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0
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math
algebra-1
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
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"
[ "The y-intercept of Function A is less than the y-intercept of Function B.", "The y-intercept of Function A is greater than the y-intercept of Function B." ]
null
1
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each yellow ball represents one particle of solute. Which solution has a higher concentration of yellow particles?
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"
[ "Solution B", "Solution A", "neither; their concentrations are the same" ]
null
0
math
grade-6
which-is-the-better-coupon
true
false
Ed would like to buy a picnic table with an original price of $80. Which coupon should he use?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASYAAAC8CAYAAADVTgNLAAAqSklEQVR4nO2dd3gc1bn/P7N9V71YcpGb3G1cMNgWxhhs0206oXNDGmm0C5ffDTXJzU3ITXK5kABJICEk9IDptmnBNjbGDVeMbeTeiyxZdbV1fn8cSburXUm7M7Pa1ep8nmcfzc7MKTua+c4573nPexRVVdUjXtjRBPUB8KtIJBJJt2JRIMcMI1xQagPliEdVV9eluloSiUQimJYLlsom8aWfDUZlCdWSSCSS7qQ+ANsb4bAXvm4CU51fHJCiJJFIUkWOWWgQQEM...
1
math
grade-4
elapsed-time
true
true
Look at this clock:What time will it be in 10 hours and 15 minutes?
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"
null
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0
science
grade-6
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 smaller in Pair 2.", "The magnitude of the magnetic force is smaller in Pair 1.", "The magnitude of the magnetic force is the same in both pairs." ]
null
0
science
grade-2
identify-animals-with-and-without-backbones
true
false
Select the animal that has a backbone. Hint: Mammals, birds, fish, reptiles, and amphibians all have backbones.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADgs0lEQVR4nOz92a/lWXbnh3328JvPfKe4MUdkZGZlVlZWVhaLVSySXSSbZDebktVuwZJltSC5ARt+EvwgA/4LGoYfDfhBEOwHyxbcrW6hB5HNFtnNoYpkTVlVWTlGDjHf+d4z/+bf3tsP+8StboACaMeLDPAAASQiIm/ce8767b3Wd1riBwvnXs2gr/ir11+9/if5Whm4n8NRA2MNvzTyvy//qnD/6vU/9VdfwauZ/++1+dnvy78q3L96/f/D63mdtu5nv6f/or/...
0
science
grade-3
identify-vertebrates-and-invertebrates
true
false
Select the invertebrate. Hint: Insects, spiders, and worms are invertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADQqElEQVR4nOz9ya9tW3bmh/3GrNZae+9T3PK9KMgIMskkmaTSTtgwLFlISS4ES7A7Uss9ww2r64Ybhrru+x9wzx0DNmDDHUMNQ3IhWE4kBJnKZGayChYRjFfde0+1915rzWq4MdY+970AE2DyZkMGuAM3zr3nnbOLtcacc4xvfN835B8+qP7GHq48f/P4m8d/JR9PDX7/BF9keBHgX7+177u/Cdy/efxX/XHl4Tf29vdj+/h99zeB+zeP/394XOK06Mfvhb/sB/+...
1
math
grade-3
read-a-calendar
false
true
What date is 2 weeks after October 6?
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RcL547ssCrFjEuPI94C/fHkh8UjwLRv+Ca3lXy+UPNHyQy1cuE3YgTAH/DrSr244/9/7JgVMHqO+ZdfT01y1LaFW7NRv2r7dRdcVHwyoNaViloeX3Uo6l8HDy5IGGCqU3KluyLK1rt2H9vhDe7POW5fKwA2GUK1WO2m612bBvfZaAH7IvhBqVauLl5mWLkg2jsnNlKjtXtvz+65Zf2Xdyf6E9R69cvUIJ+xKFcl/FgW99X5zKOFu1btrVNOxN9vfkh9zI2Eg2R23mx+FzeKTl9b0X7eq2o1SJUqzYvpyk1CTKOGb/sJSTHcd23HVNei7LvSzfp+ikXU3Dzs4Ok132m54zYm6WT/DVXqqSbdrJy3Ne4sEp/pbf679el6///Iq3f51E/dfrUuPlajw5sz9n/jljWWfToU34vdMRj5FutJ7gQ2D4Muzs7LLcbvjRcB79bx+8/l2Tai9V4aH3HiQ48n8AXLx8kWovVeHjVR9luc7V9KvUe60Oby+dfMf9yC/uFTy4r1oTFv+9KMvlsfGxbDz4Fw/m8OY/N3QO7Sa1wWOkG3XGePHCd0Oz9G3w18/x/NeDWLT5F3zeakHlUR48MMWfbUe2WdZJu5rG2PmvU+vVmtR4uRovfDuEf5L/yXI/5y6eY/j3w/AeWx/PUe60mtCSr/6cZVneY3p3Hvukb7b6nvnyaR5+v/OdtqRAPTmzP0/O7J/lsl82L6TicCcSUxItly3+ezG+/9cBj5Fu1H+9LuPmjyU5NdmyfOPBv+gxvTs1X61B9Zer0n1aV/46GGZZfjL+JP1n9KPyKA8avF6P95dPzVaLrfr7YKMHCT8azsXLFy2Xhe7fgE8tH3y8WllG7DOF7Q+l0w3B5na9seaxW/P6T7uaxnuBU2jyn/vwGOmGz1st+OZ/X2e5nTmhP9JhcjuqjPakzhgvnp31DCcunLAsv9ttyPp9IVQc7sTmw5uzXGdPzG4qDndi3Z51t+33nbI32TN95TQavF4vW3+2H9tOxeFObD+2Pct1Wr7VnAmL38pS45rda2g/uS2dpz4EFPxztzhsd63h9e+afPXnLJ6c2Z/Koz34Jzkh2xQda3pV3N+jrl7bg5zTe/8rXV9lzfh1lnB/Nf0qU5a9S4s3m+E5yp3GbzTk9XmvcSnlEgC9PuzJz3/9xPyN86g43Ildx3fy2eoZVHupSpbbPXHhBBWHOxG08w8AvvpzFg1er0fQzj+o/3pdJi6eAFj3+l60+Rfuf8ePai9Voc4YLwZ8/hRHzh4BbPv6FrlT+R7wH2zUCQeTA70/6skfO1eRlJp0V7dXwr4EM9fMpLJzFXa8t5P1EzawMzqCaSs+ACAhOYGBnz+Fcxln1gX8yazBX/N9yPecSjhluY3LVy7T79PHKFeqPMv+HcjagD9pX68DT3/xL2LjYylfqjx9Wz3Kwk0Lstx32IFQziWeY2D7f93VY8gPV9Ov8mirR1ny9+Isly/d8isNqzaitnvtLJcv3LSAV+a+TL82TxA68S9+GDabHUe389TM/pjNZgAc7EuwNWorwZHBrB6/ln0fHqBSORdG/zjScjuf/PFfftwwm3f6vcP/3gqhXd32TF85Pct9jfxhBNuPhvPDsNmETvyL13q8zluL3mTljhUAPNvxWUL2hXAy/qTlOpdSLrFuz1oGdLB9b+9UYPgyXvhuCA/f14XQiX/x+XNf8vuOlbw89yUg4zE+NfNJvCs3YPUba1jzn3U0rnYfT8zoR3zSBQBe/GEEe07sYcFLC1n22nLOXTzHiu3Ls9yPrfr7QMMHSUtP468D10Pdhv0baFe3PW3rtiPsQCjp5nQADp46yMmEk5ZR5tv1xtrHfrvXP8CbiwL4fM1M/tP7P/w1eROjurzEW4ve5McNs4GMoPrq3FcY/tAIwiZtZOFLi4hLjGPw188B+bMN8WtwP15uXvxy0zZkWfgyqjhXKdAR3d+2LeXsP2f55eVFfDXka8L2h2bpz+2UcHAEYNqK93ml66t88dwXhfLcLQ7bXWs42jsyJ3QOTao1YeXYVZQtWS7bOrfrlRHeo+p7NqCWay1emjOa2Rt+4OzFs7dcd+aaz5i5+jMmP/b2te3DFwTtCrIcT/LzqHk0r9Gcx1s9zqGPomhUtbFVNZSwdyQpNYlv/vc1swZ/zfBOw616fW89spVh379AzxY9+fPNYBa/8iuXU5N5dtYzADZ9fYvcqXwP+A0qN+C7F74nISmBAZ8/Ra1Xa9Dtg4f5cOV0YuNj7+g2vdy8GNZpOGUcy1DLzYsu9z3M9qPhQMbBgBeSLvDBU9O4r1oTfLx8+O/Tn3Dh0gXL9UvYl2D9hFC+HDyLpjWa4V3Zm/GP/IdLqZfYfCjjE/kzHZ/lwKkDWUa6loUvo03tNtTzrHcXHck//dr0I+psFOHXHjtkTM/p17pftnU/X/M5DzR8gNd7jqWeZz3u9/bn3SemsP3Ydv6O+tuyXkJSAtMGTKdSuUo4lXbiyXZPse/kPssHswWb5tO9aQ+e6fgsddzrMOSBofjW981yXzOf+4KVY1fRvl4H6nrUZUD7gdxX7T7+3PsnAH18+lKuVPksex9W71qN2WzmsdaP5WuPCtOMoE9pV7c9kx57m3qe9ehyXxcmPTaZJX8vJjY+lqNnj/DP5X94om1/GlRugHdlb95/8gN+eWkRjg4liY2PJWRfMK92+zf+3g/gXdmbaQOm4+hQMsv92Kq/LWq1wLmMs2WkPj7pAruO78S3QUd86/ty4drvkBH8TXYm7vf2t6o31j52yP31n5CcwOz1PzCqy2gGdvgXddzrMNh/ME+1H8DM1Rl7C3ce30lJh5IMaD8QLzcvWnm14vthP/Be//ctvbrbbYidnR1P+z7Dr1t/JTUt1XK9wG3LeLLdUzmOauaX8qXKM23AdJrVaE73Zj3o49OXHTeN2OfGwZQxU7NDPV+eaj+AxtXuK7TnbnHY7l5KTSIxJTHbv8wPtw72DpRyKMlbfSfQpnYbHOyzzny1pldGeI9ydHBk3qgF1HGvw79/epX6r9el/eS2/GfheCKid2RZ97n7n+fvd7bSx6cvdT3q8kDDB+nr05f/XXteOJV2wsHeAccSJalUrhL2JnuranCwtycxJZFhnUbQqVEnarl5WfX6vq/afWx/dwdje46jvmd9WtRswYiHXmR3zC7OXjxr09e3yJ0qkGdlrxa92fn+bn5/fRWvdvs3dnZ2TF3+Hi3fbM5v2/J+Jp0m1Ztk+d2pjBPxSfEA7I/dRwn7EjSq2siy3MvNK8v8f3uTPRHRO3jko15UGe1JxeFOVH+5KoDlRd62Tlu8K3tbRkjSzems3L6CATcckGlrNSrVpG3ttpYgd+TsEbYf254txF25eoU9J3bTrm77LJe39PIBYPfxXZbLanvUoWzJspbfnUo7ARCfFE9qWipRZ6JoWqNplttpVbt1lt/PJ55n5A8jqPlqDcsZJnZE7yD+Wm9LO5amX5t+LNy00HKd5eHL6NWil+X+ipur6VeJiI7A39s/y+W+DTpixsy2I1up61mPBp4NeOHbofz3j/8SEb0De5M9vvU7UsaxDAdO7gegSfXr/TXZmfCp1TLLbdqqvyY7E/c38CdkXwiQMf++pENJfGr54OnkSV33upbwH7p/Pc1rNKdi2YpW9cbax56xzq1f/3tidpN6NZX7G9yfZZ2O9Tty6Mwh4hLjuN/bnxL2JegxvRuzN/xA9PljuFdwx+fa6yG/tiEDO/yLi8kXWb0rKON2T+5n/6n9DCzgvVRt62Q9E0vFshWzhBdrtajVwvJzYT13i8N2t/EbDan+ctVs/yKiIyzrtMjheZvJml4Z5T2qYZWGrP3Pn2ycvJkpT7xHTdda/LhhNg9M8efNXwKur2g2M33FNLzH1qfSiIpUHO7EzDWf3dHzNictb+itNa/vkg4l+XXrr7Se4IP7SFcqDnfiqc+fBGz/+ha5UwX2sdNkZ6J9vQ4EPPImq8YFsX3KDhpU9ubVua9m+QRsjVIlSmW7zEzGNJPElETKlyqfbXmF0hUsP0fGRvL818/RunYbwqfsIG5WPGe/yH6Kx6d9n2HJ34tJu5rG5kOb+Cf5Hx5tVbRGmPu1fYKlW38l3ZyecXCtVytqutbKsk5SyiXSzek433RgWObv/9wwp7p0Dr0FMJvNJKVewow5Sy8ha28vX7nMwM+fIik1mTXj13L2i/Nc+CqBdjeFjkEdB7HnxG72xOzm8pXLrNm9hoEdns7joy86kq8kk5aexke/f4jnKHfLv5ZvNgfgzD9nKelQkt/H/sET7frzU+gcHpjiT9OAJiy+Ns0q8XLGXP7s/b0eym3d3wcaPcjeE3s4n3ie0P2htK3TFsdrUzo6NuhI6IFQAEIPhPLAtd3U1vTGmseeKbfX/8XkjOfy458+luW+Rl2bZnb24lkaVmlI0Pg1NKjszTtL/49mAU3p8v5D7LwW0PJrG+Lp5EmXJg9bPmgFhi+jbe221PWoe8v+5ofSjqWz/G5nZ2fpT17cuL0ozOduUd/uLnp5Cb+P/SPbvxtHzW/e1t7Iml4Z6T0KwLuyNyM7j2LB6IXs//AgT7UbwBfrPrcc3/X6/NdZu3sN3w79jtiZp7jwVQKvdc+/U1be+Pew5vU9J/RH3ls2hX93H8Ohj6K48FVCljNZge1e3yJ3Kt/PovNP8j8kpSbh6eSZ5fIalWoyqssohn8/jOjz0dT1qJvtIBfICAd5UcaxTJaDADPFJcZZfl69K4iSDiWZ8sR7lt2np/85ne06T7UfwP8tfZsN+zewelcQPYvgCHNfn0f5z8LxbDq0kV+3LOFZv0HZ1ilTsiz2dvaWUc5MmSMRN7/R3ErpawdE3XxQ7YUbersnZg9Hzx3l6yHfZjm7z+l/TlOl4vUDoprWaEbT6s34deuvtKzVEucyzvg3zDrCW5TYkT0k3XiAaBnHMpSwL8GITi/ydMdnsl3fvYIbAC7lXJj06GQmPTqZQ6cP8dnqGQz7bijeVRpQ5tqek5v7G3ep6PT3wYYPYMbMlqi/2XhoI4+0fMSyzLe+H6/Pe43I2EjOXjxrOdDbmt6EH91+28dujczn8ldDvs5xnm5N15pAxsji5899Qbo5nb8P/83bv07iiRn92P3B3nzdhjzb8VkGf/08Fy9fJDA8kKEPDM3T48lv2bewGS6nXr7tdQvruVvUt7utvVpZfRadnFjTKyO8R6WmpXIyPjbbgFP5UuV5q+8EFmyaz66YnbSs1ZJVO37ntZ5js5yC98YD53OSU164fOX2z2NrXt8rt6/ggYYP8LTv9e1VTvUUtde3SG7yfQS/+7SuPP/1c1xNv5pt2aHTh7C3s8e1fCUgYzrIzS+8G6ePWKOeZz2uXL3C3hN7LZftPbGXC0nXd/UlXk6kZImSWeZGLtg4HyBLiKtUrhI9m/dk6dZfWbbtN/5VBHe9uZZ35cGGD/LD+h/Yd3IffX0ezbZOCfsS3Fe9CX/fdMR/5u8tc9mdfKOSDiWpUakmO6N3Zrk8c9QWIDEl4+9XrtT1A8s2HdrEkbNHLAfzZnrWbxDLtv3G0i2/Fvl5i05lnCyjw5l2Hr/eB5OdieY1mnM8Lpr6nvUt/2q51sLRvgTOZSpy7NxRft+x0nKduh51+e/Tn+Bg78Cu47uod23kZ9cNt5s5MpfJ1v2t5eZFLddabNi3gT0xu7O8IXds0JGE5Hjm/zWPMo5laFOnrdW9seaxW6Nxtfso6VCS8xfPZ7kvl7IuuJZzpaRDSbYe2Wo57sRkZ6Jd3XZMfHQSZy6e4VT8yXzdhjzcpCsVy1Zk5urPOHz6kM1HVzOD6cUbwuXphNNZDjDMSWE+d4vDdvduWNUrA7xHvbXoTe5/xy/Hg2sPnz4EgEcFD9LS00i+kkz5G54XCckJ/B6xMtugyo3PE6fSThl7B2/4wqyb35tyYs3r+2JKIuVuGuW39N9cdF/fIrnJ94T1Vt8JbI3aQt//9mHx34vZdGgTa/es5c1fAvj4948Y7D8E5zIVAWheqwUrt6/g3MVzJKUmMX3lNMvuTGt1bdKN8iXLM27+WLYd2UbYgVD+/dMruJd3t6zTunYbzieeZ27oHE7Gn+Tb4G/Ye2IPHhU82HN8FwnJCZZ1n+k4iAWb5mNvsrccMFjU9Gv7BEu3/Ipfg/vxcMr5C29Gd3mJ/0X+jxmrP+XYuaOs3xfChMVv4VuvIy1qtsjxOjl5vPXjrNr5Oz+s/4E9J/bwyR//zfJGdV+1JpRxLMNX62ZxMv4kq3etZtKSCTzcpCsHTx/KMgrSr00/TsafJHB7YJGft9iiZgt2HNtORPQO0q6m8cfOVWy46bSQL3V9mcDwQD75478cPnOYXcd3MuL7YfSY3p3ElERi4mJ4dtYzzFzzGQdPHeTgqYN89PuHAPh4taJ6pRq0qd2G/676mLV71rLj2HZG/ziKkjdMSSkK/X2w4YPM2/gzpUqUomXN6x8OM+fhzw2bg289X8vUHWt6Y81jt0aF0hUY5PccU5e/x9KtS4k+f4zQ/Rt49JO+jP5xFADr9qzlX58PIDB8GUfPHmHX8Z3MWjeL6i41qOZSPV+3IfYmewZ0GMh///iYXi16W723rKBUc6mGW3k3FmxawOUrlzl78SzjF47LMv84J4X93C0O2907ZU2vjPAeNbLzSEo7lqbrB134Lvhbwg6Esn5fCDNWf8qQbwbTrEZzHmrcmRL2JWheoznz/vqZI2ePsOPYdp758ml6Ne/NhUsXOHDqAGlX03Au48zO4zvZGR3B+cTztKjVgnRzOnPD5pJuTmfvib2WM2XlxprXd5vabfhf5P/4O+pvjp49wms//xuva2em23Fsu+WkE0Xt9S2Sm/wfwW/Wg8DXVlCxbEUmL5lIn497M3r2SHZE7+DL52fx/lPXT9/2Tr93qVjWhWYBTWg9wQd7kz392z1JWg6j/7fiUs6FuSN/Ii7xPN2nd+WVuS8zqstoanvUIe3qFQAebvIwr3b7N/+39G3aTW7L1qitfPLMDAb7D+GXzb/wfuD1cxL7N/SnlEMpnmo/oMiOMPdo3pOSJUrmeoaUfm368ekzM/g57CdaT2zFkG8Gc7+3Pz+P/DlP9/VG7/EMaD+QyUsm0u2Dh9l1fCf/1y/jVGZXrl6hUrlKfP7cFwRHBuPzVgtmBH3KZ4M+Z9iDwzl+/jhPfvaE5bacSjvRsYEfPl6tsp3Ws6h51m8Qj7TsQ9//9qHOa7X5betvTHh0IgBXr40g9W7xCF8N/obFfy+mw+R29Pn4EVLSUln++krKlSyHb/2OfPn8LBZtXsSDU/zpPLUTa3ev4eeR8y1TFr4Z+i31Kzfg6S8G0v+zJ6jpWpP+bftz5dpztyj094FGDxKfFE/bOm2znSHEr4Ef8Unx+Dd8IMvlt+uNNY/dWlOeeI/B/kOYuGQCrSb4MPz7YbSr246vh34DwOs9xvLc/c8zaclE2k1uy2OfPEpaehqLX1mCnZ1dvm9DerXozZWrV/iXr+0/xJawL8EXz88i/Mg2av+7Fr0+7MFT7QZQ2612lpHQmxX2c7c4bHfvxu16ZYT3qFpuXqwev4aHGnfmi7Wf0/+zJxj01bMs3ryYkV1Gs/y1FZZBgBmDZmKHHR0mt+PFH0bw4kMvMq73G1SvVJ0e07sRG3+CYZ1GcCr+JI9+0peI6Ajuq9aEyY+9zYcrp1H95aqMnf867/XP6Etu3+Juzet7TPcx3N/gfh7/5FF6TO9OlYpVmT7gQx5q9BBj571O0M4gy+0Vpde3SG7szDfsf+q9Yhxze72V2/qGt3bPWgbMfJLtUyKo5lLN1uUYyrmL52jxZjP++/Sn9GuT/dSecnfU36Lh7V8nsXLHSja/vSXHecOSnba71lOvbCs/Xt/PrHiX5b2m5XNlIlnl+0G2xVVMXAx7Tuzh1bkv89z9z2vDmY/OJ57n6NmjvLUogJqutXi0VfbjBuTOqb9Fw/6T+wndv4GZa2by7dDvFO6toO2u9dQr29LrW4obBfxrAn75D+v2rOXRVo/xTr93bV2OoSza/AuTlkykVe3WzBs1z+ovLRHrqL9FQ4/p3bCzs2PyY2/Tx6evrcspFrTdtZ56ZVt6fUtxoyk6IiIiIoVEU3SkMBSdI3REREREROSuKeCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgWQ7TWbFmT1sUYeIiIiI4fWq1cHWJcg9QCP4IiIiIiIGkm0E3zw61BZ1iIiISBGx8sLfAPSs2MbGlRhP7xXjbF2C3AM0gi8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiJ5EhUVxSuvvMITTzzBtm3bbF2OiNwk23nwRURERHKSnp7OsmXLWLhwISVLlrR1OSJyCxrBFxEREassWLCAhQsXMmDAAPr27WvrckTkFhTwRURExCpOTk5MmTKFPn362LoUEcmFpuiIiIiIVXr27GnrEkTEChrBFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEJ0HX0RERKyyYMEC0tLSADh48CAAwcHBREZGAuDl5YWvr6/N6hORDAr4IiIiYpVly5ZZAn6mTZs2WX728/NTwBcpAhTwRURExCrz58+3dQkiYgXNwRcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEIebL1h54W9b1CEiIiJFjDKBSPGkEXwREREREQPJNoLfs2IbW9RhaJkjIOpt/lJfC4b6WjDU14KhvhYM9bXgzGKxrUuQe4BG8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExECynSYzJ+Hh4QQGBnL8+HGuXLmCh4cH/v7+dOvWDQcHq25CcpCens6GDRsICgoiNjYWs9mMh4cHnTp1onPnzuptPomLi+PVV18lOTmZWbNmUalSJVuXVCy9+OKLnDt3LsdlJpOJhQsXFnJFxpGUlMQvv/zCpk2bSEhIwMXFBV9fX/r164ejo6Otyyt2li5dyrx583Jdx9/fn9GjRxdSRcZx4/vWyZMnSU9Pt2SChx9+mBIlSti6RBHBioC/fPly5syZg4uLC35+fjg4OLBt2zZ+/PFHdu7cSUBAQGHUaUifffYZoaGhVK9enc6dO2M2mwkPD+e7774jIiKCN954w9YlGsK3335LcnKyrcso9pKSkqhUqRIdO3bMtsxk0s7AO3X58mUmTpxIdHQ0HTt2pGrVqhw8eJClS5cSHR3N+PHjbV1isdOgQQP69OmT47K4uDg2bNiAs7Nz4RZlEF9++SXBwcG0aNGCgQMHYjKZiIiIYPbs2Wzbto0JEyZgZ2dn6zJF7nm5BvyEhAR++uknPD09+eCDDyhTpgwAAwYMICAggO3bt3Po0CHq1q1bKMUaSWRkJKGhoTRr1oyAgABLQBo4cCABAQFs3bqVqKgoateubeNKi7eNGzeyZcsWatSoQXR0tK3LKbbMZjPJycl4e3vz9NNP27ocQ1myZAnHjh3jlVdeyfLhadasWWzZsoXY2FiqVKliwwqLn0aNGtGoUaMcl7333ns4OTnRt2/fwi3KAE6cOEFwcDANGzbMMrj30EMP8eGHH7J582b27t1L48aNbViliMBt5uCfPXuWZs2a8dhjj1nCPYC9vT3t2rUD4Pjx4wVboUHZ2dnRtWtX+vfvn2X0097enlatWgFw5swZW5VnCJcuXeL777+nZcuW3HfffbYup1hLSkrCbDZTtmxZW5diKFevXmXt2rXUq1cv256R4cOH89133ync56OwsDC2b9/OoEGDKFeunK3LKXYy35O8vb2zLWvQoAGQkRtExPZyHcGvW7fuLafgpKamAlChQoX8r+oe4O3tneNGEuD06dMAeHp6FmZJhjN37lwuX77MCy+8wPLly21dTrF26dIlAMsH/StXrpCQkICTk5Pm3N6FI0eOkJiYiI+Pj+WyS5cuUapUKezt7W1YmfFcvnyZOXPm4O3tjZ+fn63LKZaqVq0KQGxsbLZlme9b1apVK9SaRCRnd3QUZ1JSEiEhITg7O9OkSZP8rumelJ6eTlxcHMHBwYSEhNChQwdq1apl67KKrb1797Ju3Tqef/55XF1dbV1OsZeUlATAuXPnmDhxIvv27cNsNuPg4EDr1q0ZPHiw5jTfgcw9oB4eHixYsICgoCASExNxcHCgZcuWDBkyBBcXFxtXaQzLly8nLi6OsWPH2rqUYsvd3Z3OnTuzdu1aFi1ahK+vL/b29uzcuZN169bRtm1bTdkVKSLyHPDT0tKYMWMGZ8+eZdy4cTrDQz5YuXIls2fPBqBixYqMGDGCTp062baoYuzKlSt89dVX1K1bl27dutm6HEPIDPjh4eF06NCBIUOGALB582Y2btzIkSNHmDZtGqVLl7ZlmcVOYmIiAMuWLcNkMvH0009TqlQpduzYQXBwMNHR0eprPkhMTGTFihX4+PgogN6lYcOG4eTkxKJFi/jll18sl3fp0oXBgwfbsDIRuVGeAn5iYiLTp09n3759jBgxgtatWxdUXfcULy8vunfvTnx8PHv27GH27NkkJSXRu3dvW5dWLC1evJjTp08zbdo0nd0ln1SpUoUxY8bg5uaWJSB17dqVmTNnEhISwurVq2955hLJWVpamuX/6dOnW06N6+vrS9myZVm5ciV//vknPXv2tGWZxd66detISkqiR48eti6l2Pvpp58IDAzk/vvvp2XLlphMJiIjI1mzZg3x8fGMGTNGp3gWKQKsfhXGxsYydepU4uPjGTt2rOVAULl7N57xITU1lRkzZjBnzhxcXV1p3769jasrXqKjo1m2bBmPPPIINWrUsHU5huHs7HzL5+IjjzxCSEgIe/bsUcDPo1KlSgHQtm3bbKHooYceYuXKlURGRirg36XVq1fj7u6uKaV3KSIigsDAQLp3755ltL59+/Z4eHgwe/Zs1q5dqz2nIkWAVcObR48eJSAggCtXrvDuu+8q3BcgR0dH+vfvD2Sc4lGsZzabmTVrFi4uLnTq1Inz589b/l2+fBmA+Ph4zp8/b+NKjSXzQPvMHov13N3db7nMyckJQN/hcJcOHz7MmTNnaN26tc7PfpciIiKAjA+kN8s8UHz37t2FWpOI5Oy2I/gnT57knXfeoUKFCkyePFkHfOWTxYsXExISwpgxY/Dy8spxnZSUlEKuqnhLSUnh4MGDALz00ks5rpP5pUE///yzjh/Jg8jISPbt24e/v3+2bUBMTAwAbm5utiitWKtXrx4mk4nDhw9nW3bq1Ckg47gcuXM7duwAoGnTprYtxAAyz56X+X9OyzKnnYmIbeUa8NPT0/n4449JT09nwoQJCvf5yN3dnVOnTrFkyRLGjBmTZa74H3/8AUD9+vVtVV6x5OjoeMtv/Vy7di1bt25l1KhRlC9fXnNE8ygmJoZ58+YRGxvLqFGjLJenpqaycOFCAMt3Y4j1KlSogI+PD1u2bCEiIoJmzZoBGdve3377DSDLKTQl7w4dOgSgKXv5oF69egQFBREaGkqLFi2yLNu8eTOg9y2RoiLXlBMaGsrRo0epXbs2QUFBOa5Tp04dzRO/Ax07dmT9+vVs3ryZ1157jWbNmmFvb8+ePXs4fPgwnp6emseYRyaT6ZZhaOfOnQA0adKESpUqFWZZhuDv709ISAjBwcHExMTQpEkTUlJSCA8P59SpU/j6+uqg+zs0aNAg9u/fz9SpU/Hz86NSpUpERERw6NAhmjZtmuN0CLFebGwsJpNJp8vNB76+vgQFBbF+/XouXrxIixYtcHBwYP/+/axfv57KlSvrfUukiMg14GfuIo6KiiIqKirHdfz9/RXw74DJZGLcuHGsXbvWEpxSUlJwdXWlZ8+e9OvXT98aKkWGo6Mjb775Jr///jthYWGsWrWK9PR0qlWrxtChQ+nSpYutSyy2PDw8mDp1KvPnz2fbtm0kJSXh5uZGv379eOyxx3QmqLuUmJhoOZhZ7o6DgwOTJk0iMDCQjRs3MnfuXMxmM66urvTq1Svbt96LiO3Ymc1mc+YvvVeMY3mvabasx5BWXvgbgJ4V29i4EmNRXwuG+low1NeCob4WDPW14ChrSWHQ0JCIiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgTjcfMHKC3/boo57gnpbMNTXgqG+Fgz1tWCorwVDfRUpnjSCLyIiIiJiINlG8HtWbGOLOgwtcwREvc1f6mvBUF8LhvpaMNTXgqG+FpxZLLZ1CXIP0Ai+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYSLbTZObkzz//JCgoiJiYGEwmE15eXjz++OM0a9asoOu7J0RFRfHpp58SGxvL+PHj8fHxyXG9HTt28NtvvxEVFUV6ejrVqlWjZ8+e+Pn5FXLFxYO1fd2wYQPffvstSUlJzJ07l1KlShVypcWLtX0NDw8nMDCQ48ePc+XKFTw8PPD396dbt244OFi16bmnWNPX9PR0NmzYQFBQELGxsZjNZjw8POjUqROdO3dWX3Ng7fP1RnFxcbz66qskJycza9YsKlWqVAiVFi/W9PXFF1/k3LlzOV7fZDKxcOHCgi5T5J5123eDH3/8kRUrVuDh4UG3bt2ws7MjJCSEKVOmMHbsWFq3bl0YdRpSeno6y5YtY+HChZQsWTLXdcPCwvjkk0+oVKkSDz/8MCVKlGDTpk3MmDGD+Ph4evfuXUhVF33W9vXSpUt88803hIWFKdRbIS/P1+XLlzNnzhxcXFzw8/PDwcGBbdu28eOPP7Jz504CAgIKqeqiLy99/eyzzwgNDaV69ep07twZs9lMeHg43333HREREbzxxhuFVHXRl5e+3uzbb78lOTm5gCor3vLS16SkJCpVqkTHjh2zLTOZNIFApCDlGvBjYmJYsWIFVatWZerUqZQuXRqAHj16MGbMGL799ltatGihUaM7tGDBAgIDAxkwYADp6enMmzcvx/VSU1P54YcfcHFxYfr06ZQvXx6ARx99lICAABYsWICfnx/Ozs6FWH3RZW1f33vvPU6fPs1bb73F8uXLiYiIKORKixdr+5qQkMBPP/2Ep6cnH3zwAWXKlAFgwIABBAQEsH37dg4dOkTdunULs/wiy9q+RkZGEhoaSrNmzQgICLAEpIEDBxIQEMDWrVuJioqidu3ahVl+kWVtX2+2ceNGtmzZQo0aNYiOji7gKosfa/tqNptJTk7G29ubp59+upCrFJFcP0Jv374dgF69elnCPYCLiwtdu3YlLi6O3bt3F2yFBubk5MSUKVPo06dPruvt2rWLhIQEunbtagn3AI6OjvTu3ZvU1FQ2b95c0OUWG9b2tX79+nz44YeaamYla/t69uxZmjVrxmOPPWYJ9wD29va0a9cOgOPHjxdorcWJtX21s7Oja9eu9O/fP8vop729Pa1atQLgzJkzBVprcWJtX2906dIlvv/+e1q2bMl9991XgNUVX9b2NSkpCbPZTNmyZQupMhG5Ua5D7xcuXADA09Mz27LMUaJDhw7RvHnz/K/sHtCzZ0+r1jtw4AAA3t7e2ZY1bNjQsk7Xrl3zr7hizNq+Dho0qIArMRZr+1q3bt1bTsFJTU0FoEKFCvlWV3FnbV+9vb1z3AYAnD59Gsh5W32vsravN5o7dy6XL1/mhRdeYPny5QVQVfFnbV8vXboEYPmQf+XKFRISEnBycqJEiRIFVp+IZMg14GeO2l+8eDHbMkdHRyBjtE4KVuabt5ubW7Zlrq6u2NnZWdYRKaqSkpIICQnB2dmZJk2a2LqcYi89PZ24uDiCg4MJCQmhQ4cO1KpVy9ZlFVt79+5l3bp1PP/887i6utq6nGIvKSkJgHPnzjFx4kT27duH2WzGwcGB1q1bM3jwYE0rFSlAuQb8+vXrA/DXX3/Rvn37LMs2btwIwOXLlwuoNMmU2eOcDgQ1mUw4OjrqgDAp0tLS0pgxYwZnz55l3LhxlgECuTMrV65k9uzZAFSsWJERI0bQqVMn2xZVjF25coWvvvqKunXr0q1bN1uXYwiZAT88PJwOHTowZMgQADZv3szGjRs5cuQI06ZNyzL9V0TyT64Bv0mTJnh5ebFp0ya+//57HnzwQezs7Fi3bh179+4F0K62IsBsNtu6BJFbSkxMZPr06ezbt48RI0bozFv5wMvLi+7duxMfH8+ePXuYPXs2SUlJOpvWHVq8eDGnT59m2rRpOrtLPqlSpQpjxozBzc0tywH1Xbt2ZebMmYSEhLB69eo8HSMhItbLNeCbTCbGjx/PRx99xKpVq1i1ahWQMbI/bNgw3nnnHcqVK1cohd7LMucwJicnZznIFuDq1aukpqZmOZhRpKiIjY1l6tSpxMfHM3bsWMvBoHJ3GjVqRKNGjYCM4xpmzJjBnDlzcHV1zba3VXIXHR3NsmXLeOSRR6hRo4atyzEMZ2fnWz4XH3nkEUJCQtizZ48CvkgBue35LV1cXJgyZQoxMTGcP38eNzc3qlSpwpYtWwCoWrVqgRd5r/Pw8AAy5uK7u7tnWZZ51ozKlSsXel0iuTl69CiTJ0+mVKlSvPvuu9SsWdPWJRmSo6Mj/fv3t0x9UMC3ntlsZtasWbi4uNCpUyfOnz9vWZY5NTI+Ph5AX3aVjzIPstcUX5GCY9UJ7DO/NbVatWqWyzIDvk4xWPAyz5yxd+/ebAcn7tq1C7h+Nh2RouDkyZO88847VKhQgcmTJ+Pi4mLrkoq9xYsXExISwpgxY/Dy8spxnZSUlEKuqnhLSUnh4MGDALz00ks5rjN+/HgAfv75Zx07kgeRkZHs27cPf3//bK//mJgYIOcTR4hI/sg14MfHxzNmzBjq16/PG2+8gZ2dHQAHDx5k/fr1tGjRItuIsuS/xo0b4+rqyurVq+natavlzANJSUkEBgZStmxZ2rZta9siRa5JT0/n448/Jj09nQkTJijc5xN3d3dOnTrFkiVLGDNmTJa54n/88Qdw/cQIYh1HR0dLgL/Z2rVr2bp1K6NGjaJ8+fL6Qsc8iomJYd68ecTGxjJq1CjL5ampqSxcuBDA8r0YIpL/ct1iOTs707x5czZs2MDbb79NkyZNLKdlK1u2LEOHDi2sOg1pwYIFpKWlAVhGkYKDg4mMjAQyDqTz9fXFwcGBoUOH8sEHHzB27Fj8/PxwcHAgLCyMM2fOMHr0aM3Bv4E1fW3QoIElFEHGiDPAwoULsbe3BzLefPRtq9dZ+3wNDQ3l6NGj1K5dm6CgoBxvq06dOppKco21fe3YsSPr169n8+bNvPbaazRr1gx7e3v27NnD4cOH8fT01BlgbmBtX318fHK8/s6dO4GMk01oes511vbV39+fkJAQgoODiYmJoUmTJqSkpBAeHs6pU6fw9fXVAfciBei2QxIjR47E3d2dsLAwlixZQunSpWnbti0DBw7UuYLv0rJlyywbykybNm2y/Ozn54evry8APj4+TJo0iUWLFrFmzRrMZjNeXl4MGTKEli1bFmrdRZ01fXVzc2PZsmXZrrtixQrLz5UrV1bAv4G1z9dTp04BEBUVRVRUVI635e/vr4B/jbV9NZlMjBs3jrVr11qCU0pKCq6urvTs2ZN+/frpW0NvkJftq1jP2r46Ojry5ptv8vvvvxMWFsaqVass032HDh1Kly5dCrt0kXuKnfmGcyz2XjGO5b2m2bIeQ1p54W8AelZsY+NKjEV9LRjqa8FQXwuG+low1NeCo6wlhUEn/BURERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEIebL1h54W9b1HFPUG8LhvpaMNTXgqG+Fgz1tWCoryLFk0bwRUREREQMJNsIfs+KbWxRh6FljoCot/lLfS0Y6mvBUF8LhvpaMNTXgjOLxbYuQe4BGsEXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDyXaazFuJiori008/JTY2lvHjx+Pj45PjeklJSfzyyy9s2rSJhIQEXFxc8PX1pV+/fjg6OuZb4UZyu94uXbqUefPm5Xob/v7+jB49uiDLLHasec6mp6ezYcMGgoKCOHnyJOnp6Xh4eODv78/DDz9MiRIlbFB50WbttuDPP/8kKCiImJgYTCYTXl5ePP744zRr1qyQKy76wsPDCQwM5Pjx41y5csXyHOzWrRsODlk30zt27OC3334jKiqK9PR0qlWrRs+ePfHz87NR9UVXXvoK1j+373V56Wte/wYikj9u++pKT09n2bJlLFy4kJIlS+a67uXLl5k4cSLR0dF07NiRqlWrcvDgQZYuXUp0dDTjx4/Pt8KNwNreNmjQgD59+uS4LC4ujg0bNuDs7FxAVRY/eXnOfvnllwQHB9OiRQsGDhyIyWQiIiKC2bNns23bNiZMmICdnV0hVV605aWvP/74IytWrMDDw4Nu3bphZ2dHSEgIU6ZMYezYsbRu3bqQqi76li9fzpw5c3BxccHPzw8HBwe2bdvGjz/+yM6dOwkICLCsGxYWxieffEKlSpUsH0A3bdrEjBkziI+Pp3fv3jZ8JEVLXvqal+f2vS4vfc3LuiKSv24b8BcsWEBgYCADBgwgPT0915HkJUuWcOzYMV555RU6duxouXzWrFls2bKF2NhYqlSpkj+VG4C1vW3UqBGNGjXKcdl7772Hk5MTffv2LcBKixdr+3rixAmCg4Np2LBhljeahx56iA8//JDNmzezd+9eGjduXFilF2nW9jUmJoYVK1ZQtWpVpk6dSunSpQHo0aMHY8aM4dtvv6VFixYavQMSEhL46aef8PT05IMPPqBMmTIADBgwgICAALZv386hQ4eoW7cuqamp/PDDD7i4uDB9+nTKly8PwKOPPkpAQAALFizAz89PH/bJW18hb+9z97K89DWvfwMRyV+3nYPv5OTElClTbjmCnOnq1ausXbuWevXqZQn3AMOHD+e7775TuL+Jtb29lbCwMLZv386gQYMoV65cPldXfFnb1zNnzgDg7e2dbVmDBg0AOHv2bP4XWExZ29ft27cD0KtXL0u4B3BxcaFr167ExcWxe/fuAq21uDh79izNmjXjscceswQgAHt7e9q1awfA8ePHAdi1axcJCQl07drVEu4BHB0d6d27N6mpqWzevLlwH0ARlZe+wt1vi+8VeelrXv8GIpK/bjuE1rNnT6tu6MiRIyQmJmaZs3jp0iVKlSqFvb39nVdoYNb2NieXL19mzpw5eHt7a+7tTazta9WqVQGIjY3Ntuz06dMAVKtWLf8KK+as7euFCxcA8PT0zLasdu3aABw6dIjmzZvnW23FVd26dW85TSE1NRWAChUqAHDgwAEg5w+kDRs2tKzTtWvXgii1WMlLX+HutsX3krz0Na9/AxHJX/m2jzzzk7iHhwcLFiwgKCiIxMREHBwcaNmyJUOGDMHFxSW/7u6et3z5cuLi4hg7dqytSym23N3d6dy5M2vXrmXRokX4+vpib2/Pzp07WbduHW3bttXu4zuQOWp/8eLFbMsyD7TXnpHcJSUlERISgrOzM02aNAGuf+h0c3PLtr6rqyt2dnaWdSRnOfVV7l5e+qq/gUjhyLeAn5iYCMCyZcswmUw8/fTTlCpVih07dhAcHEx0dDTTpk3Lsste7kxiYiIrVqzAx8dHAfQuDRs2DCcnJxYtWsQvv/xiubxLly4MHjzYhpUVX/Xr1wfgr7/+on379lmWbdy4EcjYAyU5S0tLY8aMGZw9e5Zx48ZZPhRl9qxUqVLZrmMymXB0dCQ5OblQay1ObtVXuTt56av+BiKFJ98CflpamuX/6dOnWw6g8/X1pWzZsqxcuZI///xTu0Lzwbp160hKSqJHjx62LqXY++mnnwgMDOT++++nZcuWmEwmIiMjWbNmDfHx8YwZM0YHg+ZRkyZN8PLyYtOmTXz//fc8+OCD2NnZsW7dOvbu3Qug04/eQmJiItOnT2ffvn2MGDEiT2cbMpvNBVhZ8XY3fZVby0tf9TcQKVz5llwyR5Xatm2bLRA99NBDrFy5ksjISAX8fLB69Wrc3d21e/MuRUREEBgYSPfu3bOM1rdv3x4PDw9mz57N2rVr6datmw2rLH5MJhPjx4/no48+YtWqVaxatQrIGNkfNmwY77zzjg4Kz0FsbCxTp04lPj6esWPH0qpVqyzLMw9UTE5OznKQLWSc5CA1NTXLwYyS4XZ9lTuTl77qbyBS+PIt4Lu7u99ymZOTE4B2H+eDw4cPc+bMGXr27Knzs9+liIgIIOND6c18fHyYPXs2u3fvVsC/Ay4uLkyZMoWYmBjOnz+Pm5sbVapUYcuWLcD1A5wlw9GjR5k8eTKlSpXi3XffpWbNmtnW8fDwADLm4t+8vc08I1TlypULvthixJq+St7lpa/6G4jYRr4F/Hr16mEymTh8+HC2ZadOnQKgYsWK+XV396wdO3YA0LRpU9sWYgCZZ3LI/D+nZZlTzyTvMr9l9cYzEWUGfH2b7XUnT57knXfeoUKFCkyePPmWJyPIPHvO3r17s+2927VrF3D9bDpifV8lb/LSV/0NRGzntufBt1aFChXw8fFhx44dlpFRyHiT/+233wD0td/54NChQwDUqFHDxpUUf/Xq1QMgNDQ027LM84lnHjAq1ouPj2fw4MFMmzYty7zwgwcPsn79elq0aJHrHr97SXp6Oh9//DHp6elMmDAh1wDUuHFjXF1dWb16NfHx8ZbLk5KSCAwMpGzZsjnujboX5aWvYr289FV/AxHbsuqbbDNHMQ8ePAhAcHAwkZGRAHh5eeHr6wvAoEGD2L9/P1OnTsXPz49KlSoRERHBoUOHaNq0qd58bpKX3maKjY3FZDLh6upauMUWI9b21dfXl6CgINavX8/Fixct3666f/9+1q9fT+XKlTU95wbW9tXZ2ZnmzZuzYcMG3n77bZo0aUJcXBzBwcGULVuWoUOH2uwxFDWhoaEcPXqU2rVrExQUlOM6derUoX379jg4ODB06FA++OADxo4di5+fHw4ODoSFhXHmzBlGjx6tOfjX5KWvcGfb4ntRXvqa17+BiOSv2wb8ZcuWZZumsGnTJsvPfn5+lg2fh4cHU6dOZf78+Wzbto2kpCTc3Nzo168fjz32GCZTvu0wMIS89DZTYmJijqfJk+us7auDgwOTJk0iMDCQjRs3MnfuXMxmM66urvTq1SvbNzDe6/LyfB05ciTu7u6EhYWxZMkSSpcuTdu2bRk4cKA+nN4gc/piVFQUUVFROa7j7+9vCUE+Pj5MmjSJRYsWsWbNGsxmM15eXgwZMoSWLVsWWt1FXV77eifb4ntRXvqa17+BiOQvO/MN+9B7rxjH8l7TbFmPIa288DcAPSu2sXElxqK+Fgz1tWCorwVDfS0Y6mvBUdaSwqAhdRERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDcbj5gpUX/rZFHfcE9bZgqK8FQ30tGOprwVBfC4b6KlI8aQRfRERERMRAso3g96zYxhZ1GFrmCIh6m7/U14KhvhYM9bVgqK8FQ30tOLNYbOsS5B6gEXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETGQbKfJzEl4eDiBgYEcP36cK1eu4OHhgb+/P926dcPB4fpNpKens2HDBoKCgoiNjcVsNuPh4UGnTp3o3LlzlnUlg7W9vVlcXByvvvoqycnJzJo1i0qVKhVi1UWftX198cUXOXfuXI63YTKZWLhwYWGVXCzk5fmalJTEL7/8wqZNm0hISMDFxQVfX1/69euHo6OjjR5B0WRNX5cuXcq8efNyvR1/f39Gjx5dGCUXC3fy3nXy5EnS09Mt6z788MOUKFHCho+i6MnLduDPP/8kKCiImJgYTCYTXl5ePP744zRr1sxG1YvcG26buJcvX86cOXNwcXHBz88PBwcHtm3bxo8//sjOnTsJCAiwrPvZZ58RGhpK9erV6dy5M2azmfDwcL777jsiIiJ44403CvTBFDd56e3Nvv32W5KTkwux2uIjL31NSkqiUqVKdOzYMdvtmEzawXWjvPT18uXLTJw4kejoaDp27EjVqlU5ePAgS5cuJTo6mvHjx9vwkRQt1va1QYMG9OnTJ8fbiIuLY8OGDTg7Oxdi5UVbXp6vX375JcHBwbRo0YKBAwdiMpmIiIhg9uzZbNu2jQkTJmBnZ2fDR1N05KWvP/74IytWrMDDw4Nu3bphZ2dHSEgIU6ZMYezYsbRu3dqGj0TE2HIN+AkJCfz00094enrywQcfUKZMGQAGDBhAQEAA27dv59ChQ9StW5fIyEhCQ0Np1qwZAQEBlnA0cOBAAgIC2Lp1K1FRUdSuXbvgH1UxkJfe3mzjxo1s2bKFGjVqEB0dXdilF2l56avZbCY5ORlvb2+efvppG1detOX1+bpkyRKOHTvGK6+8kuXD06xZs9iyZQuxsbFUqVLFJo+lKMlLXxs1akSjRo1yvJ333nsPJycn+vbtW4jVF1156euJEycIDg6mYcOGWcLpQw89xIcffsjmzZvZu3cvjRs3ttXDKTLy0teYmBhWrFhB1apVmTp1KqVLlwagR48ejBkzhm+//ZYWLVpoz75IAcl1iPLs2bM0a9aMxx57zPJCBrC3t6ddu3YAHD9+HAA7Ozu6du1K//79s4x82tvb06pVKwDOnDmT7w+guMpLb2906dIlvv/+e1q2bMl9991XaPUWF3npa1JSEmazmbJly9qk1uIkL329evUqa9eupV69etn2jAwfPpzvvvtO4f6aO90O3CgsLIzt27czaNAgypUrV6D1Fhd56Wvm+5K3t3e222nQoIHl9iRvfd2+fTsAvXr1soR7ABcXF7p27UpcXBy7d+8uxOpF7i25fnSuW7fuLaeJpKamAlChQgUgY+OY0wYS4PTp0wB4enrecaFGk5fe3mju3LlcvnyZF154geXLlxdojcVRXvp66dIlAMsb1ZUrV0hISMDJyUlzbm+Sl74eOXKExMREfHx8LOtcunSJUqVKYW9vX/DFFiN3uh3IdPnyZebMmYO3tzd+fn4FUmNxlJe+Vq1aFYDY2Nhs62a+d1WrVq0gyix28tLXCxcuADm/72fuyT906BDNmzcvgEpF5I72jSUlJRESEoKzszNNmjTJcZ309HTi4uIIDg4mJCSEDh06UKtWrbup9Z6QW2/37t3LunXreP7553F1dbVRhcVTTn1NSkoC4Ny5c0ycOJF9+/ZhNptxcHCgdevWDB48WHOabyOnvmaO4Hl4eLBgwQKCgoJITEzEwcGBli1bMmTIEFxcXGxZdpFnzTYWMuZDx8XFMXbs2EKsrvjKqa/u7u507tyZtWvXsmjRInx9fbG3t2fnzp2sW7eOtm3b5jhVUq7Lqa+Zo/YXL17Mtn7mQfbaMyJScPIc8NPS0pgxYwZnz55l3LhxOZ4NY+XKlcyePRuAihUrMmLECDp16nTXxRpdbr29cuUKX331FXXr1qVbt242rLL4uVVfMwN+eHg4HTp0YMiQIQBs3ryZjRs3cuTIEaZNm5Zl97Jcd6u+JiYmArBs2TJMJhNPP/00pUqVYseOHQQHBxMdHa2+5sKabSxk9HnFihX4+PgogFoht74OGzYMJycnFi1axC+//GK5vEuXLgwePNgW5RYbt+pr/fr1Afjrr79o3759luts3LgRyNgDJSIFI08BPzExkenTp7Nv3z5GjBhxyyPgvby86N69O/Hx8ezZs4fZs2eTlJRE796986VoI7pdbxcvXszp06eZNm2azu6SB7n1tUqVKowZMwY3N7csAalr167MnDmTkJAQVq9efcszl9zLcutrWlqa5f/p06dbDqLz9fWlbNmyrFy5kj///JOePXvapPaizNptLMC6detISkqiR48ehVhh8XS7vv70008EBgZy//3307JlS0wmE5GRkaxZs4b4+HjGjBmjg0FzkFtfmzRpgpeXF5s2beL777/nwQcfxM7OjnXr1rF3714ATYUUKUBWb7FiY2OZOnUq8fHxjB071nLgbE5uPNtDamoqM2bMYM6cObi6umb7JC+37210dDTLli3jkUceoUaNGjaqsvi5XV+dnZ1v+Xx85JFHCAkJYc+ePQr4N7ldX0uVKgVA27Zts4Wihx56iJUrVxIZGamAf5O8bGMBVq9ejbu7e65TeOT2fY2IiCAwMJDu3btnGa1v3749Hh4ezJ49m7Vr12rP6U1u11eTycT48eP56KOPWLVqFatWrQIyRvaHDRvGO++8o4PCRQqQVQH/6NGjTJ48mVKlSvHuu+9Ss2ZNq+/A0dGR/v37W6Y9KOBndbvems1mZs2ahYuLC506deL8+fOWZZm7N+Pj4wH0ZVc3uJvnLFw/UEy7kLOypq/u7u63vL6TkxOAvsPhJnl9vh4+fJgzZ87Qs2dPnZ89F9b0NSIiAsj4QHozHx8fZs+eze7duxXwb2Dt89XFxYUpU6YQExPD+fPncXNzo0qVKmzZsgW4foCziOS/2wb8kydP8s4771ChQgUmT558y4PjFi9eTEhICGPGjMHLyyvHdVJSUu6uWoOxprcpKSkcPHgQgJdeeinH28n80qCff/5Z3xCK9c/ZyMhI9u3bh7+/f7Z1YmJiAHBzcyvweosLa/tar149TCYThw8fzrbs1KlTQMaxOZLB2r7eaMeOHQA0bdq0gKsrvqzta+bZXzL/z2lZ5rQzyfvzNT09nWrVqmU5E1FmwNe32YoUnFwDfnp6Oh9//DHp6elMmDAh1xeyu7s7p06dYsmSJYwZMybLPPE//vgDuH7QjVjfW0dHx1t+6+fatWvZunUro0aNonz58pojSt6eszExMcybN4/Y2FhGjRpluTw1NZWFCxcCWM7tfK/LS18rVKiAj48PW7ZsISIiwvImnp6ezm+//QaQ5RSa97K89PVGhw4dAtCUvVvIS1/r1atHUFAQoaGhtGjRIsuyzZs3A3rvypSXvmYeu1C/fn3eeOMNy56mgwcPsn79elq0aJHr3j4RuTu5JsLQ0FCOHj1K7dq1CQoKynGdOnXq0L59ezp27Mj69evZvHkzr732Gs2aNcPe3p49e/Zw+PBhPD09tYvzBnnp7a3C0M6dO4GMg5k0PSdDXvrq7+9PSEgIwcHBxMTE0KRJE1JSUggPD+fUqVP4+vrqq9SvyUtfAQYNGsT+/fuZOnUqfn5+VKpUiYiICA4dOkTTpk1znA5xL8prXzPFxsZiMpl0utxbyEtffX19CQoKYv369Vy8eNHy7ar79+9n/fr1VK5cWe9d1+Slr87OzjRv3pwNGzbw9ttv06RJE8ups8uWLcvQoUMLuXqRe0uuAT9zd3pUVBRRUVE5ruPv70/79u0xmUyMGzeOtWvXWkJTSkoKrq6u9OzZk379+ukbQ2+Ql96K9fLSV0dHR958801+//13wsLCWLVqlWV38tChQ+nSpUthll6k5fX56uHhwdSpU5k/fz7btm0jKSkJNzc3+vXrx2OPPaYzQV1zp9uBxMREy8HMkl1e+urg4MCkSZMIDAxk48aNzJ07F7PZjKurK7169cr2ra33srw+X0eOHIm7uzthYWEsWbKE0qVL07ZtWwYOHKgPpyIFzM5sNpszf+m9YhzLe02zZT2GtPLC3wD0rNjGxpUYi/paMNTXgqG+Fgz1tWCorwVHWUsKg4bRREREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAzE4eYLVl742xZ13BPU24KhvhYM9bVgqK8FQ30tGOqrSPGkEXwREREREQPJNoLfs2IbW9RhaJkjIOpt/lJfRUSkuJnFYluXIPcAjeCLiIiIiBiIAr6IiIiIiIEo4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBZDtN5s3S09PZsGEDQUFBxMbGYjab8fDwoFOnTnTu3BkHh6w3sWPHDn777TeioqJIT0+nWrVq9OzZEz8/vwJ7EMVVXnsLEBUVxaeffkpsbCzjx4/Hx8fHBpWLiIiISFF124D/2WefERoaSvXq1encuTNms5nw8HC+++47IiIieOONNyzrhoWF8cknn1CpUiUefvhhSpQowaZNm5gxYwbx8fH07t27QB9McZOX3qanp7Ns2TIWLlxIyZIlbVi1iIiIiBRluQb8yMhIQkNDadasGQEBAZhMGTN6Bg4cSEBAAFu3biUqKoratWuTmprKDz/8gIuLC9OnT6d8+fIAPProowQEBLBgwQL8/PxwdnYu8AdVHOSltwALFiwgMDCQAQMGkJ6ezrx582xZvoiIiIgUUbnOwbezs6Nr167079/fEkAB7O3tadWqFQBnzpwBYNeuXSQkJNC1a1dLuAdwdHSkd+/epKamsnnz5oJ4DMVSXnoL4OTkxJQpU+jTp0+h1yoiIiIixUeuI/je3t54e3vnuOz06dMAeHp6AnDgwAHLdW7WsGFDyzpdu3a982oNJC+9BejZs2eh1CUiIiIixdtt5+DfKD09nbi4OIKDgwkJCaFDhw7UqlULuB5K3dzcsl3P1dUVOzs7yzqSXW69FRERERGxltUBf+XKlcyePRuAihUrMmLECDp16mRZfvnyZQBKlSqV7bomkwlHR0eSk5Pvslxjul1vRURERESsZfV58L28vOjevTvt27fn6tWrzJ49mxUrVlh9R2az+Y4KvBfcbW9FRERERDJZPYLfqFEjGjVqBEBqaiozZsxgzpw5uLq60r59e8qUKQNAcnJyloNsAa5evUpqaqplHcnqdr0VEREREbHWHX2TraOjI/379wdg48aNAHh4eADkOM8+82wwlStXvqMi7yU59VZERERExFq5BvzFixfz0ksvceTIkVuuk5KSAlw/e87evXuzrbNr1y7g+tl0JG+9FRERERGxVq4B393dnVOnTrFkyRLS09OzLPvjjz8AqF+/PgCNGzfG1dWV1atXEx8fb1kvKSmJwMBAypYtS9u2bfO5/OIrL70VEREREbFWrnPwO3bsyPr169m8eTOvvfYazZo1w97enj179nD48GE8PT3p1q1bxg05ODB06FA++OADxo4di5+fHw4ODoSFhXHmzBlGjx6tOfg3yEtvIeObbNPS0gA4ePAgAMHBwURGRgIZB+r6+voW/gMRERERkSIl14BvMpkYN24ca9euJSQkhODgYFJSUnB1daVnz57069ePsmXLWtb38fFh0qRJLFq0iDVr1mA2m/Hy8mLIkCG0bNmywB9McZLX3i5btswS8DNt2rTJ8rOfn58CvoiIiIjc/iw6jo6O9OjRgx49elh1g40bN6Zx48Z3Xdi9IC+9nT9/fiFUJCIiIiLF3R2dRUdERERERIomBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETGQLAG/ejl3oi+etlUtIiIiIoYVffE01cu527oMuQdkCfjdarZj7v4/FPJFRERE8lH0xdP8tD+IrjXa2roUuQfYmc1m840XLIvaQFD0Zo4nnrFVTSIiIiKGUr2cO11rtKVPbT9blyL3gGwBX0REREREii8dZCsiIiIiYiAK+CIiIiIiBqKALyIiIiJiIP8P5FOAyBDgqMwAAAAASUVORK5CYII="
[ "October 8", "October 20" ]
null
1
math
grade-2
am-or-pm
false
true
Colton's family is going for a bike ride in the afternoon. His father's watch shows: What time is it?
