7//lzjvvfEvP7Z0Am3LyFuL555+nurqaL3/5y7S3t/PSSy/xmc98hkWLFk1Igb8ViMfjNDc386EPfYitW7eyfft2PvrRj6Jp2inn4mxMDju43kRcfPHFPPjgg/z6179m3rx53HjjjbS2tvLf//3fk+oxvpkIhUKsWbOGoaEhli9fzkUXXcShQ4dYs2bNmy6a+tcCu1tow8ZZgt0ttGHjTYIdXDZsTBHs4LJhY4pgB5cNG1MEO7hs2Jgi2MFlw8YUwQ4uGzamCHZw2bAxRbCDy4aNKYIdXDZsTBHs4LJhY4pgB5cNG1MEO7hs2JgiqAn91CvZsGHj5DDjyDmOOaTuGYOkHWA2bJwxEjrsGZP/B45KUvL/A8Zc2tUVegAPAAAAAElFTkSuQmCC"
] | 1 |
engineer | grade-7 | identify-control-and-experimental-groups | false | true | In this experiment, which were part of an experimental group? The passage below describes an experiment. Tanner's young son drew all over the living room wall with crayons! Tanner wanted to find a way to remove the crayon markings. Based on what he read online, he decided to see if scrubbing a wall with baking soda could help remove crayon.
Tanner dipped a sponge in water and used it to scrub the crayon on a small section of the wall. He dipped a second sponge in water, sprinkled it with baking soda, and used it to scrub the crayon on another section of the wall. He observed how much crayon was removed from each section. Tanner repeated this test two more times on other sections of the wall. | 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" | [
"the sections of wall scrubbed with water and baking soda",
"the sections of wall scrubbed with water only"
] | null | 0 |
math | grade-7 | perimeter-and-area-changes-in-scale | false | true | Look at this square: If the side lengths are tripled, then which of the following statements about its area will be true? | "iVBORw0KGgoAAAANSUhEUgAAABcAAAAOCAYAAADE84fzAAACAUlEQVR4nLXTPWjqcBQF8KMIQpYaq/gFOuggOLgpgt2kDkLELIKDUuzmJF38mJ11dRBdpOgSKXHTwUVwKR3aQdAsTrWiHYSGiNw3lBef2IKP93rHw+HHzf0TDRERfmi0PwUDgJaIUC6X4XA4YDQaUSwW/wms1Wq4vb39xNvtNgRBwOPjI6bTKURRRLfb/R+LQzscDnFzcwOLxQKz2YxcLneCbzYbMAyD19dXNbu7u0M+n4csy0ilUnC5XAiHw5Ak6YBrtcdnZxgGs9nsKGNZFpFIBJ1OR80EQUAymUSz2cRiscB8Pke/38dgMDjgkUgEzWYTy+USq9UKjUYDsiyffGIqlcL9/T0A4OnpCfv9HsFgEKPRCDzPQ6fT4eLiAvF4/IAnk0kkEgmEQiHEYjFcX1/DYDCc4BzH4eXlBZIkqVtrNBqs12uwLKv2jEbj8VkqlQrm8zkmkwn0ej38fv8JzjAMOI5Dt9tV8d8ne39/V3t/vgt6vR5Fo1H6+PggSZLI6XTSeDymr0YURXI6neR2u9WsWq3S1dUVKYpCb29v5PF4KJvNEhERFEWhdDpNl5eXZLPZqF6vfwkTEe12OzKZTFQqldRsu90Sz/NktVopEAhQoVCgTCbziX8rfTNer5een5/P6v7V799qtWC32+Hz+c7q686Fw+Ew1us1Hh4ezl7mFyAkbyA1an+9AAAAAElFTkSuQmCC" | [
"The ratio of the new area to the old area will be 1:4.",
"The ratio of the new area to the old area will be 16:1.",
"The ratio of the new area to the old area will be 9:1.",
"The ratio of the new area to the old area will be 3:1."