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"
[ "3:00 P.M.", "3:00 A.M." ]
null
0
science
grade-3
natural-resources
true
false
Which of these pictures shows a natural resource?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAV4AAAElCAYAAACszooYAAEAAElEQVR4nOz9+ZNlyXXfCX7c7/q2eLFHZEbuVZm1JKpQBRCFlQRAgAu4SBQpSkJzRGpISTOyGRsz/RMzmpa1xsbGNJyW2rplJjYl9VBDCqRIigSxFgDWllXI2rOyKiuzcos93n5X9/nB3e+7LzKyqtRk/4YLREVkvPdu3OvX/fg53/M93yOe62n9UAs6Hj86fnT86PjR8aPjr/EYlPDmCO5ksODD5+bN7+WPjO6Pjh8dPzp+dPxvc3Q8eKhlfh6W09/LHxndHx0...
1
math
grade-8
perimeter-and-area-changes-in-scale
false
true
Look at this rectangle: If the height is doubled, then which of the following statements about its area will be true?
"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"
[ "The ratio of the new area to the old area will be 4:1.", "The ratio of the new area to the old area will be 2:1.", "The ratio of the new area to the old area will be 3:1.", "The ratio of the new area to the old area will be 1:2." ]
null
1
science
grade-2
identify-plants-and-animals
true
false
Select the animal.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADeCAYAAABL7FARAAEAAElEQVR4nOz9ZXgd19n2D//WzGwSM1qShZbMTDHEdkzhxCGHmzRMbdM7TdomTVJKGmiYGmo4DttxHDMzymzJYmaWNs2s98PsLW3Jcu706fPh/x7Hs47D1t6zB9bMnOta13VesMTeNimHBUOoyv9r/6/9f7J16HCqC2rcEKnBjAhzu/L/gPv/2v/XW6gKw4LNz51633bl/wH3/7X/f2h+nHpk3zZtsB237T+NIcDt0XG7PUgpUFWB1aJh01QsmoKmKahCweMxh4L...
1
math
grade-6
classify-rational-numbers-using-a-diagram
false
true
Use the diagram to help you answer the question below. Which of the following is an integer but not a whole number?
"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"
[ "199", "–39", "165", "0.77" ]
null
1
math
grade-1
two-dimensional-and-three-dimensional-shapes
true
false
Which shape is three-dimensional?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAiSElEQVR4nO2daZAc53nf/2/fPefeu1gSu+ABCoQJ8QIvEQTllJSYouiywtiWXZFTSiKZcZX1gWW5FFmMbFGRUmVHqrIqh+zSh8SqlBQVLZZYEumIiknQMg/hEBmQAAke2AWxu8CeM9MzPX2++fDOzB449sD2dPfM8yuycO1uv9vb/36e97lexjnnMy7wdg2oBIDPQRBERCgMyMvA7gwwrAFsxuH8lXLcyyKI7uOuAqCcqok/7NCAD2SFOgmCiIZKALxZBaZd4K0...
0
science
grade-5
use-evidence-to-classify-mammals-birds-fish-reptiles-and-amphibians
true
false
Birds are a group of animals with similar traits. The following traits can be used to identify birds: They have feathers. They have wings. They have a beak. They make eggs with shells. Observe the animals and read the descriptions. Select the one animal that has all of the bird traits listed above. American tree sparrows have a beak and lay eggs with shells. They have dark feathers on their wings and lighter feathers on other parts of their bodies. Male tree sparrows sing songs to attract mates. Dwarf crocodiles are the smallest crocodiles alive today. They grow to be about five feet long and have scaly, waterproof skin. Dwarf crocodiles live in Central Africa and hatch from eggs with shells.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACmCAYAAACcAuREAAEAAElEQVR4nOy9d7hkVZX+/1l773NOVd3QuZvupglNltzkJDkjIoqAYmBMo6NjGkcddcY0jo7jOOY4Ooo5gQEVUBABiU2OkprYOd1UVefsvdfvj31uwQUGw09lvlLv89ynu29Vndpnn7p937PWet9Xvnl/R/ecmTEjE/roo48++uijjz766OPPgfWVcs26CrlzLGifePbRRx999NFHH3308efG+kqRNd2oT/VC+uijjz766KOPPvp4esA9+h9f/+pRGJcxpiVrux0...
1
science
grade-2
natural-resources
true
false
Which of these pictures shows a natural resource?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAV4AAAElCAYAAACszooYAAEAAElEQVR4nOz9ScxtWZqehz1rrd3v05/z9/f+t7/RR2RTmVl9sdgWW4EQLImwJXliwHPPDHjkqT312IAt2aAki5JIllgkVWR1Llb2mREZETdu/9+/Pf3Z/d6r8eCWrEkRLrCsWb6jg409OsB+1lrf937vEt/dOvdOCn3Fz/Vz/Vw/18/1/0dlBr4s4LKFsQe/Onr7XP4cuj/Xz/Vz/Vz/86iv4J307e/c/E/P5c+h+3P9XD/Xz/U/n/5Hxnbuf3rm/VkvRoMPkPW...
1
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is solid?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAADMCAYAAAA/IkzyAAAR1ElEQVR4nO3de3Bc5XnH8e/qZsmSJVvGtnw3xpZtML5wGRsK2EBLGlIaaGgSGsolFErbP0g7pdP+0XY6nWlnWqaTkGSGkLgpjmkKxAOBdjpcAjGBYBNsZJcYfAFLtrHlK7Zk2bJkafvHq12fPXu03iPte86+u7/PjGd19pw955XtZ8973vO8z0kkk8lkZx/sPg3dA3AuiYgMqUrAuEqYPxam1ECi82wy+W5X3M0SKX4rGqFq12mzMLUGFtSbaBIRo3sAdvTAwT7...
0
science
grade-7
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAYRklEQVR4nO3deXwU9f3H8dfsFTabk0BCgBwgEO5Dy1FQQFGrAi0qauvx6K/ay1pqbb3q2Z8/8KjWauvRQ/vT/tRaUFRADvFCjpAgRyAkIeHIQS6SkHuTPef3xyYLgQCRbGY2m8/z8eAh+e5k9rPO8t6Zz8x3R1FVVa1wwkE7NHrArSKEEAFhUiDSCCPDIcECSoVDVTMb9C5LCBHqpkeBqcDu+yHRAmk2XxoJIUQgNHrgQDOUOyHfDoYGt+8BCRshRKBFGn3ZAtD...
0
science
grade-7
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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KDssmk6nDum3xP7j84HptHv7E+Cj79u2zaT0icg1ardbmv/8HybnWHTp0yGkvPndlvGaJrDw9PbFt2zZUV1ejrKwM/fv3x+jRo6HRaB65TX5+PmbNmtWDURIRPR7WOrIXmyWy2rRpE1555RU0NjZCr9fjvffeQ0pKCgDg/v37yMzMRF1dnXX9lpYWlJWVITw8XKqQiYjsxlpH9mKzJEN79uyxewoOAJKTk9HQ0ACdToexY8di5syZWLZsGQCgqakJycnJ7ebRr1y5ArPZDJ1OJ1rsjsRvlxDJR1hYGNauXdutbeVc6+Lj47Fo0SKpw5AdxalTpyzAbzfeIiJyNcXFxQC6rmG2rkdEvYetdYFnloiIiIgEsFkiIiIiEsBmiYiIiEgAmyUiIiIiAWyWiIiIiASwWSIiIiISwGaJiIiISIBSpVIB+O0BgkRErqStbrXVMSGsdUT0IHvqh7LtWTg1NTUsIkTkMoxGI2pqagBA8JlebVjriKiNvfVDUV9fb6msrHR0XEREDhMSEiL4xHgAMBgMYK0joofZUj8UFovFYjAYoNfr0dzcDLPZ3EPhERF1n0qlgkajQVBQUJeFrg1rHREB9teP/wNWHFJqpGLg3QAAAABJRU5ErkJggg=="
[ "The magnitude of the magnetic force is greater in Pair 2.", "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is greater in Pair 1." ]
null
2
science
grade-5
identify-vertebrates-and-invertebrates
true
false
Select the vertebrate. Hint: Mammals, birds, fish, reptiles, and amphibians are vertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADVtElEQVR4nOz9Z7RtyVXfDf+qaq2149kn55tz6ts5R6mjQgsJCUlICIGEsEnC8BoMjwHb2Abz2n6cwQRLgDEooBy6FboVutU539u3bw7nppPDzitU1fOh1g7n9mnRQu+H5x2DGuOOe/beK1bNmjXnf/7nLPH0irU7C9Cj+If2D+3/la2i4UgNLkbQ78Etfe57+Q+C+w/t/+2tR8HOgvu7qjvfy38Q3H9o///QWnIa28533loH/vxHf5lKNaSyYqitaMo1TZR4KKV...
1
math
calculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 6,2)?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH/CAYAAABtkqoWAACE3UlEQVR4nO3deXxV9Z0//te55y7ZFxJIQiBBZNEgCYugILhUq1asLagD9dvWtlbr0trabTqd/jozrXU6Y7WjVWu1tuJMW0fqNi6BqqDQoEQiBBK2yBKSQJab9a5n//0REgnrTXI+Ofcmr+fj4UNyc8/7vnLOvee+77nncz6SZVkWiIiIiIjIFi6nAxARERERjSZssImIiIiIbMQGm4iIiIjIRmywiWiA9evXY8qUKVi2bBkA4LOf/SxefvnlU95X0zRcfPHF+OCDD0YyIhERUVyTOMiRiI531VVX4Utf+hJuvfVWPPfcc3jttdewZs2a095/586duPHGG7F7927IsjyCSYmIiOKT2+kARBQ/Pve5z+Gdd97B0aNHkZubiwceeAB//vOfAQC1tbW4+uqrcejQIXg8Hvz85z/Hhx9+iFdffRXTpk3DCy+8gC984QsO/wVERETO4ykiRNTv17/+NXJyclBbW4spU6YgHA5j3rx5AIBZs2ahrKwML7/8Mt5991288MIL+J//+R9IkoTPf/7zpz2NhIiIaKzhEWwi6rdz507Mnj0bAFBZWYkLL7xwwO+///3v4x//8R8RCoXw6quvIiMjAwBw0UUX4YEHHhjxvERERPGIR7CJxpBnn30Wzz777Gl/f3yD3dbWhvHjxw/4/bx587Br1y7cfPPNmD59ev/t48ePR2trq5DMREREiWbIDXZ1dTUOHz5sZ5YBNm7ciK6uLmH1X3/9dYga3xkIBPDuu+8KqQ0AjY2N+Oijj4TVr62txYEDB4TV37x5M9rb24XVLy8vh6ZpQmpHIhG8/fbbQmoDQHNzMz788EMhtbdv344jR47gyJEjqK6uPuV9ampq+hvsE18fpmnilltuwT333IO//OUvME3zpOUrKyvR0tJif/hj3nrrLUSjUSG1VVXF2rVrhdQGAL/fj/fff19Y/f3792PXrl3C6ldVVaGpqUlY/Q0bNiAYDAqpbZom3njjDSG1AaCzsxObNm0SVr++vh47duwQVp+I7Mcj2ERjgGVZAxqAjRs3nvID5s6dO1FaWgqg96h0W1tb/+9+/OMfo6ioCP/5n/+JgoICvPrqq/2/O9XRbiIiorGKDTbRGFBdXY1AIND/cyAQOOmImKqq+PjjjzFr1iwAwPz587F161YAwJo1a7B+/Xo88sgjAIB7770Xv/rVr/qXraysxIIFC0T/GURERAmBDTbRKHfi0es+Jx7F9nq9UBQFaWlpAIDS0lJ4PB589NFHuPnmm1FZWQmfzwcAuPHGG1FRUdG/7KuvvorPf/7zYv8QIiKiBMEGm2iU6zt6fXwzbVnWKY9iH0+SJPzzP/8z/uM//uOM9Xfu3Il9+/Zh1apVtmUmIiJKZGywiUa5vqPXkiSd9LvTnYvd56tf/SpCodAZp0q//fbbsXr1arjdvOonERERwOtgE8UdTdNQXV2Nmpoa1NTUYPny5Vi4cOFJ93vvvffw0ksvobW1FePHj8eKFStw+eWXD7jP9u3b+49eH99gS5LUfxS7uroac+bMOWUWSZLw+uuvnzarx+PBBx98MKS/k4iIaLRig00UZ/7+978PuFSfYRgn3WfLli147LHHsGzZMsydOxfbtm3D448/Dq/Xi8WLFwMYeO71qY5e99m0aRPKysrOeB8iIiKKHU8RIYozixcvxlNPPYUf//jHp73PSy+9hAsuuABf+cpXUFZWhq985SuYPXv2gFM5TnXu9fFOPIpNRERE9mCDTRRnfD4fsrOzkZqaesrfq6qKgwcPoqSkZMDtJSUlOHToEBRFifnodZ9NmzYJm3iJiIhorGGDTZRgQqEQLMvqv5xen/T0dABAMBg869HrPjyKTUREZL8B52AP5g22vb0dwWAQnZ2dtocCgHA4jH379vVfd9dulmWhurpayHmnmqYhGo0Ka1hCoRAikYiw+p2dnZBlecDEJHYKBoP4+OOP0djYKKS+YRioqamBy2X/50dd16GqqrB1Hw6HEQqFUF1d3b9+Dh06hJSUlP779PT0AACampoG5OibxrqmpgZVVVUAYjt63XefLVu2DPv10NPTg4MHD6K5uXlYdU5H0zTU1tYKuWKJYRjQdV3Yto1Go0I/yPT09MAwDGiaJqR+V1cXFEWB3+8XUj8ajWLPnj3weDy217YsC6ZpClv3iqIgHA4Lqx8MBge93ykrKxOShYhiM+BdKjs7O+YFQ6EQUlJSBrXMYPj9fmRmZiI5OVlI/YaGBowbN05I7Wg0is7OTmHrBgBM0xRWPxKJwOv1Cqvf0dGBjIyM054CMVxNTU3IysqCLMu219Y0DX6/X9i6kWUZmqYhOzsb3d3dAIC0tLQBj9fXBJ/4+utrwjMyMpCWloZoNDqoxy4tLR3239XV1YW0tDRkZGQMq87pHD16FNnZ2cIa7JaWFmHbNhgMIhKJCKuv6zp0XRdWv6enB2lpacjKyhJSv7W1FZmZmUIOqliWhaamJmHrJhwOIxAICKvfdxUgke8pRGSvAe9SRUVFMS/Y10AOZpnBOHToEPLy8oTtzHfs2IHJkycLOYIdCARw5MgRYevG5XLBMAxh9QOBAJKTk4XVb2xsxIQJE5CTkyOkfm1tLSZNmiTkSFgkEsHBgweFrZvm5mZEIhEUFRX1N8i5ubkDHq/vVJATX3+7d+8G0Ps6njt37inrP/DAAwBwxgGUw80/fvx45OXlCam/d+9eTJw4EUlJSbbXVlUVe/fuFbZt/X4/uru7hdXXNA2Kogir39bWhpycHBQWFgqpv3//fhQUFJx06pMdTNNETU2NsHXT2dmJtrY2YfUty4LL5RJWn4jsx3OwiRJMamoqJElCMBgccHvfz6K+GSAiIqLYsMEmSjBerxdTpkzBrl27Bty+e/duFBUVCTm6S0RERLFjg02UgJYvX46amho899xzqKmpwZ/+9CdUV1dj+fLlTkcjIiIa8ziTI1ECWrRoEb75zW/ipZdewptvvonx48fjrrvuwpIlS5yORkRENOaxwSaKUzNmzMCaNWtO+/vLLrsMl1122QgmIiIioljwFBEiIiIiIhuxwSYiIiIishEbbCIiIiIiG7HBJiIiIiKyERtsIiIiIiIbscEmIiIiIrIRG2wiIiIiIhuxwSYiIiIishEbbCIiIiIiG7HBJiIiIiKyERtsIiIiIiIbscEmIiIiIrIRG2wiIiIiIhuxwSYiIiIishEbbCIiIiIiG7HBJiIiIiKykWRZltX3w8aNG2NeMBwOw+12w+v1CgkWCASQkpICWZaF1O/q6kJWVpaQ2oZhIBwOIz09XUh9VVWh6zpSUlKE1I9EInC5XPD5fELqB4NBJCUlwe12C6nf3d2NjIwMSJJke23TNBEMBpGRkWF7bQDQNA2qqiI1NVVI/b///e8AgCVLlgipHwqF4PV64fF4hNTv6elBWloaXC77jw1YloWenh5kZmbaXhsAdF1HNBpFWlqakPqKosA0TSQnJwupHwqF4PF4EnKfPxLbNhKJxNU+/9JLLxWShYhiM6DDKS0tjXnBuro6pKenIz8/3/ZQALBt2zZMmzZN2A7r73//O2bPni2kCQuHw9i9e/eg1udgtLa2oqOjA+edd56Q+gcOHIDP50NhYaGQ+jt27EBxcbGwN7vNmzdj1qxZQhp4RVFQXV0tbNu2t7ejpaUFJSUlQur3Ndii8tfW1qKgoADjxo0TUn/Lli0oKSkR0uRpmoatW7cKWzddXV1oaGjA7NmzhdRvbGyEpmk455xzhNTfs2cPcnJyMH78eCH1t27divPOO0/IBwTLslBRUSFs2wYCAezfv19Y/ebmZgSDQUybNk1IfSKy34AOZDBHdL1eL1JSUoQdBZZlGenp6cLqA71/r4gGW5ZlyLIsLHswGEQwGBRW3+fzITk5WVh9t9uNtLQ0YfUlSUJmZqaQo6h9R/dFZY9Go/B4PEKf98DgXuuD4fF4kJqaKqy+y+VCRkYGkpKSbK+tqiokSRKWXdd1uN1uYfXb29uFPjc9Hs+I7PNFHOE3TVPotrUsS+g+v7u7G6qqCt8vEJF9eA42EREREZGN2GATEREREdmIDTYRERERkY3YYBMRERER2YgNNhERERGRjdhgExERERHZiA02EREREZGN2GATEREREdmIDTYRERERkY3YYBMRERER2YgNNhERERGRjdhgExERERHZiA02EREREZGN2GATEREREdmIDTYRERERkY3YYBMRERER2cjtdAAiGjzLsvDGG2/gb3/7G9rb25Gbm4trrrkG1113ndPRiIiIxjw22EQJqLy8HKtXr8ZnP/tZzJ07F1u3bsUf//hHAGCTTURE5DA22EQJqKKiAtOmTcOXv/xlAMDs2bOxb98+bNq0iQ02ERGRw3gONlECUlUVqampA25LT0+HoigOJSIiIqI+bLCJEtCVV16JnTt34oMPPoCiKKisrER1dTWuvvpqp6MRERGNeZJlWVbfD6+//nrMC1qWBUmShIRifWfr9z0lRNZP1HUTT/W3bt2K2tra/p9nz56NefPmnXGZHTt2AABKS0uHF/I04mXdjMX6fN2y/vGuv/56YVmI6OwGnIO9bNmymBfcsWMHsrKyUFRUZHsoANi0aRNmz56NrKwsIfXfeOMNXHfddUJ2iIFAAB999BEuu+wy22sDQGNjI9ra2jB37lwh9Xft2oXk5GScc845Quq///77mDFjBnJycoTUX7t2La688kp4PB7ba0ciEWzevBlXXnml7bUBoLm5GY2NjbjwwgvPeL/33nsPe/fuxY033ojzzz8ftbW1eO2113D55Zdj6dKlp12ur8EezGt9MD788EMUFRUhLy9PSP23334bS5YsQVJSku21VVXFhg0bcM0119heGwD8fj8+/vhjXHzxxULqHzhwAIqi4PzzzxdS/6OPPkJeXh4KCwuF1H/33Xdx4YUXIi0tzfbapmli7dq1wsYndHZ2ora2FkuWLBFS//Dhw+ju7sbs2bOF1Cci+w1osAfbbEqSJPQTe6LW76spKrvo+ic+jqjaiVg/Hratoij44x//iCuuuAKrVq0CAJSVlSEYDOKZZ57BxRdfDK/XG9PjiMBt60z9Ex9HVO1ErM9tS0QjjedgEyWYlpYWhMNhTJs2bcDtM2fORDgcRktLi0PJiIiICGCDTZRwMjIyAPR+bXy8+vr6Ab8nIiIiZ/A62EQJJisrCxdddBHWrVuHrKwszJgxA3V1dSgvL8fFF1+MzMxMpyMSERGNaWywiRLQt771Lbzyyit45513sGbNGowbNw7Lly/H5z//eaejERERjXlssIkSkM/nw8qVK7Fy5UqnoxAREdEJ+s/BNttehdH4OyezEBERERElvP4GW935D9D23QtlUyGMo//tZCYiIiIiooTV32C7UmYAACzND23316FULoDZ+Z5jwYiIiIiIElF/gy0X3n7sXxYguWAFd0DddjXUjz7NRpuIiIiIKEafHMHOPjatt8sHWCYkXyEgZ8Ds2gh1x01O5SMiIiIiSij9VxGR0soAOQMwegDPeFhKE+SJX4PkmwjJzevqEhERERHFYsBMjvL4GwAA7oJbAMkN48gfIKVMhzz5XkfCERERERElmgENdt9pImb4ADznPQEA0HbdDiuwbeSTEREREREloJOPYMsZvf8uuBVy4TcAS4VSvRzQOxwJSERERESUSAY02HBnIemyNnhL/woA8Mz4NaSMhYB6FOqOmwHLcCIjEREREVHCcJ3xt5IMX+mLgLcAZtffodV9f4RiERERERElpjM32ADgnQBf2cu9gx4bn4DR8vwIxCIiIiIiSkxnb7ABSOlzOeiRiIiIiCgGMTXYQN+gxzv6Bz3KVrfIXERERKOKFT0Es3szrJ6tsML7ALXF6UhEJIj77Hf5hGfGwzAD22H1VGJizw8QzObpIkRERH3MjrdghffDUhpgRethRZtgRusBpenMC3rG907q5s6A5M2HK3sp5HFXQUorHZngRGSrAQ12IBA46wLS1NWQa69AirYdRsvPERj3iJBgpmkiHA5DlmUh9YHev1eSJNvrhkIhmKYZ0/ocimg0Cl3XhdVXVRUul0tYfcMwEA6H4fV6hdS3LAvBYBBu96A+P8ZEURRYliVs3UQiEaHbto+o+rquIxKJCKtvWRZCoRA0TbO9tqZpwretYRjC6iuKAlVVhW7baDQqrL5pmgiFQrAsy/bafTWFrRv/OkzSXkLk77dBUuuHVkRrg6W1AQAsAGb7m9DxT7Dc45DmvhC66yIE25NgeQsGLCaFd8L98a3Qp62GlTK7//b09PSh/jlEZAPJOm5v9u6778a0UDr2YpbZO7vjftcP0YYrbQ8WCoWQlJQkrMEOBALCdkCmaSISiSA1NVVIfU3ToOs6kpOThdRXFAWSJAlrgMPhMHw+n7BtGwwGkZqaKuTDU98Hv7S0NNtrA71NjKZpwrbt5s2bAQCLFy8WUj8SicDj8Qj5cAP0btuUlBS4XDGf3RazvuZd5LZVVRUpKSlC6quqCsuy4PP5hNSPRCJwu93weDxC6odCISQnJwvbtsFg0LZ9vgddyEYlsszNyLSqIEtq/+8COA9RaTIU5EGVJkBBHhTkIopJp60nSwrcVhAuBCEjjFRrP9KtHUjHHvgw8DSSCIrQLc1BJxahW5qHYuu3KLBegY5U7HY9iBDOBQBcfvnltvytRDQ0AxrswThUeT/ygz8HAPgWVkJKK7M12MaNG1FaWoqsrCxb6/Z5/fXXsWzZMiFNWCAQQFVVlbAdXGNjI1pbWzFv3jwh9Wtra5GcnIypU6cKqb9582bMnDkTOTk5QuqXl5fjqquuEtIIRCIRVFRU4KqrrrK9NgA0NzejoaEBCxYsEFL/gQceAAD8+Mc/FlK/srISxcXFyMvLE1L/rbfewtKlS5GUlGR7bVVVsX79elx77bW21wYAv9+Puro6LFq0SEj9/fv3Q1EUlJSUCKlfVVWF/Px8FBYWCqm/YcMGLFiwQMgHHNM0UV5ejmXLlg2rjnH0WeiNT8EKVA2sn3oRmqIXYvqiHwLe/GE9xknUZrTUvQiz+32Mc++GFazp/5WUWgJ30XdhHF0Ns2sTpKRi+BZWAu4sezMQ0aAN+TBTt++zyHTtRXLPC1Crb4TvoirAnWlnNiIiIscZrX+FfujfBzS3ruxPQc67EfL4z6MzKKO5pgbT7W6uAcCbj2ja9eg2lqKgtBQwemC0vgT90H/ACu2Ctvvrvedve/NgReuhfPRp+Oa9xSabyGHD+i4uOOHfIKXPgaU0QN25CoBpUywiIiJnGS3PQ3n/Amg1/w9WsAZSUjE8M3+DpEub4Z1bDnni1wFP7siGkjMgF3wFvkW74C39K1yZl/Sev602AwCs4A4oVZcCetfI5iKiAYbVYFtw906r7s6G2bke+v5/sSsXERGRAyyYrS9C+aAUWu2tsCJ1kHyT4TnvcfgW1fZertad7XRI6Afvh7rjJpjdFcdu+eR0Ryu0F+q2zzgTjIgADLPBBgDJNxneshcBuKDX/yfMtldtiEVERDSyzPa1UD68GGrNLbDCeyH5JsEz8zfwLd7de7RaEjPAcyisyKEz/17zj0wQIjolW4b6uzIvgWf6g9Dqvge19svwLdgMKXWWHaWJiIiEsqIHodXcCrNnS+8NvonwTPkR5MJvOBvsDDwlz8BT8ozTMYjoNGy7HpI8+ZuQJ9wEmFGo228AdM70SERE8c1o+h2UD8p6m2s5HZ4Zv0bSJQfjurkmovhn6wVHPSV/gJRWBktphLpzJTjokYiI4pJyBOpHn4a2917AVODKXATfxdsgT7rb6WRENArYe0V/lw++Oa8CnlyYnRugf/xPtpYnIiIaLqP5T4humQOzayPgSoJn+oPwzt8AyTfZ6WhENErYP2WWtwC+slcAyQ398H/BaFlj+0MQERENmtYGtfoGaLu+BujdkNLnwndRFeTJ9+L4q3AQEQ2X/Q02ACljATwzfg0A0HZ9DVZgu4iHISIiikmOvB3RD8pgtq8DALin/ht8Cz6AlDzN4WRENBoJabABQC68A3L+FwFLhVL9OUDvEPVQREREp2V1rMVszy8BrR1S6vnwXfQR3FN+5HQsIhrFhDXYAOA5/0lIGRcCajPU6hsByxD5cERERAMYR/4AbcdyyJIKeeJX4btoOy8jS0TCCW2wIXl6z8f25sPs3gyt7ntCH46IiKiPfuBn0PbcBQA4qP0DPOc96XAiIhorxDbYAOAZD1/ZSwAAo/G3MJr/R/hDEhHRGGYZ0GpvhX7oFwAkuM97Egf0VU6nIqIxRHyDDUBKnw/P+b8HAGi7vwErsG0kHpaIiMYaMwx1+/UwWp4HXD54y16BK/9Wp1MR0RgzIg02AMgFX4I86U7A0qFULwfU1pF6aCIiGgu0NihbL4PZuR5wZ8M3fwNcOdc6nYqIxiD3SD6YZ/rDMHs+gtVTCWXHjfDNfxeQ5JGMQDRqRKNRPP/886ioqEA4HEZBQQHuuecenHPOOU5HIxpxVmQ/1G3XwooehpRUBO/ctZCSz3U6FhGNUSPaYEOS4St9EdHKhbB6KqHVfReeGY+MaASi0UDXdfzsZz9DS0sLVq1ahfz8fBw6dAhZWVlORyMacVZPJZTtnwX0Lkjpc+Cb8zrgGe90LCIaw0a2wQYA7wT4yl6GsnUJjMYn4cpcBDmPg0+IBmPt2rWoq6vDgw8+iClTpgAAZs+e7WwoIgdYwZ1Qti0DjB64xl0F7+wXADnV6VhENMaN2DnYx5PS58Jz3hMAAG3X7Rz0SDRIFRUVmDVrVn9zTTQWWeF9UD66GjB6IBd8Bd45b7C5JqK4MPJHsI+RC26F2VMFo+l3UKqXI2lhJeCd4FQcooRy5MgRzJo1C08++SS2bduGUCiEOXPm4Otf/zpPE6ExwVIaeptrvQOuCTfCc/5vnY5ERNRvQIPd2NgY84KhUAgA4HIN4yB4yveQmbQFnuh2BLZ+Ft2TX+gf9KiqKlpbWxEMBode/wwsy0JTU5OQ2tFoFJqmDWp9DkZHRwfC4bCw+sFgEIqiCKuvKAra2toQiUSE1DdNE0eOHIEs2z+AVtM0GIYhbN10d3cjEomctb6qqvjwww/x6U9/Gl/5ylfQ2tqKl156Cb/85S/xzW9+86yPIyp/NBpFe3s7NE0TUt8wDBw9ehQej8f22rquwzRNYesmEAgIfV11d3cL3e+Ew2F0dHTAsiwh9TVNQ0tLC7q6us56X5fuR+bhmyDrR6GlLEJ35gNA45HT3t+yLFiWJWzdhEIhqKoqrH5nZ2dM+4XjTZo0SUgWIorNgAa7tTX2S+dFIhEYhgHDGN705x3eX+Ac5VZ4otvhOvxjNCf3zvao6zo6OjqENdgA0NLSAkmSbK+raRp0XR/U+hyMcDiMaDQqrH4oFILbLe7LDVVV0dnZiXA4LKS+ZVloa2sb3oe/09B1Xei2jUQiUBTlrPUty8IFF1yACy+8EAAwefJkXHrppVi7di22b9+OiRMnnnF5Ufmj0Sg6OzsRjUaF1DcMA36/X8iHJ9M0YZqmsHWjKEpM23aoAoGA8Px9TbwIfdv2bB+eZCuA4sAdkM0GRFzTUe/5Bcy2jjMu09dgi1o3qqpC0zSh++S+g06xYoNN5KwBXdS8efNiXrC6uhrZ2dkoKioadggr8DqUrUswTvkr8qZ9FnLeKmzcuBHnnXeesK+7jxw5gnnz5glpsAOBAKqqqga1PgejsbERra2twurX1tYiOTkZU6dOFVJ/8+bNmDFjBnJycoTUb2lpQVlZmZCjnJFIBBUVFcLWfXNzMxoaGs5a3+PxoLCwcMD98vLysHbtWqSmpp52+bVr1wIY3Gt9MCorK1FcXIy8vDwh9d966y3Mnj0bSUlJttdWVRV+v1/YuvH7/airqxNWf//+/VAUBSUlJULqV1VVIT8/H4WFhULqb9iwAbNmzUJaWtrp72SGoVRdBcs8BCl5KrIvfA/ZnrPvR0zTRHNzs7B139nZiZqaGmH16+vr0d3djdLSUiH1ich+jgxyPBEHPRINTlZWFvx+/4Db+o4ser1eJyIRiWWpULd/DlagCvBOgHfuOiCG5pqIyAlx0WADvYMe5cI7AEuFUr0cbvQ4HYkobs2ePRs7d+5EIBDov23nzp0AwIlmaPSxDKg7VsLs2gjIafDNXQspafjfnhIRiRI3DTYAeGb8F6SMhYB6FNONfwWs4Z3fTTRarVixAh6PB/fffz+qqqqwYcMGvPDCC7jkkkvOev41UaLRP/4nmO1vAq4keOe8Dil1ltORiIjOKK4a7L6ZHuEtQLq1E+7G/8/pRERxKTc3F/fffz/S09Px8MMPY/Xq1ViyZAnuvPNOp6MR2cpsXwe9oXfGX+8Ff4Yrc5HDiYiIzs6x62Cf1rGZHqMfXgJ32zMwWi7lTI9EpzBp0iT85Cc/cToGkTBW5ADUmi8CANxTfwpX7jKHExERxSa+jmAfI6XPxSH5PgCAtvsOWIGPHE5EREQjyghCrf5c7xToOdfAPeWfnU5ERBSzuGywAaBNugZ67lcAU4Gy4yZAFXN9USIiijcW1JpbYIX3QUqZAe8Ff3Y6EBHRoMRtgw0A+uQHegc9Kk1QdtzIQY9ERGOAfvAXMNvXAXIGvGWvAvIZro1NRBSH4rrBPn7Qo9VTCa3uu04nIiIigcz2tdAP/hyABG/p/0JKFjPhFRGRSPHdYAP9gx4huWE0Pgmj5XmnExERkQBStA5qzS0AAPe5P4Mr+1MOJyIiGpr4b7DBmR6JiEY7GRG49qwEjBBcuTfAXfxDpyMREQ1ZQjTYQN9Mj9/on+mRgx6JiEYLC9OtX0BS6yGllsB7wXNOByIiGpaEabABwDPj1/0zPXLQIxHR6KAf+DdkYyssVzq8c/4PcCU7HYmIaFgSqsE+edDj95xOREREw2D6X4N+6N97/z3jOUi+yQ4nIiIavsRqsIETBj3+loMeiYgSld4BdfddAIAG6cuwMi51OBARkT0Sr8EGBz0SEY0G6q5vAFobpPS5aJK+4HQcIiLbJGSDDfQNerzjk0GPeofTkYiIKEZGywsw/f8HuHzwXvAnWJbkdCQiItskbIMNAJ4ZD/cPelR33MxBj0REiUBthbb3XgCA59wHICWf63AgIiJ7JXSDDcnTP+jR7Po7tLrvO52IiIjOQt39dUDvhCvrUsiTv+l0HCIi2yV2gw2cMOjxCQ56JCKKY0bz/8BsXwfI6bzeNRGNWonfYOPYoMeZjwEAtN13wApWO5yIiIhOohyBtvc7AADPzEcAb4GzeYiIBHEf/0NtbW3MC3Z2diIcDiMQCNgeCgAikQgOHDgAn88X4xILkZt8IzIjLyK0dRmacv4C3TXutPe2LAu1tbWQJPsH1qiqCkVRBrU+ByMQCCASiQir397eDrfbjUgkIqR+KBTCwYMH0dzcLKS+aZrYvXs3ZFm2vbau69A0Tdi6D4VCCAQCwur3EfncPHz4MPx+v5D6mqZh7969cLvdZ7/zIBmGAcMwhK2bSCSCUCgkrH5XV5fQ/N3d3dB1HV1dXUOuMbHzG0g2Agh6L0NL+xyg/ZOsiqKgrq4OXq93+GFPYFlW/z5fhGg0KnSf3NPTM+j3lFmzZgnJQkSxGfAulZwc++xZbrcbPp9vUMsMhizLg64fSvo3JB2tg0/dgfzu76K94M+AdOomS5IkpKSk2BV3AJfLBUmShK0bVVWhqqqw+m63Gx6PR+i2TUpKElYfAFJSUuBy2f8FjaZpQretruuIRCJC1w0wuNf6YAzldTsYLpcLycnJwhpskdvWNM3+/CKEw2Houi50v+D1eodcPyXwApLVD2G4shHM/w8knzBbY9+6EdVgA+Ke9wCEbttoNArTNIXvF4jIPgPepaZOnRrzgoFAANnZ2SgqKrI9FAA0NjaisLAQWVlZg1tw8huIVi6ET92BycZj8Mx45JR327VrF8455xwhR7ADgQBaWloGtT4Ho7GxEZZlCavf1+CJqt/c3IyCggLk5OQIqb93714UFxfD4/HYXjsSiaChoUHoulFVVVj9PqLq+/1+5OXlIS8vT0j9/fv3o6ioCElJSbbXVlUV+/fvF7pugsGgsPqWZUFRFGH1Ozs7MWHCBBQWFg56WStaD+WD/wAAJJc+hynj5p50n/r6ekyaNAlpaWnDznoi0zSxZ88eoeumo6NDWP36+np0d3cL3y8QkX1GxTnYAwwY9PgkBz0SETlMq70VMMOQJ34VrnFXOx2HiEi40ddggzM9EhHFC6PxtzC734eUVAzP9IecjkNENCJGZYMN9M30+I1PZnpUW52OREQ0plhKI7SP/wkA4Cn5AyCnOpyIiGhkjNoGGwA8M37dP9OjsuNGzvRIRDSCtL33AWYEcv4tcGUtcToOEdGIGdUNNiS5f6ZHq6cSWt33nE5ERDQmmO1rYfr/D3BnwjP9QafjEBGNqNHdYAMnDHr8LQc9EhGJZkag7bkHAOA5937Ak+twICKikTX6G2xw0CMR0UjSD/4CltIIKX0e5MLbnY5DRDTixkSDDZw86NEndTsdiYho1LHCe6Ef/jUAF7znPw3A/rkGiIji3ZhpsIGBgx5ne/+dgx6JiGym7b4DsHTIk++GlHaB03GIiBwxphrs4wc9Zsl10D/+vtOJiIhGDaP5f2B2fwB48+CZ+q9OxyEicszYarCB/kGPpuXioEciIrvoXdDqfggA8Mx4GJDTHQ5EROScsddgo3fQ4x7tLgAc9EhEZAft438GtHa4si+DPOEmp+MQETlqTDbYAHBE/xRcE+/oHfS440bO9EhENERWoArGkd8Dkhee8550Og4RkePGbIMNAJ6Zj8KVuQhQmqDuXOl0HCKixGMZUHf1XorPPeUfISVPdTgQEZHzxnSDDQDe2S8A3gKY3Zuh7fu203GIiBKK0fgErFAtpKRz4C7+gdNxiIjiwphvsD+Z6dELo/FJDnokIoqVcgTagX8BAHjOfwJw+RwOREQUH9hg49hMjyVPA+CgR0o8hmHgvvvuw80334yenh6n49AYoh34V8AIwTX+83Blf8rpOEREcYMN9jFy3irIk+7sn+mRgx4pUbzxxhtobm52OgaNMVZ4H4yjzwFwwXPuz52OQ0QUV9hgH8cz/eH+mR6VHTdypkeKex0dHXjxxRexdOlSp6PQGNN7zWsL8sSvQkqZ4XQcIqK4wgb7eMfN9Gj1VEKr+57TiYjO6Nlnn8Ull1yCSZMmOR2FxhCz+32Y7eWAy8cZG4mIToEN9on6Bz26OdMjxbUdO3Zg+/btWLmSl5ikkaXt+w4AwF30PcA7wdkwRERxSLIsy+r7YfPmzTEvGAwG4Xa7kZSUJCRYV1cX0tLS4Ha7hdRvb29HTk7OaX+fY5SjWPtPmJYbdUlPICRNj7m2YRgIBALIysqyIenJFEWBqqpITxczFXEoFILL5UJycrKQ+t3d3UhJSYHH4xFSv6OjA9nZ2ZAkyfbapmmiu7sb2dnZttcGAFVVoSjKWbetYRj47//+b5SUlGDhwoXYunUrNm3ahG984xtISUk57XLvvvsuAODyyy+3MfUnenp6kJSUBK/XK6R+Z2cnMjMz4XLZf2zANE10dXVh3LhxttcGAE3TEIlEkJGRIaR+JBKBaZpITU0VUj8QCMDr9SLPvRlTtZ9BRzpqk16AAXveA7q6upCeng5Zlm2pdzzLstDR0XHGff5w6LqOUCiEzMxMIfWj0Sh0XUdaWlrMyyxevFhIFiKKzYDudebMmTEvuH//fqSnp2PCBDFHL3bs2IHi4uJB7VAG4/333z/L3zsTWmMLPO2rMd34/xA9bz0sObamKhKJYO/evYNan4PR1taGrq4uTJ8ee9M/GIcOHYLP50NBQYGQ+rW1tZg8ebKwRqOyshLTp08X8katqip27twpbNt2dHSgra3trPXLy8shSRJWrlwJr9eLw4cPAwCmTZt2xua8r8EWlX/Pnj3Iy8sT9gGkqqoK5557rpAGXtd1fPTRR8LWTXd3N5qamoTVP3LkCDRNQ3FxsZD6+/btw7jsTBT5/wgAMAt/hGm5ZbbV3759O8455xwhH+wty8KWLVuErftgMIiDBw8Kq9/S0oJQKISpUzmJD1GiGNBgD+bTfWNjI1JTU4UdEZBlGZmZmcKOAgPAuHHjznyUc9xvoVTthqunEmmN34B37t8A6exNWyAQgCzLwtZNJBJBOBwWVr+5uRnJycnC6rvdbmRkZAirDwDZ2dlCjpBHIhG4XC5h2TVNQ1dX1xnrt7W1oby8HHfeeWf/h6C+o9bjxo2L6YOLqPwejwfp6enC6kuShOzsbCHfnKmqCkmShGW3LAstLS3C6nd1dUFRFGH1vV4vcvVXIKkNkJKKkTHjvpj2h7FyuVzIysoSclDFNE0A4p73LpdL6D4/GAxC13Wh+0wispeY8y9Gi2ODHqOVC2F2/R1a3ffhmfFrp1PRGLdu3TqoqopHH30Ujz766IDf3XbbbVi6dCnuvfdeh9LRaOWyIkj2/xcAwD3t321tromIRhs22GdzbNCjsnUJjMYn4Mq8CHLeKqdT0Rh27bXXYtGiRQNu27hxI95880389Kc/RV5enkPJaDTLVf4bLrMbUvocyBNudDoOEVFcY4MdAyl9LjznPQFt9x3Qdt0OV8pMSOlznY5FY1Rubi5yc3MH3FZbWwsAKC4uFnZuO41haitylD8BADwz/svZLERECYCX6YuRXHAr5MJv9M70uONGQGtzOhIR0YjQDvwLXNCgpn4KrsxFZ1+AiGiMY4M9CJ4Zv+6d6VFpglK9gjM9Uty44YYbsGbNGh69JttZ4X0wjjwLQEJ4wo+djkNElBDYYA/GiTM97rvP6UREREJpH/8YgIlOzzIYXl4mjogoFmywB6t/pkcvjKbfwTi62ulERERCmN3vw/S/Brh8aE260+k4REQJgw32EEjpc+EpeRoAoO25G1Zgm8OJiIjsZzQ8BgBwF90H3SVmhksiotGIDfYQyXmrIE+6E7B0KNXLAbXV6UhERLaxIh/DaH0RkFPhLuLpcEREg8EGexg80x/uHfSoHu29sggHPRLRKKEfvB+ABfekuwF3ltNxiIgSChvs4Thx0GPdd51OREQ0bFbkYxjNzwOuJLiLv+90HCKihMMGe7j6Bz26YTQ+CaPleacTERENi37wF+g9en0Pj14TEQ0BG2wb9M30CKB3psfwDocTERENTe/R678cO3rNb+WIiIaCDbZNjp/p0bXvFnjR5XQkIqJB0w/+O3qPXt8FeHKdjkNElJDYYNuob6ZHSWvGdPNfOOiRiBKKFT0Mo+UvPPeaiGiY2GDb6digR8uTj3TsgVb3PacTERHFTD/4c8Ay4C78Bo9eExENAxtsu3knwJzxZ1iQYTT+loMeiSghWNHDMJr/1Hv0esoPnY5DRJTQ2GALYKaU4qDrOwB6Bz1ypkciinf6wV8AlgG58A4evSYiGiY22IK04ureNypL7Z3pUe9wOhIR0Sn1Hr3+b0DywDPlH52OQ0SU8NhgC+SZ+Ru4MhcD6lGo1SucjkNEdEr6oX/vPXo9iedeExHZgQ22YN7Z/wv4CmF2vw9t771OxyEiGsCKHoZxdHXv0WteOYSIyBaSZVlW3w/l5eUxL2gYBiRJgsslpkfXdR2yLEOSJCH1NU2Dx+MRUtuyLBiGAbfbDQBIl/Zjnucf4ZJ07NG/haPGlcOqb5omLMuCLMt2xD0Jt+3pnbht7SZ6227b1jseYO7cuULqG4YBl8slbNvyuXN6Q33uzJCfQKH7b2g0lqFOv/209+N+4fTicdt+5jOfEZKFiGIzoMHWNC3mBWtqapCVlYVJkyYJCbZ582bMmjULmZmZQuqvW7cOV199tZCdeTAYxPbt27FkyZL+26y2F2Du+RoguSHPeRdImzPk+keOHEFbWxvKysqGH/YU9uzZg6SkJEyZMkVI/crKSkybNg3jxo0TUv/tt9/GZZddJuTNNBqN4oMPPsDll19ue20AaG1tRWNjI+bNmyek/oMPPggA+MEPfiCkflVVFYqKijB+/Hgh9Tds2IDFixfD5/PZXltVVWzatAlXXjm8D8Cn097ejgMHDmDBggVC6h88eBCqqmLmzJkxLyNpzdC3zATggvui3bA8+ae97/bt25GXl4eCggIb0p5s06ZNmDdvHlJTU22vbZom3n77bVx99dW21waArq4u7N69G4sWLRJSv6GhAT09PZg1a1bMy4j6MEFEsRnwcXswL0iXywVZloW9iCVJgtvtFrqT8Hg8Qhpst9sNSZIGZp/4/6AFK2E0Pgmj9mYkLawEvBOGVF+WZbhcLmHrZrRsWxH1dV0/edvaSPS27cPnzsn6jjWIyn7K/YKNhvLc0Q7857Fzr2+HO2XyGe+byNvWNE0AY2vbEpGzeA72CPJMfxhSxkJAPQplx42c6ZGInKMehdH0FADAU8wrhxAR2YkN9kg6NtMjvAWweiqh1X3X6URENEbpDY8BAOT8/wf4JjqchohodGGDPdK8E+ArexmQvL2ni3CmRyIaaWYEeuOTAAA3r3tNRGQ7NtgOkNLnwlPyNADO9EhEI89oegYwgnBlfwpSSuyDIomIKDZssB0i562CPOnOT2Z6VFudjkREY4IJveE3AAB38X0OZyEiGp3YYDuIgx6JaKSZrS/Dih6ClDIDrnFiLltHRDTWscF2Egc9EtEI0w4/DABwc9ZGIiJh2GA7rX/Qo5uDHolIKLN7M6yerYBnfO/VQ4iISAg22HFASp8Lz3lPAOCgRyISRz/8XwAA9+R7AEnMtN5ERMQGO27IBbdCLvwGBz0SkRBW9CDMtv8DXElwT7rT6ThERKMaG+w44pn5KFyZiwH1KNSaLzgdh4hGkd6j1xbkiV8B3NkOpyEiGt3YYMcZ7+z/BbwFMLv+Dm3vvU7HIaLRQO+EceRZABLcRd9xOAwR0ejHBjveHD/TY9PvYBxd7XQiIkpweuOTgBmFa/wNkJLOcToOEdGoxwY7Dg2Y6XHP3Rz0SERDZ+nQGx4HAB69JiIaIWyw49QnMz3qHPRIRENmNP8J0NogZVzYO8aDiIiE43Wa4phn+sMwez6C1VMJZceN8M1/F5Bkp2NRHNB1Ha+99hree+89tLW1YcKECbjhhhtwxRVXOB2N4oxe/ysAgKeIE1kREY0UNtjx7NhMj9HKhf0zPXpmPOJ0KooDjz32GKqqqrBy5UoUFxfjww8/xBNPPAG3242lS5c6HY/ihNnxN1jhfZCSpsA1YbnTcYiIxgyeIhLvONMjncDv96OiogI33XQTrr/+esyePRtf+9rXUFRUhHXr1jkdj+KIXv9rAIB78rfA3T0R0cjhHjcBnDjTo0epdTgROW3FihVYuHDhgNsKCgrQ1dXlTCCKO1Z4L8zO9YCcBrnwNqfjEBGNKWywE8TxMz2mNX4dbrPD6UjkkNzcXHzhC19AQUFB/226rmPfvn2YPn26g8konuj1DwEA3JPuAlzJDqchIhpbBpyDHYlEYl7QMAxomjaoZQbDsiwoiiKsPtD790qSZHtdRVFgWZb92Sc/AHRXQQ5uRWHwB4iENwkZ9KjrutBta5qm8G0bjUah67qQukK27TGqqsI0zUHXf/nll9HT04PPfOYzMS0rctuqqip0v9C3DeymaRoAcetmqNs2VpqmQdf13v2aGQCa/9J7e+6t0Gx4TMMwhG9bRVEgy/bv00zTBCBu2wrb5x+jaRoMwxhU/eRkfqgicpJkHfdO9fbbb8e8oKqqcLlccLvFjJOMRqPwer1wucQcZI9EIsJ2QH1NRlJSku21vehCmfQt+KQOHLGuxwHrLtsfQ9M0SJIkbNsqigKPxyN02yYlJQn58NTXBIjYtkBvE6PrOnw+X8zLHD58GGvXrsVFF12EsrKyM963srISAE46vcQuiqLA7XYLaZKA3v2Cz+cTtm2j0aiw/cJQtu1g6LoOy7Lg8XhQKL2Ic6Q/oMNagF3Wv9pSX1VVyLIsdNtyn39quq7DNE14vd6Yl7nqqquEZCGi2AzooAbzgqyurkZ2djaKiopsDwUAGzduRGlpKbKysoTUf/3113HllVcKeaMOBAKoqqrC5ZdfbnttAGjZnw5v/XJMlF5H8QU3Q85bZWv92tpaJCcnY+rUqbbW7bN582bMnDkTOTk5QuqXl5fj8ssvh8fjsb12JBJBRUWFsDev5uZmNDQ0YMGCBTHd//Dhw3juuedw6aWX4pvf/OZZ79/XYIvKX1lZieLiYuTl5Qmp/9Zbb2Hp0qVCGhlVVbF+/Xph68bv96Ourg6LFi0SUn///v1QFAUlJedDqfgGLAXIn/MTTMyx5++pqqpCfn4+CgsLbal3og0bNmDBggVIS0uzvbZpmigvLxe2bTs7O1FTUyPsCj719fXo7u5GaWmpkPpEZD+eg52ANN8sHE35Ue+/d93OmR7HqM7OTjzwwAOYOnUq7rzzTqfjUJww29fBUhoh+SbBlXON03GIiMYkNtgJqst7PeTCOwBL5UyPY1A0GsUvf/lLJCcn4wc/+IGw03ko8eiNTwIA5Mn3ALD/GzoiIjo7visnMM+M/4IZ2M6ZHscY0zTxyCOP4PDhw/j2t7+N5ubmAb8vKChASkqKQ+nISW6zGWZ7OSB54S78utNxiIjGLDbYiUyS4St7iTM9jjHBYBBbt24FADz00EMn/f5HP/oR5s+fP9KxKA5khv4XACDnrwTkDIfTEBGNXWywE51nPHylf4Xy4WIYjU/ClT4fcsGXnU5FAmVkZGDNmjVOx6A4I1kq0sIvAwDck+5xOA0R0djGc7BHASl9PjyzVgMAtD13cdAj0RiUHHoTstUNKeNCSOlznY5DRDSmscEeJeS8VZAn3QVYOgc9Eo1BqcHeiWXchbyiDBGR09hgjyKe6Q9BylgIqEeh7LgRsAynIxHRCLAC2+BVdsKQMiHn/YPTcYiIxjw22KOJJMNX+iLgLegd9LjvPqcTEdEI0BsfBwAEU5YDLjEzRRIRUezYYI823gnwlb0MSF4YTb+DcXS104mISCSjB0Zz79VDulNXOhyGiIgANtijkpQ+F56SpwEA2p67OeiRaBTTm34PWCqiyZdBd+U7HYeIiMAGe9TqHfR4Jwc9Eo1qFoyG3tNDQulfcDgLERH1YYM9inmmP8xBj0SjmNm+DpbSCMk3CdHkpU7HISKiY9hgj2YnDnqs+67TiYjIRnrjkwAAefI9ACRnwxARUT822KNd/6BHN4zGJ2G0PO90IiKygaU0wGwvByQv3IVfdzoOEREdhw32GCClz4XnvCcAANqu2znokWgUMBp+CwCQ81cCcobDaYiI6HhssMcIueBWyIXfACyVgx6JRgH9yDMAAPekux1OQkREJ2KDPYZ4Zvyagx6JRgGj9UVA74KUdgGk9HlOxyEiohOwwR5LJBm+spcAb/6xQY/fdzoREQ2BceRZAIC74KvOBiEiolNigz3WeMbDV/bKsUGPT3CmR6JEoxyB2fE3QHJDLviS02mIiOgU2GCPQb0zPfaev8mZHokSi370WQCAPGE54M50NgwREZ2S+/gfmpubY14wEolAluVBLTMYmqahvb0d0WhUSH0AaGlpEVI3EolA13Vh66a7uxvRaHSY9S9H8rhb4etYjfBHNyB0bjlMdy4AIBwOC82vqio6OjqgaZqQ+pZlobW1FbIs215bVVUYhiFs3XR1dUFRFGH1+4iqrygKOjs7YVmWkPqmaaKtrQ0ej8f22rquw7IsYeump6cHqqoOu35GwzNwAej2fQ76cbUCgQA0TROWPxqNoru7W8jrCuhd/36/H8Fg0PbalmUJ3bahUEjouu/p6UEkEhlU/fz8fCFZiCg2AxrshoaGmBcMBoNQFAWRSMT2UEBvg93S0iLkjRTo3eEePnwYkmT/5Ay6rkPTtEGtz8GIRCJQFGXY9SXchnNcHyLV2AX54y/hcOqTsOBCT08PZFmGqqo2JR5IURS0traiq6tLSH3TNNHY2AiXy/4vaAzDgGEYwrZtNBpFJBIRVr+PyOem3+9HIBAQUl/XdTQ1NQlp8kzTFLptVVVFNBodVv1U/SNkaY1QpXwc7CwGOj+pFQqFYJqmsPzhcBiGYSAUCgmpr+s6jh49CrfbffY7D1LfBz6R21ZVVaHrfrDvKWywiZw1YE+2YMGCmBesrq5GdnY2ioqKbA8FABs3bkRJSQmysrKE1H/99dexYMECIQ12IBBAVVXVoNbnYDQ2NqK1tRXz5tlw9QB1HaKVC5Gq7kJZxp/gmfkoamtrkZycjKlTpw6//ils3rwZM2fORE5OjpD65eXlmDdvnpAPZ5FIBBUVFcK2bXNzMxoaGoTVf+uttwAM7rU+GJWVlSguLkZeXp6Q+m+99RbmzJmDpKQk22urqor169cLWzd+vx91dXXDqq/tegJGBEg55w4smLJwwO/2798PRVFQUlIy3KinVFVVhfz8fBQWFgqpv2HDBsyePRtpaWm21zZNE+Xl5cK2bWdnJ2pqaoTVr6+vR3d3N0pLS4XUJyL78Rzssa5/pkcvjKbfcaZHonhlhHovzwfAPfFrDochIqIzYYNNxwY9Pg2gd6bHJH2Pw4mI6ERG858BU4Er5xrAW+B0HCIiOgM22AQAkPNWQZ50F2CpyOv8NmSj3elIRHScvquHuCd+xdEcRER0dmywqZ9n+kOQMhbCbbYhq+VuzvRIFCes8F5YPVsBTw5cuZ91Og4REZ0FG2z6hCTDV/oidNd4+NQd0Oq+63QiIgJgNPVet95d8CVAEnNlJSIisg8bbBrIOwEt2Y/AggdG45Mc9EjkNEuD3vw/AAB54m0OhyEioliwwaaTRN3noWv8AwB6Bz1ypkci55j+1wGtHa6MiyClzHA6DsWxJ554AjfddBOA3ksTXn311XjooYccTkU0NrHBplOKpF4PedKdgKVCqV4OqK1ORyIak/QjqwEA8sSvOpyE4t1Xv/pVVFRU4MiRI/jFL36BCRMm4Hvf+57TsYjGJPunzKJRwzP9YZg9H8HqqYSy40b45r8LSGKmSSaiU9D8MNvXAq4UyHn/4HQainPJycm4/fbbcfvtt6O9vR3vvvuu05GIxiwewabTOzboEd4CWD2V0Op4JIRoJOlH/gDA6m2u5VSn41ACWLJkCd588038+7//u5AZT4koNmyw6cy8E+ArewkAYDT+FsbR5xwORDR2GE2/B8DTQyg2ra2t+M53voO77roLf/rTn5yOQzSmscGms5LS58Fz/rGZHnffDitQ5XAiotHP7K6AFa2HlDwdrsyLnY5DcU7TNNx888346U9/il/+8pd49dVX0dzc7HQsojGLDTbFRC74cu9MjwCU6hs56JFIMOPIHwEAcuHXHU5CieA73/kOysrKsGrVKmRkZGDVqlX4zW9+43QsojGLgxwpZp7pD8HsqeKgRyLRjBCMlhcAyQ13wRedTkMJ4PHHHx/wM5trImfxCDbF7sRBj/vuczoR0ahktL4ImApcuTcAnlyn4xAR0SANusHWNA2bN2/G+vXr0dDQICITxTPvBPjKXgYkL4ym38E4utrpRESjjnFs5kZ3/kqHk1A8WLduHdatW4eqKo5/IUoUMTfYfY31Y489hnfffReRSATvvfeeyGwUp6T0ufCUHBv0uOduzvRIZCNLaYTZ+R7gzoIrd5nTcSgO+P1+aJqGdevW4be//S12797tdCQiOouznoOtaRq2bt2KDz74AJFIZCQyUQKQ81bB7H4fRuOTUKqXI2lhJeCd4HQsooRnND8PAJAn3AhIHofTUDyxLAudnZ14+eWXsWXLFlxyySWYPn2607GI6BRO22BrmoYPP/wQW7ZsYWNNp8SZHonsZxztPT1Ezr/F4SQUbyRJAtDbaB85cgRr1qxBTk4OFi9ejNmzZzucjoiOd1KDzcaaYnZs0GO0cuGxmR6/C8+MR5xORZSwrOBOWOHdgK8QrqwlTsehONXXaANAe3s7XnvtNWzatAmLFi1CWVkZXC5ev4DIaf0NNhtrGpJjgx6VrZfCaHwSrsxFkPNWOZ2KKCEZzX8GALjzeWk+ip1lWejq6kJ5eTk2bdqEiy66CPPnz4fbzSvxEjlFsizLAoDVq1ejqanJ6TyUoM7L3Ynrpr0Ew5TxfO1taAkVOB2JKMFY+Ma8XyHVG8Yz276FbmWc04EogU2ePBlf+tKXnI5BNGb1f48kyzx3loZuj382trcsgOwy8LmZf0GqJ+R0JKKEMjnjIFK9YbSE8tlc07Dx6DWRs/qPYA/1FJEf//jHQoJt3LgRpaWlyMrKElL/9ddfx7Jlywacy2aXQCCAqqoqXH755bbXBoDGxka0trZi3rx5QurX1tYiOTkZU6dOHdyClgGl6nJYPZWQMhaedtDj5s2bMXPmTOTk5NiS90Tl5eW46qqr4PHYfwWGSCSCiooKXHXVVbbXBoDm5mY0NDRgwYIFQuo/8MADAMS9bisrK1FcXIy8vDwh9d966y0sXboUSUlJttdWVRXr16/Htddea3ttoPdSa3V1dVi0aNEpf6/tvh3G0efgnv6fcE/+9qDr79+/H4qioKSkZLhRT6mqqgr5+fkoLCwUUn/Dhg1YsGAB0tLSbK9tmibKy8uxbJmYyx52dnaipqYGS5cuFVK/73V7OpZl9b+XpaWl4aKLLsK8efOE7AOJKDb9H3E9Hg8WL16MBQsW8FxsGhoOeiQaGjPaO3sjXHDnfcHpNJQg+hprSZKQlZWFRYsWobS0lN9IE8WBk75DYqNNw+KdAF/Zi1A+XNw76DH9QsgFPA+Q6EwM/+uAEYJr3FW8njzFTJIkXqaPKE6d9iSt4xttTjRDgyGlz4fn/Keg7b4D2p474Uq7AFL6XKdjEcUto/kvAAA5n0evKTYTJ07kRDNEceysoyA8Hg8WLVqECy+8kEe0KWZywa0wA9thND7BmR6JzkTvhNm+FnD5II//vNNpKM6NGzcOV1xxBWbOnOl0FCI6g5iHGZ94RHvLli2YP3++yGyU4DzTfwUruANm19+PzfS4nlM/E53AaHkBsHTIE1YAsv0D/CjxLVmyBNu2bcOSJUswd+5cTiRDlAAGfR2fviPaKSkpyM7OFpGJRgtJhrd0DaIfzOsd9Ljvu/DM/I3TqYjiSt/kMpwanU6nuLgYWVlZKC0tdToKEcWIH4NJLPc4+MpeBiQvjKanYBxd7XQiorhhKY0wuz8A3Flwjbva6ThERGST0x7BVlUVu3fvRk1NDWpqarB8+XIsXLjwpPu99957eOmll9Da2orx48djxYoVwq7/PFyWZeGNN97A3/72N7S2tuKtt97CNddcg+uuu87paDGJRqN4/vnnsWnTJkQiEUycOBH33HMPzjnnHKejnZGUPheekqeh1d4Kbc/dSJIfw7/92/M4evQonnnmGWRkZDgd8Yx0Xcdrr72G9957D21tbUhNTYUsy7jiiisczZVIr73hOH79Nzc344033sDnPvc5x9f/UBiGgfvuuw+NjY145plnkNLR+4FTzr/llNeMjwd9+513330XqqomzH4HGLjPb2trw9/+9re43eePxvdcorHstA32888/j9dee63/Z8MwTrrPjh07sHr1aixbtgxz587Ftm3b8Pjjj8Pr9WLx4sViEg9DeXk5Vq9ejc9+9rNQFAVutxt//OMfASAud7jH03UdP/vZz9DS0oJrrrkGbrcbHo9H2EQ8dpPzVsHs/gBG42/x8dbH0dY2zelIMXvsscdQVVWFlStXIj8/H2+88QaeeOIJuN1uYRNLnM2WLVvw2GOPJcxrbziOX/9+vx+apjm+/odq27ZtaG5u7v/ZOPLfAAB3nJ4ecvx+Z8mSJTj33HMRDAYTZr/Tt8+//vrroapqXO/zY3nPHUuve6JEd9oG+6abbsJnP/tZHDp06LSzSL3zzju44IIL8JWvfAUAUFZWhsOHD+Pll1+Oyxd7RUUFpk2bhi9/+cv9Mznu27cPmzZtirud7YnWrl2Luro6PPjgg3C73UJnchTFM/0h+Ju24Y2qLCya2Y1NtfE/oMvv96OiogJf/OIXcf311yMSiaCrqws9PT1Yt26dYw3eSy+9lFCvvaE6cf33zeS4Z88eR9f/UHR1dWHLli1YunQpNmzYACuwHVb0IKSkcyBliJm5c7iO3++0t7cLnclRhL59/pe+9KX+mRzjdZ8fy3vuWHndE40Gpz0Hu28QY2pq6il/r2kampqaTpqWt6SkBIcOHYKiKPYmtYGqqif9Penp6XGZ9UQVFRWYNWsWpkyZ4nSUoZNk/KXqWiyY1o5JGfVOp4nZihUrTvqqtqCgAF1dXY7kUVUVBw8eTKjX3nDE2/ofqjVr1mDmzJmYNGkSAEBvfREAIBd80clYZ5To+51E2ufH8p47ll73RIluyIMco9EoLMtCWtrAo5Dp6ekAgGAwOLxkAlx55ZXYuXMnPvjgA+i6jsrKSlRXV+Pqq+N/cNGRI0eQkpKCJ598Ev/6r/+KX/3qV/jVr36VUE3Gjh07sH3Hbsxb8mVY6D3f1Gh53uFUZ5abm4svfOELKCgo6L/NMAzs27fPsQkeQqFQwr32hupU61/XdUfX/1Ds2LEDu3btwqJFi/pvM1pfARDfVw85fr/z+OOP44c//GFC7XeO3+drmpZQ+/wTJeJ7LtFY5gaA+++/H9XV1f03Pvnkk8jJyTnjgpZlnfJ2SZIAnPr8sZF0qr/p2muvhd/vx0MPPdR/+4oVK3Dttdc6EfG0TpVdVVV8+OGHuPHGG3Hbbbehrq4OGzZswK9//Wv827/9m4NpT3aq/JmZmXjmmWewfPlyIDUPRvYNAPZBq/shrPwFcTPTYyyvhe3bt6Onp6f3b3GAaZqnvD1eXnuivfbaa46u/8HSdR3PPPMMrrnmGqSmpiIcDh/7RTtcORdBSp7qbMAzOH6/c+ONN0LXdbzyyitxud85lb59/q9//ev+2+Jxnx+LeH/PJaKB3ABw2223fbLTB5CZmelYILuc6m9677338MYbb+DGG29ET08P0tLS8H//93+YNGlSXJ3Lebrtcemll2LVqlVobGyEz+dDQUEBnnrqKXz88ceYNi1+Bg2eKv///d//QVVVLFu2DFu3boWZPBvAPsDS42qmx7O9Fqqrq1FVVYUvfvGLKCoqGul4Y97hw4exbt26hFr/fc/9T33qU6ivH3hqVDwfve7Tt9+pqqpCfn4+UlJS4nK/cyp9+/wVK1YgGAwiNTU1Lvf5RDT6uAEM+Po1Vn2fmk/U9ylblp295NSJf5OiKPjDH/6AK664AqtWreof5BgMBvH73/8eF110Ebxer0NpBzrV9nC73UhOTh5wW9+5eA0NDXH1Rndi/ra2Nrz44ou48847T1rHUvo8QN1ybKbHdx2/VNmZXguHDx/GE088genTp+OGG24YwVQDnW4Wt3h57Yly+PBhvPPOO7jkkkscXf+DccrnvqX1/17Ou8mhZLFJpP3OiY7f569cubJ/kGM87vNjEe/vuUQ00KBncuyTlJQESZJOOu+r7+fTDdRwSktLC8Lh8ElvCDNnzsRbb72FlpYWTJ482aF0Z5eVlQW/3z/gNk3rfaOO9zeJdevWQVVVPProo3j00UcH/O7u3+Rh8XmX4K4rKqDVfReeGY84lPLMOjs78cADD2DKlCm45JJLHM2SmpqaUK89O/St/9zcXNx2221Ox4nZ8c/9E93z7GewdP+fce+99zqQLDaJvN9J9H3+iRLtPZdorBtyg+3xeDBx4kTs2rVrwO27d+9GUVERkpKShh3OTn2TmRw+fHjA7X1f2cb7ZCezZ8/Ge++9h0Ag0H/bzp07ASDuJ3y49tprBwzuqq6uRktLC9avX4+f/vSnmJDqB+qvh9H4JFyZiyDnrXIw7cmi0Sh++ctfIjk5Gffeey+2b9/uaB6v14spU6YkzGtvuI5f/1deeSXc7iHvtkbc8c/9rq4uHD58GB37/4K1Wyz85J4LUVASX8/1EyXyfifR9/kn8ng8Y+p1T5TohvVOdeWVV+K5557Dc889h3nz5qG6uhrV1dX49re/bVc+22RlZeGiiy7CunXr+o/KvPrqqygvL8fFF18c9+edr1ixAps3b8b999+PT33qUzh69Gj/1+UTJ050Ot4Z5ebmIjc3t//nlpYWqKoKACguLkZGxmwYyU9C2/11aLW3wpV8btxcF9g0TTzyyCM4fPgwvv3tb6O1tRVtbW3Yv38/gN5TSlJSUkY81/Lly/Hwww8nxGtvOE5c/wcOHMCBAwfg8/kAOLf+Y3X8c9/v90NXA7AO7QEwE+eUfgEZ45wfd3Amx+935s2bh/r6erz88ssJsd85fp+fmZmJjo6OhNrnn8pYed0TjQbDarDLysrwzW9+Ey+99BLefPNNjB8/HnfddReWLFliVz5bfetb38Irr7yCd955B21tbRg/fjyWL1+Oz3/+805HO6vc3Fzcf//9ePbZZ7F69WrIsowlS5bg1ltvdTqaLeSCL8EMVMFo/C2Unf+ApAVb4mLQYzAYxNatWwFgwNVnXnrpJQDAj370I8yfP3/Ecy1atCihXntDdar1//LLL/f/3qn1P1QZxmY0WXrvD+4sR7PE4vj9ziuvvAKv15tQ+52+ff769evh9/uRm5ubMPv8Uxkrr3ui0eCsDfaMGTOwZs2a0/7+sssuw2WXXWZrKFF8Ph9WrlyJlStX9g9yPN3AkXg0adIk/OQnP0FjY2NCzuR4vE9/+tNYtWrg1+Oe6Q/B7KmC1VMZN4MeMzIyBjz/I5EIKioqcNVVVzmYqlcivfaG6sT13zeTY6J+HZ6lb8B1c/bjc6t+ADlBTlHo2+/0XUUkkWZy7Nvn33zzzf2DHOPdaHrPJRrLhjzRDJHtJBm+0hcBbwGsnkpo+77jdCIi20hWFJnmBwBckCd83uk4REQkkGQdd/X6ysrKmBfs6emBx+M56RJOdmlvb0dGRgY8Ho+Q+i0tLZgwYYKQI9i6rqO7u/usk/UMVSQSgaqqws4hDAQCkGVZ2LmtHR0dSEtLO+1VCFLMfZga+gZcko7GpH9Ch/u6QdVvbW1Fbm7uaS9nNxyGYaCzs3PAOeV2UhQFkUgEWVlZQuq//fbbACDsCHxXVxeSk5P7z5G2W1tbG8aNGyfkkmSmacLv92PCBDGnJqVF12Kq/gsE3BfjYNKDttcPhUIwTbN/Zj+7dXd3w+fzCfv2wO/3IysrS8ggVsuy0Nrairy8PNtrA71XVgkEAhg3bpyQ+pFIBJqmDWpg5sKFC4VkIaLYDNiTFRcXx7zgwYMHkZaWhvHjx9seCug997KgoEDYpYdaW1sxZcoUIbUjkQjC4fCg1udgtLe3o6urS1j9w4cPw+v1Ij8/X0j9SCSC/Pz8MzQCxYh2P4yUxnsxSXkQ2YVLoSddEHN9v9+PoqIiIU2Yqqro6ekRtu47Ozvh9/uF1e8jqr6iKJgwYYKwDwidnZ2YPHmykA/euq6js7NT2Lrx7H8f0AF33s0ozrL/MZqbm6FpmrBLz3388cfIzs4WduCgp6cHhYWFQhp4y7KEvq6CwSAURRFWv62tDaFQSPh+gYjsM6DBHsyn++bmZmRkZAg7IrB3716MGzdO2Bs1AGFHsAOBAA4dOiT0aEk0GhVW3+/3Izk5WVj9/fv3n/2NOu8b0LAbRuNvkdpw26BmepQkCePHjxfShEUiEciyLGzdWJaFQCAgrH4fUfXr6+uRlZUlrL7L5UJubq6QJkxVVUiSJCa7EUB010ZYkJE97VZAtv8oc1+TJ2rdNzY2IjMzU1j9Xbt2IScnB2lpabbXNk0TgLjnvdfrxZEjR4TVj0ajME1T+H6BiOzDc7ApbnmmPwQpYyGgHoWy40bAMpyORDQkRttrgKWjx7VQSHNNRETxhQ02xa+TBj3e53QioiExWnqvCtHlvsLhJERENBLYYFN8806Ar+xlQPLCaPodjKOrnU5ENDhGAGbH3wDJjW6Z1ysmIhoL2GBT3JPS58JT8jQAQNtzN6zANocTEcXOaH0FsHTo6VfCQPzOOklERPZhg00JQc5bBXnSnYClQ6leDqitTkciionR2nt6iJ51g8NJiIhopLDBpoThmf4wBz1SYjECMNvfAiQ3jMxrnU5DREQjhA02JY4TBz3WfdfpRERnZLT8FYAJV+71sKTEnN6diIgGjw02JZb+QY9uGI1Pwmh53ulERKdltP4VACDn3exwEiIiGklssCnhSOlz4TnvSQCAVnsrrJ6tDiciOgW9E2bHesCVBDl3mdNpiIhoBLHBpoQkF3wJcuE3AADKjps46JHijtH6IgCzt7l2JTsdh4iIRhAbbEpYnhm/hitryXGDHjWnIxH16z3/GpDzbnI4CRERjTQ22JS4JBne0jXHzfTIQY8UJ/ROmJ3vAa4kuHI+43QaIiIaYWywKbG5xx030+NTnOmR4oLR8gIAE/L4G3h6CBHRGMQGmxLeiTM9pkv7HU5EY13/6SETeHoIEdFYxAabRoXemR7vAiwdF7jvh6S1OR2Jxiq1GWbXRkBOhWv855xOQ0REDmCDTaOGZ/pDkDIWIsnVCb32HzjTIznCaHsNACDnXu9wEiIicorb6QBEtjk202PXxlIkBT6Etu8+eGY+6nQqIXRdx2uvvYb33nsPbW1tmDBhAm644QZcccUVTkcb84y2VwAArtzPOhuEiIgcwwabRhfvBNToP8GFvn+C0fQ7uDLmQy641elUtnvsscdQVVWFlStXori4GB9++CGeeOIJuN1uLF261Ol4Y5fR0zu5jOSBPJ5HsImIxiqeIkKjTsA6F66Zx2Z63HM3rMA2hxPZy+/3o6KiAjfddBOuv/56zJ49G1/72tdQVFSEdevWOR1vTDP8bwIw4Rp3Ja8eQkQ0hrHBplFJGv8P/YMelerlo26mxxUrVmDhwoUDbisoKEBXV5czgQgAYLS+CgCQObiRiGhMY4NNo1bfoMdPZnocHYMec3Nz8YUvfAEFBQX9t+m6jn379mH69OkOJhvjLBVm+5sA2GATEY11kmVZVt8Pb731VswLapoGl8sFWZaFBFMUBR6PBy6XmM8A0WgUSUlJQmqbpglN0+Dz+YTUNwwDhmHA6/UKqa9pGiRJgtst5hR9VVXhdruFblufzwdJkuBFF+a47oVP6sAR8zrst+4eVm3LsqAoirDnzqm27ZtvvonGxsb+n2+55RakpaUNWK6qqgrbtm3DihUrMG7cuNPW//DDDwEACxYssDl5L1VVIcuysP3C8dvWbsPdtjnSFpS4fo4eqwTV5n+e9HvTNKHrurDXra7rsCwLHo9HSH3R21ZRFHi9XiHbFkj8fb5pmoPatp/+9KeFZCGi2AzooAYzOGrXrl3IzMxEYWGh7aEAYMuWLTj//PORkZEhpP7bb7+NJUuWCNmZh0Ih7NixA4sWLbK9NgAcPXoU7e3tuOCCC4TU37dvH5KSklBUVCSk/tatW3HuueciOztbSP0NGzZg8eLF/R8QpFARrB1XYaLrTUyctgyY8MUh145Go9i6dSuWLFliV9wB2tracOTIEZSVlfXfNn36dITD4f6fi4qKBnz4qa6uxkcffYRVq1bhuuuuO2P9vgZb1EDI7du3Y9KkScjNzRVSf9OmTVi4cKGQRkbTNFRUVAx93Xz8PNAKZJzz/7B04sk1Ojo6cPDgQcyfP3+YSU+tvr4eqqoK+xZj586dGD9+PPLz84XU37x5M8rKypCammp7bdM0sWHDBmHP++7ubuzdu/ek07bs0tTUhJ6eHpx//vlC6hOR/QY02IP5dC/LMjwej7AjApIkwev1CqsP9P69IhrsviPAorL3HdkXVV+WZbjdbmH1XS6X8G3r8/k+OdqTdBGMkqeh1d4K7P82fNnzIaXPHVLdvi98RnLbTpky5bT3P3z4MB5//HFceumlWLFiRcyPI3LbitwvAL3bVkT9vm9UhlbbQrSj9/QQ38SbIZ2ihtfrFfq6dbvdMAwjYbetJEnCtq1pmgDEPe8jkYjQfb7b7YYsy0JfV0RkL56DTWPC8TM9KjtuHBWDHjs7O/HAAw9g6tSpuPPOO52OM6aZXZsAvQNS2gWQkoqdjkNERA5jg01jhmfGf8GVuRhQmqDuuMnpOMMSjUbxy1/+EsnJyfjBD34g7Hx5io3R1nf1kM87G4SIiOICG2waU7xlLwLeApg9W6Dt/ZbTcYbENE088sgjOHz4MFauXInm5mbs37+//7/jz9emkWG0/BUArx5CRES9eNiLxhb3OPjKXoay9VIYTU/BlXFhws30GAwGsXXrVgDAQw89dNLvf/SjHwkbSEcnswLbAbUZUlIRpLRSp+MQEVEcYINNY46UPheeY4MetT13w5VWOuRBj07IyMjAmjVrnI5Bx/SdHuLi6SFERHQMTxGhMal30OPdo3amRxo5RtsrAHh6CBERfYINNo1Znum/gitryaib6ZFGjhWthxXaBbjHwZV1idNxiIgoTrDBprFLkuEtXQN4C2D1VELbd5/TiSjBGK0vAgDkCZ8DIGYGQiIiSjxssGlsOzboEZIXRtPvYBxd7XQiSiBm/+X5bnA4CRERxRM22DTm9Q16BABtz92wAtscTkQJQWuH2f0B4EqCa9xVTqchIqI4wgabCCfM9MhBjxQDo+1lAICcuwyQvA6nISKieMIGm+gYz/SHIGUs5KBHionRysvzERHRqbHBJuojyfCVvvjJoMe67zqdiOKV0QOzcwMgeSDnXut0GiIiijNssImO553wyaDHxidhtDzvdCKKQ4Z/LWBpcGVfAcgZTschIqI4wwab6AQDBj3uup2DHukkZt/kMhM4uQwREZ2MDTbRKXwy6FGFsmMFoLU5HYnihaXC8L8BAJDHL3c4DBERxSM22ESn0T/oUTkCpXoFYGlOR6I4YHa8DZhRuDIvBjw5TschIqI4xAab6HQkGb45r3KmRxrAaHsNAOAaz9NDiIjo1NhgE53JgJken4bU9ienE5HDjL7ZG3OXOZyEiIjiFRtsorM4ftAj9n8bafjY2UDkGKtnK6C1Q0qaAillptNxiIgoTrmP/0FV1ZgXNE0Tuq4PapnBsCwLmqYJqw/0/r2SJNleV9M0WJYlLLuu6zBNU1h9wzBgGIaw+qZpCt22fevesiz7imavAAo2A0d/h/Olf4MW+iwsz3j76h8jetv2EbltR2K/4HLZf2wgltet1dJ7eog17rpB/42j4XWbqPt80zQBiHvej8Q+f7Db1uvl7KJETpKs47qQtWvXxrygrutwuVxC3uiA3h2W2+0W0gADvTtaUTsgy7Kg6zo8Ho+Q+qZpwjRNuN3us995CAyjdwZDWZaF1Nd1HbIsC9u2mqYJWfcSTJS5/xlZrl3oNmdgu/4fsGz+Ekj0tv3oo48AAPPmzRNSP5H3C7G8bue7v4N010Fs136GLqtsUPVHw+s2UbctkPj7fMuyBrVtr72WEyAROWlAgz0Y1dXVyM7ORlFRkd2ZAAAbN25EaWkpsrKyhNR//fXXsWzZMiE780AggKqqKlx++eW21waAxsZGtLa2CmuSamtrkZycjKlTpwqpv3nzZsycORM5OWKuwFBeXo6rrrpKyJtdNHgEypb58EkdkAvvgGfmb2yt39zcjIaGBixYsMDWun0eeOABAMCPf/xjIfUrKytRXFyMvLw8IfXfeustLF26FElJSbbXVlUV69evP31johxBtOIcwJWMpMvaAWlwjazf70ddXR0WLVpkQ9qT7d+/H4qioKSkREj9qqoq5Ofno7CwUEj9DRs2YMGCBUhLS7O9tmmaKC8vx7JlYs6b7+zsRE1NDZYuXSqkfn19Pbq7u1FaWiqkPhHZj+dgEw2CJWdjt/UvxwY9PgXj6GqnI9EI6bv2tSv3ukE310RENLawwSYapCCmfTLT4567OdPjGGH43wTAq4cQEdHZscEmGoJPZnrUoVQvB9RWpyORSJYKs+MtAICce73DYYiIKN6xwSYaov6ZHtWjUHbcCFiG05FIELP9b4Cl9c7e6M50Og4REcU5NthEQyXJ8JW+yJkex4C+00NcPD2EiIhiwAabaDi8E46b6fF3HPQ4SvH8ayIiGgw22ETDdPxMjxz0OPpYgW2AehTwFkBKneV0HCIiSgBssIls0Dvo8U4OehyF+i7PJ0/4vLNBiIgoYbDBJrKJZ8YjcGVeAqhHoe682ek4ZJP+Bjv3OoeTEBFRomCDTWQj7+znIfkmwez+ANree52OQ8Ol+WEFPgJcyXBlX+50GiIiShBssIns5J0Ab+lfAcndO+ix5XmnE9EwGG2vAgBcOVcDktfhNERElCjYYBPZTEqfC895TwAAtF23c9BjAvvk6iE8PYSIiGLHBptIALngVsgTvw5Yau+gR73D6Ug0WJYKs+MdAJy9kYiIBocNNpEgnpn/BSl9Tu+gxx03AzCdjkSDYHa8A5gRSBkXAp5cp+MQEVECYYNNJIrkga/0ZcAzHmbX36F//GOnE9Eg8OohREQ0VGywiUTyTYS37EUALuiHfw2z7WWnE1GMjLbXAQByDmdvJCKiwWGDTSSYK+MieKY/CABQa78KK7zH1vqGYeC+++7DzTffjJ6eHltrj1VWsPqT2RvT5zgdh4iIEgwbbKIRIE/+JuS8lYAZgVq9HNC7bav9xhtvoLm52bZ6BBj+Y0evc3n0moiIBo8NNtEI8Zz/NKS0MliRA1B3roQdgx47Ojrw4osvYunSpcMPSP1M/zoAgJz7GYeTEBFRImKDTTRSXD745rwKeHJhdm6A/vE/D7vks88+i0suuQSTJk2yISABADQ/zJ4tgOTpnWCGiIhokNhgE40kbwF8Za8Akhv64YdhtKwZcqkdO3Zg+/btWLlypX35CIa/HABnbyQioqFzH/+D3++PeUFFURAMBge1zGDouo6uri7oui6kPgC0t7cLqRuJRGAYhrB1EwwGoSiKsPrRaBSmaQqrr2kauru7YVmWkPqWZaGjowOyLNteW1VVG9bNOfBMvB++ph9Brf0qoup4GMkXAAACgQBUVR1Q/ze/+Q127drV//MDDzyA9PR0PPXUU7j66quhaRpCoRCA3ue0qqpnTSBq26qqip6eHiHrHgBM00RHRwe8XvsbX13XYVkWIkdehhtAJOky9Ni4nrq7u6FpmrB1HwqFhNZXVRWBQEBYfcMw0NnZiWg0anvtvn2NyH2yrutC60ej0UHVz83ltduJnDSgwa6rq4t5wUAggFAohO5u+wZrHU9RFDQ0NMDtdp/9zkNgWRb27dsHSZJsr63rOhRFGdT6HIxoNApN04TVDwaDkGUZwWBQSP1IJILGxkZ4PB4h9U3TxMcffwyXy/4vaAzDsGndX4zJ8meRa7wGue4L2J/8B2jIgqIoJz13LrroIsyZM6f/55aWFrzxxhsIh8MoKipCXV1d/xvvgQMHkJKSctZHF/XcCYVCOHLkiNAP3gcPHhSybU3ThGEYcHX3zt74cfu5UNvtW0+apiEcDgtb95FIBKZpxvQBayh6enqgKAo6OzuF1FdVFfX19UI+nFmWBdM0ha17TdMQjUaF7vN1XR9UfTbYRM4a0L0uWrQo5gWrq6uRnZ2NoqIi20MBwMaNGzF79mxkZWUJqf/6669j0aJFQhrsQCCAqqqqQa3PwWhsbERrayvmzZsnpH5tbS2Sk5MxdepUIfU3b96MmTNnIicnR0j98vJyLFy4UEgDH4lEUFFRYdO2/SvUqk/B212BUu+D8M5fj+bmZjQ0NGDBggWnXaqtrQ2//e1vceedd/YPbmxrawMALFiwABkZGadddsOGDQAG91ofjMrKShQXFyMvL09I/bfeegvz589HUlKS7bVVVcW2dx+BC1FI6XMwf4G906P7/X7U1dUJW/f79++HoigoKSkRUr+qqgr5+fkoLCwUUn/Dhg2YM2cO0tLSbK9tmibKy8uFrfvOzk7U1NQIq19fX4/u7m6UlpYKqU9E9hNzeJiIYuIt/V9Et1wIs7sC2t5vApk/Oesy69atg6qqePTRR/Hoo48O+N1tt92GpUuX4t577xUVeVQbJ1UBAORxn3Y4CRERJTI22ERO8oyHr+wVKFsvhdH0NLzWDABnPgp27bXXnnSkbOPGjXjzzTfx05/+VNjR47Eg+1iDzauHEBHRcLDBJnKYlD4XnpKnodXeipSj/4SUlKcAnP4Ukdzc3JPOr6ytrQUAFBcXn/EUETo9SfcjzXUYcKXAlXmJ03GIiCiB8TJ9RHFAzlsFedLdgKWjKPxDQG11OtKYY7a/CQBwjbsKkMRcBYWIiMYGNthEccIz/VfQUxbCY/mh7LgRsLSYl73hhhuwZs0aHr0eBqvzbQCAzNNDiIhomNhgE8ULSUa46GloUi6snkpo+77rdKIxxAI6ey/P5+L06ERENExssIniiOnKwuGU/wQkL4ymp2AcXe10pDHB7P4AMHoQtiZB8nHaeSIiGh422ERxJuyaAU/J0wAAbc/dsALbHE40+pntfwMAtJtzHU5CRESjARtsojjUO+jxLsDSoVQv56BHwYz2dQCATkvM5E1ERDS2sMEmilOe6Q9BylgIqEePDXo0nI40OundsAJVgORFlznb6TRERDQKsMEmileSDF/pi4C34Nigx/ucTjQqGe3lAAAp6zKY8DichoiIRgM22ETxzDsBvrKXjw16/B0HPQpgHjs9RMq+yuEkREQ0WrDBJopzfTM9Ahz0KIJxbIAj2GATEZFN2GATJYDeQY93ctCjzazANkDzA75CIHmG03GIiGiUYINNlCA80x/moEeb9V09RM69zuEkREQ0mrDBJkoUktx7Prav8Nigx+84nSjh9V3/mtOjExGRndhgEyUSTy58pX8FAM70OFxGCGb3+wBccGVf6XQaIiIaRdhgEyUYKX0ePLN6G2ttz90we7Y4nCgxmR1/A2DClbUEkFOdjkNERKMIG2yiBCTnrYJc+A3A0qFW38hBj0PQd/UQF08PISIim7HBJkpQnhnHZnrU2qDuuMnpOAmnf4BjzjUOJyEiotGGDTZRopI8vTM9enJh9myBtucepxMlDCu0G1CaAE8upLRSp+MQEdEo4z7+h/3798e8YCAQgK7r0DTN9lAAoCgKmpqa0N7eLqQ+ABw4cEBIXUVRoKrqoNbnYHR3dyMYDAqtHw6HYVmWkPrRaBRHjhxBV1eXkPqmaeLQoUNwuez//KhpGnRdF7buA4EAQqHQoOr7ch9HztFbYBz5PdrVcxBKXX7WZUTlD4fDaG5uRjAYFFJf13XU19fD7Xaf/c5nkNbzZ2QCCPuWoOnYujAMA6ZpCls3oVAIkUhEWP329nahz81gMIjW1lZEo1Eh9TVNQ0NDA7xer+21LcuCZVnC1k0kEoGiKMLqd3Z2IhqNDqr+ueeeKyQLEcVmwLuUoigxL9jXXA9mmcGwLAuKokCSJGH1o9GokPqqqvbnF0HTNBiGIay+rusABvd8GAzDMKCqKmRZFlIf6G3iRdTXdV34tjVNc1D1FcyAlfkvGN/9U2T6f4qQdQ4Uz/lnXkbwthVVH+jNbhjDuwb4uPBGAEBAvrg/q2EYcbdtB0PXdaH7BdM0hW7bvnUj4oN9X01R2VVVTehtS0T2G9Bgl5SUxLygpmnIzs5GUVGR7aEAwO/3Y+rUqcjKyhJS/8CBAygpKRHSYAcCAXR1dQ1qfQ5GY2MjWltbhdWvra1FcnIypk6dKqR+V1cXpkyZgpycHCH16+vrcd5558Hj8dheOxKJCF33zc3NaGhoGEL9Emh7G2E0PYXCwPeQtLAS8E446V6vvPJK770F5Q8GgygqKkJeXp6Q+k1NTZgxYwaSkpKGXsRUEH3vIwBAcdnXAHcmgN4mqampSdi68fv9UFVVWP39+/dDURRh9SORCPLz81FYWCikfktLC6ZNm4a0tDTba/d9qyVq3XR2diIUCgmrX19fj+7ubmH1ich+PAebaJTwzPgvSBkXHjfTo5jTtxKd2bkesNTeAaLHmmsiIiI7scEmGi0kGb6yVwBv/rGZHr/rdKK4ZPTP3sirhxARkRhssIlGE894+MpeBSQvZ3o8DU6PTkREorHBJhplpPQ58JT8AUDvTI9WYJvDieKHpTTCinwMyBmQMhY4HYeIiEYpNthEo5CcdzPkSXcBlg6lejlnejzG9L8BAJBzrwUg5gpFREREbLCJRinP9Ifgylx83KDH4V3abjQwOt4BALjGfdrhJERENJqxwSYarSQZ3tI1gK/w2KDH+5xO5DALZvtbAAA551qHsxAR0WjGBptoNPPkwlf60rFBj7/DBRO2O53IMWZPJWCGIaXMOOU1womIiOzCBptolOsd9Pg0AOCqc15DXupRhxM5w+x4GwDgGvcph5MQEdFoxwabaAyQ81ZBnnQPXJKJz838y5gc9Gh2rAcAyOOudDgJERGNdmywicYIz/QH0dhThDRvYOzN9GiEYHa/DwBwZbPBJiIisdhgE40VkozX6lYhqKaPuUGPZtdGwDLgyrgIkFOdjkNERKMcG2yiMSSiJePVvV84Nujx6TEz0+Mnl+e7yuEkREQ0FrDBJhpjWkIF/YMex8pMj2Z/g80BjkREJB4bbKIxqG/Q45iY6VFthRXaBbhS4Mq82Ok0REQ0BrDBJhqjPNMfhCtryaif6dHo6J1cxpV9GSC5HU5DRERjAd9tiBJUNBrF888/j4qKCoTDYRQUFOCee+7BOeecE1uBYzM9Rj+Yd2zQ43fgmfkbsaEd0Hd6CC/PR0REI4UNNlEC0nUdP/vZz9DS0oJVq1YhPz8fhw4dQlZW1uAKucfBV/YylK2Xwmh6Cq6MCyEX3Coks1OM9r8BAFxssImIaISwwSZKQGvXrkVdXR0efPBBTJkyBQAwe/bsIdWS0ufCU/I0tNpboe25G660Ukjpc21M6xwrtBvQ2gDPeEipJU7HISKiMYLnYBMloIqKCsyaNau/uR6u3kGPd4+6QY9906PLOVc7nISIiMYSHsEmSkBHjhzBrFmz8OSTT2Lbtm0IhUKYM2cOvv71rw/+NJFjPNN/BSu4A2bX36HsuBG++e8Ckmxn7BFnHJsenaeHEBHRSJIsy7L6fqiqqop5wa6uLng8HqSmipkVrbW1FVlZWfB6vULqHzlyBAUFBZAkyfbamqahs7MTEyZMsL02AITDYUSjUYwbN05I/e7ubsiyjLS0NCH1/X4/0tPT4fP5hNQ/evQo8vLy4HLZ/wWNYRhoa2tDfn6+7bUBIBKJIBwOIycnp/+2//3f/8XBgwf7f7777rvxu9/9DoZhYPHixZgxYwba29vx9ttvY/z48bjllltOW3/dunUAgGuuueaUv3ejB1N7vgiP5UeHdwWOJn9/UPnb29uRmpqKpKSkQS0Xq+bmZowfPx6yfPbGX4KB87o/DRei2Jv+OnTXmV8vpmmipaUFBQUFdsUdQFEUBAIB5ObmCqkfDAZhGAYyMzOF1O/o6EBSUhJSUlKE1G9paUFOTg7cbvuP+1iWhaNHj2LixIm21wYAVVXR3d2N8ePHC6kfCoWgadqgPjzPnz9fSBYiis2APdlgmgZVVZGamjqgEbBTV1cXcnNzhe3M+xpsEaLRKAKBgLAmrKOjAz09PcLq67oOr9cr7ANCT08PcnJyhDXwzc3NyMvLi6kJGyxVVdHZ2Sls3Xd3d8OyrAH1b7nlFkQikf6fJ06cCEmScOGFF+If/uEf+m9PTk7GCy+8AEVRUFxcfMbHOX3+fISz/oDM+hswTn0JvpyLEc24Keb8oVAI2dnZwpq8trY2TJgwAR6P56z3dYcr4eqOwvBNR+7Es59/reu60A9PgUAAqqoKq9/S0gJd14V++MvKykJ2draQ+h0dHcjNzRXy4cyyLDQ3NwtbN6FQCOFwWFh9v98vtD4R2W9Ag11YWBjzgn6/H1lZWYNaZjD279+P8ePHD/nr7rPZtm1bf6Nit0AggIaGBmHrxrIsaJomrH5XVxeSk5OF1a+vr0dubq6wD2c7duxAQUFBTE3YYEUiEezfv1/YupFlGaFQaED9Uz2W2+1GTk7OgN8tXry4v8E+W74z/74QRuqz0HZ9BalHf4hxhYsgZSyMKX9TUxNycnKQl5cX0/0Ha9euXcjPz4+pCdMP7IQOwDvh2pi2l6qq2L17t7Bt6/f70dnZKax+NBqNadsPVXNzM7Kzs4XV37dvH/Ly8oR88DZNE9XV1cKyd3Z2oqWlRVh9XdchSZKw+kRkPw5yJEpAWVlZ8Pv9A27TNA0AbDmtSs7/Qu9MjwCU6hUJOeixf4Ajp0cnIqIRxgabKAHNnj0bO3fuRCAQ6L9t586dABD7RDNn0T/To9Z2bKZHzZa6I8IIwezZAkgyXFmXOZ2GiIjGGDbYRAloxYoV8Hg8uP/++1FVVYUNGzbghRdewCWXXGLfQK5jMz3CW3Bspsf77Kk7AszO3tkbXZmLAFnMQGwiIqLTYYNNlIByc3Nx//33Iz09HQ8//DBWr16NJUuW4M4777T3gY7N9AjJC6PpaRhHV9tbX5BPLs/H00OIiGjk8TrYRAlq0qRJ+MlPfiL8cRJxpkez49gR7HFXOZyEiIjGIh7BJqKzSqiZHtVWWOF9gCsFrhivfkJERGQnNthEFBPP9F/1DnpUj8b1oEejvRxA39Fr+y/DSUREdDZssIkoNicNevyu04lOiZfnIyIip7HBJqLYDRj0+FRcDno02nung3eNu9LhJERENFaxwSaiQekb9AgA2p67YQW2OZzoE1ZwB6B3Q/JNgpQyw+k4REQ0RrHBJqJBi9dBj0b/1UN49JqIiJzDBpuIhsQz/VeQMhYeN+jRcDoSL89HRERxgQ02EQ2NJMNX+uJxgx6/43QimF0bAQDyuCscTkJERGMZG2wiGjrvBPjKXgQAGE1PYZxe7lgUs7sCMBVIqSWAZ7xjOYiIiNhgE9GwSOnz4ZnVezWRwuh/QI585EgOs2MDAMCVfbkjj09ERNSHDTYRDZuctwry5G9CgoGU+tscGfRodr7XmyX7shF/bCIiouOxwSYiW3im/SdCchlcRvvIz/RoKr2niABwscEmIiKHscEmIntIMuqTH4Dpzusd9Lj3OyP20Gb3ZsAyIKWVAe7sEXtcIiKiU2GDTUS20ZGBSPEfe2d6PPL7EZvp0ex8FwCvHkJERPGBDTYR2UpPumDEZ3rsa7B5eggREcUDNthEZLvemR7vGZmZHk0FZs+HAABX1qXiHoeIiChGkmVZVt8PGzZsiHlBRVHgcrng8XiEBAuHw/D5fJBlWUj9YDCItLQ0IbVN00Q0GkVKSoqQ+pqmwTAMJCUlCakvettGIhF4vV6h2zY1NRWSJNle2zRNRCIRpKam2l4bAHRdh67rwrbt+++/DwBYtGiRkPqRSAQejwdutxsSTJRYP0QGahDAeaiVfgUL7mHVD4VCSElJGbBts6wPcT7+PwQwEzXSI0OubVkWwuGwsG1rGAZUVUVycrKQ+qqqwrIs+Hw+IfWj0Sjcbjfc7uFtw9MJh8NISkqCyyXmuI/Ifb5hGFAUReg+3zTNQW3bK67g6VJEThqwp1ywYEHMC+7duxcZGRkoKCiwPRQAbN26FTNnzkR6erqQ+u+++y4uvPBCIU1YKBRCbW3toNbnYLS0tKC9vR0lJSVC6n/88cfw+XyYPHmykPrbtm3DOeecg6ysLCH1N23ahHnz5glpBBRFwUcffSRs2/r9fhw9ehSzZ88WUr+vwRaVf+fOnZg4cSJycnIAAJLxCqwdS5Cu7cHC8X+FOeWhYdXfvHkzysrKBjQarsNvAM1AasFnsGDy0P8uTdPwwQcfCFs3nZ2dqK+vx5w5c4TUb2hogKqqOPfcc4XUr62tRW5uLvLy8oTU37JlC2bPni2kSTVNE5s2bRK2bXt6elBXV4f58+cLqX/kyBEEAgHMnDlTSH0ist+ADmQwn+7dbjd8Pp+wIwIulwvJycnC6gO9f6+IBtuyLLhcLmHZu7q64Ha7hdX3eDxCt60sy8K3bWpqqpAj8LIsQ5IkYdmDwaDQbdtH5LZNSko6rn4arDmvQNl6KVytz8KXsxhywa1Dri9JElJTUwcc4VdCFbAAJOV9Gq5h/F2qqgrdttFoFLIsC6vv9XphWZaw+m63+4Rtay+Xy4WUlBQh9U3TBCDuea9pmtB9vs/nQzQaFb5fICL78BxsIhJKSp8rbtCjEYQV+AiQZLiyltpXl4iIaBjYYBORcL2DHu+2fdCj2XlsevSMiwGXmHOPiYiIBosNNhGNCM/0X8GVtQRQj9o206NxbHp0V/blw65FRERkFzbYRDQyJBne0jWAt6B3psd93x12yf4j2OMuH3YtIiIiu7DBJqKR4x4HX9nLvTM9Nj01vJke9U5YwRpA8sKVudi+jERERMPEBpuIRpSUPhee858CAGi774DVUzmkOmbHegCAK+sSQBJzbWYiIqKhYINNRCNOzv9C70yPAJQd/zCkQY+fnH/N6dGJiCi+sMEmIkd4pj84rEGPZn+DzRnriIgovrDBJiJnnDjoce93Yl9WbYEV3gPIqXBlXCgsIhER0VCwwSYi5xw/6PHI72Me9Gh0vgsAvUfAef41ERHFGTbYROSoocz02H95Pp5/TUREcYgNNhE5rnemx3tinumx7/xrmedfExFRHGKDTURxIdZBj5LWCityAJBTIaXPHeGUREREZ8cGm4jiw0kzPd53yrtZnW8D6Lt6iDSCAYmIiGLDBpuI4seAmR6fPvWgx+6+00MuH9FoREREseLwe6IEZFkW3njjDfztb39De3s7cnNzcc011+C6665zOtqw9Q161GpvhbbnbrjSSgecCmJ1vQMJgCv7cqciEhERnRGPYBMloPLycqxevRoXXnghfvSjH2HOnDn44x//iDfffNPpaLboHfR490mDHpPQBElrA9xZkNJmO5ySiIjo1NhgEyWgiooKTJs2DV/+8pcxe/ZsfPWrX8W0adOwadMmp6PZxjP9VwMGPZqtL2Kq6xkAFqSMi5yOR0REdFpssIkSkKqqSE1NHXBbeno6FEVxKJEAfYMePeNh9WyBWnMLcqRKABKsjnXQD/7c6YRERESnxAabKAFdeeWV2LlzJz744AMoioLKykpUV1fj6quvdjqavdzjIHkyAUiQkoogT/5m/6kh+sH7+6+HTUREFE8GDHI0TTPmBS3LgmVZg1pmsEzTFF5fkuy/zFdfZlHZRa/7kdi2ifrccWLbPvDAA6iuru7/+YknnsDVV1+NtrY2PPTQQ/23L1++HFdffXVM2RJl25qd78EKfwzIGfAtruu/Xd1xE0z/azA63wMyl9rzWCOwbUXXT/T9QqK+buNxn+9y8fgZkZMkq2+vD+CNN96IecG+xUQ0qEDvjkrkDiKR64te9yOxbSVJ4nPnFE617ru7u6Fpn0y6kp2djYMHD2Lz5s244IILkJ+fj6NHj6K2thaXXHIJzj333NPW72vUy8rKhOS3e9tmu2owz/dTuLKWwjvv7f7b9YM/h37wfhzUV+KAttKWxwLEb1vLsrhfOI1Eft2Krj+Udb9s2TIhWYgoNgOOYA/mBVldXY3s7GwUFRXZHgoANm7ciNLSUmRlZQmp//rrr+O6664T8mYRCARQVVWFyy+/3PbaANDY2IjW1lbMmzdPSP3a2lokJydj6tSpQupv3rwZM2fORE5OjpD65eXluOqqq+DxeGyvHYlEUFFRgauuusr22gDQ3NyMhoYGLFiw4LT3URQFd9xxB6688krccccd/bc/9dRTqKiowJ133gmv13vKZfsabFFvvpWVlSguLkZeXp4t9azgJCiVP4UZ3DHgdjPQ+3dMnz4d559jz9+iqirWr1+Pa6+91pZ6J/L7/airq8OiRYuE1N+/fz8URUFJSYmQ+lVVVcjPz0dhYaGQ+hs2bMCCBQuQlpZme23TNFFeXi7sed/Z2YmamhosXWrPtyknqq+vR3d3N0pLS4XUJyL78TskogTT0tKCcDiMadOmDbh95syZCIfDaGlpcSiZ/aS0MriylgJ6N5TNM6DVfR9K5QKY/tcAAPL4GxxOSEREdDI22EQJJiMjAwBw+PDhAbfX19cP+P1o4S39K1xZS2FF62E0/AbWsaPZnukPQkoTc6oLERHRcHAmR6IEk5WVhYsuugjr1q1DVlYWZsyYgbq6OpSXl+Piiy9GZmam0xHt5c6Cd97bMDvfw8cfPYui866DL2cBpKQpTicjIiI6JTbYRAnoW9/6Fl555RW88847WLNmDcaNG4fly5fj85//vNPRhHFlX4Z6U0VRzlJISUlOxyEiIjotNthECcjn82HlypVYudK+K2gQERGRPXgONhERERGRjdhgExERERHZiA02EREREZGN2GATEREREdmIDTYRERERkY3YYBMRERER2YgNNhERERGRjdhgExERERHZiA02EREREZGN2GATEREREdmIDTYRERERkY3YYBMRERER2YgNNhERERGRjdxOByAiOiu9C3rDYzhfegtouAJWwXJIaWVOpyIiIjolNthEFNesYDWUj64C9B7kugA0fACl4d/hOf9pyAVfdjoeERHRSXiKCBHFNXXHCkDvASyr9z/0/l/bfTus6CGn4xEREZ1kwBHszs7OmBdUFAXhcHhQywyGYRgIBAKwLEtIfaD375Ukyfa64XAYhmEIWzehUAiqqgqrH41GAQzu+TAYuq4jEAjA5RLz+c6yLHR1dcHttv8LGkVRYJqmsHUTDAahaZqw+n1E1dc0DcFgEF6v15Z6rkAFfNFGABYw4LXau18IHXwaWv73bXksXddhWVbCbttIJCJ0v6CqKkKhkNB9fk9PDzRNs722ZVlCt20gEICu68Lqh8NhKIoyqPrZ2dlCshBRbCTruA5206ZNMS8YDochyzJ8Pp+QYD09PUhJSRHSJAG9DYaoHZBhGAiFQsjIyBBSX1VVaJqG1NRUIfUjkQgkSUJSUpKQ+oFAAMnJycK2bVdXFzIzM4V8eDJNE4FAAJmZmbbXBnobVEVRkJaWJqR+32t86dKlQuoHg0H4fD54PB5b6qWb23Ge8X30NtQnb88j8pfR5LLnNBHTNNHT04OsrCxb6p1I9LaNRqOwLAvJyclC6odCIXg8Hts+PJ2op6cHqampkGXZ9tqWZaG7u1vYttV1HZFIBOnp6ULqK4oCwzCQkpIS8zKiXuNEFJsBHc5gXpDV1dXIzs5GUVGR7aEAYOPGjSgtLRW2Q3z99dexZMkSIU1YIBBAVVWVsB1cY2MjWltbMW/ePCH1a2trkZycjKlTpwqpv3nzZsycORM5OTlC6peXl2PRokW2NXnHi0QiqKioELZtm5ub0dDQgAULFgipL7rBrqysRHFxMfLy8mypZ3aaULcBvc21ddz/e28rKirC1HPs+VtUVcX69euFrRu/34+6ujosWrRISP39+/dDURSUlJQIqV9VVYX8/HwUFhYKqb9hwwZceOGFQj6AmKaJ8vJyYdu2s7MTNTU1wurX19eju7sbpaWlQuoTkf14DjYRxS1X9mWQkvo+xB/fZEuAnAG54EvOhSMiIjoNNthEFNe8pX+FlDb72E/HvnGSM+At+T2kpClOxSIiIjotXqaPiOKalFYG38KtsKKH8OGmF1E6bymSchY6HYuIiOi0eASbiBKClDQF3SgFUnkeKhERxTc22ERERERENmKDTURERERkIzbYREREREQ2YoNNRERERGQjNthERERERDZig01EREREZCM22ERERERENmKDTURERERkIzbYREREREQ2YoNNRERERGQjNthERERERDZig01EREREZCO30wGIaCBN01BdXY2amhrU1NRg+fLlWLhw4Un3e++99/DSSy+htbUV48ePx4oVK3D55ZePfGAiIiIagA02UZz5+9//jg8//LD/Z8MwTrrPli1b8Nhjj2HZsmWYO3cutm3bhscffxxerxeLFy8eybhERER0AjbYRHFm8eLFuP3223Ho0CE88MADp7zPSy+9hAsuuABf+cpXAABlZWU4fPgwXn75ZTbYREREDuM52ERxxufzITs7G6mpqaf8vaqqOHjwIEpKSgbcXlJSgkOHDkFRlJGISURERKfBBpsowYRCIViWhbS0tAG3p6enAwCCwaATsYiIiOiYAaeI1NfXx7xgMBiEaZqwLMv2UEDvUbrm5mZ0d3cLqQ8Ahw8fFlJXURRomjao9TkYXV1dCIfDwuoHAgFEo1Fh9RVFQUtLi7BG0LIsNDQ0QJZl22trmgbDMGxbN08//TT27t3b//N3vvOd/vrNzc0AgLa2tgGP19XVBQDo6OgYcHtnZyeA3uf13r178e677572cU916klKSgqWL18+nD8HkUgEbW1tiEajw6pzOoZhoKmpCW63/We3GYYB0zSFPe+DwaDQ11VnZyd0XRdWPxwOw+/3Q9d1IfV1XceRI0fg8/lsr933PiVy3aiqKqx+R0cHIpHIoOoXFxcLyUJEsRnwLjWYZlZVVUiSJKwBNgwDgUAAqqoKqW9ZFrq6uiBJku21VVWFYRjC1k0oFIKiKMLqR6NR6LourL6maQgGg8LeqE3TRE9PD1wu+7+g0XXd1m175ZVXYsmSJQNuU1UV3d3d/R9AwuHwgMcLBAIAepvZ42+PRCIAgJ6eHuzevXvQWSzLGvbf1bdtTdMcVp3TMU0T3d3dwhpsO9bB6Yh+XUWjUaH7HVVVEQ6Hhewzgd7XVt+He7tZltX/3BFBURSh27avgRd5wImI7DXgXaq0tDTmBaurq5GdnY2ioiLbQwG9R+mmT5+OrKwsIfUPHz6M0tJSIW8WgUAAwWBwUOtzMBobG9Ha2iqsfm1tLZKTkzF16lQh9YPBIM4991zk5OQIqd/U1IRZs2bB4/HYXjsSiaCjo0PYum9ubkZDQwNKS0uRlJQEoPdI1PGP13ekurCwcMDtR48eBQBccMEFyMjIQHl5OSzLOutzvO8+V1xxxbD/rsrKShQXFyMvL29YdU6npaUFJSUl/evGTqqqoqWlRdi29fv9qKurE1Z///79UBTlpHPz7VJVVYX8/HwUFhYKqd/e3o6ZM2eedOqTHUzTRGNjo7B139nZiZqaGmH16+vr0d3dLaw+EdmP52ATJZjU1FRIknTSKTZ9P6empmLOnDlIT0+HJElnPY1LkiSkp6ejrKxMWGYiIqKxhA02UYLxer2YMmUKdu3aNeD23bt3o6ioCElJSZAk6aRTT06lr/leunSpsK/+iYiIxho22EQJaPny5aipqcFzzz2Hmpoa/OlPf0J1dfWAQYqxHMXm0WsiIiL7scEmSkCLFi3CN7/5TVRVVeH+++/HBx98gLvuumvAUWtJkrB06dLT1uDRayIiIjE4kyNRnJoxYwbWrFlz2t9fdtlluOyyy85YY86cOdi0aVP/lUeOx6PXREREYvAINtEo13cU+/jTRHj0moiISBw22ESjXFlZWf+52H149JqIiEgcNthEo9zpzsXm0WsiIiIx2GATjQF9R7H78Og1ERGROGywicaAE49i8+g1ERGROJJ1tmneiGjU+OMf/whZlvHlL3/Z6ShERESj1v8PVvdPJ8vbB7IAAAAASUVORK5CYII="
[ "yes", "no" ]
null
0
math
grade-4
angles-of-90-180-270-and-360-degrees
false
true
What is the measurement of this angle?
"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"
[ "90°", "270°", "180°", "360°" ]
null
0
math
calculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed lines are vertical asymptotes.
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"
[ "$\\lim _{x \\rightarrow-4^{-}} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-4^{-}} f(x)=\\infty$" ]
null
1
math
calculus
domain-and-range
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\leq 0\\}$", "$\\{y \\mid y \\leq-1\\}$", "$\\{y \\mid y \\geq-1\\}$", "$\\{y \\mid y>-2\\}$" ]
null
2
math
grade-7
rational-numbers-find-the-sign
false
true
The number line shows an unknown number, b. Is b positive or negative?
"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"
[ "negative", "positive" ]
null
0
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 4 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIYAAADCCAYAAACMsLrrAAADIElEQVR4nO3bsY5UBRiG4X92WQoEDI3G0gItaEnQC7Hz8qz0QjDE1gIxsRQrEhY2YWVyLCYkFm+3MGdz9nmqmUxxTvHmq+bfLcuyvLyc+fNi5nw/834ZbqBbu5l7pzMP78x8eXtm9/Ldsjx7vfZrcZ08uT9z68XF4ctXt2e+/exQDTfP+X7m+duZvy9n/riYOXn9/vCDKG62e6eHBmZm3uxnTvb/+4Gb7UMD/y4zJ+u+CteVMEjCIAmDJAySMEjCIAmDJAySMEj...
1
math
algebra-1
identify-linear-functions-from-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
grade-1
which-picture-graph-is-correct
true
true
Anna was in a bakery. She saw some treats. Which picture graph shows the right number of each treat?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABSEAAAEOCAYAAAB2PtJ6AAC7gUlEQVR4nOzdeXhU5fn/8ffZZs8kkz0hIewCgiAoFlCUaqu1Vqu11drWXau2Ym21Vmuttlbbn221ahdtv7Zaq+JS616xuKEgCoiyyh6WBMg+yWTWc87vj5NkEgiQlbDcr+viIpk5c85zbgJMPnme+1Fs27YRQgghhBBC9AlFUQZ6CEIIIYQQBxx1oAcghBBCCCGEEEIIIYQ4tEkIKYQQQgghhBBCCCGE6FcSQgohhBBCCCGEEEIIIfqVhJBCCCGEEEIIIYQQQoh...
1
math
grade-1
count-sides-and-corners
true
false
Which shape has 3 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAG2klEQVR4nO2dy27bRhhGf/mSReq0iwAt+gBtHyHrPHq3AZImUWAjVmEYSAC5MbQwSYkSKc10QRt2Al2GEjnzX76zSRw7yYg6ombmSNTAe+9vKqJ/Z0T5imjpCYCDORkQvTgm+uM50W/PiAY3C+/fZKmHBTTz6meik9Gs+eL3Z0R//dRYCMCh5Cuiz1OicUV0OSM6ypbNNyAZ6JIXx41TRETFiuho9eQbAHTJg1O1JzpKOxRgBYgGogDRQBQgGogCRANRgGggChA...
0
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each green ball represents one particle of solute. Which solution has a higher concentration of green particles?
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VKvIQZddpzkMEAzpH6gEAR8oqUW93gCCa4khpJRiA2HADVAol6Qtu6kvojXikrBL1DvnNdFzIgDWBM30Y6eqdkYfYoocYolEjShfKL/55ntIcRNOI6cOEKNKXR/pSq5z6Eqa36+iQAWtAja1eSh8mRIW7emfkIbboIQJAotCZg9IcRFPU1ttxqtwMjhPSh6Qv4TjSlzeQAWvA0bIqMAAxEQY+fUgeonDcxT1EAOgUyQvsxPkqWOvtIAg52SUVvL4MBig4BenLU30JS6ycOF8FK6XpyYA1RFw6JUFMH5KHKBznnoeoUikQY9DBwYAjZZTmIFyRD14mfXmhLyXn1JcwT2tHhgyYjBpbPQoumMEBSIgMb+ydkYd4UQ+RA4dOUXxnDhp0ScixWOtxqsICjgPiIyNIX6SvVkMGTIbYOyom3ACVUkkeohceIgNDXKQBHICCC2ZYrDYQBODMbsSEh0OpUJC+vNVXlAEcJ+qrHh0ZMmAysgWBxQtzH5KH6J2HqFJwiI8wgIHSHISTnBL+XUggfbVOXxyH+HBRXxXoyJABE6ix8RNlcgBiI/iGUvIQvfMQwXGIjxbTHBUgCIu1HmcqLVBwHOIiIwCQvkhfrYcMmEC24B1GR4RLc7ORh+idhwjGEBeuh1LB4WxlNapqrSA6NuLYr+iIcCiEd4b05b2+4sP1UCgUvL7qOm6aXnWpK9BekPLzBj2sViuUHKDggHoASo5/fxQAFApAwXGoZwwKYbtKwQnvF4NS+KwApP3i/xz4F5PfxknbHU3s5wAoFPzL6uBlBAj7FRwHh4P3BZnwYtvF7wAYODgYA2PM5Ts4Dg6Hw+W7eJ74B8HBhP8dvEfoYA5hOwMDByZ8F68hXocJ5zHhJjgwxEcaUHShCodLKjAsJd5fvzoiABANGOnLN/oCGBIi9by+iss7rL7IgIFPb5yu4NOHOq1GEhgvBOYiGAX490cpE4KNcxUUx7mKqimhiZ8hXpdzikghenWCp8aJnhpjkDtkohjsDocgHl4sDjA4GKRZ4XkhQBKKOAuNQxCgU1QOgFPA7nDAISRLGJMfx5ziBC9qXqQOYZtTdAwctBw/TuVQMRmwjkxVnQ2FVdVQcBzCNGrSl4/0FSLoK7sDO4hkwOAcmxKh00Gl4LOqjDHeQ5N7Z+AAzpnbPlaZiy5h8YjU8oN3xdBfzGfLvT3xSq4JESaJTMx1i+crOLEsJp0pel4cnDnyAlMRDl7Iw8HyPEkQw+IzkR5lRLhaJ734omcHIfcuioQxoWyhkg7mcKZymLNeDXP0kkgdDunZ8MISPUaGiBA1lByHc5ZanLPUIlYX0qrfExGYOPUV5pG+GmTPLom+xDYwh6ARxphL+9ql1Fe4oK9Scy3Ka6yICtV48dsJbMiAwZk+jNbzf/CVHMfnqBnAcWKzLfBdwQ/4peh37Ck7CJPNdcmQ3pFpGByXhZk9pqKrIVFKGQDy/52CEreK1+Y4eRpDyI9LyXDhTMFDZAA+y92IpTlrcPBCXrP31TfKiEcybsW4LkOlXLpo5DhBBPwfAU4Sn0LwEPmKCPsY76FWWU04XnkKhTWlKK4uRZo+FXqNDplR6VI+nxNEyYGDAwwROg0umOtwuLgCV3ZL9ObXQwQ4YvowSq9vUV/Od95pvACZRoQvnGC5/KkvZ+cO3nBwHAfm4N9rjmNSSs+po9brizGncRKbxBQK/viL6etg0QWMSut4+uKY1M2lY2Kx1mPJr9ngOA7901KlfLtClm//tfA3vHVwOYqqS9y65vTUq/H3AbMRqTU0SHE4PTwxpSGmRCQvsoljOfD5fAA4cOEEbt/yPArM7tUF4COylwc+gC76BCFvz7mkN0TvsmEqRExvfHtqC/6Ttw7Hqk42W8aIhEGYljwRmdF9XNIgVbU25J8zw6BV4/4R6W7XmQgO3NGXQnjPecPmmlLkt7umDiEYwYapQ1/oSx6BielC1kSKkDdUznQeb2Tglb7k6UPW4Dxxv3isYMpIXwId3oDtPH0Om44XIlKnQ7dOCQB4cYiiefvgMqzKXevxdbvoErB05FPoE9XNZzn6z47/gL/vWo4Kq+cLRoardfhs7EL0jjC6naM/UpmPZ/e8jWOVJ90uZ3j8QDzS9x7o1AZJuIcLK2B3MNwxsDs6h4d5XHcicNlxqgw/nihCpF6HbomN9eVOG5i4XdSMyWbClsIdOGspxpGKPJisFnTVxaOrPgHD4rMwLCGrQ7SBNdTXnwZ2R5cOpq8Ob8A+3nUCZ6uqkZqQgGiDTtYjiuGVva9hw6mNXl87XK3Hp2MXISO6W6s9xPWnt2HGludada/hah0+Hf080iO7XdRD3Fy4Hc/u+RdMNovH5XQzpODhjHuRZkiFgzEUVdbinLkWA5NiMa5H51bdAxFYfLjrOIqqapCSmIAYvau+PI3ACi3FeCd7JVaf3NRimRFqPf7cexru7n0dIjWGoI7AHIyhsLIG5811GNg1FuN6dix9dehxYBZrPc5WVYPjOETowgSvi38xPjr6aauMFwBU2cy4/cd5qLSahDZbua/AZP8KniDn/MwgvOngcMpUhL/+9lqr6sLXx4J5O99CpdXsMk6F/8wn/xWcArvKDuKxHa94ZbwAINdUgCd3vgCTUE5EqBqAsy2E6BhU1dlQVFUDjuMQGeaqL7ENTK4K5zvfuA1szcmNmLD+zosaLwCotJnx2sFPMWzNXThUniuV15y+xDpIHSpk5YvjwDihcYxvA4PsOMEQCu16TY0Da6gvp+jlx/HXaTgOTCF2ehHLENvqZPWKCOM7b3REfXVoA3ZYWFMnXBcGcWCiguNwojIXHx1Z6ZMyqmxmvLBnueTpOeFk/7r2bhIbafmdDH/d9hoqvUgbNkV2RT4+OvGty0wB/GfeSzxjLsLcHa+0uhxzvQV/3/0CGGMI1aigVipQba1HQblv7oNo/4j6itDpXPQFwNlRQaYK5zvv7AUIAE/tfBVP7fTcgau0mTF+/f34T+7GFvUl1kEyJrLyxV6IYk9CBtdeiPKZOBgvJtn2xvqSeiEKRV9sJg55L0Qm74Uoq1eYWtCXrR4nL3QsfXVoA5YjzNMXqeenZRE9xGUH3/FpOV/nb8Lvpfu9isB+LT6A30oO+rQ+Hx37VoquGnqIiw+u8DryakieqQCf530NgCFK8BI7+tQ3HQlRXxEN9AW4H4G9k/0p/utG1NUSD//+Gg5X5AVtBAYwREr6Km/Vswo0OqwBq6rlB1eK6UOAf69Kq0uw/7xvDQYAfJ23yasIbP3pbT6vS5XNgo1ntwtlOT3EnecOYkvRHz4ta23B/2C2WRAuCOxoaaX0R4wIXsprrCgx1UDBcYjQhQKAxxHYrrL9eDfbN5mQ679/AhV1JmfZ7SACKzSX4rtTW/D+0S/x+B8v4/5tz+DfR/+DFce+xLHKfADuRWCAM42Y08H01WHHgYljv8J1OsiNyW9Fv/ulvB2lB+HNOJV1p/1Tn82FOzA99SqXcSo/FvrWeAGApb4ah8qzMSR+MLRqJWptduSeN6FHbLjPyyLaD2J7TLheD7m+PBkH9g8v0obNUWkz46ndy/HW8Ecv+Tiw7PJc/PPgv7Hr3OFG9dxznt/272NfITE0DrN63oRxnUc5IzDmNMBSvRiDVqWERq2E1WbHiXMm9IzrGPrqsBGYc3YAvTwljQPn9/ulvDOWEpxxGbvlXgR22lzql/pUWS1CWU4P0dfRl8j2st38zBzUmaPDIOorXKdz0Ze7Edh/8zeiqNq37/5/cjfhlLn4kkZgL+9/D7dsebRJ49WQ4poyLNr/L9zz2+MoqS5rMQITZ74BOlYasUMasKpaG4qE9Ea4PlSekobZR+0/TXHGUiz7dvE2sEoh5eEPjghju+Q5+sLqMr+UVVpTJvRGFNKIZZWoFwfLEEFHeY0VZZZaXl86V3252wa2+9wBv9RtW8nBS9IGVmW14OHti7Ayd53HdT5RVYB7t81Drqmg2TYwjuOkNP3xc1Ww2h1eP6NAokMaMDECMITpAMa5eIj+xbM2sEqr/4xplc01AjvrYlx9S2nNOTDGj/sJ1ahgdzAcK6v0W3nEpcXZu1ffSF/uRmA/Ffondf6/09suSQT28oEPWpWiN9db8Lc/nkNxdUmzEZhawSFErexQ+uqYBkxs/9LrxM5BAFzNi3/wrBdist5/c5sNjssQyuLLM9mq/VaWpd4i/XEwUBox6DkkGrAm9OVuBOavTEil1dLmEdjSI19gbcGWVtfdXG/Bc/teazYCA4DwUDGNWNHq8gKBDmfAqmptUu8oQ1iYmJoGwL+QiWH+MxpddfJru9cGlqT3zzIJBrXQ81LwEHtHGv1SDgAYDSnSH4dwIU+fe77jpDk6EmXCzOhKhQL6kMb6cicCO1aR67f6Hb6Q36YRWGWdGZ8e/85n9c81FWBj4c9NRmAAYAjh04j5502orbf7rNz2SoczYIeEBk69Tugd1cBDzIzJ9Eu5XYS52pxcPAIDA0Ym9PNLfYbEZQplOdvARKPma3SqMOmPg1LBQadVwcGcDf1E8CD27jXodEL3Ws8jML1a57f6hWvD2jQC+yT3Wyld7ytWnvi62QhMpeQQplGBoWNkOTqcAZP3jgLQyEMc2WmYX8od33WYzNcE3I3AJiUN9Ut9ruo8WCjL2UtqYGxfv5SVGdXXpU3AENKx0hwdCal9WccPXvYmAuus818WJEmX0KYR2OqTP/r8Hkpqy5Brym8yAmNMlqYvrvB52e2NDmXALtRYUWrme0fpw/jBlQ09xDC1HuOTxvm87Dt7TpP5moC7Edjk5BEYkeDbqHB66lgkCe1r8ghsbKchPi1HZEj8ZS5tAvoQDcABBeVmWKz1fimTaHtKTDUor7FCoVBAF9K0vtxtA+sU5p/UeZI+oc0isLOWEr/17N1euqvJCEzSFxhOV1pgqrP5pfz2QocyYGL0pdM5B1c25SH+qdcM6HyYxriz11Qk6RO9isAAhnn9bvdZXQzqMCzo9+cmx6lMTR2LzmFxPisLAK7qPAoJoQku5Sk4QKflx9BTGjF4EKeOMuj0LqLyphfi5XFZfqnjNUnDvIrADlzIRaXN7FEEdtbH49jkmG2WZiMwJQfotB0jy9GxDJiYnw+TGacmPMREXSLuz7jHJ2WmR6XhwYwZvIfnRQQGcBiZmIWlI+b6pD4rxyyEQaNvNE5FfBCPZ/3ZJ+UAfNvXbWk3oKGHyAAYtDQ3YrAh9j7Ui+lDwOsI7NrUq31ev3CNDiMSMt2KwD7L3YgZPz0H4xc3IeaTyRi77gH0+PJmJK6cgvH/ewDP7H4Pp8wlLUZgVX4cBpNnKmg2AuP1JRgw4XcSrHQYA3ahxooyIX2oC5V1VmjGQ5yQPA6z0me0qswuunisHLMIERqD0J7tXQQGcJjRfTzm9fe+PgZ1GF4Z9CD6RBhdcvQNZwoY3Wkw7km/yety5CzoPxfxoXFo6CFyAPQhKnAcUFhVjaogT3N0BIqqamCqs0GhVCIsJMS5w9sILLYfLo/1bep8du9piNAYWozAvju1DVlfz8Kc317DulO/N7kKxKHyfLx3dC2Gf3s35m5/HZVWS5MRWLjGf51RADQbgXEAdCFqgANKhV6hwUqHMWDZQu9DnTy9AbToIc7qNRNPXuZd5NM7Kg1rJ7wNg8YgRF/eR2DimfOybsfSEXMR4aEwuuri8MXYF3Fj2tWNekk1jMAUnAL39roFU5LHeHXfIo/0vReZUX2b9RABQC94iYeC3EvsCGRL2Q296w4vIzCOA54dNNdnPRL7RqfhcSEV36y+/liGGVueR4HLlG8t81X+j5j8/UPIqcxvsheiv0gzpLYYgXGcTF9FwauvDmPAckr4/Lw+rIEgLuIhXpMyHivGvo0BbnqDBrUO9/W9DWvH/0sWeYk/rpbzcHkuXjvwKV498CkW7/8Ei/d/iuU5a1BgKmrWQ5zRfRwOXr8Cc9KnXtSQhavD8EjGLVg/YQnSI4xuzdUmzpb97GX34x8D7nfrnuXoVGF4e/giXN3lyhY9RMApsI7QWyrYEdsy9boGQzG8jMAY43sjPjew9anzcLUOH456qsUMx19/fRXLctZ6df3TllLc+uN8HC7PddFX7whjq+veHPGhcW7oi29nPhTEcyNyTLzzIOZCjRXv/n4ECoUCaUlGcByDkhOWLVcI/4Nv/AT42bKlpc9lS5yfqMrF+oKNOF6Rh2OVedJsAb0i09A5LB5XdxmOq7oMRYTWIC2Hzl/D+X+V1YQVR9diVd4mnLY07+kl6xPwRNbtuLX7OHCihyWJXvRmge9ObRMamC04eD4PwxMzwcAwocswpAuDkxsuZS5OQyhf9pxBWLqBU8DucAhLlwNnzaVYfvQ/WHf6pxafsU4VhutTJ2Fa8kSEqXSQlj3nnMuli8uuOwSjyQDkl5rgYAz3DuuNKGGuRCKwOFtZjY93n4BCqURaUio4eKcvhXAOx0HazwH4tmAjFu9716t16rrq4rFi9NPIiu4OcbUHhRi1CBHMO9mr8fdd77b6OYSrdfhp8nLo1XwU6mAM0zY9giMV+a2+dkNWjFyCuNA4t/U1a1APdDKE+rwel5oOYcB+zS/BL/klMOjDER8TC4UgEFE0SpmBkT6Dn7tP/MwBwjIQroLjtwti4/htYLxI5YaLA7Cj9AD+tv21Fg1XQ5L1Cfh09NPoF9NN2OJcsZUBvKFpwkCJjdINX24mfJcbL9HQVNSZUGW1oJMugd/PnEau0mrCz8W7UFRdir3nDoMB0KvD0C08FWmGFIyIH8yXDef1Aae4HEJd5MbTwRjKTHUw1VgxPDUeV6b5b/wP4T82Hi/ErtPnEG6IQFx0jF/0dbQiFw9tew6FFvd79g2Lz8S/r3wKkVpZJkSqC2/ETpuK0X/1nT57FuO6DMHS4X+XdPPhsW+x6MAHPrs+AGRGpWPRoKcBXFxfpVW1MNfaMCgpFlf36OzTerQHOoQBe2/HUZyz1KFTYmfoQkJ97iEqOFfBiYZMvv/rvI14fId36xtFaPRYOeYpjEzIahSBMQB2hwPgODgcTDJqkmFC8xHYaXMxNhX+gc2FO/BH2SGpPINah14RqegZYUSPiFRM6jpaOldunOwOBnC8cXQIqQyHzGi6E4FVW+tRVF4Ng1aN+0eke/V8iEvLW79lw1xXjy6duiJUq/Wrvtbkb8Qnx9fgSEVes/UZ33Uo/tJ7GoYLs9goON5gNRWBzfzpWaw/vd2nz+OT0S9gSFymZMSuWv8Xn44He3ngAmRGZ7inr7p6FFVUQ69V4YERfXxWh/ZC0C9oebrCgnOWOig4BUI0obLcuwD/N1j8CKUsR69Q8BKSFpoEB34VPCHXLDMm4vnyvLTo7bXGeAFApdWM27c8j28nvIys6DQpAuPL5O9HfJnlvRl5IyfmyPmXG4zBZLVgyeEv8NGJb5ssz2SzYNe5w9KaRd+d2oL5/f6KxLAEKccveXqyFWN5IfEPRnzOzvJdc/RiNKhVKaFUcDDV8Stkdw73z3RWhH8oNdfCXFcPpVIFjUbrd31NTxuH6carUWQpQVFNCXLK82GuN6NrWAKS9AnoE2VEpMbgNFLiuVLnEaFsjsMpc5HPjRfAz74xODZDuo8nsu7CQ9tf9sm1x3UehayYDGExSzf0pVZCoeBgrqtHkakm6NKIQd+JQ+wdpdPpwSma6B3Eed9LCtJ25/kQewYJ1z1cnosX9ixv9X1UWM2YIiyLLhpKvkzPZgrIrszH7T8vaNZ4NcXuc4dx/eb78MHR/8h6WfH7FAqFUJZQBm9FXevVTC9EseelLoRmqA9UsmWTAzh7tMrwk766GhIxOL4fZvWahgczbscNaeMwNCELERqDy1kN3zWpbDD8VnKwdTffDJvO7nB536/uMgxP+GB8ZbfwFNzb+0+e60vqLBV8nTmC3oAdFWYHCNPpZT3uZMh67TDw6YViS7FbvaQgbXeeL0ZB4nVf3PMuqmyNx5J4Q6XVjEX7VzYZgbkzV9vh8lzcvmUBcrxsVP7g2FdYuPdtl/LlEdjFVowFXHtJidGiOCsHDWoOPMQhEDoP9AW41wsR0nbn+Q315fojN56c67myzITYC/HXEv8smlllsyC7PFe6D8YYZvaYgjmtGF/ZLTwFiwc+xc8Q5Km+Qnh9ic58MBHUKcRTFRZYrPXgOAVCQkKFlJ4YYAtwwMbTP+DQuYPYXvw7zPWuxqZHRBquSRmHUYlD0UWfyGc4uMYeoigieQS2vXQ/dpT51stblrMWc9KnIdWQKLysnJBO4MAcTIjAmNTJgxPSeSabBU/8saTVM2OvP/MTdOowPNj3ToDxERifexciMOb8AyHVi7n2ohTTj5zQLqFRKaFWcqi21qOg3IyUKH3LlSDaBcUmcfAynz5sTl9yfTiEDk5iBMZxTNrPhHYpd/XFZPshnu9yluxcWRuYGIGd9mC8l6eY6quFspxJ0jm9b0GviDQs2L0EZg/W37s+9RrM6X0HxDZmT/UlpunNdfU4VWFBcqR/B1i3JUFtwHJk6UNA7LnnzNHvKN6GD7LfRWlN8y/y8co8HD/wLpYceBe3dJ+Ou9NvRbjG4FYb2KYz/llVdv3p7ZiTPk0o0702sDcOfY5sH3Xn/Sp/PSZ2HY1uhtRWt4GJdQ3TqFFZY0V2SQUZsADBmT7k03YN9cVvBLaXbEN+ZR7fuUnY3EmXgAGxmeisS2x1G7NrBCZPOLbcBuZPGo2zFCo5utNgrB//Dj7N/Q7fntqComY6d+hVYegf0wd/7X0HEsLiZT2CvdOXTqNCVa0N2cXlZMACAcaYlD4MFQyY3EP8d/Y7+C5/jUfX/OLEauwp24+nB85FelQ3aXtzHuKms/4xYL8U78df+0xzOwI7ZSrGiuPut3m5w9vZH+H1If/wSQTGGKAP06CyxoojpZWY2Ksr/Pz3hfABkgELa6yv0upifHl8JXYU/w5LffMp9B4RaXggazYuj+3X5hGYP3GZ6UYsmTEoOAUMaj3u6X0zZve+GWfNpThbXYI95/mhKd3DU6FThWFATIZLL9/W6issVI2qWhtySisxIYj0FbQG7ExVNSzWeqhUKoRo+Z43ooe49MCr+OnsRq+ue6wyD3O2zsM7oxZJRqw5D/GsB2NWPOG0pdSjXohvHP7C53XYe/4wiqtLhbkOWx+BKcCgUSlQW29H7gUTuscYmiyXaB8UVlXDVGcDp1RCreEHoIv6+unsD/goe3mLhkvkeGUeHvxlHi6LzcLLQ59CuNaZLfF3BJYRnea3jhydBV00jMDEmW54AQCdwuKQGBaHATF9waR2ZN/18hX1pVZw0KiUqK23I++CCd2CRF9B24lDnDoqNCxc2sZxwKoTn3ptvERMNjOe2/0aTFYTgKZ7ScGPHs6BC3ke9ULcXuqfxupfS3b6pBciAHAKBcI0QmeOIOwtFWw0jL4A/ne79MCrWHrgNbeMl5w95w7gTz/ej2MVudK1RJrTl2ADZD/yqIq5nttEL8RMWRbFl3TRxTW53h4YP9eo/IacuuDEm5MMNeCbXr6AoC+tEgBwOIimlgpKA8YYk+ZmC5Ut7ZBfmYuvjn/qkzKOVuThn/v57vFyD1GMgvycoXC7F2JFnQlnLP5ZVO9E1Umf9EIEAOZwQBfCe/JHyypR7/DzAyRahdhjNERmwD7KXoafW+EcFlWX4K9b58FkNbVJL0R/rXY+JC6zcRuYUGEpAhNuyHkcE2+Oj6CaiMB8pa/jZVVBo6+gNGCnK6tRbauHUqWCWq2Wtn+S845Py/m2YBMKLcVtHoFlRqe5HYHlVOb7rR7FNWU+9RA5jh94aXcwHC+r9Fu9idZxptKCams9FEoVtFp+6ZRdJb/hfyfXtPraJpsZc36Z1yYRWITGgFu7+X719fv73OLaBtZOIjAOvL6sdgdOnKvy+X1fCoLSgDmjr3DJAymrLkb2Bd+n0laeWNOsh9hF559l0ZN18W5HYP6eKcyXHiLHKRCiEdMcFX6tN+E92UJ6PiSMH/tlsZnwaU7rJ8MVOVaRh//mOyM5f0Vg4IAnsm7z6bpd16eORZLOdQXy9hKBueorONKIQWfAGGNSfj4kVC95ILtK/NMj8Kez25v1EK/uMswvZY5M7OdRG5g/8aWHyJgDYVoNAIbc81Ww2h1+rTvhHeLwlFBBX7+c3YSyFoaieMN7OSulz/6KwMCAZEMnvDTQR6uvRxqxoP+fXXTXniIwub5OnAsOfQWdATtVYUFtvR1KpQoqtVryQHaXbvNLeYXVJc16iOO6+seATUka6nYENjTOt6vaytGrw3zuIXJgCFGr4GDOP5RE++FUhTN9qNZqwRjwS+EPPi+nsLoER8UOHcI2f0RgAMNt3cfjpUGtM2IGdRjeGf4kwtU6l8xHe4vA5Po6Uhr4afqgM2Bi+jBEFy46NH7nj7L9ABp7iIPj+2Gwjw3InPSpSDYkehSBddXF+bQOIv2j+/rcQ+Q4DiG00GW7RdJXmEHS16mq5meGbw0/FfJZE39GYEKiHXP6TMfS4d4tntknyohfp7yPJEOiLIJqnxGYi76CII0YVAbMwRhyBK9CG6YXHRq/05KHuOCye2Dw0bLoERod5vWb4eKhudMGNt5fqcyEQT73EBljCNEqAQ4oKDfDYq33S90Jz2HM2X0+RNBXQVWu38prqwhMPHNGj/H45dq3MTLBPadTXPH8izEvwqDWCfVyrsjMl9W+IjC5vk5eMKO23u7WvbZXgsqAFZQL6UO1FiqVus0isJY8xPSobnjqstbn2CM0Onw3/mVEag0uHpo7EdhdPa9tdfkNuabraCSGxfvFQ+QYEKJRgoHSiO2Jggr+D55SpYJKrQEYUO3heC9PMFn5eTvbIgJj4P/gZ0V3w7qJr+DXa9/GnPSpGNHAmCXp4jGx6xC8PvRhbLvuA8zNnIEIjQ7iag+BEIFxDAhRq8AAHA7wLEdQzcQhpje0ocLYFDEC44Awlf/m/xoc1w8ApBev4UwBN6aNAwfgb16uCRau0WHpiEeRFdMdgKuH5s5MHEn6RDzU9xa86cMZOW40TgLgu5kCRA/R4eA91BCNCrV1dmQXV2Bg11if1ZvwHqe+hMkBxF+kn5FHYE3pyzUCk5u7i8yFyImmT4jdOOc5mVHd8NKgbm6teM6/38719kQtCF+l7IhLBCYU3VwE5uuZOBrpS6tErbUeh0vKcXnXmNb/ki4RQWPAHIzhqDB2KCRMMFYM4IQYMz26H3aX+r4nYqeweEECTXuIwibckDYOSfp4zN76vEczwifp47Fy9NPIiukuvbROITtf7IvNRn9Xz+vww9kdXi+lIueBPrPQM8IIu4P5bC5ETsGLSzw+RK0Cx9XhbFU1qupsCNeqW64U4VcYczb6h+gFA8aAMLX/Jl42CN3b3dEX/79ncyFyUqgjnNkKfYkREG845NuFLAn4HQqO1wtfEWdqUDxebpzAnKs9mGwm5JpO4UTVSZhtFjBwyIhMR3xoLOJC47zXV2Vg6ytoDFi+kM9VqjVQqPiuovIIbGDCMHx6xLcDmQFgTJdhbnuIwxL649epK7Di6Fp8lbcRZ1qYKzFJH48nsm7Hbd3HgWvCQ/QkAgM4GNQ6fDb6Bdz2k/frgQF86vDmtMl+9xAZYwjRqFFTZ8Ph4nIMS/HPmDrCPfIvmJz6Uqog6ivZ4J/pmACgV2TLc436MwJrSV8VdWYcLs+X2qQYOAyK7euXCGz9qR/xTcF6nKgqaPY5pRlSMCX5GoxOvMJDfalQU1cf0PoKGgMmtpWoQw2S9yKPwOLCEjEwYZjPx4PN6D6tkYdYaCnBj0XbYbKacdbCd7PvqktAkiERQ+My8Ejm7Xg063Zkl+diw5nfBQ+RPz9crcfIxCx+tg2XHH1jD/HA+VysO/07fik+AIDDaXMx+kanoW9kGvpEpqF3ZCqS9AmShxehNWDl6Bfw+B9vYlPhHx7f601pk/BQ37uk5czlHuLxqnxsPLsVJ0wnYbFZkGsqQJohBTq1DkZ9CsZ0HoUUXbLbHiIHDlqNAjV1/KDmQBVYsODUl76RvpLD0/zSE3F0Z77zUUsRWHZ5LnaVHcQZSwlyKvKwveQAknQJ6KpPQEZUGv4v7WpkRndrdQRWZTPj8xOb8EXeJhwqb9oBHN91CK7uPBTTUsa2OgI7YcrHksMfYd/5wxd9TnmmAiw5/A6+LViP+/rcixR9inSfLeuLN2DZAawvjvl7qoY2wO5geOOXw7DaHYhISIFarYYCDAqO76Wi5AAFB5yvLsaDP9/hs3Jv6zEVf+t3L5SC8dlVth/Lsj/DHxeZPHdYQhbmZs7A8IQsF+Ml/6yQeYMcOCik3AjDulPb8OTO5Si4yIJ8EWod7up1HR7OuE1I8wleGTj8XnoAT+5cgrPNrEckp0dEKh7uewcGxGQK5/NGyMEY9pw/hI+Or8L+C9kXvU5GVDr+L/V69I3qI7QlyNoWHA5AEDeTRW6l5dVgjOHeYb0RFaq5aBmE73Ewhte38vqKTEyFSqVy0dfGgtVY6ePsRqeweKyb9BE4QNIXJ+gYjMFiM+PvO1/HRjfW3EvSJeDN4Y9gREI/t/QlRmAMgAMM353ahgd+ex2Vbqb+u4bF4+3h89A7Mk3SCTjX9jOHEB05JD3xumSCpp7c+U+Y6z1ffFanCsPjmY8gPTK9Q+grKAzYiXNV+OrASSjVWoTHJ0GlADjGeOOl4EWm4HghbD3zA5YeeLXVZfaMTMN7oxYhXGOA2WbCP3a9jh89XP/rprSr8czlsxGlNUAh8xAlcTGnF8VxHCprq3Df76/ju1OeldM30ogFA/6MIfFZ0ksN8BP9birk28WOVOTjSGU+TMJKsZfH9EUnXTxuSZuMHuGpLiIT0yNvHlqBVSfXe1QXALjJeD1uTL2+UaO4w+GQri/uM9XYUFNrw4jUeIxKS/S4LKL1iPpSqDWIiE9uUl+P/DwT52p8t3zQMwPn4rrUcYKxcWqYA/DxsTVYenglqmye9YC8p/c0PD/onmb1JUZggJh+B+b89io+z93k1T28NPABTEu9qkkjwrcao5ERO1Z1Evf/9oxXxkvOK4MWIkWfEvT6CgoD9m32aRwqLoc2IhY6faTwwjeOwBTgty9rxXpgAKBX6/DtxBWI0Bpgtpowe+s8HKnwLoWSEZWGVeMWIVJjaDECq7KacO0PT+DABe9TNa8MehDXp45t8BJ77iEyAC/s+xc2nPnJ67qMTrwC9/aefVEPsc5mR4WpFpGhGswZ1tvr8gjvkfQVHgOdIapJfe0p/Q2v73nOJ+X1iEzD51f9SzJY8ghswR+vYs1J7wwKANySdjXeGvGoWxHYnN9exWdeGi+RhZc/gKkpY93SV5XNghs33QdTK40XwEdiiy5/ATEhcS3qy2qzozyA9RUU48COCb0PtaF6KX8NQMiXO48Tx2Tc1+9R3Jnu3disHhFpWDtxBcK1BpisJvylFcYLAA6V5+HGjfMuOk5lxpbnWmW8AODxnUuwsXCH1HuKL0v8zCf/3RmnsrCVxgsAfir+BasKvmlynAqYs21ArVJCyXGoqLHifHVdq8okPMfBmKQvjc7QrL4GJozANanTWl1ep7B4vHPFIhfdiq/jy3vfaZXxAoAv8jZhwa53G+lLTK+L5S3LWdNq4wUA83e/hZ3nDsEdfX1w7EufGC8AsNRXY1XB6ovqS6VSQqEIXH0FvAE7JkxKqdCEgFOqXHoQSb0QBaQeQQCuTZuOF4a+jIxo90bd69U63J0+A8tGLYJBYwBjwD/3L8fRVhgvkUPleViwc5mzxxBznSlgWfYa/OqjlWOf+GMJTFazS69AT2YK2Fq0A/9rpfESWZW/GofL+bYz+UwBvNaZZDQVKr5ClTVWn5RLuM+JcyZeX2otFIqW9fWn9Dm4sov3y5P0iEjDK8OelvQlwgHYWbYfnxxf6/W15bybswbrT/3u7BUi9EIUjckpUzHm7fTd7PoLdr2Fi+mr0FKCL/M8T8e3xM/Fv6BUaONuSV9KZeDqK+ANmDi4UqWVjRm5SAQmkhHTDy+OWIyXhr+MqWnTkBaR5nJtvVqHkZ2G4snL5mLV+BX4c/rtMKj5pbh3n9uPbwta76GJvHdkLU5bioV6OiOwyjozXj6w8iJnu0+VzYIX9n/gdQT2ZvYKn9UFAL4pWMNfvxkPEeCEdA9gqrP5tGzi4oi9D1XC5AAX09d9/R7DX7PmejxxwIDYTPzrikXoGdFNupYIA7Bgp3eTADTHgl3vNhuBvbTfd3oDgLPVpVhz8scW9bW1eKdPyxTZdX43X1SQ6ivgu9GfLOcbclVhvGERPURO+CIOrwDEnkXMRRxgQFZMP/SL6Sd19ODA5/iVCk76LObKhb7t+OzYGp/fy4Kd7+LjMf9wGafyzpE1qLT6drqe1Sd/xN+z7oJBo/donMrW4j9QXH3Op3XJrsjBrnO7cFn0ZY3GqYhdfvnpdOwBP29bICLqSy0YMHf0NabreAxLHIYvj6/Ej6c3wtJCWqx/bCb+nD4Dl8X2g5Jz6ovJjOOusv0obGHMpDecMpfg89yNuK37OIgRGDgOFXVVPkkdNuTT3G9xXcqYZvX1c7Hnw1rcYWvJL5jYdWKT48CCQV8Bb8DqhIeuUPC3InmIYlZMFmOKYzKcLhDEwEPqxu5gDEqOE3654Efdw+mncQww2Uz4uWi7z+/l95JDQj2d41TWnfbPOmabi/4QxqvA7XEq/vIScyqO4PLYgY3GqYgNzZwgcnuQLIMeSFQLkylzCn6mBnf1pVMb8Oc+9+IvGffi8Pn9OHT+gJQ5U3BAp9AEXNFpGMK1ellGTRyb5RqBrW1lu1dz/FpyALd1Hy+WDDDms1R9Q45UnMRZcwm66Ds1qa/jVSf9Um6B+RRfVBPjwIJBXwFvwLgGH7yJwMTvDOC9QEDwTMS4iwnX5j3Enwt9b7wAoNJmxm8l+zEyoR8UHIdKaxUOtbLjRnNkV+RhWspYjyMwf1BgLmjRQxRlpVYGfMY74FApONQ7WKv01VKGg7+Mq77Ea4nXKbT4drFMkW0lByFvAwPH4WC5f/QGAIU1peikS2hSX2Zh+Iq/CFZ9BV6NGxCq5m2wo573FD1pA+M3uqSkpTFOYgQm5selTwwo8vHqs3IOXciXIjB/iulIxUkAnrWB+UtkOZVHWszRi7+TMHXA+1sBx6XQl3gtkV1l/omKTplL0LANrLLOf7PrF1rKmtWXvwlWfQW8AdNphNQh41OJoocofmmuF6JzozOKY4DUoClNqCl6Z+InP79vVTazsxeiP/GqF6Ifq9NCLylJYBqlX+tANOZS6avtRqc6IzCO4wSj5h8Ka0qb1Ze/CVZ9BbwBE70GJrSFtZWH6E+kXoj+LUT6z/1eiH6sTgseor0+cD3EQOdS6auNAhM0jMAyY/w3OfHA2L7N6uuymD5+KTNFn8wXFaT6CngDFq8PAQDY7fwgvECPwJJ0CVIElhmVdvETvMSgDgPQPiKwZH1ysx6i3W6HQ+iVGSv8rom241LpS36Zzjr/TDSbpI9HwwjM3zSnrwGxff1SXnpEOl9UkOor4A2YMZrvPm+vda7e6m8PsUeE/wxLkj5eisAiNAaEa/yzEGcfwTh6EoFdkTjQL3WJ08Y26yFaBe8wOVIndbAh2o5LoS/xWiK9/KQ33kF0jcAmJw3zS1kGdRgGxWY2q68rEwf7pdwrO13BFxWk+gp4A9Y1MgxKjoPDWgvmsLeJhzi683C/3Eu4WocRCf1cZuLwl6Cu6sQLxpMI7LKYDL/UZWDs5c16iDY733kgLcbgl7KJlkkS/rDx+mJtoi/xWiJju/hHb5OShqNhBJYV3Q3Jet9HfINiM1rUV4/wVFyROMinZfaJ6I0UXQpfVJDqK+ANmEqhQJ+ESACA1VLVZh7ilJSrfX0ruCZ5mLNsoaxbu3k/NU9zDI7LQJ8o54wH7kZgk5KuhF5IPfqKMFUoLo+5vEkP0eFgsNbZwXFAZqcon5ZLuIdSwcn0VXFJIrDrUsfBoPZtJiJco8OkpKFoGIEBwLx+t/u0LAD4a59bLqqvh/vO8pm+wlShuKPnTOk5Bqu+At6AAcDwVN5jqjOVAw5Hm3iIs9Nn+PQewtU6PJY5w1m2UNbIxCyMSHBvvkZ3ebDvLbLIyv0IzKA24CbjZJ/W5YaU66FT65r0EKvrbGAAMhOjArKBOVgQ9VVrvgAw1uYRGAfg9p7TfHU7AIB706chQmtAU21gt3cfh8xo36UtpyaPQe9I40X11SksAQ/1meWTMmd1n4kUXbL0HINVX0FhwKLDtOgZGw7GHKgxV7SJh9hFn4jbekz12T3M7jMNKYZEZ9lSWRyWDp+LCB+1hc3qcS0Gx2XKPD/3IzCA4aa0yegenuqTuvSJ7I1JSRP56zfwEO12BkstPzdboK4WGyyI+oKDocZU3uYRGAPw1z63Y1Ccbxy5jOg0PN7vdklfDSMwBmDZCN9ornekEfP6/Rnu6mtS8lg82e+vrSrzr+n3YHSnUXBZ4SJI9RUUBgyQeYmmC7BZhWUB/OwhPtbvXozuPLTVdb8p7Wo8lnm701uSRWAAQ7KhE76b8EqrBZUeacSDfW4W2jE8j8AADgaVDm8N+wf0qtalOuJCYvBo34eb9BAZB5SbagEGDE6KRXSYtlVlEa1nuDEBAFBrKke9VZi1vA0jMAB4c8RT6B3Zusiob3Qa1oxb5KKvhhEYByAzqhu+G/9yqzpRdQmLw1tD5wnpT/f0BcYwOWkM3hzqucbChNWYx3YaJV0z2PUVNAasU3gYLu8aAwCoOlcEh8PeJh7icwPnYkwrjNj/pV2N5wbOdvWWGkRgAENmdDcsHT7X6wbmIXEZ+HzMQoRrxTWdvIvAwHHQq/X496jF6B6e4lVdUvUpeGXgi9Br9E16iFVmK+wOhnh9CMZ07+xVGYRv6WQIFfTFUHmuEExYmbGtIjAAiNAY8OHoRV4bseEJmfjoyqcQqQ1vpK+GERjHAZnRvBFL8qIbf+9II1Zf/Tq66hM81hcDcFlsBr4Y8zZm9fw/6C5iyHSqMNzS7Qa8O/wNDIkf6Lx8MxFYMOkrKFZklrNyby5OlVug1oQgOr4zlBzXaEVmcU42cZlyaX42ruXZ6PlJfpmwzbnEuZIDXtn3Dj71YL2icLUOd6dPw2OZt/PCh/Aj1YV/ofntzhVjK+qqsGj/SizLca+scHUY7uo1FQ/2uUUSqS9WZHYwoMpqworjX+Hrk/9z+75vMl6PyV0nIlQV1mi5c3AKVFTXwVRthUrBYfbQXogI0bh9bcL/fLo3F6fLLVBrQxEd16nN9CVqQ8EBVXVV+PTEf/H2IfeWPQlX6/D8wHtwS7dxF9WXuI2J7yUYKupMWJazFu/mrEWVreUFJ7vo4vBAn1sxPWVsq/XFH89//7X4D5wwnYTJZkFuVQHSDCnQqXUw6pMxJH6wdKw4H6/8ezDrK+gMWE29HZ/sOoHz1XVQqbWIT+wMJadwERUH5hSYQhQevx9gkij5F91VUArwQpJEJdteZCnG0uyV2Hz2d5iaedHD1TqM7zoMj2bNQLKeb/NScLygxElNJXExwYuCMO2LlHYBDl7IxdLsNThQntfkhL9ddXH4c8+pmNB1KLro4l2EI3/JRbHIX3K7wwGH5JU2FpnoRdsdvMd41lyMVSfXY1vpTpTUNF5uxWhIQUZUOiZ3nYi40Di+PNk1xfIvmGpgruW79d6YlYoeseHu/tqJNqKm3o6Pdx7HhRorNNowxCV0cjFU/tSXaNBEQ3bWXIzVJzfhm/yNONtguZVwtQ59o9IwLDELs3tPRZQ23CN98dEi/17aHQ6A41Bea8JvJQex/szvOG0ukSIdMCA9yoghcRm4ustQn+vL7nBIM8c7jRrnYhgZ+OOk8prQV7m5FqYavt3r//oZ0T1Au87LCToDBgA1tnqs3JOLMksdlCo14mIToNVq28xDBGPYVXYAhZZSFFaXgOOArmEJSNInYFhCluQBcqIH6EEE1pSHyBjD/gt5qBRWWh4anyVFWw1fbl9GYHIPUTzWAYYTpgKYrGbo1Tqk6lOk8przEG12hjJTNaw2fpmJa/skISMxyn8vCNEqLNZ6fLonFxeq66BWaxETlwCtWt2m+lJynLRf/D+nIg9VVhP6RqVJBstX+mroAF5KfcmNnNyYNacvB4DzVTWw1NVDrVDglgFGdI3wzwQJbU1QGjAAsNod+GjXcZyz8B06DIYIxETHQCUYjrbwEOX75f/LP0M838MIrCkP0eFgkugk4aCxcNqTh1huseKChW9QVik4TM9MDQrPMNipttnx+d5clJprAQDh4RGIiYrhjRDpS9p+qfVlqrWh3FIHW70DWpUCt/RPQ+dw347lvJQErQEDgHoHw7eHT+FIWaW0LUQbghCtFvrQUOhCQqBWKtrMQ5R7fb6OwALFQ6yrd6DewWCqsaKqxiYdlxSpw/WZqQhTB96M2B0Vu4Nh0/FC7Dl7XtoWotUiRBtC+roE+qp3MNTaHLDZ7ai12VFZY4VDsKa94yJwdc/OMGjVvn8RLiFBbcBETlVYsOVEEQqr/LtoHOE5cboQXNO7K7pEBI9X2NGottXj1/xS7D7TuP2TuLSkRRswODkOxmj9pa6KX+gQBkxOTkkFCsrNKLPUosxcizq741JXqcOgVSkQGxaCGJ0WnSN06BMfCa0qaEZydHisdgfOVlajsKoaZystKKysRo2wDAvhfzqivjqcASMIgiCCg+A2zwRBEETQQgaMIAiCCEjIgBEEQRABCRkwgiAIIiAhA0YQBEEEJGTACIIgiICEDBhBEAQRkJABIwiCIAISMmAEQRBEQEIGjCAIgghIyIARBEEQAQkZMIIgCCIgIQNGEARBBCRkwAiCIIiAhAwYQRAEEZCQASMIgiACEjJgBEEQREBCBowgCIIISNrcgO3YsQN33XUXBg8ejO7du6N///6YPXs29u3b59F1jh49CqPRiJ07d/qnopeQQLy3HTt24Oabb0ZmZib69OmDWbNmIScnR9r/3nvvwWg0Nvq56qqrfF6X2bNnY9KkST6/biBA+ro4gXhvpK+mUbVlYdu3b8fMmTNx7bXX4p///Ceio6NRWFiId955B7feeivWrl2Lnj17tmWVPObjjz/GgQMH8M9//vNSV6XdkJOTgzvuuAPjx4/HQw89hJqaGrz55pu4/fbbsXnzZkRGRsJisaBz58549dVXXc4NCQm5RLUOPkhfwQnpq3na1IB9/PHH6NGjB1577TVpW0ZGBoYPH47rr78eO3fubPcCO3jw4KWuQrtj3bp16Nq1K9544w0oFHxQn5SUhAkTJmDnzp0YN24czGYzoqKiMHTo0Etc2+CF9BWckL6ap01TiDabDVartdF2vV6PH374ATNmzJC2FRUV4f7770e/fv3Qs2dPTJgwAatXr27yuosXL0ZmZmaja7/zzjvo1asXTCYTAODbb7/Fddddhz59+mDQoEF4/vnnUVtbKx1///3347777sNXX32FsWPHom/fvpgyZQr27t0LALjllluwatUqfP311zAajcjOzm5UlxtuuAF33HFHo+2zZs3C9ddfDwCwWq148cUXMWzYMPTo0QMjRozA4sWLUV9f3+T9LV++HH369HHZVlRUBKPRiM2bN7vU/cMPP8TIkSPRu3dv3HnnnSgvL8fChQsxePBg9O/fH//4xz/AGJOuc+jQIfzpT3/CgAEDkJGRgXvuuQdnz56V9tfV1cFoNOKtt95qsm4A8Nhjj2HTpk2SuABApeJ9I6VSCQAwm83Q6XTNXqMpTpw4AaPRiK1bt+K2225DZmYmhg8fjrVr12Lfvn2YOnUqMjIyMGnSJOzfv9+jawcjpC/SlycEg77a1ICNHTsWubm5mDNnDvbt2weHw9HkcVarFTNnzkReXh6WL1+O77//Htdccw3mzp2LjRs3Njr+2muvhdlsxrZt21y2/+9//8OYMWNgMBiwceNGPPjggxg5ciTWr1+PxYsXY/369XjyySel41UqFXbu3Il9+/bhu+++w+7duxEdHY2//e1vAPg8c0ZGBq699lrs3r0bvXr1arIu27Ztk0QNACaTCdu2bcN1110HAFiwYAG+/PJLzJ8/H5s2bcLf/vY3fPTRR3jppZc8f6gN6n7+/Hls2bIFa9euxS+//ILp06fDaDTi999/x9tvv42PP/4YW7duBQAUFhbi1ltvhUKhwOeff47PPvsMFRUVmDFjhvTHSqFQYMyYMTAajRetg91uh8lkwqFDh7BgwQKkp6dj5MiRAACLxYLQ0FCP7wkAXnvtNTz//PPYt28fBg0ahPnz5+O1117D8uXLsWfPHkRGRuKZZ57x6NrBCOmL9OXpPQEBri/Wxixbtoz17duXpaamsoyMDDZr1iy2cuVKVl1dLR3zww8/sNTUVHb48GGXc2+44QY2Y8YMxhhjR44cYampqeyPP/5gjDF21VVXsXnz5knHnjlzhqWmprL169czxhibPn06u/nmm12ut3r1apaamsoKCwsZY4w99NBDLCMjg9XU1EjHfP311yw1NVWq37Rp09ijjz7a7P2VlJQwo9HI1qxZI21btWoVS0tLY2VlZezChQusW7du7IMPPnA5b/HixSw9PZ3V1dU1urd3332XpaenuxxfWFjIUlNT2aZNm6S69+/fn1mtVumYSZMmsXHjxrmcd9lll7GlS5cyxhh7+eWXWWZmJqusrJT2nz17lhmNRrZ69epm77E5fv/9d5aamspSU1PZnXfeyS5cuCDtmzVrFrvuuuvYn//8Z9avXz82aNAg9sADD7CioqJmr5efn89SU1PZe++9J20T341169ZJ2z7++GPWq1cv6ftf/vIXds0113hc/2CA9EX66kj6avNeiPfeey927tyJ5cuX44YbbsDp06cxf/58jB07FsePHwfA58G1Wi3S09Ndzs3KymoyrQDwntnGjRslr3PDhg3Q6/UYO3YsHA4HDhw4gCuuuMLlHDFfLO/Nk5KS4tLwGRERAQCorKx06/7i4+MxZMgQfP/999K2DRs2YMSIEYiNjUVOTg7sdjsGDBjQ6N5qampw8uRJt8ppiqSkJKjVaum7wWBAt27dXI7R6/WS97p3717069cP4eHh0v7OnTsjOTm52efcEn379sUXX3yBV199FaWlpbj11ltRXl4u7T9//jxGjx6NFStWYN68edi7dy9uu+021NTUtHjdtLQ0l3sC4HJfer0edXV1TabPOhqkL9JXR9JXm3biEAkNDcW4ceMwbtw4AMDvv/+Oe++9FwsXLsSHH34o5XM5jnM5T6fTwWKxNHnNKVOm4I033sCuXbswePBgrF+/HhMnToRWq4XFYoHdbsfrr7+OJUuWNDq3tLRU+txcrx0my2tfjClTpmDhwoWoq6uDzWbDL7/8goULFwLgc9UA/1I0vDeATwWEhYW5XZYcjUbTaJtWq220TbwXs9mMw4cPN0rVWK1Wl2fiLgaDAUOGDAEAjBs3DldccQVWrFiBuXPnYsWKFS7HDhgwAGlpaZg+fTp++uknXHPNNT67r44O6Yv01VH01aYGrKysDGFhYY0aG4cNG4aJEydiy5YtAPhflMViAWPMRWRms1nyEBrSrVs39O7dG99//z1SUlKwZ88ePPTQQwB4QatUKtx55524+eabG50bGxvrq1sEAEycOBFPP/00tm7dKjVijx8/Xro38V7kiN8NBgPsdrvLvoZ/aAC4NI57i8FgwKBBg/Diiy822udJg/DWrVuh1WolcYnXTkpKQn5+frPniRFAcXGxB7UmmoP0RfqS0xH01WYpxHPnzmHYsGF49913G+1jjCEvLw9xcXEAgMzMTNTV1eHQoUMux+3ZswdZWVnNljFlyhRs2bIFmzZtQmxsLEaMGAGAbyjNzMzEmTNn0K1bN+lHTAmIaQx3uZgnEhMTg+HDh2PLli344YcfpIZugH+plEoldu3a1ejeDAYDUlNTG11Pr9ejpqYGNptN2iZPy3hL//79kZ+fj+TkZJfnwnEc4uPj3b7ORx99hPnz57v8YTCbzTh58iSSkpJQX1+PuXPnYu3atS7n7dmzB4BrCoPwDtIX6asj6qvNDFhsbCzuvvtuvPXWW3jyySexefNm7N69G//73/9w9913Y9euXZgzZw4AYPTo0ejevTvmzZuH/fv349SpU3jllVdw4MAB3H333c2WMWXKFOTn52PlypWYPHmy1MUU4EePb9iwAcuWLUNeXh6ys7Mxd+5c3HjjjY28tZaIiIjA4cOHkZ2d7ZJ/bqouW7duxdatWzF16lRpe2RkJG666SYsXboUGzduxNmzZ/H111/j448/xl133SX1DJKTmZkJAPjqq68AAHl5efjkk0/crnNzzJgxA9XV1XjssceQnZ2N/Px8vPXWWxg/frzUbdZms2H27NlYt25ds9eZM2cO8vLycN9992Hr1q346aefcM8998Bms+Hmm2+W7mn+/Pn45JNPsGfPHnzzzTeYO3cu+vXr16jtxBeYzWb8/PPPjX6C1RslffGQvjqWvto0hThv3jz06NEDX375JZ544glUVFTAYDAgKysLH330EUaNGsVXSqXCxx9/jOeffx4zZ85EbW0tevbsieXLl2P48OHNXj8lJQUZGRk4dOiQlBMXmThxIt544w0sW7YMr7/+OgwGAy6//HJ8/vnnjfLlLTFr1iw88sgjuPHGG/HOO+9IdW7IxIkTsWDBAoSGhmLs2LEu+5555hnodDosWLAA58+fR6dOnfDAAw9If2AakpGRgb/97W9444038NJLL6FXr1547rnnMHny5Ga7SrtDly5d8Pnnn2PRokW44YYboFKp0LNnT7z//vtSI7jD4cDGjRslkTfFwIED8dlnn+GVV17B7NmzERoaKjU4p6SkAABefPFFxMfH47333kNxcTEiIiJwzTXX4LHHHnMZ3+IrTp8+jVmzZjXavnjxYtx4440+L689QPriIX11HH1xrD22zBEEQRDERaDZ6AmCIIiAhAwYQRAEEZCQASMIgiACEjJgBEEQREBCBowgCIIISMiAEQRBEAEJGTCCIAgiICEDRhAEQQQkZMAIgiCIgIQMGEEQBBGQkAEjCIIgAhIyYARBEERAQgaMIAiCCEjIgBEEQRABCRkwgiAIIiAhA0YQBEEEJGTACIIgiICEDBhBEAQRkJABIwiCIAISMmAEQRBEQEIGjCAIgghIyIARBEEQAQkZMIIgCCIgIQNGEARBBCRkwAiCIIiAhAxYE9TW1uKdd97B5MmT0a9fP3Tv3h1DhgzBww8/jLNnz3p8vcceewxGoxHPPfdcq+t25swZGI1GGI1GVFVVtfp6nlBTU4M+ffrAaDSie/fuKC8vb9PyieCgsLAQzz77LMaMGYP09HT06tULY8eOxaJFi1BXV+fx9UaOHAmj0Ygffvih1XVbtWoVjEYjJk2a1OprucuAAQMkTYs/ffr0wVVXXYXXX38dJpOpzeoSaKgudQXaIw8//DC+//57aDQaZGVlQalUYu/evVi7di327duHdevWQafTtUldHn/8cWzYsAEHDhwAAISEhGDMmDEAAJWqbX99P/74I2pqagAAdrsdP/zwA26++eY2rQMR2FRWVuK2225DQUEBIiMjMWDAAJhMJhw6dAjvvvsuCgsLsWTJkjarz5VXXolevXph+fLlAIBOnTphzJgxSE5ObrM6iCQlJSEmJgYA/5zy8vKwZMkS7Nq1CytXrmzz+gQCZMAacOLECXz//fcAgDVr1iA9PR0AkJ+fj8mTJ6OgoABbtmzBlClT/F4Xm80m1UUkNjYW//73v/1edlOsW7cOANCrVy8cPXoU69evJwNGeMS3336LgoICdOnSBRs2bIBerwcArF27Fg8//DDWrVuH+fPnIyEhwe91OXDgAE6dOoVevXpJ20aMGIERI0b4veymePDBB3HjjTdK3z/88EM8++yz2LZtGwoLC9G5c+dLUq/2DKUQG1BZWSl9jo2NlT4bjUasX78eBw4ccDFeJSUlePzxxzFo0CD06NEDI0aMwPPPP99i2L99+3YYjUZkZWW5bJ8+fTqMRiNWrlyJzZs3o2fPnqiqqoLJZILRaMTChQubTSHu27cPs2bNQlZWFnr16oUJEybgww8/BGNMOubyyy+H0WjErl27MH/+fPTr1w+ZmZl46aWXYLfbW3wuNTU12LJlCwDgH//4BwDgt99+ozQi4RGivkJDQ12yGNdddx1++OEH5OTkuBgvd97rhrzxxhswGo2YPXu2tK2urk7STW5uLhYuXIipU6cCADZu3Aij0YjNmzc3m0Jcs2YNrr32WvTu3Rt9+/bFLbfcgq1bt0r7jx8/DqPRiIyMDJw9exYzZ85E7969MXToUKxZs8arZzVy5Ejps5j5IFwhA9aAbt26QavVAgBuuukmrFixAjk5OXA4HEhNTYXBYJCOraiowPXXX4+vvvoKERERuO6662C32/Hvf/8bd9xxx0WNQkskJydLIlKr1bjzzjsxePDgJo/dvXs3br75Zvz888/o06cPJkyYgIKCAjz77LN4+eWXpeM0Gg0A3gCVlJTg6quvhtlsxvLly/HNN9+0WJ/NmzejtrYWPXv2xLBhw3D55ZdLaUSCcJe+ffsC4DMdt912G7755hucPXsWHMehR48e0jsKuP9ee8PgwYMxYMAAAHzq7s4772w2bfjee+/hkUceQU5ODsaOHYtBgwZhx44dmDVrFjZv3gzAqa3q6mrMmTMHSUlJGDBgAEpKSjB37lwUFBR4XMfffvsNAJCQkHBJUpqBABmwBkRGRuLZZ5+FSqXCyZMn8dxzz2HSpEm47LLL8NhjjyEvL0869oMPPkBhYSFSU1Oxbt06vPrqq1izZg00Gg327t0rvdze0KNHD8yaNQsA3+719NNPY9y4cU0eu2jRIlitVkybNg1ffPEFlixZgtdeew0A8P777+P8+fMAAKVSCYAXxPvvv49XX31V8kJ//PHHFusjpg+vueYal//Xr1/v9T0SHY/Ro0fjpptuAsBnIh599FGMHDkSV1xxBV555RWXrIK777U3jBs3TmpL7t27N55++mn06NGj0XEmkwmvv/46AGDhwoVYunQpPvzwQ8ycOROMMbz66qsAnNpijGHKlCl48cUX8emnn6Jz585gjOGnn366aJ2WLFmC6dOnY/r06bjqqqvwzDPPICUlBf/617+gVqu9vtdghgxYE4he3+OPP47hw4cjNDQUlZWV+Prrr3Httdfi8OHDAJwe0vjx46WoLTExEZdddhkASB0v/ElNTQ12794NgE/DiEycOBFKpRJ2ux05OTku50ycOFH6LKYxS0tLmy2jurpaEqBouMRrUBqR8JSXX34Za9euxV/+8hdkZmZCqVTizJkzWLZsGaZNm4bq6mqv3mt/sHfvXil9J6/H5MmTAQBHjhyB1Wp1OUfUhlKplCLOlvQlcvr0aezbtw/79u2THGW73Y5ffvkFNput9TcThJABa4bOnTtjzpw5WLlyJfbv34+3334b0dHRqK6uxvvvvw8AuHDhAgAgKirK5dzo6GgAQFFRkd/rWVlZKbUHyOuhUCgQERHRZD0iIyOlz6LhdTgczZbx448/ora2FgDwyCOPYNKkSfjLX/4ChUJBaUTCK7KysvD3v/8d//3vf7F79248/vjjUCgUyM/Px7fffuvVe+0PRI1rtVqEhoZK20WNM8ZQUlLico6n+hJZvHgx8vPzkZ+fj6NHj2LVqlWw2+148803sWzZstbeSlBCBqwB2dnZ+Oyzz6QOCwDfBjV58mTceuutAHhPCXAKq6KiwuUaYmpD/iLL4TgOABqNefEmJRIRESFdT16P+vp66Xtz9XCX7777Tvqck5Mj/YiipDQi4S6//PILPvjgA5w4cULaFhERgTlz5khtUqdPn27Ve92UvrxNN4oar6urk5y4htdrrb6aQqPR4PLLL5c6jLmTguyIkAFrwPr16zF//nw88cQTOHbsmLTdbDZjx44dAPhGX4DP5wPApk2bpDRCYWEh9uzZAwC44oormixD7N1otVpx/PhxALxhEA2jiFyIzXUICQ0NxZAhQwA426kAYMOGDXA4HNBqtRg0aJCbd98Yefrw448/ljzE/Px8rF69GgClEQn3efPNN/HCCy/gqaeecjFM+fn5yM3NBcDrqzXvtaivnJwc1NfXA0Cj4SiAU18Wi6XZ+l522WUIDw9vVA/RqevXr59Lxy5fUltbiz/++AMApOEGhCs0DqwBs2bNwrp163Dy5ElMmDABSUlJCAkJwalTp1BXV4fQ0FCpe+7dd9+N//znP8jNzcX06dPRt29f/Pzzz7DZbBg1ahSuvPLKJsswGo1ISUlBQUEBZs+ejTFjxmDTpk3o1q2bJGIAUndiq9WKu+66CxMmTMCoUaMaXe/vf/87rr/+eqxatQrnz59HeHg4NmzYAAB44IEHWuUhbt68GXV1dYiIiMCwYcNc9vXv3x+dO3dGYWEhDWom3GLevHmYOXMmtm/fjiFDhiApKQl2ux0FBQVgjKFbt25SW5O37/WoUaOgUChQVlaGmTNnolu3btizZw80Go1Le1ViYiIAYMeOHZg7d67UuUSOwWDAww8/jOeeew7z58/Hb7/9hgsXLuDnn3+GSqXCvHnzfPZslixZIg1Yrq+vR0FBAUwmE1QqFe655x6flRNMUATWgNjYWHz11VeYM2eONF1Sfn4+YmJiMG3aNKxdu1Ya3KzT6bBq1SpMnToVxcXFWL16NbRaLe677z4sX75c8vAaolAosGzZMvTv3x/FxcX49ddf8dxzz0kDKkWRJSUl4e6770ZYWBh27drVbM4/MzMTn3/+OYYPH44dO3Zgw4YN6N69OxYvXoz77ruvVc9D9DrHjx/f5MwfYoO13DsliOYYOHAgVq9ejRtuuAGJiYk4c+YMioqKkJaWhtmzZ2PVqlVSW5O373VSUhJef/11pKamYu/evcjNzcXSpUulKEbU16RJkzBy5EgolUr89NNPzUZid955J15++WWkpaVh3bp12LVrF6644gp88cUXGDp0qM+ejbwTx+HDhxEaGopx48bh008/vWSDq9s7HGtpRCBBEARBtFMoAiMIgiACEjJgBEEQREBCBowgCIIISMiAEQRBEAEJGTCCIAgiICEDRhAEQQQkZMAIgiCIgIQMGEEQBBGQkAEjCIIgAhIyYARBEERA8v9nY9PtiQNfYAAAAABJRU5ErkJggg=="
[ "Solution A", "Solution B", "neither; their concentrations are the same" ]
null
0
math
grade-5
compare-fractions-and-mixed-numbers
false
true
Which number is less than the one shown?
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"
[ "6+6/7", "7+2/7", "6+2/7", "6+5/7" ]
null
2
math
pre-k
count-sides-and-corners
true
false
Which shape has 3 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAChElEQVR4nO3UMW5dVRhG0f8++1lKSKADUaYIFAwgY2JEmVN6ihCklJjWTozi+OlSXEWicxFrX2TWqs7Rab5i6yzruq6XtzN/3Mxcn2bu1oGvdr7MPD+befl05oeLmeXy07q+udp7Fo/Zq29nzt/dbJcfL2Z+/marEL7W9Wnm7ceZP29nfr+ZOVzdbQ8i4yE9P9uampn5cJo5nP71AA/pS1Of15nDvlP4vxAaCaGREBoJoZEQGgmhkRAaCaGREBoJoZEQGonzvQf...
1
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAABxlUlEQVR4nO29e7QlZ1nn/3nft6r25dz69CXdSaebYBKSGFAg3BSEkduaZQDXCIIENI4m3kBlsVijM+JlBueyRlF0RkRxRVSc8QIKXgdc/haGUQSRgUCCCYTc0+n7ue2z966q931+fzxv1a59+nT3SdIHOkl919pnn32rXVX7feq5fZ/nMf+0LHLFDMw5WrRo8Qiw6uH2ARzKYTGBF+zQ520rWC1aPDrMObhiRv9f85PnbStYLVo8elRyVMjkOfu12ZUWLR7/aIW...
0
math
algebra-2
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $3 x^{2}+7 x+2=(x+2)(3 x+1) ?$
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAAE4CAYAAAAevbwzAAATDUlEQVR4nO3dfUxU957H8c+cYQQdZIgwKgoi4HOV8lDubrFN1ZSSqkkTa5M2fdJk06axSUmT28TUv3ZvJDW52za5sbY3dW9vbktvtw8mXawItXV9CtEwhkbQVamswKAMlEGGh5kzZ/aP6qzU9otezzk/nPm8/io/Y74/pvOe32EkZxzfXY3EjvfrAAAHYgAcIEpeMcTgAGLAQ9kpSDnRr9+UBOOgZOf4uQIHcKxfR8qNM2PZTA0Pe13InsZIKHkFwjEc6Yvg7DU...
0
math
grade-6
interpret-histograms
false
true
A candy dispenser put various numbers of orange candies into bags. Are there fewer bags that had 16-20 orange candies or bags that had 31-35 orange candies?
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"
[ "31-35 orange candies", "16-20 orange candies" ]
null
1
math
grade-6
changes-in-mean-median-mode-and-range
false
true
Look at this set of 8 numbers: How would the range change if the number 25 replaced the number 18 in the set?
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[ "increase", "no change", "decrease" ]
null
2
science
grade-5
animal-adaptations-beaks-mouths-and-necks
true
true
Common loons live near lakes, rivers, and oceans. They can dive 60 meters below the surface to catch fish. Which bird's beak is also adapted to catch fish?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebwtRXnu/32rqrvX2vOZmEFkOEKCE2o0VzFRoyLiFCU4EKckGo0aJRJRY3IdEmc0Kk4kBoxDFK8TRo1G4hyCiFfF4TorMh3OuPdeQ3dX1fv7o7p77Q0IBz2KyW89n8/i7L2G7urq3ot+6nne5xVVVe89MUammGKKKaaYYooppphiiv+eMMbgnENEbumhTDHF/0iYKXGeYooppphiiimmmGKK//6IMeK9v6WHMcUU/2NhpsR5iimmmGKKKaaYYoo...
0
science
grade-6
identify-rocks-and-minerals
false
true
Scoria has the following properties: naturally occurring no fixed crystal structure solid not a pure substance not made by living things Is scoria a mineral?
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"
[ "yes", "no" ]
null
1
math
grade-3
correct-amount-of-change
false
true
You pay $2.25 to buy a greeting card costing $2.00. You receive the following change:Is this the correct amount of change?
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"
[ "no", "yes" ]
null
1
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many hearts are there?
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"
[ "2", "1", "3", "4" ]
null
3
math
grade-3
fractions-of-a-group-unit-fractions
false
true
What fraction of the shapes are circles?
"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"
[ "1/6", "1/8", "1/3", "1/4" ]
null
3
math
grade-3
reflection-rotation-and-translation
false
true
How has this figure been transformed? It has been...
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[ "reflected", "translated", "rotated" ]
null
0
math
grade-6
interpret-double-bar-graphs
false
true
For an economics project, Stanley determined the cost of ferry rides for bicycles and cars. Of the ferries shown, which charges the most for a bicycle?
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"
[ "Seattle-Bremerton", "Fauntleroy-Vashon", "Mukilteu-Clinton", "Ocracoke" ]
null
0
math
grade-3
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
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0
math
grade-6
interpret-histograms
false
true
Mrs. Monroe, the science teacher, informed her students of their scores on Monday's test. Which range has the most students?
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"
[ "1-10 points", "41-50 points", "21-30 points", "31-40 points" ]
null
3
math
grade-3
identify-faces-of-three-dimensional-shapes
true
false
Which shape has a circle as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAnnklEQVR4nO2deXyb5ZXvv692WbYlW97iOLaTENuBxA5JIAkFApmGToGE9g50Fkra3ulKO8x0CrTc+xl6S2dup5Q7zAztLaXLtKEw0zKfmUtg2ElIaEkIzuIkJLEdiBfZ8SZbsrXLku4fr6XYWSVZ0qvl+f7jWNL7vsf5+OfnPOec5xwpEolEhgJwygNTIZiOIBAI0oRGghI1LCuCah1IQ/5IZP+k0mYJBIXHulLQdHvkbxbooNkkq1MgEKSHqRB0uuFMALo8oJq...
0
math
grade-6
front-side-and-top-view
true
true
If you look at this object from the front, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1AAAAFlCAYAAADlMwkGAABa20lEQVR4nO3de1yUdRo3/g8wICjnRQwnBHlcUskFZRvbwMCF2l0PBfWzdDdFe1ktSY9Q+6SZKboesnYXLIiyWhHb1Wo3MA/bbpCk4CouOmaISyyMKEcRBgYZDnP4/TFypyHIYYZ7Zvi8/1GGmXuu8dDLT9d1X18bvV6vBxERERERGYWNjY3YJZAJ2YpdABERERERkaVggCIiIiIiIhogBigiIiIiIqIBYoAiIiIiIiIaIAYoIhOTy+WYO3cuJk+ejD179ohdDhE...
0
math
algebra-2
match-exponential-functions-and-graphs
true
false
Which graph matches this equation? \[ y=-4^{x}+6 \]
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAAbJElEQVR4nO3df3BU9b3/8dduEgIkMVvNL2tLDPg1KSAE0oHQeo3RofyozBSYCnJpCwF7/RGnc0f+AGe8cOdWxY7lD4cq1h/IDFf0goxD0vLDljDqNIESWXrFb4CC0QESEpHlR0I2yebcP+IuCQmQhM/uOYc8H/9k9/z6vDdn97XnnN3PZz2WZVn1rdI/m6ULIandEgCgj+I9Ukqc9P+GS5lDJE990LL2nbe7LABwv8m3SPFHmzvv3D5Eyk3qTFwAQN9cCEmHm6S...
3
math
grade-2
which-tally-chart-is-correct
true
true
Peter helped his mom in the garden. He picked these vegetables. Which tally chart shows the right number of each vegetable?
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"
null
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1
science
grade-5
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 shapes.
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"
[ "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is smaller in Pair 1.", "The magnitude of the magnetic force is the same in both pairs." ]
null
2
science
grade-3
identify-properties-of-an-object
false
true
Which property matches this object? Select the better answer.
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"
[ "rough", "blue" ]
null
0
math
grade-7
identify-trapezoids
false
true
Is this polygon a trapezoid?
"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"
[ "no", "yes" ]
null
1
math
grade-2
identify-repeated-addition-in-arrays-sums-to-10
false
true
Which addition statement describes the array?
"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"
[ "2+2+2", "4+4+4", "4+4" ]
null
0
math
grade-4
compare-fractions-using-models
false
true
Which fraction is greater?
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"
[ "1/12", "4/12" ]
null
1
science
grade-5
identify-earths-land-features-using-satellite-images
true
false
An island is a piece of land that is fully surrounded by water. Select the island.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOEAAAC0CAYAAABi8Es+AAEAAElEQVR4nFz9R69l25bnh/3GNGutbY8Je/19JvPly8pMlmOxaMBiSSIokIBAqKuGoA+gLyNADXXUVac6pCBKRUIoqEhWsQxZyfQvn70+bpjjtltrTTPUGHOfeNID7kPcGxHn7LP3mnOM8XdD/of/8v+kTh2dD8zphA89qo6H/Y6cFS+ekkZe70acZOa54An46Fl4z3q75NW7E7/47h0jjv/8H/wHHPXAf/HP/jnPkmOZ4cmTDVMR/GbFX/36Sy6HgcvVgj5G3t7...
1
math
kindergarten
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHJUlEQVR4nO2dzWtUVxjGn5nMhMSPTBU/JgSDCZjoohZbqkhp6ar/Q5ddtX9Bt1105b6LdlXoxrVIF64qlUKxIAilYOKiEMTUhUjiBIxObxfHodr6dc8978c59/mByCQ5M5d7frzvvc/ce0+nqqpqcxe4vQNsj4EnFQhpTK8D7J8CTuwBjk4Dnc1HVXV9y3qzSMmcmwN66zvhxfw0sLo3WEhIU7bHwK0RcHcXWNsBultPwi8oGUnJ/qngFAA8HAPd8TO/ICQlE6c...
1
math
algebra-1
identify-linear-and-exponential-functions-from-graphs
false
true
What type of function does this graph show?
"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"
[ "linear", "exponential" ]
null
0
engineer
grade-7
evaluate-tests-of-engineering-design-solutions
false
true
Which of the following could Josiah and Trudy's test show? Josiah and Trudy were building a concrete slab to use as a foundation for a shed. They wanted to build the shed in an area with sandy, soft soil. Before constructing the shed, Josiah and Trudy made sure the soil could support the weight of the shed. They poured a 1 m 2 slab of concrete on the soil. Then they added weights equal to the weight of 1 m 2 of the shed. One week later, they measured how much the concrete slab had sunk into the soil. They decided that if it sank more than 3 cm, they would find a new spot for the shed. 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 soil supported the concrete slab after one day", "how much sand was in the soil", "how much the concrete slab sank after one week" ]
null
2
math
grade-4
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAAC6CAYAAAAj+7+rAAAjyUlEQVR4nO3deXTU9f3v8edkAUJ2thAEkgCRrSwRlGr5NcnxXtxAorUskZLAUVlcSARb9KqE5VflJ5RBpbgVAmURBBkqRKCtmXi5VrYS0EAohIwkQMKSDGQlIcz9Y5iRhC3JfCff78y8H+f0eEiH77xzZnz5eX8/y1dnsVgsCCEaTafTqV2CaEFeahcghBBa5qPWG+fl5bFx40YAxowZQ8+ePdUqRQghbkunRru9cuVKXnnlFcrLywEICAjg/fffZ9KkSS1dihB...
1
math
grade-6
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAACmCAYAAABX731LAAAfuElEQVR4nO3deVyU9d7/8dewyyKIiKEQioIIGKZ10KPd4HJKKzW7Xc5tmpqa20lB6WepKeSSnaMinaIMF1LPyaVF65TmccH75EKmgQqBKGCgqOwiyD6/Pya4VXABZ+aagc/z8ejBQ5y5rs8w8faa6/p+PpdKrVarEUI8NJVKpXQJQo9MlC5ACCEMmZnSBTyKhIQE9uzZw9KlS5UuRTwk+eAijI1RhmR+fj4LFy5k/fr1SpciGkmlUklQCqNiVCFZU1PD+vXrWbx...
0
math
grade-2
symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAQy0lEQVR4nO3d2Y/cRmLH8V+Rfcz0dE9PzyHNZR2WZW1sbyIvLCte70OCxb4ECIIgQZBg9yFA/rHkdZFsgCRP2SyQh2Tj9bWWbdmyJUvWNRp55Ln6mj7YlQdOj1pSXySLrCL5+wDCeKBpsiT3V8VuNotCSim328CtBlB1gK4EEYUkI4CSDVwsAKdzgNhuSfn+oe5hEaXP1Xkgc7PhfrOWAy7NuXUSUTiqDvBVHXjUBr5uANZh1/0NxkcUvpLttgYANQewnIHfIKL...
0
math
kindergarten
spheres
true
false
Which shape is a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAS+UlEQVR4nO3de3hU9Z3H8fdkJjOTyW1yIwkJhISE3FSgFgW5yUUwERR8WnGrRTRWKq1Wn/XZLbtrt152q8+2z1L79LGXpyhr6RZBLmpB0FhuTw0UXILhmpgbIRcgFybXmSTM/jGZMZMEzIRJzpyZ7+svcjLnnG/IJ7/5nTnfc47Gbrfb621Q1gGtvdBjRwifo9NAuBYyTBCvB0291W4/alG6LCGG784I0JV2OL5I1ENmqCPVQvia1l441w51NjjfAUGWHsc3JLT...
1
science
grade-2
identify-mammals-birds-fish-reptiles-and-amphibians
true
true
Fish live underwater. They have fins, not limbs. A salmon is an example of a fish. Select the fish below.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA4IAAADMCAYAAAAmsx3gAAEAAElEQVR4nOz9ebwlVX3uj7/XWjXsvc8+89QzPdNAMwgoCIgM4oSz4BBjon6NN0b9Rb0Yk9wbc9X8YvLTRK+K5moGDZo4BUVJjKLGoUFkEBCaobvpeT595j1W1Vrr98daVfscUGi01eR798PrvM45+9SuWrVq7aaeej6f5xHWWptlGcYYuuiiiy666KKLLrrooovHh5SSIAi4Yw5O7oFe9eseURdd/HTMa3ioDocSGAzgogH3uuySwC666KKLLrrooosuunhiMMa...
1
math
grade-6
quadrants
true
true
Which shape is in Quadrant III?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAApcAAAH8CAYAAACEt4SVAABAUklEQVR4nO3df3DU9YH/8ddulvzYkGwCgfyAEEUBFSMKivwKlSJ3KNbffB1H2zp6nbMzHZye0xnP8zo9p3J2bmyVWu/qXUfs1bYnh/1BwaOgQgxGDAgECAqoAQwJJOTXJpvdze5+vn+kmxKSQAKfz372kzwfMx3dTzafz6sfP/l8Xvv+fPbzcRmGYQgAAIw4LpfL7ggYhdx2BwAAAMDIQbkEAACAaSiXAAAAMA3lEgAAAKahXALQb37zG+3YsaP3dSQS0Q9/+EM...
0
math
grade-8
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{MO} and \line{PR} are parallel lines. Which angles are alternate exterior angles?
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"
[ "\\angle{PQS} and \\angle{ONQ}", "\\angle{PQS} and \\angle{RQN}", "\\angle{PQS} and \\angle{RQS}", "\\angle{PQS} and \\angle{ONL}" ]
null
3
math
grade-4
fractions-of-a-whole-word-problems
true
false
Luna is eating meat loaf for dinner. Meat loaf is not Luna's favorite food, but she is really hungry! Fortunately, she has lots of ketchup. She cuts her serving of meat loaf into 6 equal pieces. Luna pours ketchup all over 1 piece. Which model represents the fraction of the serving of meat loaf that Luna pours ketchup over?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAU8AAABKCAYAAAA7d9b1AAACL0lEQVR4nO3XT04TcRzG4XfawoI/ysJoPIB6AsMpPIQLTsXCO+gt8ASIezG6IBSagDQ/F5MmaiSh30hmMM+zaSczk7yrT3/tWmvt9Dr5vEjmy+SmBYA/zLpkd5q82EqebSbd6VVrR+dDzwJ4OPYfJbOTRX/xfDN5td2XFYDfzZfJ8WXy5Tr5tEgm5zf9DeEEuN3utO9kklwsk8nylxsA3G7VyR8tmQw7BeBhEk+AAvEEKBBPgALxBCgQT4AC8QQomK37Qnd4dg8...
1
math
algebra-2
identify-the-direction-a-parabola-opens
false
true
The graph shows a parabola. In which direction does it open?
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"
[ "up", "left", "right", "down" ]
null
1
math
grade-1
two-dimensional-and-three-dimensional-shapes
true
false
Which shape is three-dimensional?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAI6UlEQVR4nO3dzW8U9x3H8c+sd/20mJjg2DEukqPWfaCViFqlREVqq1ZtJQ5RUFpIlBzaS3vJJYf2gBTU/jFBkVHSBrUpRU2jOjIh5kGkSWioqYqEkAF5vV4va3u9D9PDdukCxo87852Z3/t1AnH5Xd4aBs/nh+f7vn9rRbq2KBVrUtUXgICkPamvQxrrlYY6Je9W2fenFqyPBbjnwE4pPb3Y+M1wp/SVbKNOAMEo1qSrJWlmRfrXopRaqDb+gPiA4PV1NFqTpLs...
1
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each green ball represents one particle of solute. Which solution has a higher concentration of green particles?
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UxEyNSX3tHmnAIog0Xv3z+5GSlICqgFtRUBU9F296irZnaHZHhXuE1ngvYYsrstswfFyKQ4Rt5uh3VwPTxaIoztvWkRcYRkwJ756y0xx6zt4yYtiRV0hoaEIhaIgvKDQam4KUlW6VIpPskV3rS+BWVEfacO/0hYhond+VvtCNnmDv9QW2bWt73GX4/d3pK7wb0akvW1e6zqS+doc0YA6c4kpOcNOnXx98SQm4DFG5jAjLGYE5Iy09ImvtEVrRFoSJCiI6o3B6kOEuYuR90wNsfb+tHL2O5RmaEZn5zxmRYXiChHuI1uMRHqJ529DUwvbtFbS0BEj3JnKeFJkkAqe+vIlucvu2pS8zLW9HWnurr8hILOxWaVtP4fd12tZXuDEzb3UNhUdme6MvZ23MqSupr90jDZiBU1zpyYnkDMgl0e3Ghd4FpTpurW5DR67erHlF1rqs3HybkRital7m6yIjMjtXrxPZNaWJCI9RC8/Zt4q8jO4o20PUwnP3Dg/RWfsyc/lm15R5G9A0AiFBWek2KTJJK5z6yvAmktO/D4luV5iunN2GzgjMrZjp+XBdOcd3Ocd5Obt8hXU/YhxYqxqYzu50hqFDpzFr3e3rjNjsyMvUnTVXogjv8g0ZtbGgUTOL1FdQE7SENKmvCKQBM3j663VU1DeRlpxInwF9SHC5cCm6qFw4PUO7G8qF3rrrwhZT2HgUwj3C8Mf1/VpzHzqeN3FGbE5PsS3P0PktOj0/8z6RXiEOz9DM1Rvvb901ZY8JszxG00NEF1/QuN8S0ti0aQuhYIjs1GTOHzc0Gl+PpJtj6ssyXoa+rMhLtSMsK8OhOMd+Gc4ggGLOcmPrp+1Mh60n1SGstiK08GKY87Z17RjzGYd+rLQhu468zMc07EHQZlYjsgZmOo0hgSNdL2gOhdi8aavUl4Fc0BK9ldfMyWf3yyHRHWG8VMN4qWYNzH7cRdszb6gKRreUsFp/XY7Hw9Ijqm4M3YZw3aqCW1HwqM774FFVXMatWwG3cd+t6K93q3YaRj8+wtIxqto6HWPWFJzdlHqh3HGeitOIi/DPw/wcjOP0uFQG9O+LqihU1jXyysrN++MrlXQhnPrq3VfXl3n9uCKuI2frvDOtqF+PdkOHpTPamERAtV8fdp0qiqEbxaE3BbehJ0/Era4nQ4fYOjT1oFr6cnRHOo7favlXHTU75+tbGe9d60o1bhNcrjB9vdzD9dXjDdiK7VXWOJR+/fuQ7PFY6QzLeBH+I25dVNieYetpoxzjV9p43LxY3YqCG9v4mCKx7rfxvCUmTOMFHsf7rFt0w2btL/J4lLaPU6X1j0Qr46jYxxGWZlUUkpM89OvfB4CNlTV8WfZz7L9ISZfEqa/+A9rWV6ST1B592dNJ0eZ1bF7vun4idGE4f5ZuCL+ObX2ZTqRt5NrUlxKur3D9212Vyi7OZ1f6Uh2fz670VdLD9dWjDVh5fRNz15YB0K9vNqm+pDDxmCJxOyMvhwfo7I6yL0bRqpXe7p7CughN42QZJcs4KRGRWITHSITIDDGaxtAVaewMkbocIouMvJyDQMO7vAg7P7OJxYpE2/iczPPyeRPJ6ZMNwKfrt7CpphFJz8Kpr/x+OaR429aX6ojErEYpzOtOhA1WbqUvnEbLznQ4r/tWzp/i0A3hRqJNp8xYDDNMfxFOpnkbabTCjXC4vszzc/6eONOqbf0OmftJ8SWSK/XVc2tgTcEQj325luagRq/0FPr2zTZSDI6LUcHhIbbOzVs/8oqei7fz8uEzAijYj5lis1/XVs3M7oYyc/WA0fBh5+GdqfqwXHwbXVCao85ldj+F5+odjwl7Rm2Bvc5RW7l6swZm5uhD1q0gqAm2ba+krs6PqipcOGE4mclybreegFNf2Rmp5PTJCteXahsdl5HKM9PdYRkCInQSqZsIvUVmPMznnX8DVkNVWMnLJOK+2ZBhKswegmLXis2aVuTs83YNLKKhA4cmHff12rKzG9GuiQWNhTXNenNQwLZtFT1aXz02Anvh2w00BzV8SQn06ZttRUaqIqycsxk5Wem+CI/KmdveVbqjzdy7GWmpaljtyznOxdx/2HZUe/thaQlHLt48XsszRK+FWZEZ4bn8VoND2UXuHqwZEJzG3Zo5wfx8FGGnLVWVvn2z8fqS0TQh62E9CFNfqckJZPex9dUqsnBE9FYE08Z1Z0Zizi5g5/22IidXRG1Zv94V+7pX7evcmXZ0Rk7O41TN97fKiKi4EI79q2FpQGeNfNfnF55ONDM+ts7smpxdFqDH68u9vw9gf/B5STkV9U34Ej30z+tDKKCvO6QooAiNgKYZ6YzwkF7BdJccaQ3VmEBUDZ9oVHEYBzQNEEbUZhooRwuwcd+aBsfwCs3n2hxkCVbrLkR0QjlaecM8PodnaHZCaUIY00jZE46GDbp0Rm/CngbHnLRU9w4VhKJPL2WOWwlqdkSWnJxAo7+RqvpG5q3fzsyhfTvx25Z0Nra+3PQd0IdQoEV/QkFfMFXTdE2pEfoSwrhY29KX6bypVjS1J32ZQ1pMfZkt9bvT1+rqEmqb65mYW4wzORWmqXbry4ikIvVlZjsi9BUyh7CY+kIhRFv60qMxS19eW1/vrt/OcT1IXz3OgNU0tfBFSTkACR6Vnyor8ThrUegrpOqFW90IeVyqlfZTjXSHhjHOxHhMCwZxqSrCEKS+3peKMLuTMCMdXUxrqzeS5vGRn5Jri0vV84PWIpcKuphV+3nnSrIuI79oishs9UVV0TRNPy4hrHSHouiCUlUIaabRA0XVx52o5vPWrT7Xm0tRCQlze1g/DpqZ/wCCIXN2bduIaQKCmgYoeH1J+P1NfFdWycQBvchMTuzEb13SWdQ0tbCkTJ+/L9HjjtCXPr7Lswt9OWtDpr40BTbUbWJ9zWZ2NFaiAGkJPkakFzAhpxhNONfhM/VlalU1dAIIPVMghCNVr8DC8u94reQj3i1bRE3AH3Yu6R4fk3KLmTHgUH5ZMB1F0Y2LaupLVQlpmpXWV7DX6VOEPugF9HX/QpoAVR8HZqa9hKUvfbsuQ6+qAuYYMqe+hKUve9mjYEgfv5nkTaSxoZkVW3dyaA/SV4+rgb3w7QZKq/1kJLpQkzxWd5HV8We0prtUuzU9crYN874uNj3yMoVjTvRrtcgaRubNzR/xdeVq3t/2NbURQsnz5TApp4hfFk5nSu7YsIHLkR6iabzA9goRpikyjJmmq9Sa1sYRQZn3nQvtWYvridZ1svDVmu3IzLnsijVeJSwCsz3EgPF8bX2TPn4lzcf5hwzujK9b0smY+vK6FZJ8iQ592Y0TTn2ZmY5IfZU3VnL7isf49qc1u9xXmsfHUf3Gc8mI0xiY2kf/4TckYTmDit1t69TU6qqN3PjtUywsX9mu88rz5fDQoZcxMXtMq8HL1rRRmj3eyzn/oTNzYda3zJqzqbNvflpljdvMTsoiJznHen+kvuwas7FWn6aPx6ytbSQU0nqUvnqUAVtXWcsbKzfhVsCXkmgs22C31Do9QqeHqOegWxutyC6+8NnpBW5V5euKlTz6/WssqlzVrmOclFPMrQefT3HmIMs4WTMDGCJRHEbMxJ6Bw5hRQ9M9P03TbONmGjFF9+TMdIVzReaQw3CZgynN19vpkdaL8wWMCCyoaWEDmwOa/njAmEmgrlbvlvpFcSGjslM7+I1KuhKmvgDSUhOswcp71pcjwwE8t+F1nln3erv3m+bxce7Q2Vw5eo5VS8LQJUbEZN4KIZi/ZRGXL3qoVcTVHm496DdcMPwXrfQl0P+L1JeZag9q4foqqy/n3tXPsc1fwbraTa32k+L2MTn3EI7pfxjFvUaH68twEM2FMHuyvnqUAXvsy7XUNAXI8iUg3K5W461cqmINFjY9xLDoS4HImQHsRgtHN5Vx/83NH3PtN4/u9XGme3w8dOjlzMqbGB6B4Vw6xZ5pw5xlw9BrmxOQAlYO3tmlqBshh7gI74Jydiy2qoHhnM9N9xCDwpyZw+6gClieI9Q3ttDSFCApMYErJ4/o0Pcp6To4uw69iS6SjTkOPXuhL3+wnvO/+CPbGyv36Rh+WTCd+8dfqmdDVGfNy85kvFqygMsWPdShc726aA5XF5+5G33Z9Wln5sJcMuXRtS/z2NpX272/Y/sdzoUjzibJ5bU7EDWnvvS/AwL8hr4SPC4unjgi7qea6jEG7POScr4oKSfNo+D2Jum5+IgR99a4KcNDtOc8VB3deYpjfIpi1cQUowtJ73KCR9a+wiN7cZG2xSOHXsGcQUdanqOi6CLZVQRmpjW+rFjBwvJV1AYaKPOXMzqjkNHpgxiVMZD+vlw9vWiKzfAQQxEeYgjsGpaiOiIwe10ju2VY9ww1FAIhzWr/DRo5ek1RaAnZ6Y+a2kaEJhg/uB9HDszq0Gck6RqY+kpQwZeSZOnIGiTs1JeqWqlDU1/+QD1XfH0r62s71kl3WsF0HpxwWZjRMudGXF1dwkkfXr9PkVckD42/jDmDjwpvpLIiMMIaosyIbHX1Jn7/1Z1sbdh7Az04dSBXFV9Evjc/rL0+ENIIKabuICAEtYa+RvfP4oTh/Tp8rl2ZHmHAappaePrrdfqYL18iiluxZ7IwRGbVvFy6UXNOrxRZ+wqvgZnTSdkR2H/2MfKKJN3j461j7qAoo7D1Eg9gFaQFUNNcx5Pr/svfvn97twJN9/i4qmgOvxk62xq7Ync/2YvvOWfDNjulWndJ6c/9UFNCfaCBkBAkub0M9A1sox6mG6+ggKaWEA3+JlRV4dLJo/B64ttLjHec0VeqN4EEj2rPYOFokNL/qWFjvxSj/nz54ltY/vPaqBzPA+Mv5YxBR4XVvFRF4aC3zqPMv2/RXSTpHh9Ljn+StIQU67HwOQ/tGrMmBGtqNnHGJ//Xqv69N6S4fTxy6O30TsoOi8LMGnOkvgAumjSCjKT4HRvWIwzYO2vKWLmjijSPgis5AY+jG2qLfzM/1K5jZ9NONvtLAeibnE2f5Gym5B7C0LQCY5bsXYzHMtIjZs2rvqWeI977fYcuVCf5vhyWn/SsI32o59Ydw5mZW/YVl361dzn9STlF/PmA8xiZXqi3NxvdTlYNDDMCs3P41oBmYGnlSuZt+ZTPdiylPth6v0WZI8lOzOLswWeS7EkhEBKWwIJCUFffRCioMaxvb04Z2b9Dn5Fk/2JGXz63QoI3EY9LQRW6vsLm7HTM5ekcD/VVxVKu//a+qB1PusfH18c/SUZiql5DVhVe3rCAyxZ3LHUYyYXDj+fWA8/H+QNqrf6g2c5gTaCeyXN/F5XfhMGpA3no0DusNL2Z+bAzHLq+6uubCQZDjOqfxS/iOAqLewPm9A57+xLArYtqfd0PPL3uaSqbd+72/X2Sszlv6KnMGnC4w2M0ozJhF6INY/bo96/y0JqOpQ4jefTQyzlzyNER48D025c2fsglHcjp3z/uUk4tmIZZcDaNVNiM80ZKMSQEW/0V3LL8Mb75aXW7tu9zezll4Ekc0/9YS1wBTfcezYLzZVNH45NRWLfEqa+M1ARcjommw9LzRgrRbpm3Mxm/WXgdP3YwdRjJ1cVzuHr0HKNWrTBt/uWsqiqJ6j7SPT7Wn/qiPYTFsYSRVRcTghuXPcUz6+dGbb9nDT6FOYUnhzVyOI1XUBM0BzT8Rpbj8imj4rYWFvczcazcXkVzUCPTo6C5VJqCfv76w6PcufKuPRovgB2Nldy+4nHO/eJa6gP1jkjMHlnvnF36mfXvRP0c/vbD21ZLsDmIWSCYu+WrDhkvgKuWPMIbmz8Gc1A1zmmv7DSpimB9TQm/+vSadhsvAH+wgec3vMBtK+6gMegPM/Yul375fVa65+9B0jUx9ZXqVlAUY25BRdUHH0d256pmV609HvLHmk1RN14Ar278CFVRQUCZvzzqxgugJuBnYflKFLAGRoetNwZsqS+PqvECeGvzfBqC+vRRGDVEU69mqcPtVlFVvRt50daqqO6/KxH3BswcVOlKSqAxWM99a+7m25++3evtrKvdzP98fh3r6zbbDRzYIlUVhcUVK6kLNET5DGBlVQml/nJjkKNekC6rL+fSr6KTErlp2TNs9VdgTc+j2PPHmTOQrKvdxIULb6aujXRhe1hbvZY7V95BU6jB+rw8ifo4+tXbpAHrrpj6UhLcli70H9Vdr9JgLeoqBF9ULo3JcZX6K6hprkVRdAMWK76sXAWKOWepPfmAOfTlvW1Lor7P+qCfBds/t4YgmM5C+LRVkGDUvr4pjd3572/i2oCtq6ylpilAihtqg34eWHsPpf6yfd7etsZKbln2V/wBv8N42dPefL2bQZcdpbR+hz4zgVGruv6bv0elmwp0T/J/lzxq/ciAPXGxAvgDfq5YfPc+Gy+TzfWl3LniDstTTEzQDVggEGL1T9E5F0nnsWJ7FTVNAb2JyaXaP57m9E/OCN5wjKzp0tCvsfooXcNtsbpmEwArqzbFbB/gmCDY+MtehBbmb10Uk32W1G02nAFhT6Zgft7G55uYoKcNWwIhFm2JzyVX4tqAmd6hL8HFvK1vU9YB42XyQ+1mrlxyr+1RYt7GlpVVm/QZAFSFzfXlzNuyOKrb/7JyFVvqy8MGbIP+o3P7imf3qfW3LUr9pXy49T3r83MbRmzR5oqobF/Seazcrv8o+hJVe+5CxZ4b1G7UMKZPEvZ9/foSMUkfmpjl/dpAfcz2UdOiG2DzfBRz+ij0evlXle1Pt+8NK6rWWs4B2BGYc6kZp76Wbf0pJsexv4lbA9YUDFFarV9cG5q38dGOD6O27SU7V7OkcqUhWmEteRKtzsO2qDXqb0LT9JpYDHjKqN/ZdTCFrf4K/lP6SVT381bpm1a6KclII1bW1tMQCEV1P5LYUdPUYulLTx9G/niGp9fbmrDaTIfHCnN/eb7cmO0j3eO1ZhQwIy8rEovZXqG8sdKoKYavIgFYv0suh76q/Y1xqa+4NWDmKrDZiQrvbHkr6tt/7Ic3wnL6qqJ3JcWKPG+O1YW48ueNMdnH6uoSq8BuepTPbYhuARqgIdTA8p+/NZZiUVFdCkITLN4Wv8XmeGNzlW68MjyRNS7avG9eT9YqDMZjqR5vzI7RbGnP92XHbB+696pY+7MisNjaZn3XhEdg1kTGOGphqoJqNEt9HYf6ilsDtsJIb7jcLlZULY/69hfvXM02Y1CkWbCN5UWbn5JjtdAvrGjfvIp7y5rqTegepLA85EU7Y5MCWfbTt5bIPAkeAFZslc0c3YV1lTUAuD0uaykhq7YVkdayF5c0f9ztbteDeo2O2TEWZw4CISjKKIzZPo7rNx4QVtehwO5CjCW5yVnGZ2jPFOTMnDhvExJ1fX1fURPTY9ofxK0Bq6jXR6KvqFsXs30s3rnKCtdVReHYvuNjtq/izEFWBBYragJ+3YM0mzkErK3eFJN9/WQMYVAVhQSPfhk2NLXEZZoj3mgKhli/sxaAgMulLx3kSBsihLFul92VCBiNHarehWhs6+CsUTE5xjxfNqkeHygK6QkpzBwwISb7KO5lzPqu2OuoC0ejSl6Mor8+SdmGkVKt9dOcc7Ta6UQFcwhYVV38NUrFpQErNdIb6W74qSV2xcutjY4ITAiKMgcxIAYX7OScItITUtqcAzEW2J5c7PZRWl9qLBdv/KgZO1v/c/yJLN4w9ZXmBiJqXWCuU2esbwdWQ4M9HRpWTWx4WgHD0gdG/Rh/O+wEy5gC/Hb48THZhxVpmRGYsI0YwKTsoqjvF2BIWoEV0brMz9mKdJ36FbhUl6WvJduqY3I8+4u4NGCbq/WuI2+Ci59jaMDAUS8yxHJ6wbSo7+Oa4jmA7dmlxbBu4LRZq6ujP/jTpMEYD2aJ0HATf/i5Lmb7lEQHM32Y6FbtJUsUfRFH1biCzHXwrPFRxnvNxg3FmDVQAc4qnBnV40vzeJlTOA1N06zHpuSOYXJO9IxJni+7lVEUYC9uaZznnEHTo7ZPJ6cWHAeOiFeNMF6KVZs3ImJDX2vKq2NyPPuLuDRgpVW6AQuqLkMoscEsTOs3esH4f0fNiWoUNjmniKl9xur7MzzY4sxBUdu+k0nZdj1CURSKYrQfgPyU/DCRuQ2BldfICKyrU2o4iKguo2VesRaStLoLhdCHmIjItJbZ4KBYzt+J+dOY3ueQqB3fXw78jZWxMNE0jX8edn1UnL80j5d/TPmjtX0z2rLSh4RHYNFOIx7QayR9vTn6p2cMWXDWwMzamBWJqYo1683O+vjSV1wasPJ6fY69FgXyvPkx3ZflUVoFanh28nVRE8q/Dr8hbAVmRVGYOeDQDm+7LSblFFkXvVmYjlW053N57SEIQuBx63v1NzXHZH+S6FHTFACgxaVY6XMrAsBMH9qNHZYPaRozYV9jprH7ywEXMSIKqcTTC6Yxp1CPepzpdlVVSfP4ePuo2zt8Tf/lwN8wptdg23A5DJniqIWZzz00/tIO7S+S68dcZI87c07PpTjSiNiNMghh1ZlbAqEYuvSdT9wZsPL6JpqDGgnGmWUlxm69qVEZBVbuG7OFVkBxxiBuPeC8Dm07zeM1xOZzdDnqEVgsCtKgi9/WvG7JDs2OTZfYqIwRYV1rirE/oQnWV0V/Oi5JdHDWl8HuerO7C22jtLG+lP+Uvss/N77B8xv+zXMb3mDelk/Z0Vhp/diaRiwjMZV/TvozIztgxE4vmMYjEy6z7jsjMNO4FGUU8vZRt1OUufediWkeLx8dez9nDraXajG3HbYfDJstBEIIpuSO4eqi0/f1tMK4Yczv6OfNsT93zek84GiosY2ZOQ7PtKprKuMnTe/e3wcQbcz0odelf1v5Kfn0TuzNT83Rr4Ud22+C1TtvTR9j3J5eOJ08Xw7nLLyT2r2cHzHPl80/D7uB4sxBrdYBUxSF/JRc5hRO5+WSj6J2Lvrx6otd6noUIPQFAt+PwXxuh+dOtcSGpumz/LtchIIhSmsaGJoZuzqfZN+pbmoBIMGtEMCe01BVVUDQEGzk3dL3+XjHF5Q37XpYxLC0gVw47FSO7GO0oaOQnpjCC5P/zLXLHuOD7e2fIzHPl83D4y9lcu6YsPZ1p5Fx6qc4cxBvH3kbT/zwNk98/3a79DmncDrXFp9Bni8nTI/mtp2YRgxFn5VEaIJris6grL6CVzZ93O7ziuT8YacyO28aIUufegSmafbMH/r3oetJEY65GVEsfW2rb2Z0duo+H0dXIu6WUzHX/urtdaO5XLgVmLvtbd4sfSuq+zk1/wjuH3dJeCOCood9zvEupXU7uHfNq+2+cK8pnsPvhp9AumOhvEhPEqCmpZ4D3jp/r41jW6R5vCyd9TfSE1MQIizjg6ZpHPru79gSpYUAAY7oM5XfDr+AkIAWYymIgCZobA7R3NRC38xUzjlw7z1kSez5YP02lpbtJCtJJeTx4FYgwaXiQrCsahlP/PA0/lD7r8lDeo/i4XFXk5mYgkvBmqB2ceVKnvlxHu9v373zdPXo07hw6GzSE1LDxmE6NWOtzGytbG4/V9NSz7wti5m3ZRE1LX5rjGVRZiH5vhwm5xQzc8AE8nw5YUbLacTaMmj6yul2Q4e+1Arcs+pl7l39Srs/H4C+3iz+PPb39PHm8M3ONXy6Ywl1AT/LftbnXh3baxQ+dzITsg9hZNoIeiVlWYtchumrJURzYwuFfXoxZ9SAvTqGrkrcGbAXvt1AabWfTK8HxVj7qyXUwNXfXENDqDFq+/lixmPk+3IcXVWOAraB6RUJISjzV/Du1q95d+tiyhoqrJVhizILyfNmMyV3DMf1H8/A1D5h+2krAjO/spVVGznhw+s7bMT+fcQtTOkzJmylZ4GwFq+cv2UR5391d4f2YeJzJ3PTATeQ58vX1y/ShC4yFJpaQjQ2NJPqTeKSQ4dFZX+S6GLqq4/PQ4u5YKWi8OH2D/hXyUv7tM00t49/TPkzRRkFYaueK8DWhkpWV5ewpmaTNUvM6IwCitILyE/pY+krMgpy6sX8t6fXRerLye4MlvM1ERs30ojGfjB1W8L/LXu6XfMkXjTilxzf/zD+tXE+L5bseVYcn9vLrAHHcmy/Y0h0ewlqxLW+4taA+ZI9JLpVPKq+AuzCis/52/pnorKPK0b9kitHnGbklh2Fa0W1x7todoHVJNIrdP69Kw8x8rWRX9cX5Ss4+7Pb98mIpXm8/Gf6X/RB0pqmD8Y0myqxIzBFVbl88cO8vnnf0x8ml428kMP7TLU8xICmERQKAU2jOSBoaGjCl5zEZRPjQ2Dxxv2frdIXh01xIxQXHhUWVX7J3398ukPbTfP4eOuIu8jz5eA2uuqcg3EBa1yZ3h7iXNwVMJxFk7a0tjsjZrKrn0PzfZqmtTJ2bRm0sIYO8/dAL1npzwOl9eW8u2Uxq2s3UVavT2ad6vEyMqOAcVmj6JuUQ1XAz3kLb6ZuL+dZzU7K4srRl9MvOY+gEYGZ+vJ4XFw9NXYzoHQmcWfATIGl+hJIcCl4FMVYxlzhb+uf5tPyLzq0/VPyj+C+Qy4JE5d5+asKKIpeCwB7PEasPETzfk1LPdd/89Re1cRGZxTwyITLKMoobOUhCmPbZjrRXGH2yiWP8PrmT/bq83Jy5ejfMq3PYYbREgQ1c4Vm3Yi1hELU1zWjqArXHVG8z/uRxI47PloBQFpKAh5VYUPd99y9+p6obHtk+kDemX6vnkp0NCKAnlo0JwE2cWY4YhmBOVOD+xaBCRTDOdVfZ2c4bH0paEJDoBiroAsW7VzFJYvu3edJwr0uL9eNuY6+yXmEsPUF8MfpY/Zpm12NuOtCbA7qgxfN61RY09nAJcPPZ1qfKfu87ZPzD+dPxf9j9mmEjwNzNHAo5sMRxiaStrqk2hJFpAcZ+f70hBQePfRy3jryL3vsrhqdUcDD4y/lo2Pu140Xps406zT0U3KIXtUvk/sOuZR7Dr54rydg9bm9XD36txzd7zDM2qD9cQnL6KtGDVFogmB8+VVxy0ubXo7attbWbOah71+xrg8ds5Zkzz9l64t268sZOTnZnb7a2o7zdW11ITq3i+H46RGYQ1/GWZhDEBTVdHrtFvy1NSUdMl6gTxZw54o7jckcbH3FE3HXhWhitZVaP8L6xXbZiAsZkzmSp9b/C3+wfTWxVI+XcwbP5HIjbSiEbSCxExi2qMyHIzy7SHbVJRV2Hu3M0YM+28AnMx5ECMGq6hJW/ryRsgY9NTE5p4gBydnkp4QvLaFYx6GG/UiE5e41zUiTavyyYDpH9R3HrSue49+ln+zxs5vR/3B+Negkcrw5hDTjczN+TND0D9LcvrDVTWNIkOpu/ZlJ9h9NQX2eyhSXfpl8VbEwKmvsOXnux3e5auSccH0JU1/G9WI8vDf62l16vr36itzurroQnY/tSV9E6EtBQQOu++axqCzP1BBq4Jn1T3HV6OsQ2DOTBIXA3cZxdzfiyoCZAnM5h+oJgepSjYsFQHBMv8OZkn0wb299j/e3fU55Y9vtvv28WYzrPZobin5NhtUV6BicaX7/ZhqD8IuWsLTB7nPvmqa1KbL2eIiRKIo+3sWcALhdOXphWJcwDxGEcVwhy8joEd9dB1/M/wyeSam/grW1m/naKEgLAUPTB5KblM2x/Q/D6/YhUAhqGmZrvrN1Xh/HohI0Wn9N6luCpLoT9niuks6jok6fINttXCbLq76N+j5qA37e376YGf0mWEbKNFpqmFEAVEVf5JU96yvSSEU+br5+b4xXmb+CVVUlrKzaaK3+PDq9gPyUXI7tewgZiamO14fryx73qNmt8MZ239j8MWuN7UWDH2q+58uKzxmXbWefmkKClDhwEOPKgJkC87kVO90QEYGZ91MTUji78BTOGXwqFY2VVDRVsqGuFEVRGJ42kPQEH6MzCnAbNTSbcONlpjPMRg4zDWDmv9sSzarqEr6qXE11cz21gQbSE/TBypOyRzOlT3huuj01MJO2WnzNbUTS2kNULCNvPmZ6iJrQDP8wfGaFkRmFDEsv5Ii+E7hwmCCo6T6eJiAkBJrRxaiPUzH2pgijpdgsbBu3uppRXQpaSFBZ10RfrzRgXREzAvqh9oeYbP/9rUt0A2bmt7HkZNsAw4qpnZDhiEzbf1G+gssWP0Kpv/Uq4s6V0mcOmMDVo