] | null | 2 |
math | kindergarten | count-to-100 | false | true | How many dots are there? | 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" 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math | grade-7 | 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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" | [
"1\n10\n of a full turn",
"1\n11\n of a full turn",
"1\n9\n of a full turn",
"1\n4\n of a full turn"
] | null | 2 |
math | grade-8 | nets-of-three-dimensional-figures | true | true | Which figure will this net make? | "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" | null | [
"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",
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"
] | 0 |
science | grade-4 | compare-properties-of-materials | true | false | Which would smell the most? | null | null | [
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",
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",
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+nxSEbDKBySTwelvo7t6C/dAWmvYZEJpEgqLG4/YITK7/MHJ0TxpFxUDr61Ei7cDj2GGERheGSqU57XaeKwyrKNsbD7HzHz8lSr+R7BQo2a+kxT0dReyPOHjk38RH1xIXB8Gdezn0+Z00HfkR6VNvo6nsI1KiJLeNzTWCrFGXnXFdlCo1SWOvJMIyhuJNv2d/2SukJrWj1/fdczxreTzB9lpQg0HaARruc+DxHKC24gBaLYydDjqdtCW5rh7qaiBrjOQGUhwlSK9X+i63G4LCUi6I+NBhi0RwOdqlbkwj7QsvLAJHlw+TYgs6YxCZC96itmMGVVUKDAYYPaoDUf8cX726GG9nAUajFP0TFD9HijQfJILCLUy8eiVxF71MaeVYmpslsahUkjh6//22l0o18B6Fok9UAJMmSfvnNRqorIQD+yEpWRKwRiO91Opjy3Q6FZgiUgetnYHMsImyPP8DPM2rCQ6C3bshJBimTIGpU6DtyBpCo9OZ9v338EXeTdmhYLq7ITnZi5YyQoK6USiguTWYhDFXD3q2YJVay4hJ15N73T9odF/P4XIpUKO/2PoL5niC7f8zSCkUR2dJuzNBijk9Ug65uWCOANHT/fcXY+/3KBTgJZiw0xg3n4sMmyid9hYQXg4elDaDJSRIfwSjAcKN+zm8+x+YwuOZct1vSZzxEodrM2lqkjJptLZKsZqtHaF0WmuwW2uGpI4R8ZlMveH/UCf9mpKySJzOE1vNoy2lWg3WVkmMKSlSd1xdLdU/Kwu0Wsn/2ev+OZ4wvT5Q6hIJjR45JO0MNIZNlBnTb8eU8hM6OnUEB0tjqF6rkpLspb7wTzQc3olKrWPklCVMuuHvtCkW4/JosVh6fHmOGqq2/pit79xOp7V6SOqpNYSQc+X9JM54hdKKLKxWSTTHE+Pxrrnd0GmHrLGAkJYMS0shLU3qqnsF6fH0reQc/T3ObjBFjccQHDUkbQw0hk2UOlMEk699hpwFv6e2fTylZXpqaqDDJk0OkuPKKVhzD3kfP0XtgS8xJ2QzbckrhGU9RXtXPAYDREYKoqI8NJd/QfGmP+HqHpqMbQqlitTcqxl3zTtUt19Bba3iuN338SxmQ4M0ZgwOkiZmJSWStTeZpN/dbunl9fYFivQfjwLYbCqi0mZeMMfBDLvzHKT138bynTSVb6GzfhtKVyHhIZ2Ul0tWSWgSGHHxQ4yYfAM+j4cjhWvJ/+hh4qOqcDggORkam7QozEuYsOhxgs3JQ1ZXW2s1e9f/Gq3tDVJTXN+5LNneDjW1cPEloFLAkSNQVQUZGX33qVSSxdRqpRm5Xt8XEOJwSOvuB46kMvXmdQN8tecTAbei0x8hBM6uNurKtrBn3WMYFXkkJkhdXE29CbdqLHqdC73WhnDVYWuzIwTk5Ejira6Gdu8Mxs1fSdzI787IcSa4HDYKNzyNp+YPjBzhOO4qkBCSVUxKgdRkKdp9505p7GwwSNZRoZDqrdP1vXpdUN3d0qumBjp1P2T6TS+dt5bytBLxny0UCgV6UzipuVdhyZqPt2f9V6uF5AQ7JnbgaMknPuIgY0bbycgElxsKixR0dUFiIsQFf0Xev39A6fY38XpcQ1JPrSGY3PkPo095iP0HTH6L1/9lswEKSErsm9xoNBAUJC0Z9i4h9g827vV7Qp/lbbGaSMi+7rwV5PEI2JZmXXYXBV2tVB58jbgYaU3cYpFm3gUFoNQnEJkyg5GXjcXnU1BW9FcskRVERoLBUMHhL++hpWIXEYnjScy6AlN4wqDWT63Rkz3nFxQplJSUPkFWZpd/oiYE1NVBUhJo1FIX3NAg1b93Xdvjkf6z9Qqx/6t3bGmzgSJoOnEjZwxq3QOdgLKU/TGFWZj6X8+ScslvqWmMp6NDshxmM8TGgtfVhrs9H7ejnaxLf8yE696ivvMSKiqkLjA+pp3m/S9gLfwRX7z2fVpr9g56HVUaHdmz78WQcj8HDmr9LqCuLskSJvQEWzQ3SxOXXi9Db7d99ARJ1bNY0zsMqG3QYhn3gwtuz1DAihKkTGxjZ/6MCde9TqtzEo2N0jirrQ0m5HQybfx+HBW/4+t//pLIxBwuvvltPKG3sb9UR2UlZGaCEh8tR7ZTXbwR4fOesMxTRaXRMe6KX+INu52KCgVqNdTXS/vPdT2TloYGiI7qE59GI40fe1dweldxetN1+3zSJMmtmUbyuEWDXudAJ6BFCYBCQULWHC655V0U5hs5eEiDyQTR0VJX3mb1UbP331QVbyDYnMTFN/0ZU+o9uD0K2tug0wYTJ3qo3b2C/HUrcTnaB72KGn0QOXMfprHrEurrJUH1xkg6ndIs2hzZZyF7Z9ta7cBlRaVS6rrdbqisNpA04ScXZA7OwBdlD6HR6Vy0+HkMkVOIjIRuJxQVSUkH0tNsFH96H1//60EK1z+Dy1ZOd7eGsjLJIoWEQEZ6C+37H2frOz/GWl866PULikggY+Zy9uyLQKmUJjRCgLVNqoPR2Lda0ytInU76t1eovZvXmppABM8jOefCs5IQwBOd42EIjiJ14hLqd+/D52vD45HGaUolaLUVHMl/BrdbWr7LnNkj3D2SpUpLg/QRburr/8H2t0rJmrOCpHHzUSoH7xFYMi5nf/wVhCneR6GQNn21tErLqL25jpT9zECvheyd8LhcPWda1seQueDe09picT5wzlhKABQKRs/4CWmXv0JT9+U4RRJ19WrcbsnSpKdLAigvh+ISA1UNGRgip+HUzaH0UCTt7RAXBykxhZR88kPy1z41qAn+fcKHWuUgJKRnhu2Gzg7pzKD+TvL+VlKrld7rnZFXVkJQ8m3EpU8ftHqda5xTlhKkaPHUCddhGT2Hro56Sr5YRdX+/yM2pgu9XhJdayvUNwWRNeFe0qfcgFqrp2rveko2PoTdvpe4OMgY0UJF6Qq2Nexj/MInCIsddcZ162qvx9W+D51Z6oadTsn6BQdLglQo+nyS/ZcSe/fjWK3Q4pjElBk/uyDiJr+Nc8tS9kNrCCEsZhRTrnuGETOfpbbZQkeH9EePiIDUpCbKtz1C6ZZXED4fqeOvYdrN/6BLdwNlBzUIIXXnJtff2f7uTVQUrTvj2XlH02FUosE/YRECRo0CbY8gj55tgyTG3m677EgYaRcvJyRy6JZJzwXOWVH2otLoybr0J0xa/CZt7qk0NkqCMBggMbaR2l0Psf39e7C1VBIel8n0m/5KWOZySg+G+7vzJHMexR/fzp71z57RYVIdjWVolHb/bkSvV7KSvTPq3o1hPp8kRKezz5oeOqwkJPWnpFygk5v+nPOiBEChwJJ5OTNufQdV1M3U1GpxuqSxWkKCE0/Da2x962bqyragM4YxfuFyMue9QkXjGGprpZnyqLRGWvc+zLb37qKt/sBpVaOrrQq1WvjHh71WsFd8va/u7oGCrKmBLvU8xs6694JaTvw2zg9R9hASlcb0JauInfAI1XURdNqlLjQqShCi/Ipdf7+Z/VtfQ/i8pE24lmk/+Dt27WIOHurtzl0YHO+w/Z0bT6s7dzlaBowRe0X5beLsTehaax1HzoKnMQxBYtlzkfNKlCCNNXPnPUD2ov+j2Taa1lapuwwOBktUBQc/v4dvPnyE7s5mIuKzuPj7LxMx5jEOHI6mrQ3i4yEpsoDij2+n4NPfnLSzXfi8eJy2Afu2e4X5bZaytRXKa1IYO+/3mBOyh/bBnEOcd6IEUCrVPZbwXVz6edTVKf0BEImWTtr2P8uWt39Ea20xOmMYufMeYOyi16mxTqC6uq87byt+jG3v3kVbQ9mJC1UoUaoN+Hx9Yuy1kP2tZHe39LvVCuXViWTNfY6ErNlD/1DOIc5LUfYSmZjDJbe8Rtion1NVY8LhkGbB8fFeNPbVbHtrCRWFH4NCQVL2PKbf/D7OoB9woEyHzwdpqS4M3e+y7a0Td+cKhQJ9cJw/HK2/GI/+ubkZKuqSyZr3Aim5V5/FJ3JucF6LEsAYEsPk7z3JyFl/pK4lkfZ2STQRERAVVMSeD++gaOMfcTvthEanM33JX4jKfYIDh6P7ZueR+ez76HYKN/zhO7dcRCTk4nBKSRGEOLb7loJ2FTQ7pjDh2r+ROv6as/UYzikCKvJ8SBGC2rKvKPh4KRrnNiIj+1ZS6hr0hKTczPgFjxAUkYjweakq3sjeT5cRrssjPl4SV0WlDnX0DYxf8GtCoo7dg+3oaGTz3xZjFF8RFDSgaBwOaG03EZ62hJy5y4/7+QuVgN4OcTawtVSQ99Gj2CrfIzbaiVYriaapSYFHP4PchSuJ7Vnia288SN5HD+Nt/jfJSS60WqithTbPRWRfuQLL6MuPyaVZX7aF/I/uA3seer0Xrxe6XUFowiaTPu0uksctOu5pvhcyF7woQcqcu++LP3Nkx++IDm/CZJLGmjYbNHemMPryx0mffCNKtRaXo4N9m1ZRW/AsSfEthIZK8ZzVDbEkTl7G6Bl3HnNgVKe1muriDdhbK1BpDJgTxxOdMlk+u+dbkEXZg/B5qShaS9G6pZhU+4iI6Nlj7YS6xmBix93DuCt+gd4UId1b+DHFGx8hXL+H+HhpwlJeoceYcAs58x4a1NQxFxqyKI+itWYvuz9chrt5LTExXjQaaSJU36BGHXkVE696ivC4TACs9aXkr1mOz/ohyUluNBpp4mIT0xg3byXxo2bIp+eeBrIoj4PD1kTh+t9SX/QXYqI6MfQM+axWsPtyyZ7/NIljrkChUOK0W9n3xSrq9vzR3523WqGmMYGUi5aTMf02ecx4isii/Ba8HidlO9+l9PPHCDNWEBIizc7tdmhsiyVt2oOMnvFj1FojPp+HysK17NvwEBGGIuLipG6/otKIKfl2cuctwxRuOXGhMoAsyhNSd3ArBR8tRdm1hagoIeUD8kB9g56wEbeRO/8hgnq261rr9pP/8cP4WleTnOTuSYigoEs1k9yFK4lJmzrMrTk3kEV5EthaKilY+zhth98mJrobbc+RjU1NCrzGmYxf1Cc4qTv/E3UFfyQxvpXQUCnldV1LGiNmPMzIKUtQafTfUZqMLMqTxO20U/LlXzm8/TdEhjYQFNR3dIi1K43Rs59gxMTFKNVafD4PFXs+pnjjw5iNRcTESKs3FVUmwkbdRc4V98sRQN+BLMpTQAgfVXs/Zc/aBzEqCgkP73MbNTSFEJf7P4ybc5/f/9haW0z+Rw9B+xqSEj0olVBVpcJtuJLchSuISp4wzC0KTGRRngbWuhJ2f7gMZ+NHREd5+rmNNOhjrmHC1U8RFiMlNO22t7L3s+doKHqe5IQ2goOlLbMNbSPJnP0kqeO/h/ICSKZ/KsiiPE267a0UbXiWmoIXiIm0+bOjWa3gUExk3IKVJI6eAwoFPq+b8vwPKPnsIaKCDxATI83iK2tCiRrzP2TPvlde3emHLMozwOdxcXDX+5R89iihhnJCQqTu3G6Hlo440qYvI/OSO/1+yubKAvI/Woa661MSE6WjIyqrNBB6FeMXPel3yl/oyKIcBBoO7yBvzYMoOjf3uY3c0NBkIDz9h+TOX+4/x7yro4HC9b+ltfRFUpLsGIzQUA+tjhzGXPkkSWPnXdDbaUEW5aDRaa2mYO0KWste97uNeqONCJnF+IUriU6dDPQ45ne8w8Evf01shJSu0GaDqroo4ifcz5jL7jrvjrY7FWRRDiIeVxclX/0fh7c9TURwnT/aqKMD2rvTGXPFk6ROuNY/sakr28qetUsx+rZgsQi8XilGUxd3E7kLHiUkMmV4GzRMyKIcZITwUV28kT1rl6L35Q10GzWHkTDh54yd/b/ojGFAj2N+3ePYq94mObEbnU5KsNrhu4hx857CkjHzggvqkEU5RLQ1lLH7w2V0168mOsrtP0y+oUmDIe46Jl61gtDodKDPwlbuXIklup7QUCl9YHVjAmkXP0zGtFsvqFUgWZRDiNNupeizP1Kd9xzR5nYMhp50gFZwqiaTs+BpLJmXg0IhOeb3bWDvp8sI1eT1BXVUGQlJvZOceQ/6J0vnO7Iohxif183hvH9TvOEhgrUHCQ2VemO7HVpsFtIvWU7G9Nv9bqO2hjLyP3oYT/O/SUrsC+pw6maTu/BpolMmDnOLhh5ZlGeJxvJd5H20FNH+ud9t5HJBQ5ORyIw7yJ2/DGNoHCAdnlq08Y/UFT5HUryV4GBpG25DezqZl68gbeJ15/UqkCzKs4i9rZaCdU/ScuBVoiMdA9xGyrArGL9opX893OfzUJ6/mpINS4kMLiM6WkroL60C3UP2nHvRmyKGuUVDgyzKs4zH5aB026sc/PJJIoJrMfW4I9vbweYaxdi5T5Ey/hp/RuGmijwK1i5H1bmexEQfQkBVtRpF2NWMv+opws/Dk2xlUQ4HQlC9/3P2rF2G1r3Tv0nN4YCm1nASJ93H2Fn/g9YQAkirQHs+eRpr2UskJ3ZhMEgnTFid4xk7d6V/a8b5gizKYaS98RB5Hz1MV80/iYqUJjUeDzQ1azEl3sCERY8TEiklKfC6uynd9jqHtz1JbEQVERGSU766IYakyQ+QddlPjtnae64ii3KYcTnaKfrsOap3/5GoCKv/gNDWVnBrLyJn4Uosoy7z56KuLdtC4bqlGH1biY+XRHykSk9Q0u3kzl/u35pxLiOLMgDw+TwcyV/N3k+XEaw9QGjPgWKdnWDtTGDkpQ+RMf02vwPd1nyEvI8fo7v2PRITnGg0UFunoFs9k9yFTxOTNmUYW3PmyKIMIJoq8shbsxRf20aionwolX1uo+gx/03O3AcxhsQAUlaP4s1/pWrXb7HENBASIlnXxrY0Rs18nBGTbzhn3UayKAOMrvZ6Cj59mqbil4mJ6kKrlaLam5qUqMKvZMLVTxOZmANI6+yVReso+mQp4fqevUAOqKwNJXrs/5I9++fnZPCwLMoApHdSU/blCsKDqv0Z29raoNMzmuy5T5Kce5XfbWStLSHvo+WItjUkWDwoFFBVrUFlvpYJVz3pX2M/V5BFGagIQe2BLylYuxR193bMZmmu43BAkzWClKn3M2bm/0PTcwpZd2cLhet/R1PxKhItNoxGyW3U4ZnCuPkr/Wvs5wKyKAOcjuZy8j56lM7K94mOcqHRSFHtjU1agpOXMGHhrwnuibv0elwc2vU+pZseITrsCGaz5DaqbbKQctGDA7ZmBDKyKM8B3N029m76ExU7nyUqvMUfbdTSAh7ddHIXrSR+ZF8yrYZDX5P/8YPoXF9isUhHplRWGQhJ/29y5z6IMTR2mFv03ciiPEcQPi9H9nxE0SdLCVKX+KONJLdRIhkzH2XkRT/wu406W6vIX/s49sq3SEzo7skIp8RtmDNgjT0QkUV5jtFSXcjuD5fibf2EyEgfKpUUd9nYbCJm7E/JufJX/uwbvVk9KnY+gyW6keBgyW3U1DGS0bNXkDrxukE9tXewkEV5DuLoaGTP+t/QsPdFoiPt6HRSVHtzsxK1eT4TrlrpP4dHCB+Vez+laN0DhOuL/NFGVXXhxOfe27PGHjrMLRqILMpzFK+7m7Idb1P6xeOEGSsJDpbGme3tYPeOIXv+SpKzF/i367bU7CXvwwdRdHyCxSIdtVJVrUETdV2P22jEcDZnALIoz2WEoK5sCwVrl6Hs2oLZ3C/aqC2qx210Fxqd5Oh02JrY8+kzNO9/kSSLHb1echt1iqmS2yhANqnJojwPsLVUkP/xY7QfeZfoSGkt3OOBhiYdoSk3MX7hYwSbpeOZve5uDnz9lrTn3FxNWJhkXetbEhhxySOMmnbLsG9Sk0V5niCthb/Ika9/izm0EaNRWp5saQGf8RJyF64kbuQl0s1CULN/E4XrlmFkB7Gx0hp7Va2JiFEDJ0vDgSzK8wjh81JZtE4KbVPuJbxn2dtmg7auZDJmPcbIKTehUkunoHU0HSZvzUM4G/5JgsWNSiW5jXzB8xi/8Ekik3KHpR2yKM9DrLXF7P5wGa6mj4iK8vZzGwURm30XOXN/hT5I+ou7HO0Ubvg9dXv+SEJcByaTZF1bukYzdu5vSM6ef9ZzG8miPE/p7mymcP3vqCtcRXRkp99t1NSkQhu1iIlXP0V4fBYgbQM+tOvvlHz+KJHBh4iMhE471DZGkzDxlwMmS2cDWZTnMV6Pk4M732P/548RajhCSIjkNmprgy6Rzbj5K0nKnu/f39NYvov8Nb9C49xMXJzA54PqGh36+CWMX/jYWcttJIvyAqD+4DbyP16Kwv4VUZEChUJyoLe0R5M67QFGX/oTNDoTIGWPy1/7BLYjb5AQL2WPa2gAh+oSchasJC794iF3G8mivECQ1sKfoO3Qm0RHdfeLNtITNqLvxF6QchsVf/kSFTueIdZcT0iI5DZqsCaRPuMRRk272T9ZGgpkUV5AeFxdlHz5Eoe2P4M5uB6TSXIbNTcrEEEzGN/vxF4pt9F6Ctc+QIimkOjoPreROXNoT7iQRXmB0Se2pehFAeHh/XJoOlIYPbvvxF7oi2r3tq7BEi9FtdfWKiF0IROveYbwuNGDXkdZlBcobfWlUqrChg+JjvKgVktn/TQ0B2PJvYfsnhN7QTp0oPDT39K4909Y4qWzKpuboc2ZTfa8gZOlwUAW5QWMdMLF76kteIEocwcGPXi80NikRhcz8MReaSb/Pge+eITIkArCw6VYzrrmaJKnDJwsnSmyKC9wfB4Xh3b/k+KNDxOqP+x3G0lHr+SQs+CZAWlh6sq2UPDxUnTurcTGSimxq2v1BCffSu6ChwclGYIsShlAOuEi/6OliI4viIoS/Y5eiWXExX0n9oKUEjv/40exV72DJV7aN1RXp8Ctu4zcRU+f8cGosihl/NitNRR88iQtB14jJsoxwG0Unn4buQv6TuyV9g2touqb3xIf3UpQkGRdm21pZM5+khET/+u0kyHIopQZgMfVxf4tf+PQ1qf8J1z0uo0IHnhir8/n4UjBGvatX0q4oRSzWYrlrKkPI378vWTP/t/TimqXRSlzLEJQVbKRwnXL0Lq/ISKi/9EraWTN6TuxF6CpMp/8NQ+isG0gPl5anqyt06CLvZ4Ji1YQEpV6SsXLopT5VtobD7J7zXIctf8hKtKNRiNZwsbmECwT/odxV9yHzijFx9nbailY+wTWQ69hiZOOXmlshG71dMbNe5Lw+Gz0QeEn5TqSRSnznTi72vpOuIhow2CQotobm9ToY7/HxH4n9vYevVK+fSUxEdLyZG0ttHREERmXTOq0paSMvxbFCdbOZVHKnBCf10153n/Yu345ITrphItet1G3ciI5C/tO7O09E73ok6UonYV4PIKx2RAaCnuKE0if/QqJY678zvKOFuX5k6NYZtBQqjSMmHwD037wLi79FTQ0KBACIiIgVLObvH/dxt5Nq/C4HCgUSpKy5zN1yes4xCjS0kCjgYNlYLdWU1m4GiF8p1b+ELVL5jwgOmUSM255ndD0/0dtvRGXC4KCINZcx+GvfsWOf/0Se1stADpjGDqtl64u2LkDOm2g04FSqQBOLfRNFqXMd2IMjWPKdb9hxGW/o77Vgs0mWcL4WAcdh/7CV2/eSv3BbRhDY0mZcg81LdkoNBGYIyXLam/Zh8dpP6UyZVHKnBC11sCYy37K5MVvYPNNpaVFchnFxAj0rs/Y+d5/UbDuKSyj5zFmznJUaiMej/RZr9uO1+M6tfKGoA0y5yMKBZbRswiOfIfdax6mvvqfREW5CA0Fk6me1uKnqC9+E6+7myBdPQqFtDqk1JhQ9fg3TxZZlDKnREhUGhff9Bf2bsqi6ps/EBkmpSqMNHvwessBKWsHSD5OY9wo1LpTO1pF7r5lThmtIYTceQ8w4b/exq6aRX2DFptN2j0phPSvwwEd3RZSJiw55dhL2U8pc0Z0dzZTVbyBhgMb6GotxetqRyBQG2IZOf0eUnOvOeHGM9l5LjMkCJ8XV3cnXnc3AGqdEW1PfvYTcbQo5TGlzKCgUKrQGUOBM899KY8pZQIOWZQyAYcsSpmAQxalTMAhi1Im4JBFKRNwyKKUCThkUcoEHLIoZQIOWZQyAYcsSpmAQxalTMAhi1Im4JBFKRNwyKKUCThkUcoEHLIoZQIOWZQyAYcsSpmAQxalTMAhi1Im4LigRRkZGcmKFSuGuxrfSqDXb6g4b0R5/fXX89prrw3qd65atYrbb799UL9T5sScN6LcvXv3OfGdMifmrIryL3/5C9HR0XzxxRfk5ORgMpnIyclhz549vP7664waNYqQkBAWLFhAU1OT/3NNTU3ceuutJCUlYTQaueiii/jiiy/87ysUCsrLy/nhD39IWFgYAI2Njdx6661YLBYMBgOjRo3i+eefP+m6zpw5k1dffZXXX38dhUJBQUEBq1atIiYmhg8//JCYmBjuv/9+AKqrq7nxxhuJiIhAp9ORnZ3NW2+95f+ukpISFAoF69evZ/bs2YSGhpKUlMQ777zDzp07mTJlCiEhIeTm5rJr164B9fB4PNx7771ERkZiMpm49tpraWlp8b/vdDq5//77SUxMRKvVkpyczPLly/H05OLrLXvTpk1873vfIzIykpiYGO655x68Xu9JP+OzijiLvPzyy0Kr1YolS5YIq9UqrFaryMjIEGlpaeL2228XXV1dorq6WkRFRYkHHnhACCGE1+sVEydOFOnp6eKzzz4TxcXF4u677xZ6vV4UFRUJIYSorq4WgHjhhRdES0uLEEKIhQsXihEjRojNmzeL0tJS8corrwiVSiX+85//+OtjNpvFE088cdy6trW1iYkTJ4olS5aIpqYm4fF4xEsvvSSMRqOYPXu2WLt2rTh8+LBwOp0iMzNT5OTkiM2bN4sDBw6IRx99VABi9erVQgghysrKBCCmTJkiSkpKhMfjEd///vdFcHCwuPLKK0VNTY3o7u4Ws2bNElOnTh1Qv8TERHHPPfeIXbt2iffff1+EhISI66+/3n/PHXfcISIiIsR7770nDh48KN566y0RHBws7r333gFl5+TkiG3btgkhhNi4caMAxPvvv3/Sz3go+bBJevVy1kUJiN27d/uv3XvvvQIQjY2N/mvXX3+9mDt3rhBCiE8++UQAYtOmTf73vV6vyMjIED/60Y+EEEI4HA4BiFdffdV/T1lZmTh8+PCA8idMmCDuuusu/+/fJUohhJg6daq47bbbjqn/mjVr/Nc++OADAYj8/PwBn7344ovFnDlz/HUBxLPPPut/f/Xq1QIQ//jHP/zXVq1aJfR6/YD6TZ48ecD3Ll26VGg0GmG320Vzc7NQq9XiD3/4w4B7li9fLkwmk3A6nf6yV6xYMeCetLQ0cf/99wshTu4ZDyVHi3JYxpQZGRn+n0NCQjCbzURFRQ241t7eDsCOHTvQ6XRcdtll/veVSiUzZsygoKDgW8sICgriueeeIycnh/j4eGJjYykqKqK1tfWM6z9t2jT/z7t378ZgMJCTkzPgnkmTJh1Tv6PbDZCZmTngWnd3N06n039txowZx5Ttdrs5dOgQe/bswePxcNFFFx1Ttt1up6yszH9t3LhxA+4JDw/HarUCp/+Mh4phSXCl0+kG/K7X64+5R/Qkg+vo6MDpdGIwGAa87/F4iI2NPe73u91u5s6di8fj4bnnniMzMxO1Ws0111wzKPUPDe1L4tTR0UFQUNAxZ8UEBwdjs9kGXDu63fDdbT+6LACTSTrO2G6309HRAfQJvH/ZADabzV/m0c+vfzmn84yHkoDPuhYaGoperyc/P/+Y91Qq1XE/s2PHDgoLC/nyyy8HWJqmpiZSU0/tiLaTqZ/NZkMIMUCYHR0dxwjqdLDbByax7+zsBKSeoPf7e8XZv+zeup0Mp/OMh5KAdwlNmTKF7u5uvF4vmZmZ/pfBYCAhYeBZ073/87u7pRyJZrPZ/9727dspLy8fYIVOhhPdP2nSJLq7u8nLyxtwffv27UyePPmUyjoeW7ZsGfD7rl270Ol0jBgxgpycHNRqNVu3bj2m7NDQUEaOHHlSZZzKMz4bBLwo58yZw/jx47n55pvZvHkzR44c4d1332X8+PGsWrUKkLpAg8HA5s2bKSgoYMyYMej1ep5//nnq6upYv349d999N1deeSWlpaU0NjaeVNnh4eHk5+dTUFAwwA3Tn/nz55OVlcWPf/xjdu3axeHDh1m2bBnffPMN99133xm3v7y8nBUrVnD48GE2bNjAiy++yOLFizEYDERERHDHHXewcuVKVq9eTWVlJW+88QarVq3i5z//OWr1yXWEJ/OMzypDPrXqR+/s1e12+689+uijwmKxDLjvzjvvHOAaaWhoELfccoswm81Cr9eL0aNHi9///vcDPvPrX/9aGI1GYTabhdVqFe+++65ISUkRBoNBzJgxQxQWFop169aJkJAQMWbMGCHEiWffa9euFWazWZhMJvHJJ58ct/5CCFFVVSUWL14sQkNDhVarFRMmTBAffPCB//3eGfCGDRv81zZt2iQAUVZW5r/25ptvCkA4HA4hhBAhISHi2WefFXfffbeIiIgQRqNRLF68WFitVv9nnE6n+MUvfiHi4+OFWq0Wqamp4qmnnhI+n+9byxZCiIkTJ4o777zzlJ7xUHH07FtOLy0z7MhnM8oEPLIoZQIOWZQyAYcsSpmAQxalTMAhi1Im4JBFKRNwyKKUCThkUcoEHLIoZQIOWZQyAYcsSpmAQxalTMAhi1Im4JBFKRNwyKKUCTiUNu+Jb5KRGSp69afptxlUWWqHTlmYMsOAzQulPZs1g/ptmvz/owNuVr5sljMAAAAASUVORK5CYII="
] | 1 |
math | grade-4 | compare-area-and-perimeter-of-two-figures | true | false | Which figure has a greater perimeter? | null | null | [
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3TBw8ePAjj52viurJWsFGHGF7yN/fn8zMTGbMUPaQj4FKBLYbjhw5QlNTE1lZWVgsFvbs2UNERITUZXkk8ZHASVlZGTqdjpKSEioqKtDpdJw4cYKEhASuXbvG+PHj0ev1tLS0cOjQIanL9UiyuYBb8Gyyu4BbEEAEVpAZEVhBVkRgBVkRgRVkRQRWkBURWEFWRGAFWRGBFWRFBFaQFRFYQVa8NH9egmmU54wGwQPYs6lRgZef2vbg6j1oFaEVBhijxZZNAD81qH5ts1q/E/e6CTIwMQBUVqvVersdrptsaX5glbosQXhIo7IdWcf4gnYQ/D9u3asYrqABaAAAAABJRU5ErkJggg==",
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"
] | 1 |
math | grade-1 | compare-objects-length-and-height | true | false |
Which fish is the longest? | null | null | [
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",
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",
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"
] | 2 |
science | grade-6 | compare-thermal-energy-transfers | false | true | Chad lit the charcoal in his grill to cook two identical salmon. He put one fish on the left half of the grill and one fish on the right half of the grill. This table shows how the temperature of each salmon changed over 6minutes. During this time, thermal energy was transferred from ____ to ____. | 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" | [
"the surroundings . . . each salmon",
"each salmon . . . the surroundings"
] | null | 0 |
math | grade-8 | apply-addition-and-subtraction-rules | false | true | The number line shows two unknown numbers, a and b. Is aβb positive or negative? | "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" | [
"negative",
"positive"
] | null | 1 |
math | pre-k | fewer-and-more-compare-in-a-mixed-group | false | true | Are there more rectangles or triangles? | "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" | [
" rectangles",
" triangles"
] | null | 0 |
math | kindergarten | ordinal-numbers-up-to-fifth | false | true | The first picture is a star. Which picture is fourth? first | "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" | [
"rocket",
"moon",
"star"
] | null | 1 |
math | grade-7 | bases-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its bases? | 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" | [
"nonagon",
"triangle",
"heptagon",
"square"
] | null | 1 |
math | kindergarten | times-of-everyday-events | true | false |
Sam is reading a book just before going to sleep. What time is it?
Choose the more likely time. | null | null | [
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] | 1 |
math | pre-k | count-sides | true | false | Which shape has 5 sides? | null | null | [
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] | 0 |
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