09ndHpBqwhM32S4DvS5GxWe/TH6a/B9tP19xmVNsfS1ucofF2PB4sqAheHIkSuqql8r5rQrZqRj1Hb6enPo78vhkKwiFARuVTVWlzUvatWOtqzijbF9RzeUmWO2PESFMA/xlU0fc+/qV9q88E3SPT5+N+IEfjv8eNITUtpVA3PeN3P91c11zN+2hJU/b2SVMSlveoKP0ekFFGUUMip9IANT+9hpQsevg37otoeoqiohoW/X7KKyMyEi/HMycv2K+fmEIn4UzPMRdgRm37fPJ9ie71iyXxBAY8BPYxSHpTjZ0uDUh7BqyZYTCtb12p4Mx8qqjRRlFO5zhsN8vKalnksWPRRmpHaHPr5sMX8YfTpXjz49IgIzquXCkeFQFMrqK6IafZmU+ctoCPkBfc7RgNb6PLsjcWvALBtjXpSqeasihN4aLsyISZiRkz4xqXVfMd6PAKEYLS+OCMxMhwmnsXPk6NHTHiurNnL514+wqh1ra9UE/Ny18iWe+P5tbjv4/LBpa9qTo68N+PnTt0/z0i46Ep3im1MwjVsPPM+arspOs9qdhziMombl6u1Mo/k+RVGNVnwsI2g6DZqZLmyV87c9UPt70IkTfcUtWxujW/vaFWZtuXUNrO3IqrS+nPnbvublko/a1NvMAROYlTeR4/qPD1uiaE/6Wlm1kRMX/ImafahL3bP6Fcr8FTw0/jIrw6FF6st4LFYLyAKsr/mewYl6+3wwTvQVtwbM/DF2RmCoGBGYq5XnZd46IzNnAdaRIYzIzTvTGOHvwzBeJ398415f+DUBP5cseogyfwXXjjkz7Ph2xUsbF3DDN0+1e18vb/qYd7d+zV8O+g2nDTyidQ0MvTvR6SFqDuOtz2ZjRmCafv5CC9uHVcCOqIFZXY/YEZgd5cZ2LTJJx2lHKbbjmBkOdlEDc2Q4qpvr+Pv6uTy57p3dXv9mVJTu8XH7IRcwp3D6HiOwjhgvk5eNmXgeGn+ZneEAw5m2a2BbGsr3eR97YmtjGYMTdAPmihN9xaUBc343zgjMUIGVjjBFsL2hgpXV3/NFxVJ2NFayrnYzAMPTBjLAl8P4rFEcnTuO/JQcfaPO3DxGBIJZ8zJz3Qqrqkv2yXg5uWvlS+T5clpFYhCe/nhp4wIuXfzwXm+/JuDn0sUPs7B8ZZiH2GYNzNyfaXuMNOuW+go+2vE1S3auoS7QwDc/6V7kgb1G4fN4mZQzjolZB5LkTrFrYM7I1/I2bOPn2tcPTBJzFGCANy/2O9pTDQzdqFU313HyJze2K8NhUhPwc/FXD7KwfCWPHHr5biOwsz+7rUMaNnl508dMzCni9ILphv/Xdg0sZjgyLPHQgQhxbMDMS9BMG5oRmBlhCSHwhxp4s/Q9/rHx321u54fazfxQu5kF25dwx8p/cO7gWVw+4hQyk9Ks19geom28dI+wnnMX3hWVC/+SRQ+Rn5LDlNwxYeIyjdfcsq/2yXg5ifQQcXQhKqqqGzFHDQygtrmeR75/nec3tl10Nudq+6J8KSluLyfmz2DmgGNJcvusGpjQnBGYHQG64kRg8YgCeN0+kl3JMamDDfDlOH5sd1MDU1Wqm+sYN/eifdbZixsXUOqv4O2jbm/TeN218kVr2rdocOOyZ5jRbzxpCSl25kJVw9LzMcOx+XiJwOJvZBuRPoxiTaQpDNdNExob60v53aIbdmm82uLZDXM57P1LI1YqtiMx88dXAH//8Z3dNmvsLTd881SbherS+nIuXdQx42WipxQXWT8cVqHcbKE3Iz9gTU0JR35wyS6NVyT1wQb+tfHf/GnZbZTUbQKUsAjPjMTMn4/khLj0rbo1OalJgK2v4WnDY7KfY/qOc4g4ogaGGYEp1BiRV0edxC/KV3LJVw+2qa8nvn+7Q9uOpCbgNyb2bkNfiD2+vyNkenpbqV9vnOgrrgxYfqYPgKqgHhmZYbqVLgRAUFJfyrXf3Lbb5R52RW3Az5zPbmL+VrMZQli5eus1LfX8fV10W2FXVpXw0sYFbXiIL0UlyjO5cfmz1DTXo0dgjq5NxxCBD7Yt5uzPb96ngZYb60q5cdntuhEzihmKotrpRCPEG5CWFLVzkkSHJGPVbFNfYzMPivo+Uj1eew06q9hlGy3zYYAnf5y7V2nD3fHixgUsrFgZpq+5ZV9FZbWHSF7d9BGmvuzGL/36P7rvuKjvzyTPN9DSV7/U+NBXXBmwcBTrVtPMmhFUNO7kj9/eTn1w3y/M2oCfP3zzmNGebiflzYvw3a1fR9WomHxRvjLMQ9xctyOqa4IBlPormL/tayI9RPRHWFtdwjUdnCXAH2zglu/uoL7Fb6SHNKshxiRRdnF0cRQm5Uymd2LvqG713CGzSPPojqjVtWo+6chwlNWXc++qvVuWZE9c8tVDYfpaFZZpiR6rqjdR01JvlB2wnTcEozIG0d8b/UV4eyf2pr/PrlsmxIm+4s6AJbr0U0pAsyMwxZxxAh7+/u/4O2C8TGoCfi786m6Hx2bXwr5sxzIJ+8K7WxaHeYjvbv06ZvvROzTs7kqzc+qCr+6MyhQ3/mADD6x9OKyRwzw1t0e2cHR1TH2dN6RjK487GZk+kHMLj8M5pEIIcxC8o/aLwiubP47afk1K/RV8vuM76/6qqtgYMMAoQxgNYI4MBwhOGTgt6vs7NGeKVb+OJ33FnQHLTU0GwCNsD0MzxLB451JW13wftX2VNVTy2uZPrKYHs4GjLIq1Lyc1AX+Yh7iwYmVM9mNGYNZQAaM78LVNH7G1Ye/TrrtibfVa1tZ8r38/ij5DAECyxxO1fUiiS36GHh2Z+hqeNoIzC87o8HZTPV7uPOhi0hJT7e48sMdVOjIcAhE7582x3ZqW6GdRbBz6sib61c/vnEGz9nrC7N3RO7E30/seE5f6ijsDlp6kTz8kNM3y6s1c8+ul0S3IAjyw5hXDb7JrRGUNsTFgQJiHGEuBVbf4I2pU8MDa6KZsAN7c/B+ju1FYqd4MX3zk5+ORHMNB1Bz6Oqb/MZycf8I+bzPV4+Ufk29iZHqB4WyGR2Bgzw5jRuyro1T7imTlzxtjst3WKGFjA8yGJiEEaYkp3HnQxVHb07lDzyfZ5bX01TstesZxfxN/BixZN2BWRcUY7FgfbGBzfWnU91fWUEmpvwLnXIhWDj8GOCOwUn/sBj2urt4Y1iVY1lAR1ejL5IfaH6gP1AMQMjzRtDjpkIpHMgwHUXXoS2gaJ+efxO+G/QavO3mvtjcsbSCvHXYXI9ILwoe+EDHjBvb4r5qWumicSptEIz3eHlITfOFG2lkLE4Ij+47n2qJzOryf84b+hqFpIxAolr76pEgD1mXJTdEF1BDQc/Rm3nezf3PM9vne1q/tHLYQpMfQgE3O6ZyFHvO8uZZHiKLwfoxSNqDP0yYEaCF9NYH89Nh9fpKO0aa+FBVNCA7PncJfx93L8QOOwbcHQ9Y3OYsbx17Ey4fdRX9frl6vFna3odXQY0VgdgdHrKIv0Lt9TSbnFsVsP0UZg+wGFSMCM2v2wjDeZw+exS0H/H6f93HBsAuYnDPV0rGpr0GZ8WPA4s7VzTXaQ/0hgfk1aULwfe26mO2zJujHqoEpij4QMwaNHGkeb9hgy3xfblQHWTrJ8+VY+9GEoDYYO8+0tL6UwrQRVoqjMGPvvHhJ55Hj0JfpZmhCw6WoaAJ8nhTOHXIWFw47mzXVa1hV84M1+5qiQJo7hcNyD2aAL0efgg17SRQz2hLOtJqq2OlDQ18Tc2JnWCY7tj1zwKHcvTJ6C3aazOg33tGMpVg1eoHTiOl/H58/jVxvFveu/gfra9rnhI9KH8GvBp9Ff18+AU1PzQtFXxVCVRTy46SFHuLQgKUnJZCW5KG2KUASGkHhsifyjSFWt56AGf3H8+qm6HdJzcqbGHYeRZmFLKxYFfX9jM4oQDgm5W3vOmT7SqPWQCikgQCPx2XVMSVdjyS3i0SXSnNIIwlBQCjWulwuxfwxVgkJQXGv0YztNRqXquACVFVBFeBSdcNVF/SzbOcafqwrZXtjBdsbdzKh9ygUBY7uN47izEFowphrFIGCatW0O4PizEHk+bKj7iQe23+C1ZwihLmIpTFURWBEYMKIcAUH9y7iX1Pu5p0tn7J052o+L1/SahiQz+1lQtbBHJJ1EAf1PpigEASFYjVIhYK6vrzexFjP99GpxJ0BAxiYkcLKHVUoIYFwY3n2McUx3c2k7NGkebxRHwQ5p3BamDGZnFPE3374b1T3ATA6o9CeUR7j84vhj4YAQsb02DmpMn3Y1cnPTGH9zlpcIY0Wt4qmCVwufZoxl6KvBacaxsyc6Fo4GhW2NVTw3I9vMHfrZ622/bUxG/vD379GmsfHb4bM4spRpxlGS1g6m5g9mq9ikOWY0ic8RX9t8ZlcsuihqG1/gC+b0wunh80642xcEcb0atXN9dQEGshNzrY+t+MGHM6x/Q9HE4IQ8O1PqxACRmeMJCggqAndcGlGGtLMoGhCN2BA75T4ib4gTg1YfqZuwBpbQiguF6gqA7z5sd2pNccipCekcsGw2dy3+tWobX5yThFT+4wNi4Rm5U2MiaG8atTpmGVzzdEdFSuGpo0gENBXABvSO20Pr5bsb4Zlp7N+Zy1NAQ3NJUBVLeOlIXCjGmkrfUkiqyEDmLflE+5c9bd27ac24OeBta/y+uaP+fvEayjuNRgh9Al8Z/SbEBMDdlz/CWH3zxh0JPO2LGr3GmB74sFxl4ZNGGXq68vyFSzeuYbFlatZW7MprJlkWNpADuw1mtMGzSQnKUt/v4ADeo0mqOnGTNM0fYkWw/E0l2vRDKNv6qsgPYV4Iu6aOAAGGlNK1QZBEwohIcjzxW727KP7jjM8TLur6IKhsxmdURC1fdx+yAVtztV2bfGZUdsHwLH9xpOXkoswjRd6jWNCVuzqDhmeXsZM3DA6O74EFo9Y+grpkUPI+WOJQsiYWcX8ERXoP6x3rnyi3cbLSVlDJad/dhPvblkE6Po6rfAI0qI4Vgp0J3FMr8GtHn/00Mspyizs8PYfGHcpk4wmLLMBpralngu/vJOzPr+Jh9e+yuKdq1t1Qq6r3cwrm+ZxykeXcP0391EXqHfoU59pyK6f6du1b/XvI171FZcGzKyDASRqIVAUeiVmkRXlaW9AH8MyKmOQVXgGQFFI9aTw0ITLoiKyRw+9nOLMQW3Won434oSwwnNHSPN4eWD8pYBjNn/02t74rNFRHVxpMsCXR6Y7GwQkeNyy/tUNSE9KICcliaAGKYo5ETNWQ4ZlxDCNmMLzG9/gvW2tU4btpSbg53+X/lWf3kmBdE8KFw4/PlqnBMC1Y85oM9OQnpDCW9P/0iEj9sC4S5kzSE8dYhj2p9e/w5T5v+f9be3v8P28fAlzPrmc9bWbAKzP2dis7TQI9HSkEGhBQIAvKSHu9BWXBgz0NAcAwZDhoSgc1feYqO/n3CGzrHy25ojAFGB0eiH/nv6XDhmxRw+9nDMGHWVv17n4nvGafx52fYc9xDSPl6cnX0d6QootBqN0HtI0hAL/M3hWh/bRFhOyptDcEgCgsHdq1LcviQ1j+vYCoKU5SEhoYWmrcOMFC8uX8M8N7V/1YVfUBPyc9smNVDfXgwL/O2oOk8yJfzvItWPOYHJOcatFbk3SE1J4+8jbmFM4fa+2Oyl7NF/PfII5g460BysDT/3wDjd/98w+jTurD/r536//wvKfV2M6C+ERmAi7NfU1dkD051jc38StATMFVh0UlidydL+joxqFpXq8nDNopuXx6KLVb40bRqUXsuCY+/daaGkeL28fdRtnDDoS1Zh4UzXWMbNmsTZem56QwltH3rbPkViax8vr0/7C5JxiwxibBWZ7HJgm4OwYTHFzRN9jCBnjU44clBu1bUtiS36mnoqqCghUZxrRuPBDmkAz7v9t3T+jtt+agJ+nfpxrzZv5zOTrOpyqP2PQkVxbfGYrfYWhKKQnpPDooZfz1pF/2aMhG51RwEPjL+WN6X8hL7VPmHP7yqaPuHnFMx065vqgn5uXPcA2fwWms6D/syNhYfwemfoa3y+zQ/vsiigi1v3l+5G/frmW2qYAfXxuml0u3IrC9sYyblz+56hs/9EJf+DYfhNQFN0TUBUFl6o4xr04liRRFOZvXcQ9q16JWE8snDxfNmcMPorfDTue9MTUVivFOo2X86szM5iPf/82d698sd2NHROzR/PguEstkempIF0IpihCQl+EOagJ/lP6CTcu+2tHPjaLP469mWzPAJoamklJSuDSSSOisl1J52Dqq6/PTZOhL4+q4FbAraq4FPi8/Ase/v7vUd1vusfHVzMfJ8PQR01zHVcseYT5+zDY/toxZ3BN8Znt1pfAzoRUN9exqrqE0voKyhoqyEvOpihzEKMzC81pDY1shrBqgtXN9Uye97uorVYxKDWfe8fdTsjoPgwKCGi6ZgNC0NQSoqmhmb6ZqZxzYMfreF2NuDZgS8p28uH6baR7FEhKsMT11c6F/H3d0x3a9jVFv+bcIbNRFX31YEUIVFVFVXRDpqDfglEaE6ZBg7L6ClZVl7C6RjdkCpDm9jGl7xiKMgrtNIb+NqsV2Zwz0F4myVSVsMdraRo1AT83fPMUq6pLdjmj9oz+4zmtYDozjDEpIc0uvGuOFGLI6CYLaMJq3338+1d58ofXOvT5/XrIbxifM5W6uia0kMbEQX05oiC7Q9uUdC6fl5TzRUk5GR4F4dCXR1VREXhcKveueoivf/o26vu+f9wlzCk8EoEeAaLAqyUfce/ql9s1bqsos5DbDz6fyTljUFWHvjRhLwxuWiHC9WV25ZpDBTDqTYQZK2N8l3nfWFT3isUP8/rmj6P6Wdx84PWMSB/haKU3jBhY+jpmZD4H982I6n67AnFtwJqCIR5buJbmkEYvXwK4FDyGZ/hV5Rf8c+OLNAT3fkn0mw/4PScNnIYKuFVFj75AN16qahgvffYAVbUjMGuFMsUeHKwqqn1fs5dNN2emMo0Xu/IQnQaMcA/RnFttZdUGSv0VpHm8pHtSbA/R8frw3Ln+d2l9BWX+CnwJXoalFerjSxQ9PfR26cfc+t1je/3Zed3JnFZwFhNyphDQNOprmwD4/aQRcVdgjnec+spKS0BDwa2qhhFTcCkw57NzYrLvXxZM48Hxl4VlOBQFaprrmb91MV9WrtadROfUUDlFFGUOYnJuEbPyJlqzf7Qrw4E9G0hkmtFqeHKO53K8zxxHqQmNojd/FfVhL+N6H8RVxVfqLfUCAppmGbH62kY8HhdXT41OrbCrEZfjwEyS3C6GZaezckcVoZYASnKiMchSZXL2FApSBvLPDS+ypp1LrBzUaxQXDD+V8dnFhIyLuLS+nLfLPmVbQwXbGnXPb4A3hzxfNpNyihmVPpDMxFTL2JixlX5XDfP8nJ4ghlGzZyLA8vis5ccdXY9WjkMTYe/TNMHojEGMzhgEOEVme5J6rlyjusXP+9u+5vVNH7GojTE2h2SNpm9yNjPzDmdW3hHkerP4y/LH2NHYvkl+R6SP4PRBZ9LPO5CgJmhq1IvLg7LSpfHqhiS5XRT368XSsp2I5iBaYoIecagqIU3QqEV/NWOTsvoK3fnSNNvJQ69TzRl0FHMGHWUZN9VYkT1MXxAWSQnh0JfDabQQegSFRit92WbO4Ww6IjU9AtOYv21xTFZ4XvLTt2ianjkJOfTc1NgCwIjc+Kt9mcS1AQOYOiiXlTuqqAkIMpI0hKISEhqqqpLny+fPB/yR72vW8umOhSzeuRR/RESW4vYyNXccB/Ueyey8aajG7PZLf1rN39e9ztKdbQ2m1B97YM2rpHt8XDX6dC4Yri83YaYmFFW/yFSjQcIUg7P7KSxtGCEua2kJxZrvNKx11ny9Y5J8hDEnGg5x6hGXxntbF3Pz8mfZspulYMxz/W/ZJ5xeOItzh57Ca9P+ytwtn/D5jiUs/3lNq8VCve5kDul9MAf1PogDeh9CUAgjRy8IBvTi8oxhfdvxTUq6IuPzslhatpOfmjWyEnR9BTUNj6pS4o/+6g8mtUG/bUQM4wRmNGRe/23oS+2YvszVLVrpC+ccjq31haLstvbdUdZUr2Fo+kijC1SPxEx9Tc2Pv+5Dk7g3YOlJCeRn+Cit9qM0BwklJeAyaj6qqs/ZNipjFMWZo7hC/S0uYE3NWhTgoKwiFPS521Ts2bLvW/McL2+c16791wT8/Hn5M7y66SMemHAZxeYs1MJMI4Ki6he5vvKxmQzEyqGrVqSmWpGTJR79hXaR2fQQDbEK00MUIByRmj6wURf3VUse4fW9nLvxlZK5zC37hOvG/I4ZA47g6H6HIdAL2+vrNhHSYGTGSAIhDU1RCIQ0glaXFDQ16N5hQe80GX11Y9KTEijuk8nKHVXQEiSU6EFVVH3oRQz3m+r2GUM8wqet0lGM8rA+S76qYtzakRpKhL5w6MvKcJiz42M5gaaTaeorbJo6R4ZEE7a+zMHeW2I08Tagz8YhsBquTH31y0iJa33FbRu9k6OG9QegqkUDoc8XJszWX6GLICSwGhaKMkcxptfosEGBmoDaQD23fvdYu42Xk9XVmzjmvat4uWRB2Bxl5vYxjJRplXRjaXuSuufnSEtgeHzC7HQibLumyJw/IpG1LgFcteThvTZeJvVBP3/69j7mlX1sfZ5eTwqjM0YzKmMkIcNY6i3Vit5WjVFoNlp7jxveb5/2Lek6TDWGP+xs1nA7Gn+Gp8a2q9RqkHBcz+E6sCfINfUAipGliNAXDn1ht6Cb27N0ip0pERFzrFr7JXxmjJCh6y0xWqkdoLS+DM3cn6YRDIVQFYVfjBoQs312BeI+AgPITUmyvcSmFoQ3yaqFmbUs1Ui/BTUNxegmFIR7dg+teZ53t37aoWO58utHSPf4mJE30aptmQVjZ+OFjrM2ZniUmhb2OktC1pxzdoRmpTkwsxx25KYJeHrd2/tsvJzcvfIJspOyKO5VRMiYk00Xk0JQ06ycvJmjb2xoBgGDs9KtBRIl3RdnFBZqCkBykh4ZqSpeVzINob1vlNoT/b05xo+1GWEBCNZUl7DNv5NV1RtRFEhL8FGcMYhRmQVkJqZZ6UEdU1/htejW48DM2hlWN2JYrQw7zahZaUb9eEwjG9Q0RmQUsLjNkkPHyUzsrTvhQtDY0AICRg3oHff66hEGDOCoYf1YV1lDdUAjPRBC9bgs42W2hyuGkQgJgaLpqT3z+fe3ftph42Vy5dePcGhOMekJPtuIOURhYrXqWhGVw3gpOIydMX5LMYyawzPVt2PXxoSx3TJ/Obd817HBlE6e+P6fPHToHWgYaQxHRBvSNGtQayCgEQpquBSFY2XtK26YOiiXdZU1VLVo9PaEEG5dXwf1PpgvKr6I+v6O7DeOkBC4FJXq5jqe+3Eub2z+mLLdRDnHDZjAhcNPYHLuGMCpL6218YrUl/W/HvnVBPysrtpodTqW+Ss4NLuIAb4cJmSNor9Pj0rNNKdAISWGC90mu726voK6vjweF8cPi//sRo8xYEluF+Pys/mipJz6xhZ8aiKKW59FW1MUFOtHV0NxqbpBAxACf7CBR9dGdzaBPy97mgcnXG53GRo1OWcB2DJqqsKmunLe27KIheUrqQn4WVi+knSPj6Jeg8jz5jApt5gZAyaQ5vZaNS5F1SM2gV4bM40XisIDq1+J2vkAbKjbzAfbPuPw3Kn2rABg1EL06W6CmqCxQW+bP7SwT1zn5nsa6UkJlr6amwOoqoLiUpmUMynqBizV42Va3/FoKLy/5Sv++M1f2zUl07tbFvPulsVMzi3m2anXk5GYai39IkBf18xcOigsw2EXwUrrtnP514/wZcXKVtv/0rE236HZRVw26jTGZRVZacRDsmLXyj4kbSRBTaPRr+trxogYr77RRegxBgxgamEuK7b/TG1TABEMEnJ5UBXFiMT0yEEvQBv3AUVV+Lx8KfVRXpH4tU0fceMB55KZmGZFXiHDEwSsnESZv4J7V7zIyyULWm3DNGQAL5csIN3j44LhJ3Dl6DlhjRrOxfEAqpvreCPKgykBFmz7lKm5Ux1RmF77CmoCTSg0NQcQAlKTEzhMDlqOO6YW6lFYRX0TvYJBQqqHYemjGJ42nB9qf4jafn43/DQ0FJ5f91/uXPnsXr9/YflKTl5wPQ8degXFvQbb6UBHBOYcB2bWsu5d+QJPff/fds2isahyFYs+XcVR/cbzlwMvJjUxlYOzikj1eKmLciv9xJwpaAIam4IIAVlpPoqye8a8oj2iicPJ8SN1z6SuKUQwqKe5zO4dgV4D0zC6etCffz9KqcNI3tv6NSGjM89Mt5mDiAUKK6s2cuS8y9o0Xm1RE/Bz76qXOOa9K6hqqtPTd8KcFspIZwj4KgarOAOsqlpLXUu9vk9AM+fEUxRaQhqBZn3c1/EjYre0jWT/cvRQvWHq58YQakhv6Jgz6Ey8ruSobH9YegFnDjmef2/6aJ+Ml8mqqhLO+ew2fm6qc3T12o1PejefgoZCdYufo9+9nPtWvrzXU0B9uO1rzvniz/zcVIcm4MwYTIg9MXeKpS9VUTg5zhs3nPQ4A5af6WNKoZ6fbm5sMsZMOI2Y8aMrhNWduKJqbUyO5avKVdbMF2a3nnn/pQ0fctS7l+/TnGmrq0uYPPe3rPx5gz2zBsb4EGB1zaZonkYYJfWbrWaNkNCNVzAUotGvF/JH9+tlrScliT/yM30ckqePO6rxNxMSgv7efOYUdnzduhSPl79NuomvK1dGZT7OMn8Fp350vaU7pxNpZiyqmus4ZcH1+jIu+8j3NZs4f+GfCQnBnMLZpERxQuyxvQ5iUMpwS19jBmTR25sYte13dXqcAQM91ZGTkkSLBsHmFj1SQDdgQSGsnLUm4LufY9M1BLDFX2FFK0GrViRYVbWRm5c91aFt1wT8XP31I1Q11+mDhg3jpY9HiV07b3ljpd3EIfTzavC3IDRIS07khBE9xzvsqRw9tJ++XpgArbEFDZiYO5XfDD1/n7fZJzmLxybdhNft46Zlj0btWFdVlfDKxg915zWs4Uj/HfjzsqeiMgD5h5pN3LvyWXweH3ePu6bD2wNIdiVzSsEZlr5SkxM5bmjPaozqkQYM4NQxBSS6VOqbNZqaWuyIAd2ImS2pWgyPQQgICXMpCr3VtrqlnvO/uD0qs1WvqS7hD0sftdKh+lxpsR2PYo71Mj+/5uYQwWAIl6rwqzicDVvSNqa+agMaSiBESAgm5kzhloNuIStp75Y0OqDXKJ6dejdDUgt5p+xjtje0b+qy9nL/qpes8VPCSCdqwBflK3it5KOo7eeljXNZunMVB/Yu4oYDft+hbSW7krmy+I+kKL0sfZ0/bkiUjrT70GMNWHpSArNH6fWwhqYgzS0h60deE4qVdjMbH2KBACsyChjpi6fX/TeqBubDrYv5smIlQU3P6QeFYHh6QdS2H0mvxN7WVDaBoEZTYzMAJ4weKLsOexBOff3kbyEY0PXVLzmf+8Y9wK8GncXAlN13yk3OOYQHJtzIwxNvwuf2IYBPtu/9kil7osxfwcId31lOpJluf3rd21Hf1ztln6AhOG7ANP44dt+M2PD0EfzpgL/QJyGPpsZmVEXhzIOHkOR2RfdguwE9qgsxkmHZaRxizOXmb2hBVVSSElzGyHlAg3zvwJjtX+i7QGj6XG6aJng2BqJ5fv07HJRVbI0Di+V4lER3CiEBLSGN+nojL9+/NyOy02K2T0nXxKmvhsYWVJeKx6Xr6+j+xzBjwLFUNe/kp5adrK1ei6IopLp9DEkbyNC0AtISUqwuYRXdqHxevjQmxzp/62IOyS62uhFrW/x8sA/ri+2JeWWfcOmoX+Nzp3DsgCMYkzmKO1c8xnc/r9nje5PdycwZ9CsOzZlKc1Cjvk7vZjxmZB4DUqPTJNPd6NEGDPR8fXMgxModVfgbmlDUJBI9LmuprUS3F687eZ+WXdkTh2QXETRm2giFNNbXbop6iy3ok/Da02IJDus7gb99/2rU9wPQ35tPiykuAUOy05k1vH9M9iXp+jj1VV/fhNeXRKIRKSgKZCZmkZ2czeiMUbgUBdVYDFM1hrEgjBWfgY11m2J2nGuqSvSuQ6OVflX1xpjta13NJsb2LkKgkJ2czb0TbuKHmo18sOVTNtRtYmPdZhqMSbFHpo8gP3UgvRKymJx7GB5Xcpi+Jg/px4F9MmJ2rF2dHm/AAGaP0tu6TZG50pJBVUEI3IrCwb0P4fPyz6O+3wN7j7Kmq1IUhQ+2Lor6PgDqAn6+3rmSg3oVgaIwNK2Avt5stjdEd3LRiTlTCGqCOkNchVnp/LI4dhGspHswe1QeTcEQ63fW4q9vQrX0BS5FnwHHXlVLT3O7zPmYjLkJVUWhrqU+Zsco0NP4ZgS2qDI2Q00Alv28huJeo+12faFRmFLAecPz0YQ+6D+kYdfjjcUpg5oI01d+7zQOi+OZ5ttDj62BRXLUML1zShPgr28iKDQ0oQ/CndJnStT319ebzcHZY6xGkZCxYmusEM4hAsDMvCOivo8j+h1Lba0urrTkRE7sQeNRJLtn9qg8clKSCAlo8jfptSZj/KPZAWx2y5oz4phdwZ3VUKU5amCxXOdXGOcYNM7frE2bw080oRBCWMbLbsCCOkNffdJTOGtsQcyOsbsgDZhBktvFWQcN1tvrQ4K62kaagxohYGjaSEakR3dm7fOHn2617IaMaZ6WxGiAMehpxJCwx5mdN+x0+nij571NyJ5CWjALoQkyvIn8ZlzPLCpL2sapr6agwF9v68v8cbaHX5gRR7gRS3bFdvxgSGjW4P/YmS9nZKURQhDQNN14a6ZhE4Q0w6ijG7pASFBT40fTBGnJiZwxVmY2QBqwMJwiC2pQV9dAc1A3MucNuwCvOzqF0ql9xnFc3jQrfWiOOxuaHrs28yGpBfb4NuP2tkOuJcXd8UGV/X35HNP7FwhNkOlN5NxDpPGStCbcSYR6h76CQhB0RlyOtJk+nlBQkBq7H+1hGQVGF6KwllGJFdmJ2ZbBNvdnGyth/W0atZagRm2tH6EJ0qVzGIY0YBGYIsvP8OnpxLpGGpuDZCZmc82Y6zu8/SFpBfzxgIutcSca9jiwaI7Qj8Tn8TmWG9eN2OC0Qn4/6pwObbdXYm9O6nMWyaqPvmlezpHGS7IbnPoKOfRl/qCbP+ohzPSaOSOO/mNenDkyJsd1UFaxPSOH0BezjRXZyVmGwbaNs2W0BWHPNTYHqa31g4DcNC/nSX2FIQ1YG5giK+6Tqeed65tobA7SzzuQi0ddts+R2OC0Ah6ceBMpnhTHyH97Jo4hMYzABqUVWDN9WB6fEBzV/wgem3w3g/bBu+3vzePiguvol5jHyJwMabwk7WJX+rJ+uHFGXtj3gfHZ46J+PCkeL4f1nYCmYBmxA3rHxoD53F5GZoy2F9EVAk0xGjRwRqDQ0BSgwd8EAoZlZ0jj1QbSgO2G2aPyKO6TCUC9vwm/v4nizIO5a9wDHNP/2L3a1tlDT+W+Q/9MstvnmDjYsUKyojA2MzbLLQxJLzCMppFjtzxa3ZDlpwzkoUl385vh/4O3HSnFZFcyJ/Q7jYsL/kiyy8eBA3pzYlHPWL5BEj0i9dXobyJgdNpZ6UTCI7LZ+ceRkxzdzrvTBx9vNVJZE2ADM/OmRXU/AONzxlmz/phGOhAyz1PXY0DTqK1v1I0XcOCA3pxSLPXVFoqIZbtNnLBiexUfrttKc0jDoyr40rx4XArra9by4db3KPWXsrOp9fQ2OclZTMgex4kDZ9LXl4Oq6GvBqqpxa93XW/ZVReG2ZY8wv+zjqB7/NWMv5pgBR+idVsas2yFrpWRhpTMFCtsbyimp20xJ3SbWVK2lsqmChmAjeb58eiVlU5RxIIM9I9E0gVtVOHb4AMb0zYzq8Up6Fk59JbgUklO9JLhU3Ma4MJeioCBwqyqKAksrl3L3ivujsu8h6QU8P+1B9OS6ghAa5tLL2/3lnPrh76KyHwCv28s94+8gKznbmuknGNKsTEwIaAmEqK9rQNMEHlXlmOH9pb52gzRg7aS8vol31pRSUa97RT5vIsnJCZbIVAV+qFmLin795yZl08ebi8s0TqpiGyxFN14IjMf1xSsRUNFYwZwFF0XtuHOTs/jntMftSA8cS7YY8zGac8AZ6UzNSGNE3jY0NNHY2AJAL18iJ44eSG5KUtSOVdJzidRXijeRpOQEa3CzyzBkqqKgAv9Y/zzzyuZ3aJ8pHi8PT/4LQ9IKjHX4BOaK5ua6YM/+8DLP/hCdQf+/HHQKpxSeGqEr42+gwd9MozH1Wm9fIr+Q+toj0oDtBU3BEB+u28bKHVUAJHlcJKck4XG5UBG4VBUVcBkRlkvVV3pWVV10qqKgKI7IyxCNFYEZtx9s+YS7v+v4jNs+t5e7Jtyk178E4UbMmb40xr+0ZcRCRotvTU0DWkgfiTMqN4Njh/eX+XhJVInUl8/jIiFSX1ZEBk+sfYJPt3+2T/vyub08OPlWBqcVoCqqIwIT9oLMgEDwf0vuZOGOJR06t8P6HMbvRl1kNVDtTl/FfTI5alg/qa92IA3YPrCuspYP1m+ltklfoDEx0Y3Pl4RHVS3jpSoKrghjpSr6WGVFUXAZxksxvUrD49ONnMK93z3CB1s+6dBxXlH0e440UofgjMBE2JpHphGzFr/ELKDr8xkGmoMA+BLdzBg2gGFyXkNJDInUly/JTaK3bX3NL5vP8+uf36vtD0or4OqxFzMkbZAVeVkrMRu3YA5m1mcCuXf5o3yw9ZN9Op/D+hzGb0ddZC/0KtrWV0qih2OH9Zf62gukAdtHmoIhPi8pZ2mZXvtSFUhK1tOKHpeKIggTm0obtS9j5g1nmhHsdOKLP77CC+tf2+tj87m9XFZ0EYf2mYCm6V+v02CBWbCOiMCMmlhQEzQ2GukM4+o4JC+LqYW50iuUdAqR+nKp4EtOxJOUgEdV7QwH8FNTJf/e9Aaf7SEay0nO4szBp3F03nQwnEvTaRRgTCNl1sAMI2a8VwjBCz++yot7ocespCx+NfRsDs4ebw2ZMfXV1NhMg9RXh5EGrIOU1zfx4bqtlFbr63epKiQnJ5GU5MEd4TGaEZgZceGIuFQjBW8aOV1QsLj8a/6+9lkqGtu3BlJR5ijOHfFrClMLLWMljH9W2pDwCMxajyyk0dQUoKGh0RJWXoaPo4f1l7l4yX4hUl8uFXzeJDxJCbhVPZNhpukbg/V8X72W0np9MtzKxgoK0wrxuX0U9x5NYape61IwZm2zas8CRVEd6UO7FmYijOancn85L214jcUVS6wJdyPJSsri4OxDOLHgFL3r2JjTMSD1FXWkAYsSpVV+Pi/ZEWbIPAkevMlJJHhcusfYRhciCCOdaN7XDZeZahSGOD8q+4jFFUtYXNE6F+91exmfM45p/Y9gVMYoUBQ0TUMxp8UREUbMGO8C+jiUQEjQ4G8k0BKw0o35GT6mFvYhPzO20/dIJO0hUl8uFZISPSQkRehLaSPD0Q59YRgooUXWwIxbIUDR9WPqa031GsobKqhsqiTZ5WNg6kAG+PLxelL2qK+8DB+HSX11GGnAokyk0AA8bpXEpPCuKlVRUcwaGLqIhLAbPczlXGwP0c7R17fUsal+M0IIRvcqsnP2GJP2GmJ0LqHibJnXjElCm5paaGxostKMIA2XpGvTlr4S3CoJYfpS7AapfdCXs/YFpjET7dCXnYaX+uocpAGLETVNLXy+sdzqqDJxuxQ8CQkkJydanqPuATpuDc9RcXiOrQrMjuUnwPQM7fRHSNNQjEUyTaMVCGo0NjbR0hwIExXonU9TB+XKVZMl3YLd68tDcnIyCR59ngYrAlNtY2VGYAiBYtSgFUU3QvqoMwPTSKErzVzs1lwCyZy5QwgMfTVKfXUi0oB1Ausqa1mx/WfW76xt9VyCx01CogdPogcVRTdqZmcURndiWIuv0zM0ZWWnCUEXVzCoEdI0Ai1Bmlv0Jd0jGZqVxpi+vWTXk6Rbszt9uVQFT6KHxIQE3G6XQ1+EG7EIneFMIzp+Is2lVoJBjZZAkJaWAIGW1gYLpL46A2nAOpGmYIh1lbWUVtVTXt9oDdqMxOVSUFUXHo9br5cZXYlmhOWMxEwCoRBaUCMUCrUpJoCclCTyM1PITUlmWHaa7HiSxBXt15eKqqpSX3GANGD7kaZgiNIqP5ur66moa6QpGNql6PaWnJQkktwuS1D5mT4pKEmPQuor/pEGrAtS09RCTWOA8npddO0hye0iNyWZ9GSPzLNLJLtB6it+kAZMIpFIJN0SuZyKRCKRSLol0oBJJBKJpFsiDZhEIpFIuiXSgEkkEomkWyINmEQikUi6JdKASSQSiaRbIg2YRCKRSLol0oBJJBKJpFsiDZhEIpFIuiXSgEkkEomkWyINmEQikUi6JdKASSQSiaRbIg2YRCKRSLol0oBJJBKJpFsiDZhEIpFIuiXSgEkkEomkWyINmEQikUi6JdKASSQSiaRbIg2YRCKRSLol0oBJJBKJpFvS6QZs8eLFnHfeeYwfP54hQ4ZwwAEHcOGFF7J8+fK92s4PP/xAYWEhS5Ysic2B7ke6+7n961//orCwkJdffjns8S+++ILjjz+e4cOHM378eO666y6CwWDU93/hhRcyc+bMqG+3OyD1tWe6+7lJfdl0qgFbtGgRv/rVr8jIyODee+/lzTff5O6772bnzp2cccYZrFu3rjMPZ594/vnnufrqq/f3YXRZKisrueeee1DV8Evr+++/57zzzmP06NE899xzXH311bz44ovceeed++lI4w+pr/hH6iscd2fu7Pnnn2fo0KHcf//91mNFRUVMmjSJk08+mSVLljBs2LDOPKS9ZuXKlfv7ELo0N998M4cffjiffPJJ2ONPPvkkQ4cO5Y477kBRFCZOnEhLSwu33HILl112GWlpafvngOMIqa/4R+ornE6NwAKBAC0tLa0eT0lJ4f333+ess86yHtu+fTuXXHIJY8eOZdiwYRx77LH85z//aXO799xzD8XFxa22/cQTTzB8+HDq6uoA+O9//8sJJ5zAqFGjGDduHLfeeitNTU3W6y+55BIuvvhiXnvtNaZPn87o0aOZPXs2y5YtA2DOnDm8/vrrvPHGGxQWFrJmzZpWx3LKKafw61//utXj55xzDieffDIALS0t3H777UycOJGhQ4cyefJk7rnnnl2G+08++SSjRo0Ke2z79u0UFhayYMGCsGN/7rnnmDJlCiNGjODcc8+lqqqK2267jfHjx3PAAQfw5z//GSGEtZ1Vq1bxP//zPxx44IEUFRXx29/+lq1bt1rPNzc3U1hYyCOPPNLmsTn55JNP+OSTT7j++utbPffFF19w9NFHoyiK9diRRx5JIBBg8eLFbW7vxx9/pLCwkM8++4wzzzyT4uJiJk2axFtvvcXy5cv5xS9+QVFRETNnzuS7777b4/HFO1JfUl89TV+dasCmT5/Ohg0buOiii1i+fDmaprX5upaWFs4++2w2btzIk08+yXvvvcdxxx3HVVddxQcffNDq9ccffzz19fV8+eWXYY+/++67TJs2jdTUVD744AMuu+wypkyZwrx587jnnnuYN28ef/zjH63Xu91ulixZwvLly3nnnXf45ptv6NWrF3/4wx8A+Pvf/05RURHHH38833zzDcOHD2/zWL788ktL1AB1dXV8+eWXnHDCCQD86U9/4tVXX+WGG27gww8/5A9/+AP/+Mc/uOOOO/b+Q4049p9++omPP/6Yt956i88//5yTTjqJwsJCvvrqKx599FGef/55PvvsMwC2bdvGGWecgaqqvPTSS7z44otUV1dz1llnWT9Wqqoybdo0CgsLd7v/xsZG/u///o+rrrqKPn36hD3n9/uprKwkPz8/7PG+ffuSkJDApk2bdnlOAPfffz+33nory5cvZ9y4cdxwww3cf//9PPnkk3z77bdkZGRw00037cOnFl9IfUl9OekJ+upUA3bGGWdw7bXXWl/82LFjOffcc3nxxRdpbGy0Xvfpp5+yYcMG7r33XiZMmEBhYSFXXHEFBx98MP/4xz9abXfEiBEMHjyY9957z3ps69atrFixgl/84hcAPP7440yYMIFrrrmGgoICjjjiCK699lrefPNNtm/fbr3PvFC8Xi9JSUmceOKJbNiwgcbGRlJTU3G73SQkJNCrVy9cLlerY5k5cyahUIiPPvrIeuz9998nFAoxe/Zsqqqq+Pe//81ll13G7NmzGThwICeeeCLnnHMOL730UpsedHsJBAJcdtlleDwehg8fzvDhw0lISODMM8/E5XIxZcoUevXqZXm2//rXv1AUhYcffpgRI0YwZswYHnjgAUpLS5k3bx4AHo+HZ555htmzZ+923w8++CBpaWltesf19fUApKamtnrO6/Vaz++K2bNnM3jwYFwuF7Nnz8bv9zNnzhxyc3NJSEjguOOOY+3ate36jOIZqS+pr0jiXV+d3oX4u9/9jiVLlvDkk09yyimnUFZWxg033MD06dNZv349oOfBExMTGTlyZNh7x4wZ02ZaAXTP7IMPPrC8zvnz55OSksL06dPRNI0VK1YwderUsPcceuihAGFfzsCBA0lKSrLup6enA1BTU9Ou88vJyWHChAlhYp8/fz6TJ08mKyuLtWvXEgqFOPDAA1udW2Nj4y69pfaQl5eHx+Ox7qempjJ48OCw16SkpFje67Jlyxg7dmxYfrxfv37k5+fv8nNui7Vr1/Lss89y++23t/mj01EGDRpk/W2K1HleKSkpNDc3d+jHKV6Q+pL62lu6s772yziw5ORkjj76aG666SY+/PBDXnzxRRoaGrjtttsA3aPw+Xxh+VwAn8+H3+9vc5uzZ8/mp59+YunSpQDMmzePGTNmkJiYSGNjI6FQiAceeMDynIYPH87hhx8OQEVFhbUdp7icOPPae2L27Nl88sknNDc3U19fz+eff255qqY3lJKS0urcgF2eX3tISEho9VhiYmKrx8xzqa+vZ+HChWGfyfDhw9m8eXPYZ7I7NE3j+uuv56yzzmLs2LFtvsYURW1tbav3+v3+PRaY9/a8ejpSX1Jf5nvjXV+d2oVYWVmJ1+u1LiaTiRMnMmPGDD7++GNA/0L8fj9CiDCR1dfXtxkmg+4xjBgxgvfee4+BAwfy7bffcvnllwO6oN1uN+eeey6nn356q/dmZWVF6xQBmDFjBjfeeCOfffaZVcQ+5phjrHMzz8WJMw0QCoXCnov8oQHCiuP7SmpqKuPGjeP2229v9Vzkd7Qrtm/fzvLly1mxYgXPP/+89bgpvLvuuotly5bRp0+fVt5vWVkZgUCAoUOHdug8JDpSX1JfTnqCvjrNgO3cuZOJEyfy+9//nquuuirsOSEEGzduJDs7G4Di4mKam5tZtWoVxcXF1uu+/fZbxowZs8t9zJ49mzfeeINBgwaRlZXF5MmTAb1QWlxczJYtW8JC45aWFnbs2GGlMdrLnjyR3r17M2nSJD7++GPq6uqsQjfAyJEjcblcLF26NCzN8e2335KamkpBQQEbNmwI215KSgqNjY0EAgErhRGNnPQBBxzA66+/Tn5+flhqZOPGjeTk5LRrGzk5OcyfP7/V46eccgoXXHABs2bNAuDwww/ngw8+4KqrrrJ+MN5//328Xi/jx4/v8Ln0dKS+pL56or46LYWYlZXF+eefzyOPPMIf//hHFixYwDfffMO7777L+eefz9KlS7nooosAOOKIIxgyZAjXXXcd3333HaWlpdx9992sWLGC888/f5f7mD17NiUlJbzwwgvMmjUrLF984YUXMn/+fB5//HE2btzImjVruOqqqzj11FP3WOR0kp6ezurVq1mzZg1VVVW7PZbPPvuMzz77zEpvAGRkZHDaaafx2GOP8cEHH7B161beeOMNnn/+ec477zyrM8iJ+SPz2muvAboA/vnPf7b7mHfFWWedRUNDA1dffTVr1qyhpKSERx55hGOOOcZqmw0EAlx44YXMnTu3zW04C9rOf6qqkpuby5AhQwD989+0aRPXXHMNX331Ff/85z958MEH+e1vf7vLtFJHqK+v59NPP231b8eOHVHfV1dA6ktH6qtn6atTU4jXXXcdQ4cO5dVXX+Xaa6+lurqa1NRUxowZwz/+8Q8OO+ww/aDcbp5//nluvfVWzj77bJqamhg2bBhPPvkkkyZN2uX2Bw4cSFFREatWrbLy/SYzZszgwQcf5PHHH+eBBx4gNTWVgw8+mJdeeqlVvnx3nHPOOVx55ZWceuqpPPHEE9YxRzJjxgz+9Kc/kZyczPTp08Oeu+mmm/D5fPzpT3/ip59+om/fvlx66aXWD0wkRUVF/OEPf+DBBx/kjjvuYPjw4dxyyy3MmjVrl63S7aF///689NJL3HnnnZxyyim43W6GDRvGU089ZXmvmqbxwQcfhHnq+8KgQYN47rnnuO222/j1r39Nr169uPDCC7n00ks7tN1dUVZWxjnnnNPq8XvuuYdTTz01Jvvc30h96Uh99Rx9KaIrVuYkEolEItkDcjZ6iUQikXRLpAGTSCQSSbdEGjCJRCKRdEukAZNIJBJJt0QaMIlEIpF0S6QBk0gkEkm3RBowiUQikXRLpAGTSCQSSbdEGjCJRCKRdEukAZNIJBJJt0QaMIlEIpF0S6QBk0gkEkm3RBowiUQikXRLpAGTSCQSSbdEGjCJRCKRdEukAZNIJBJJt0QaMIlEIpF0S6QBk0gkEkm3RBowiUQikXRLpAGTSCQSSbdEGjCJRCKRdEukAZNIJBJJt0QaMIlEIpF0S6QBk0gkEkm3RBowiUQikXRLpAFrg6amJp544glmzZrF2LFjGTJkCBMmTOCKK65g69ate729q6++msLCQm655ZYOH9uWLVsoLCyksLCQ2traDm9vb2hsbGTUqFEUFhYyZMgQqqqqOnX/kvhg27Zt3HzzzUybNo2RI0cyfPhwpk+fzp133klzc/Neb2/KlCkUFhby/vvvd/jYXn/9dQoLC5k5c2aHt9VeDjzwQEvT5r9Ro0Zx5JFH8sADD1BXV9dpx9LdcO/vA+iKXHHFFbz33nskJCQwZswYXC4Xy5Yt46233mL58uXMnTsXn8/XKcdyzTXXMH/+fFasWAFAUlIS06ZNA8Dt7tyv76OPPqKxsRGAUCjE+++/z+mnn96pxyDp3tTU1HDmmWeyefNmMjIyOPDAA6mrq2PVqlX87W9/Y9u2bTz88MOddjyHH344w4cP58knnwSgb9++TJs2jfz8/E47BpO8vDx69+4N6J/Txo0befjhh1m6dCkvvPBCpx9Pd0AasAh+/PFH3nvvPQDefPNNRo4cCUBJSQmzZs1i8+bNfPzxx8yePTvmxxIIBKxjMcnKyuKZZ56J+b7bYu7cuQAMHz6cH374gXnz5kkDJtkr/vvf/7J582b69+/P/PnzSUlJAeCtt97iiiuuYO7cudxwww3k5ubG/FhWrFhBaWkpw4cPtx6bPHkykydPjvm+2+Kyyy7j1FNPte4/99xz3HzzzXz55Zds27aNfv367Zfj6srIFGIENTU11t9ZWVnW34WFhcybN48VK1aEGa/y8nKuueYaxo0bx9ChQ5k8eTK33nrrbsP+RYsWUVhYyJgxY8IeP+mkkygsLOSFF15gwYIFDBs2jNraWurq6igsLOS2227bZQpx+fLlnHPOOYwZM4bhw4dz7LHH8txzzyGEsF5z8MEHU1hYyNKlS7nhhhsYO3YsxcXF3HHHHYRCod1+Lo2NjXz88ccA/PnPfwZg4cKFMo0o2StMfSUnJ4dlMU444QTef/991q5dG2a82nNdR/Lggw9SWFjIhRdeaD3W3Nxs6WbDhg3cdttt/OIXvwDggw8+oLCwkAULFuwyhfjmm29y/PHHM2LECEaPHs2cOXP47LPPrOfXr19PYWEhRUVFbN26lbPPPpsRI0Zw6KGH8uabb+7TZzVlyhTrbzPzIQlHGrAIBg8eTGJiIgCnnXYazz77LGvXrkXTNAoKCkhNTbVeW11dzcknn8xrr71Geno6J5xwAqFQiGeeeYZf//rXezQKuyM/P98Skcfj4dxzz2X8+PFtvvabb77h9NNP59NPP2XUqFEce+yxbN68mZtvvpm77rrLel1CQgKgG6Dy8nKOOuoo6uvrefLJJ/n3v/+92+NZsGABTU1NDBs2jIkTJ3LwwQdbaUSJpL2MHj0a0DMdZ555Jv/+97/ZunUriqIwdOhQ6xqF9l/X+8L48eM58MADAT11d+655+4ybfj3v/+dK6+8krVr1zJ9+nTGjRvH4sWLOeecc1iwYAFga6uhoYGLLrqIvLw8DjzwQMrLy7nqqqvYvHnzXh/jwoULAcjNzd0vKc3ugDRgEWRkZHDzzTfjdrvZtGkTt9xyCzNnzuSggw7i6quvZuPGjdZrn376abZt20ZBQQFz587lvvvu48033yQhIYFly5ZZF/e+MHToUM455xxAr3vdeOONHH300W2+9s4776SlpYUTTzyRl19+mYcffpj7778fgKeeeoqffvoJAJfLBeiCeOqpp7jvvvssL/Sjjz7a7fGY6cPjjjsu7HbevHn7fI6SnscRRxzBaaedBuiZiP/93/9lypQpTJ06lbvvvjssq9De63pfOProo61a8ogRI7jxxhsZOnRoq9fV1dXxwAMPAHDbbbfx2GOP8dxzz3H22WcjhOC+++4DbG0JIZg9eza33347//rXv+jXrx9CCD755JM9HtPDDz/MSSedxEknncSRRx7JTTfdxMCBA/nrX/+Kx+PZ53ONZ6QBawPT67vmmmuYNGkSycnJ1NTU8MYbb3D88cezevVqwPaQjjnmGCtq69OnDwcddBCA1XgRSxobG/nmm28APQ1jMmPGDFwuF6FQiLVr14a9Z8aMGdbfZhqzoqJil/toaGiwBGgaLnMbMo0o2Vvuuusu3nrrLS644AKKi4txuVxs2bKFxx9/nBNPPJGGhoZ9uq5jwbJly6z0nfM4Zs2aBcD3339PS0tL2HtMbbhcLivi3J2+TMrKyli+fDnLly+3HOVQKMTnn39OIBDo+MnEIdKA7YJ+/fpx0UUX8cILL/Ddd9/x6KOP0qtXLxoaGnjqqacA+PnnnwHIzMwMe2+vXr0A2L59e8yPs6amxqoHOI9DVVXS09PbPI6MjAzrb9Pwapq2y3189NFHNDU1AXDllVcyc+ZMLrjgAlRVlWlEyT4xZswYrr/+et5++22++eYbrrnmGlRVpaSkhP/+97/7dF3HAlPjiYmJJCcnW4+bGhdCUF5eHvaevdWXyT333ENJSQklJSX88MMPvP7664RCIR566CEef/zxjp5KXCINWARr1qzhxRdftBoWQK9BzZo1izPOOAPQPSWwhVVdXR22DTO14byQnSiKAtBqzMu+pETS09Ot7TmPIxgMWvd3dRzt5Z133rH+Xrt2rfXPFKVMI0ray+eff87TTz/Njz/+aD2Wnp7ORRddZNWkysrKOnRdt6WvfU03mhpvbm62nLjI7XVUX22RkJDAwQcfbDWMtScF2RORBiyCefPmccMNN3Dttdeybt066/H6+noWL14M6EVf0PP5AB9++KGVRti2bRvffvstAFOnTm1zH2Z3Y0tLC+vXrwd0w2AaRhOnEHfVEJKcnMyECRMAu04FMH/+fDRNIzExkXHjxrXz7FvjTB8+//zzlodYUlLCf/7zH0CmESXt56GHHuIvf/kL//d//xdmmEpKStiwYQOg66sj17Wpr7Vr1xIMBgFaDUcBW19+v3+Xx3vQQQeRlpbW6jhMp27s2LFhjV3RpKmpia+//hrAGm4gCUeOA4vgnHPOYe7cuWzatIljjz2WvLw8kpKSKC0tpbm5meTkZKs99/zzz+eVV15hw4YNnHTSSYwePZpPP/2UQCDAYYcdxuGHH97mPgoLCxk4cCCbN2/mwgsvZNq0aXz44YcMHjzYEjFgtRO3tLRw3nnnceyxx3LYYYe12t7111/PySefzOuvv85PP/1EWloa8+fPB+DSSy/tkIe4YMECmpubSU9PZ+LEiWHPHXDAAfTr149t27bJQc2SdnHddddx9tlns2jRIiZMmEBeXh6hUIjNmzcjhGDw4MFWrWlfr+vDDjsMVVWprKzk7LPPZvDgwXz77bckJCSE1av69OkDwOLFi7nqqqus5hInqampXHHFFdxyyy3ccMMNLFy4kJ9//plPP/0Ut9vNddddF7XP5uGHH7YGLAeDQTZv3kxdXR1ut5vf/va3UdtPPCEjsAiysrJ47bXXuOiii6zpkkpKSujduzcnnngib731ljW42efz8frrr/OLX/yCHTt28J///IfExEQuvvhinnzyScvDi0RVVR5//HEOOOAAduzYwRdffMEtt9xiDag0RZaXl8f555+P1+tl6dKlu8z5FxcX89JLLzFp0iQWL17M/PnzGTJkCPfccw8XX3xxhz4P0+s85phj2pz5wyxYO71TiWRXHHLIIfznP//hlFNOoU+fPmzZsoXt27czaNAgLrzwQl5//XWr1rSv13VeXh4PPPAABQUFLFu2jA0bNvDYY49ZUYypr5kzZzJlyhRcLheffPLJLiOxc889l7vuuotBgwYxd+5cli5dytSpU3n55Zc59NBDo/bZOJs4Vq9eTXJyMkcffTT/+te/9tvg6q6OInY3IlAikUgkki6KjMAkEolE0i2RBkwikUgk3RJpwCQSiUTSLZEGTCKRSCTdEmnAJBKJRNItkQZMIpFIJN0SacAkEolE0i2RBkwikUgk3RJpwCQSiUTSLZEGTCKRSCTdkv8HUq7QxfxmIigAAAAASUVORK5CYII="
[ "neither; their concentrations are the same", "Solution A", "Solution B" ]
null
0
math
pre-k
tall-and-short
true
false
Which tower is shorter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHAAAAEVCAYAAAA4rmEWAAAVIUlEQVR4nO2cWZBc1XmAv7v1Nj2rNFpmECBAmBjv2HFsVzZb4SExtlNe4jy4Ko5xpUJRScpOUYlNMDgQG9siMTZ2ZCJip7yo7HIAgXFAECGzCwuEzcgRWmE0o2U0ml5v993OyUP3tEZiRjPT09Nzjzjfy0j33r7ndH997vn/s7QhpZRHfdjnQjGCUKKJMbYBnRasy8DKBBhHPSl3FJa6WppmeGcX2Hvd2n9WJ+B1HTW7mvhSjGBPGY748JILZiGsndDy1KDTqrk...
0
math
algebra-2
outliers-in-scatter-plots
true
false
The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUYAAAFGCAYAAAAW1zbwAAAm5ElEQVR4nO3dfXBT150+8EcvloSRZCzAGUMAlchQQxxTHGSURFPIFDXT0l+naQgmb23ktGWdGOh2SMkuHbxslo4CZRoClDBtPZnduoHQJM1mMoFMN8RbMLZSLy7YJBiCAsEUK8hgX0Bv9v394fgGXdtgzNEL+Pn8g+7RRd8jAw/nvp2jkWVZ/kcUOHYJ6OoG4jKIiEYUvQaw6ICCbOA2A6D5R0SWGzrT3S0iosxQagX0rZd6N/INwPTRvalJRDSSdHUDH18EzkS...
1
math
kindergarten
subtraction-sentences-up-to-5-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "4 − 1 = 3", "5 − 1 = 4", "4 − 2 = 2", "5 − 2 = 3" ]
null
1
math
calculus
domain-and-range
false
true
What is the domain of this function?
"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"
[ "all real numbers", "$\\{x \\mid x \\geq 0\\}$", "$\\{x \\mid x>0\\}$", "$\\{x \\mid x<0\\}$" ]
null
0
math
kindergarten
equal-sides
true
false
Which shape has 3 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHT0lEQVR4nO2d224TVxSGlxPggkIrVVWrPkCLVPW24qZv0rfobR8AIiBcEFSJwxVnCBK5IIkUlAhBiARSAQsSp8Z2QGCTKHEsbEdmOpnphaFNgolPe9Zea+//u8nBh9lKvtgzK/P/k4rjOH4bEL3YIKpuEoUxAdA3e1JEBweJfthP9N0+otTb93H88J3tZQGXOfwl0Z7sRvOL7/cRHfqiaSEA/VLdJFqsE5UCor83iAbehc0bIBkwycHBplNERLVNooHNLTcAYJK...
0
math
algebra-2
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Cosines", "Law of Sines" ]
null
0
math
grade-4
decompose-fractions-into-unit-fractions-using-models
false
true
How do you write 5/9 as a sum of unit fractions? Use the fraction strips to help.
"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"
[ "1/9+1/9+1/9+1/9+1/9", "1/9+1/9+1/9+1/9+1/9+1/9+1/9+1/9+1/9", "1/5+1/5+1/5+1/5+1/5+1/5+1/5+1/5+1/5", "1/9+1/9+1/9+1/9" ]
null
0
math
grade-2
identify-multiplication-sentences-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "3×2", "2×5" ]
null
0
science
grade-6
identify-rocks-and-minerals
false
true
Malachite has the following properties: fixed crystal structure solid found in nature not made by living things pure substance Is malachite a mineral?
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"
[ "no", "yes" ]
null
1
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does h(t) change over the interval from t=1 to t=3?
"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"
[ "h(t) decreases by 6", "h(t) increases by 600%", "h(t) increases by 3", "h(t) increases by 6" ]
null
3
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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"
[ "nonlinear", "linear" ]
null
0
science
grade-3
compare-properties-of-objects
false
true
Which property do these three objects have in common? Select the best answer.
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"
[ "shiny", "rough", "translucent" ]
null
0
math
grade-1
subtraction-sentences-using-number-lines-up-to-20
false
true
Which subtraction sentence does this model show?
"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"
[ "11–8=3", "9–6=3", "9–7=2", "10–6=4" ]
null
1
science
grade-4
compare-properties-of-materials
true
false
Which is the stickiest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABDtElEQVR4nO29d5gdd33v/5p++p7tVWUlrYrVLXdbrriCAVOuCQECSSi5IQkhP2q4cOEH3OBAHJ4kEJMQbMLFhgtcSIINxsY2riqWJUuyelmttp4tp58z/f4xM2ePVrKsXbUVnPfzzDOzc+bMmZl9z+fz/dSvsCnjukuiEJeooYZzipwNewowaEC9DNckvf1ijZA1nC/EJVgS9bbz9uR+sUbIGs4nAv6Z7uQ+8fxcSg01vDpqpKxh1qFGyhpmHWqkrGHWoUbKGmY...
0
math
algebra-1
model-and-solve-linear-equations-using-algebra-tiles
false
true
Which equation does this set of algebra tiles represent?
"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"
[ "– 2x+8=12", "– 2x–8= – 20", "– 2x–8=12", "– 2x+8= – 20" ]
null
0
math
pre-k
ordinal-numbers-up-to-tenth
false
true
The first picture is a boat. Which picture is second? first
"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"
[ "bucket", "boat", "crab" ]
null
2
math
kindergarten
subtraction-sentences-up-to-5-which-model-matches
true
false
Which picture shows 4 − 1 = 3?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARIAAABKCAYAAAB3ndsNAAAMvklEQVR4nO3deVCcdx3H8fdeLGcgLDmbcBWaQJrm0FLRWkgPCfFonEQnWo/8YRzHo+0f/uXRxDpjddQBHWc8Ok5Q21o10ZrENq1txJYUGpMGUhIk3M1COZdjF9hd2H38Y2VpyLK7D88eUb6vGf54dn+/3/P77s5+5rl4Hp2iKEq/G9qnwO6BWQUhhAjKqIM0AxQmw5oE0PW7FOXcRLynJYT4X3XXCjC2TfkW1iXAphRfygghRDB2D7ROwjtuuDoF+olZ3xsSIkK...
2
science
grade-7
identify-rocks-and-minerals
false
true
Diorite has the following properties: no fixed crystal structure naturally occurring coarse-grained texture solid not made by organisms not a pure substance Is diorite a mineral or a rock?
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"
[ "rock", "mineral" ]
null
0
math
grade-3
choose-the-appropriate-measuring-tool
true
false
Which tool would you use to bake a cake for the correct amount of time?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACnCAYAAADzJ6XqAAAfEklEQVR4nO2de3gV1b33P2v2JXvvZO8ASYBcsKAC4elzKkQIYPGKfXoOolyq9VbFouVQX6ltT1+LHN7naU+LWmz1tHh5pNfY21HbCqiteuQUbdWSiD76lpKg8kZMwjWQ7J2dfZ1Z7x+z9+zZJIEk7CvM93l2JrNmZs1aa77zXb/fb9aaEVJKeTAKH/RDQIW4xIKFEcMuwGuDqR6Y4ARxMCJlsz/fxbJwJmGuD+zv9+sr1U6YXqqzzoKFkSKgQlsQDkRhbz8o/ri...
3
math
grade-7
front-side-and-top-view
true
true
If you look at this object from the top, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1AAAAEBCAYAAAB2VkRKAABEmElEQVR4nO3de1zUdf73/wfhQqIcWvCrK6sD8l3E76ojpva7lBzQFQ/7uxxdf2onxkPmZpcHXFrc/W3mkNv1LQzF7Ku1hiLYt8xM6LpWS1JGf9h3E0NYLfGAjnphuks1SBLH+P2BzFZrhjIwHJ73282bOgzzeRr/9Ly9X5/Xx6OhoaEBERERERFxCQ8PD3dHkFZ0l7sDiIiIiIiIdBQqUCIiIiIiIs2kAiUiIiIiItJMKlAiIiIiIiLNpALVBrZt28Y999xDTEw...
1
math
algebra-1
identify-linear-functions-from-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
0
math
algebra-1
special-right-triangles
false
true
Find j.
"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"
[ "$\\sqrt{2}$ meters", "4 meters", "2 meters", "$2 \\sqrt{2}$ meters" ]
null
2
science
grade-2
identify-animals-with-and-without-backbones
true
false
Select the animal that does not have a backbone. Hint: Insects, spiders, and worms do not have backbones.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAD+RklEQVR4nOz9WcykeXbeif3+67vE8u25L1WZtS/d1Vs1eyGbZJNsSqRkDimJnJFNezwawDB8YRi+Egxf+cK+8dx5DAsSrAE9kjykKEriLrIX9lK9VndVd3VtWZVZuWd+Wyzv9l998X5s3rQAaupmDDCAQEYGvoyML+K853/Oc57nOeKbi5yfnMBM8Te3v7n9T/K2ivBGA3cdbGn49Ob4vPybwP2b2//UbzMFT07Gx+v4V8/Lvwncv7n9/8PtL+PU5796Tv+4H/y...
0
math
grade-7
rational-numbers-find-the-sign
false
true
The number line shows an unknown number, y. Is y positive or negative?
"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"
[ "negative", "positive" ]
null
0
science
grade-7
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different sizes and shapes.
"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"
[ "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is greater in Pair 1.", "The magnitude of the magnetic force is greater in Pair 2." ]
null
2
science
grade-4
compare-temperatures-on-thermometers
true
false
Select the thermometer that shows the lowest temperature.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJIAAAFICAYAAAC7qadzAAAbkklEQVR4nO2dTWwb55nH//wQSX3M2I6SyBbpOLFqhUxOgRUKcBtkbUnoBthUJYMFdlEpMoJcKoPnCPZle5BCL7DALmhrL3uQIJ0puHtpa9qGj8MKKLppPZJcpbvwqIodC7GHkqMPkrMHZsbDT4k0RT7v+P0Bgqn50kvOj88870P6GZumado3u8BfngGpDJDWwOHsi9MGCA7gTBvQ5QJs3+xoWlJt9rA4LNMvAs77z3K/nHABb7fnLONw9iOVAZa3gPVdYOUZYFf...
0
math
grade-2
compare-clocks
false
true
The clocks show when some friends got the mail Saturday afternoon: Who got the mail first?
"iVBORw0KGgoAAAANSUhEUgAAAikAAACZCAYAAADqxqpCAAAY0UlEQVR4nO3deXSU9b3H8c9kMslkCFkIIQECIYAYIxgQ7VVcCqKWK7bVSguCWKHHShd6XNJT22sreHuuhxZqvd629igWF1I3RFEvot6gSK22LjEgCCVCUIQkLAlkss5y/0BmMpBllifzPBner3NyTmbmeeb5ZeTz8/v8nt/zG5vf7/cLlvSD51pV/qHHsPcbcvA9OdsaDHmv1LQ0Vfz2MmW4HIa8H9BfkEsgfpLMbgC6VnPEb2hHaLS2lhaterXG7GYAcUUugfiiSLGovQ0+s5vQq6qaRrObAMQVuQTiiyIFUTvc0Gx2EwCchFwikVCkAAAAS6JIAQAAlmTj7p6+sbaqSa984tH2Oumj2mSzm2MJpXkelQzxa2ZJir4+foDZzcFpiFyeilzCyihSDPZJbZvueLFFm2voAHsyfbRHy78xQKNzuFUSfY9chodcwmooUgz09AfHtOh5yeu3md2UfiHV7tdjs22acVa62U1BAiOXkSGXsBKKFIM89o+jWvwiU3wiZZNfj3/Hpq9PoEOE8chldMglrIIixQCbd7do5iNes5vRb6Um+7VpUYqK81LNbgoSCLmMDbmEFVCkxKip3a+v/P6o9h2zd/n6hQVtmjy0XQNSbLKdxqPNbR6b/vmFQ5v3pnT5+vghHv1tcVZ8G4WERS7DQy5hdcwii9FvK07tCLOdPn1/YoNuOb9VOeldd5Knq+YOmx58z6X/fidNR1qDn83WumQ99PdjuvnCgSa2DomCXEaGXMKqGEmJwf6jHhX/tjXkueHpHq2+aq8mjnbJdjqfovXis6N2Tf3LIB1sDs4XGOzyaWvZQKU5+NwQPXIZPXIJq2FGWQyWb2wKeZyR6tOfpn+u0iI6wt6MyPDqxbmHlZ4S/C6Ug81Jevjvx0xsFRIBuYweuYTVUKRE6XCzVw+/F3q17N6LvtCFZ6QqKYmOMBwluV79+etHQ5574G2TGoOEQC5jRy5hJRQpUSp/3x3yeF5Jo2YWe5Ti4CONxNXj2vSd8S2Bx7XuJL2y3d3DHkD3yKUxyCWsguRG6cnK4HBottOnxRPqlJ2ZZmKL+q/fXNEkZ3JwatTTle0mtgb9Gbk0DrmEFVCkROHA0Q5tqQsOKc85s1H5g1hGOlrZTp9uOCd41vZatV1er6+HPYBTkUtjkUtYAUVKFF7YGnrnwDVFB5WZ4TSpNYnhlvOCneHRtiS9XdNmYmvQH5FL45FLmI0iJQqv7gyuYnn5qGYVDkpiUl6MxuV49G/Dg8PJr+9gaBmRIZfGI5cwG0VKFF6vDg4pTxnapAEu1sQzwuVjgh3gxmqW70FkyGXfIJcwE0VKhD7aFzqk/G+5jRrg4rstjDC9KNgZVtXa5eP6N8JELvsOuYSZKFIi9PEBT+D30dkdGpHll93OkLIRJg/rUGbq8Q7QL5u21TG0jPCQy75DLmEmipQIbevUGY7PaWP9BYOdkx/8fHfWe3rYEggil32LXMIsJDlCu48Efx+d1a5UB9e9jXRmTrAD3HPI28OWQBC57FvkEmYhyRGq6dQZFqW3KiUlWOftOJSsOjd1XyTyBvg0rlMHeGZusAP8rIFJeggPuTQWuYRVUKREqLZTZ1eQ3ipHSnAdhuWbXWrzOzQqkxCHY0+jTWn2jpDvCTljULAzrGcVboSJXBqHXMJKKFIi1PmMzGX3hl4vs9n0neI2Jdt8stvtcW9bf3OB7Fq7LfS5QWmdO0MmPiI85NI45BJWQpESg1S7Tyd/87tfkis9Xa6Mgaa0qT856m6TFPptq1mpwbPdQy10hogcuYwNuYSVcKE2BgMdPiUl8REaKcsZ7AwP0xkiCuTSeOQSZiHJMWLZbWNlOoMLRR1q5rNFdMilscglzEKREqUTw8l+P5PxjHbyUD0QLnLZd8glzECRAgAALIkiBQAAWBJ391jMgf21+sPPFqm1ubnH7Zwul+aVLVHxOaWSpLYIF4FMtcd2vE+qPtLq5Usi3g/oj8glYA5GUiwme0ie5pUt6XW7y2bNV/mKpaYdb/XyJbps1vyI9wP6I3IJmIORFAsqOrtUc8vu1oE91V2+npWbp/WPPagWtzFLP0ZzvNbmZm1c84S+9YM71FBfG5d2AmYil0D8UaRYVMn5U1Ry/pQuX9v98UeGdzDRHK/F7VZ2bp7OnXpl3NoJmIlcAvHF5R4AAGBJFCkAAMCSKFIS1O5tlbpr7mW6a+5l2r2t0uzmABC5BCJFkQIAACyJIgUAAFgSRQoAALAkbkG2qCN1tWo42PU6B9LxFSOzcvO7fT2/cKy+d9fvAr8bfbz8wtFqqD/QYxuycvN7bSfQn5BLIL4oUixo/+5qPfKfP+12LYO0AQN02az5KirpfknrtAHpKiqZ2GfHu+4HZWptblL2kLxu3/fEqplOV3pY7QCsjFwC8cflHovZv7taH7z5ao9fNe/3+1VUUqqhRWMMO25vx+vKkW5WtAQSVTQ5iffxyCUSCSMpFrPynjK1NjdrbtndSnMN6HKbrNz8Hs+UJKnF3aQDe48vp50/cozSBnR/1jS0aIx+tOxBNdQf6Hab8hVL9eGm13T78j+FtHNo4Zhui6UjdbUqX7FUWbl5gf2A/iqanJyMXAKRoUixmBPfXprmGqCis6P/htIDNbu08te3S5K+d9fveh1izh6S123hc2IZ7Rb3p6e0s7W5qdv3bKg/cMp+QH8WaU5ORi6ByHC5BwAAWBJFCgAAsCSKFAAAYEnMSUlQRSUT9evyCrObAaATcglEhpEUAABgSRQpAADAkrjcY0FOl0tH6mu1+5knunw9f9RolZw/xdBjbvvn2zqwp+tbErNyh8jpcgVubwy3nd3tB/RX0eQk3scjl0gkFCkW43S5dNms+XruTyt63O57v/pNTOuodLb7449Uvnxpj9tcdeMtqnj28YjbefJ+QH8VTU7ifTxyiUTD5R6LmVe2RBvXdH0G1Fn5iqU6Uhf78tcnVp/szcY1T2he2ZLA43DbefJ+QH8UbU7ifTxyiUTDSIrFFJ9TqnsefS7i/VLt0R0vf2heVMeLtp1AfxRtTsglEBtGUgAAgCVRpETpxBeQ2mw2cxuSgPrgy2RxmiCXfYdcwgwUKRFyJocm1efzmdSSxOTr9PGmOegVER5y2bfIJcxCkRKh9NTg780dSfL5CKyR3O3BM+B0OkOEiVz2LXIJszBxNkIDU3w66D4+G67VnxRyhiG/X89+kqpR2ZKSWIOgN7uP+JR20nPH2oN1c4aTs2GEh1wah1zCSihSIjQgJfj74dYUeTq8SnEc7xzLLm5WnZvBqbCNlPIGhHZ4+44GP7/0FOYVIDzk0kDkEhZCkRKhzNTgKdqhNoe8Pm/g8Zk5Hp2ZY0arEsfnx4L3bGY5GVZGeMhl3yKXMAunFxEanRM8i/jc7VRbu8fE1iSenYeCnWHnzxroCbnsW+QSZqFIidAZnQK691iK2ju4Pmukfx0KDu6dMZjOEOEhl32LXMIsFCkROiM3+JFtOZiqltYOE1uTeD7Y37kz5GokwkMu+xa5hFn41xahkvxUSW2SpC11DjW2J6mlpUNpaQ7Dj/XSzlRtrev6P9GEIR7NHNfW7b5Vtcn6294UNbadetZz8ch2XTyy+078rZoU/e2zrv+e3vaNRW1TkqoPB//es/KN/0yRmMgluURiokiJ0KhBDuWktehQy/Ezt6ojWSoc3Gx4Z3j9s1n633+l9rjNhCEevTTviLJOuiVw0YsZ+uvWk28iDG/fcI57cWG7Xp57pMdtorFpb/C4uS6fRmTRGSI85JJcIjFxuScKk4cH7xx4Zc9AHW3q/swpGlW1yb12SJK0pS5Z5VXOU/btrSPsbt+3alLCOu7mmhS9tLP37SL1zMfB+0i/MoI5BYgMuSSXSDwUKVG4/IzgTPdXqp061Jyk1lbj7iZ49V/hT0xrbAv9T/jO3vCPU1UbOpD22q7wj/uPz8I/Tjhqm5L06q5gBzt9bJRfH4vTFrkkl0g8FClR+EZJ8IzIL5vW7c1Vw9EWw95/kLM97G1r6kKHd1P84a+omepvDHn8eV1t2PvurTd2WPkP/3DJrxOdsV8zS5w9bg+cjFySSyQeipQoDM1yaHxecGh51ZYMHW7yqb3D28Ne4Zs+xq/kpqpet/M17dKEIaGT5c7I8Ya3b+t+JXvqQ567qiRNviMfyO/ruTP2NW7RWbnGnaE2tdv08AfB/8FMHu5VfgbXvREZckkukXiYOBul68ZLW788wWlsS9KzNXlamFangqEZMb93YXaSfjTFoT++WaE2b0qX2zj8bs27YJh+dMmQkOcvGpOmGyYe0V//sUEdSVny2jNDXvd7muWyNagwy6YV3yoJeW1Waap+VyFV7X5NNkfofoH9OxpVPGKYfjY99r/zhGWbB8jdEayXvz2BIWVEh1ySSyQWm9/vZ43jKBx2ezR2WYu8/uNDoXabX09fXaMLiuxKH9B1BxaphmaPtnze9TDxyJxUFeZ0P0mu6nO3ag63nbL/yJwUFWY7dcm47juzV3Z4VV3X9aTDvAy7ZpUaNznvn/scuvyxbOnLIeUUu1/VP3MpI40OEZEjl8Ygl7AKipQYfO/JBj37cXAwavhAjx6/co/OKXLJ4SDMvfmsMUnTVg1SfXPws7pxklcPfKvrs0UgHOQyNuQSVsKclBj86OLQWwr3HUvWjzcVavtnLeow6Dp4otrfZNc3yrNDOkJJ+uFFTMxDbMhl9MglrIYiJQbnFqRqwbmhE9W21Ts0b32h3tnt15HGVjFQdap39jl08cpB+rQhdErUTy706Kw849d5wOmFXEaHXMKKuNwTo4YWr75yv1u17lPrvW+Ma9EZ2R1KSrLJbudLuaTj17r/b/epHd6oLK/eWTxQaSnUzYgduYwMuYRVUaQY4G+fNmvmX7yd1hNAJFLsfr1+s0OlwxlShnHIZWzIJayA8tgAF4126ddXUutF68/X2OgIYThyGRtyCSugSDHIjy/J0A++YtxCSqeLpZf79K2J6WY3AwmKXEaHXMIquNxjsP9565j+41WGl3uTZPPrz9dI3zl3oNlNwWmAXIaHXMJqKFL6wMcH2vS7jS16bnuyfHy6IVLsfs09x6tbv5quohwWPEb8kMvukUtYFUVKH/v0UIdqj3nk+fIbzpesr1dbe0eP+8yckKOLR1v7lr/Nn7bp5S2HetwmNcWhJf+eK0lKTpLyBzroAGEJ5JJcon/gX2YfG53j0Oic4Jdy1TfZtPtQzwtKvbRooLIsvvz0yOwU/derdT1uU5yXoktGp/W4DWAGckku0T9QpMTZz64Yqh+ube329YtG2S3fEUpSYbZd5xQWaOsBX7fb3DqNOwPQP5BLwJq4uyfOZpYka0Rm9xP4fjil/3wV+s8v6/4L20Zk2jSzhBoY/QO5BKyJOSkAAMCSGEkBAACWRJECAAAsiSIFAABYEkUKAACwJIoUAABgSRQpAADAkihSAACAJVGkAAAAS6JIAQAAlkSRAgAALIkiBQAAWBJFCgAAsCSKFAAAYEkUKQAAwJIoUgAAgCVRpAAAAEuiSAEAAJZEkdJPNXT4VbThqCZVHFNDh9/s5gCnBXIHxBdFigU9v79DSz9p7bETfOOgR3uafaps9GrB+81xbB2QmMgdYD0UKRZza1WLrn3HrSXbW7Wqpr3b7aYOTlZppl3S8c71+f0d8WoikHDIHWBNFCkW0dDh17XvuHV/dVvIc93Jcti0arIr8Pi2qpY+bR+QiMgdYG0UKRawp9mnaW819XhWtqfZp0kVx0I6xYmZdt1d7Ay83tMZIIBQp2Pu3n33XU2aNEnV1dVmNwUIC0WKySobvZpUcUyVjd4et1tV067KRq9+X92m3+8KnvXdVJgS+L3z2WC0li1bJpvNFvP7AFZmZu5++ctfymaz9fhz6NChyP6gMDU1NamyslKtra198v6A0ShSTLSqpj3suwS66xRHuZL03ZHHX6ts9GpPs8/4hgIJxOzc3XTTTXr99dcDP06nU3PmzAl5LiMjI4K/CEhcyWY34HSxqqZdt21pifq2xVGuJN1d7NTST1oDQ8wnOtCpg5P16N7jQ85v1HtCOlbgdGbF3I0ZM0ZjxowJPE5OTtaoUaM0ffr0qNoIJDJGUuJk1d72mNdVuHVsauD3Nw56Ar9PzLIHfu+LkRSv16tly5ZpwoQJyszM1KWXXqqKiopTtjt69KhuueUWFRQUqKCgQDfffLOampoMbw8Qrv6cuwsvvFArVqzQhg0bdP7556ugoECSNH/+fE2aNClk2/fff182m01vvvlmyPNPPvmkJk+erKysLF1xxRXasWNH4LW9e/fKbrdr5cqVIft4PB5lZ2dr+fLlhv9NQKQoUvqRLIctcPtj505xYmbfdpY33nij7rnnHt1000166qmnNG7cOF1++eV6+umnA9u0t7drypQpqqys1MMPP6xHHnlEH374ob797W8b3h4gnszKnSRVVFRo8eLFmj9/vu6///6I9n3ooYd0/fXXq7S0VKtXr9bVV1+tpUuXBl4fOXKkpk+frvLy8pD9Nm3apIaGBl133XWG/A1ALLjc089kOXqe1Gp0Z7lx40aVl5ervLxc119/vSRpxowZcrvd+slPfqJvfvObSk1N1f3336/6+npt3rxZWVlZkqSxY8dq7Nix2rp1q8aPH29ou4B4infuTnjttddUWVmpkpKSiPZzu936xS9+oXnz5umRRx4JPF9cXKwZM2YEHi9cuFDz5s3TF198oWHDhkmSXnjhBZ133nkqKioy5o8AYsBISoLprTONVEVFhVwul2bPnh3y/IIFC1RbW6tt27ZJkl555RV97Wtfk8PhkNvtltvtVl5enoYMGaKtW7ca2ibAaozO3QlXXnllxAWKJH300Uc6ePCgvv/974c8n5wcel56zTXXKCMjQ0899VTguXXr1jECCsugSOln3vzymnjnTrHzNffOQ9BG+PTTTzV06FAlJYX+UxkxYoQkBdZb2LFjhx5//HGlp6eH/NTW1qqhocHQNgHxFu/cnZCWlhbVfidyWVhY2ON2TqdTc+fODVzyqaqq0p49ezRr1qyojgsYjSIlTka5Yv+oOy8aNXVw8Iyo82S+WM/oWlpalJoanChYVFSkAwcOyO8PnXy4b9++wOuSNGzYMC1YsEB+v/+Un0WLFsXUJiBa/SV3kUhKSpLH4+lxm8GDB0uS6urqen2/BQsW6L333lN1dbVefPFFTZ48WaNHjzakrUCsKFLiZNVklzZekh7y89XBkU0JWrL9+AJMmcmh6ze8UR/ssK4Z5gj7/To6OrRy5Up5vcEFraqqqkKuRU+bNk1ut1tr1qwJ2fexxx5Tbm6uzj77bEnSpZdeqpdeeqnPFqEComHF3MUqNzdX+/btCylU1q9fH7LNhAkTZLfb9dxzz4U8v3///lPe77zzztP48eO1du1arV+/nks9sBQmzsbR1JM6xzcuSdetVS1hrVj5xkGPalqOT867dawzcObW0OEPrNVQmJYU0Znjrl27VFZWpnXr1mnOnDnavn271q1bp3vvvTewzfTp0zV79mwtXLhQ+/fvV0lJidasWaMnnnhCq1evltN5fHnwX/3qV3rmmWc0bdo03X333SoqKtLOnTv17rvv6r777gu7TYDRrJa7WE2bNk0rVqzQ4sWLNWPGDL388suqqqoK2aagoEALFy7U8uXL5XK5dNFFF2nTpk164IEHunzPhQsX6qGHHtLOnTv16KOPxuPPAMLCSIrJfn9Omv5yrqvX7aYOTtZ3R6bouyNTtOQsZ+D557/oCFwbj3QRt7POOksbNmyQzWbT4sWLVV5errvuukt33HFHyHarV6/Wz3/+cz344IO69tprVVVVpQ0bNgTu9pGkjIwMffDBB7rgggv005/+VFOnTtV9992n4uJi+XysggtrMTN3sbrqqqt05513au3atbr99tuVmZmpjRs3nvJ1Fn/84x9VVlamVatWac6cOdq1a5fefvvtLt/zhhtu0K5du1RaWhqy0BxgNpv/5MkGMEVlo1dTNx1TY6dLzXcXO0M6xpM1dPhVtOGoGjr8ykyW9szIjOu1caC/I3fH+f1+5efn67bbbtOdd95pdnOAAEZSLGJipl2V0zMCi0aF46b3mwNnc52HogGEh9wd9+STT+rw4cOaP3++2U0BQlCkWMgoV5LeuCRd3xzqUGZyz5Px9jT79MKXXzFfmmnv8cwPQPdO59xVVVXp+eefV1lZmRYtWqThw4eb3SQgBJd7+rGpbzVpj9unNy5Nj+vEPeB0lki5mzZtmrZu3arZs2dr+fLlgYnwgFVQpAAAAEvq36cBAAAgYVGkAAAAS6JIAQAAlkSRAgAALIkiBQAAWBJFCgAAsCSKFAAAYEkUKQAAwJIoUgAAgCVRpAAAAEuiSAEAAJZEkQIAACyJIgUAAFgSRQoAALAkihQAAGBJFCkAAMCSKFIAAIAlUaQAAABLokgBAACWRJECAAAsiSIFAABYEkUKAACwpP8HDnV7l05bIDEAAAAASUVORK5CYII="
[ "Joe", "Trudy" ]
null
0
math
kindergarten
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5AAAAEJCAYAAADiusiGAABXAklEQVR4nO3de3RU9b0//Pfee265zGRCQC4JcrNCgk0QT0nwEs+pBk6LdZ0l2FOqeA62aruWHOgqoc96WuiqeNazKnQJ6m+dCgqtULUV/P0elZ6HRHvOSUUSbJFQmYjlljIRY4Ake3KZ2977+WOSISFz2TOZe96vtVjJzHz3nq8hG/dnPp/v5ytomqaBiIiIiIgSQhCEdE+BKGnEdE+AiIiIiIiIsgMDSCIiIiIiItKFASQRERERERHpwgCSiIiIiIiIdGEASUR...
1
math
grade-5
mean-find-the-missing-number
false
true
Colleen has the following data: If the mean is 35, which number could c be?
"iVBORw0KGgoAAAANSUhEUgAAAOcAAAAkCAYAAAByiC06AAAIaUlEQVR4nO3deVRU1x3A8e+8GQYYAXEUBEREUURUtFIJqMBRySLGCrE2JjFVqTl1SVuT1CS1pqbHJmaxapImUrWN2uakblGQVFPFJQpirOJCUYmCiguLCijLMGv/IFAnIA7Om2HO6f2cwznwu/fN/XHv+83Me/MeKCwWiwXAaNGjM9VjtpgAC4IgOJMCSaHEQ6lBpVA3RSwWi6XRVEejuaGTkxMEAcBd0uCu1KAymvWiMAXBhTSa61EqVEh6UZiC4HL05gYkk8XY2XkIgvA9JosRySJO/giCy7FgQersJARBaJsoTkFwUaI4BcFFieIUBBclilMQXJQoTkFwUSo5HkRv1LElZw2HCndTXXuLIG0IqXFpxEdOAGDPyW188s/f33f7RVM/YuSARDlScRkms5GX1k2l9OZFNiw4iI+mW0vbgYKdbMlZS0X1Nfx9g5gyajbjhk52WC4PWh8Ao9nA1HeiW207vN9olkxb3Wl52dJHbkazgYy89RwoyKKypgz/roFMjp3B+KhUqz6Oni9ZinP1rqUcPZ/N9LG/olf3vuSdz2bFjtfQqL2I7h9PTPhYQvz6t9ruQEEWXxdk0cd/gBxpuJSd3/ydsqrSVvEj5/byQeZvmRQznRH9RnOiOIePdr6Bu8qD0YMed0guD1ofgJq62wBMiplOqH94y7bdvf0dkpOtednSR24fZi7m3xcOMi1hPn38B/BN0X7+lLUEN6WahMETAefMl93FqTM0cLAgi6fHzCE5+hkAhoXGkl+cw74zGUT3j6erRktXjdZqu4qa6xw8s5O5yb/Dv2uQvWm4lFt3y9mau5aEIclkn9ph1bY1dx1DQ2NIS3oVaHqmvVx5gW256xxSnLasD0B13S0ARkU8SkTwD2TP42HysjV3OVXeucGhwl08P3YBP4p5vmXMwivH2XV8c0txOmO+7C5ON6UbH/88k65ePaziXu7e1Hz3C7QlffdShoTGEB+ZbG8K7bp1t4IN+1Zw4uJhJIXEI+Fj+dljr+HhpnHYmH/d8x5jIp8gwLe3VVxv1FFSfpanx8yxig/uHc3nX3+MztCAh5unrLnYuj7N3/t26S7r+Pbk9bD7lr1+PHo2sQPHW8UCtL0pKS9q+dkZ82X3CSGlpCJQ2weNugsABpOeo0X7KC4/x4iwtp/ZCkuPc6okj1njXrF3+HbpDA0s/mwWlyuKmJe8hJnjX+ZQ4W42H/6zw8Y8WXKEkyW5TIuf16qtVncXi8WCt2dXq7iPxrepvaFG9nxsXZ/mVwIfJxWnLXk9zL5lLz+fQJ5L/CVB2j4tMaPZQNG104QHDW2JOWO+ZDnmbPaTd3+IwaQHYFzUZFJiZ7TZb/PhNcQOHE/gPRPgCFty1lB19yar52bRzcsPgPziXIqunXLIeAaTnrX/WsZTcWltPqOazaY2t1OgAMB0n3a5tLc+VXW3kBQS6buWcuLiITTuXsRFJPFs4ou4q+R9Ne9IXh3p4yjbctZRU1fFU6PSWmLOmC9Zi3PZjI3ojTryi3PZc3IbJRVFhPUcZNXndm0lpy/l8UrK+3IO3aacs18RF5HUUpgAs5IWYjQ55k6cjLyNGIyNTPruWMXVtLc+NXW3sGChm1d30pIWcrY0n8yjf6PR0MicJxZ3Wl4d6eMIJy4eZtPhdH469iVC/f534scZ8yVrcYYFRAIwKHgE50rz+XTPu/xh+nqrPnnn96JAwbC+sXIO3UrlnRuUV10lNTbNKq69p1DlVFFzna25a5mb/AZqlUebfSRJ2Wa8+c4g5X3a5dLe+iQMnsig4BHERSQBMC4qhUaDjr0nv+CFx15HKcm6q9icV0f6yO1SZRF/3LGQxCFPkhI706rNGfNl9zFno7GBy5Xf0qCvs4r39A3m0j0H0M0KLh+jd48wvDx87B26XVW1lQD4dtE+oKc8dp/YRKOhgVUZi0h9O4rUt6PYsG8FADNWJbIy4zd4eXijUCi4+71jy7v1TT97eco/J7auj49GS3ivKKs+A4OjMJmN3P5uLp2dV0f3LTndrq3krU0vEhYQyfyJb7Zqd8Z82V2cN2vKWLB2CvtPZ1jFr9y8iK9361epSxVF9OrR195hH8jHs+lD/zsN1S2xwtLjzPpwLGVVV2Qfb0L0NN6f9bnV15MjnwPgzWfX8EzifNQqD/r1jOA/pcetti28mk+of7hDziDbuj6fZr/H8u2/tupTerMEpaRyyLsNW/Lq6L4lF52hnrc2/wJPtYZXp6xEJbm16uOM+bL7tbdX975EBA/nH4fSUbt5EtCtN0fPZ1N07XSr9956o46yqlISBjv24xOAgG69CQuM5Isjf8FXo0VnqGfDvpUMCRlJQLcQ2cfz8wnEzyfQKlZw+RgAff0HtlwhlBqXxvLtC1mfvZzo/glNZ3eLc3g55R3ZcwLb1+eR8PF8kLmIjftXEh2WwLc3Csg+tZ3HR0x1yFtaW/LqyL4lF7PFzIqM1ymtvMCCyctaXUgSqA2hi7u3U+ZLUaOvtPtPIdTq7rD5cDpHz2dTU19NkDaElNiZLR/YNrtx+zLz0icxL3kJjw6fYu+wD1RWfZVPvlzCuWun0Xr1YHxUKilxM3FTqh0+NsCOvPVs2Lei1eV7+89ksjV3HeVVV/HzDWRK3GyShqW280j2sXV9vsrfwpfHPqO8+jpaHz/iIycwdfQLuCndOy0vW3OXy536Kmasuv+lpPdeauro+ZKlOAVBkJ+4K0UQXJQoTkFwUaI4BcFFieIUBBclilMQXJQoTkFwUVLzHRGCILgOBQokpcJxFzQLgvBwlAoVklpy7L16giB0nFryRFJJakSBCoLrcJc0qCR103+2BjBbTDSaGzCa9Vgwd3Z+gvB/RYGESlLjLnkiKZru6/0v0OpVJUA0e24AAAAASUVORK5CYII="
[ "40", "58" ]
null
0
math
pre-k
name-the-shape
false
true
What shape is this?
"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"
[ "rectangle", "circle" ]
null
1
math
algebra-2
domain-and-range-of-absolute-value-functions-graphs
false
true
What are the domain and range of this function?
"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"
[ "domain: $\\{x \\mid x>3\\}$, range: $\\{y \\mid y \\geq 0\\}$", "domain: all real numbers, range: $\\{y \\mid y \\geq 0\\}$", "domain: $\\{x \\mid x>3\\}$, range: $\\{y \\mid y \\leq 3\\}$", "domain: all real numbers, range: $\\{y \\mid y \\leq 3\\}$" ]
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1