subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
βŒ€
choices_pic
listlengths
2
4
βŒ€
answer_idx
int64
0
3
math
algebra-1
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $3 x^{2}+8 x+4=(x+2)(3 x+2) ?$
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAQAAAAFyCAYAAAAamASsAAAWQklEQVR4nO3dbWxU55nG8cszHvMyxubFgI1NTQwUwksKJlkqSilNQAGSVKWhH1KlQWpXq7SQZCt1RSN2paqtGvVDo22rVkLdUKlVhJJAouadOLQEWmiKMwYHDARwcW1sB4Y1dmwcY8+Z/eDYaxwg9syYk/Pc/98X4gOe+9GlM9ecc0x4spLJZLL5inT6svRBQupJCoCjsrOkcWFp5lipKEfKau5KJv/e5veyANxst+dJ2acu935RlCPNifa2AwA3fZCQTnZITVekM5elUFtP72/w5gfcNy7c+16XessglBjwGwDc1/de70lKIX+XAsBPFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZlZ+JFquq71dSa+OQ/iKsU5Ye1eHrkmr9Hpqm5UaaxeIWaOmozPzNapvKC1Z+amcOR9eKFZFKS7itI7QWe2N2u9itJJUNcTAxXlucpNydLj9+de9VxMk3ddTM9/IA6E20KZWc+U6/H05hwnh5ftMP3mUP1Urz317SuAKrqu9V+Janx+aPSeRnTLrV2qaq+u/9Ti0zTNzjTWLxCnYk2FReUjtjMc/E6xeIV/Z/KfsxMRVrV1NSakPiUSk8opMYBl/pkmgGDM+2oVTgyspmGs0Nq7Djj68xUcKYBhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEZ2R04CCpf/4MaTryjZDKp+cvv02fvWOX3kgKPTIPPRAGcO3VY8YbT+sqjT6qnq1PPP/mIyhatUHYkx++lBRaZusFEAUydMU+TS2YrFAopZ0xU4eyIeq58yMmaBjJ1g4kCyI7kSB+dmGePHtSEwlKNjub5vKpgI1M3mHoI+M/jh1S9d5eWb9js91KcQabBZuIKQJLqT1Tq6Fsv6O5v/VCjxub6vRwnkGnwmbgC6GxvVWz301q1cSsnaoaQqRtMXAGcjv1ZHa0X9eq2rf3Hlm/YrIKSWT6uKtjI1A3OFMD+536leMNprf/eL/qPVb72e51650+697s/08IVX/VvcQFlLdM926t1/h+X9MCPV/QfO7jzhI7/pUEbti5T3uSxTswcyJlbgIVfWq/W8/VqPF0tSao79rZq/vqy7nxwi8ZNnOrz6oLJWqbla8vU0tSuhpq4JKm26n0dqTirtZvKR+yN6MfMgZy5Ahg/pUSfmb9Uxw+8ouj4Au1/7pda9rXvaOqMW/1eWmBZy3RCUa5uWTxV1XvqlDtpjPY8dUQrNy5Q0eyJTs0cyJkCkKTbVt6vl3+zRZfON2ju59doVvmX/V5S4FnLdMm6mdr504NqaWrXgpWlmrusxMmZfZy5BZCkvIJpioweq872Sypf/Q2/l+MEa5mOL4wqZ3S2Lrd1aen62c7O7ONMAXiep7d2/FwTC2comfR09ugBv5cUeNYy9byk3th2WAXT85T0kjpT2ezkzIGcKYBDr/xOrfFG3fngFs1avFLv7n3e7yUFnrVMDzxzXC3NHVqzqVxzlhUr9lqtkzMHcqIA3jtUofcq39Rd3/yBRo3N1bwv3KuW5jo1nIz5vbTAspZpzb561eyv17rNSzQ6GtFtq2boYkOb6t694NTMwQJfAM21x/S3P/5WX/z6o5pQWCpJyp9crJK5S1S9d5fPqwsma5meO3lR+54+pru+/TlNKhknSZpQmKvShVMUe/WMMzOvJfA/BSgsm6+HfvLsx46v2rj1Gn8aQ2Et0+I5k/TwtjUfO37PY7c7NfNaAn8FACB1FABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIalVQBF+WHJ8zK1Fps8T9Pyw/1fkmkGDM40WqZE98hmmujxNC0609eZqchO55sXT4/o9ZouXWrtUlaIi4nhSnqecnOytHh6pP8YmabnWpmWF6zW7obtOhevU3YkfIPvTk1Pd0JjwnkqL1jt68xUZL14IZmUpPsKUn+RqvpuNbYm0lqIRdPyw1edqAORaWpulGksXqHGjjOZnxmded03oh8zh+KleO+vGSkAAMHSVwBcYwKGpfUMoE9VfbeauFwdtqJPuAUg0+G7UaaxeIWaOmozPzNadsNbgJs9czjSvgV4Yne72q8kleSB1bBlffTA6vG7c686Tqapu26mhx9QZ6JNoezMZ+r1eBoTztPji3b4PnOo+m4B0roCqKrvVvuVpMbnj0rnZUy71Nqlqvru/k8tMk3f4Exj8Qp1JtpUXFA6YjPPxesUi1f0fyr7MTMVaVVTU2tC4lMqPaHQVU/7yTQDBmfaUatwZGQzDWeHrnra78fMVHCmAYZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhFABgGAUAGEYBAIZRAIBhGdkdOAgqX/+DGk68o2QyqfnL79Nn71jl95ICj0yDz0QBnDt1WPGG0/rKo0+qp6tTzz/5iMoWrVB2JMfvpQUWmbrBRAFMnTFPk0tmKxQKKWdMVOHsiHqufMjJmgYydYOJAsiO5EgfnZhnjx7UhMJSjY7m+byqYCNTN5h6CPjP44dUvXeXlm/Y7PdSnEGmwWbiCkCS6k9U6uhbL+jub/1Qo8bm+r0cJ5Bp8Jm4Auhsb1Vs99NatXErJ2qGkKkbTFwBnI79WR2tF/Xqtq39x5Zv2KyCklk+rirYyNQNzhTA/ud+pXjDaa3/3i/6j1W+9nudeudPuve7P9PCFV/1b3EBZS3TPdurdf4fl/TAj1f0Hzu484SO/6VBG7YuU97ksU7MHMiZW4CFX1qv1vP1ajxdLUmqO/a2av76su58cIvGTZzq8+qCyVqm5WvL1NLUroaauCSptup9Hak4q7WbykfsjejHzIGcuQIYP6VEn5m/VMcPvKLo+ALtf+6XWva172jqjFv9XlpgWct0QlGublk8VdV76pQ7aYz2PHVEKzcuUNHsiU7NHMiZApCk21ber5d/s0WXzjdo7ufXaFb5l/1eUuBZy3TJupna+dODamlq14KVpZq7rMTJmX2cuQWQpLyCaYqMHqvO9ksqX/0Nv5fjBGuZji+MKmd0ti63dWnp+tnOzuzjTAF4nqe3dvxcEwtnKJn0dPboAb+XFHjWMvW8pN7YdlgF0/OU9JI6U9ns5MyBnCmAQ6/8Tq3xRt354BbNWrxS7+593u8lBZ61TA88c1wtzR1as6lcc5YVK/ZarZMzB3KiAN47VKH3Kt/UXd/8gUaNzdW8L9yrluY6NZyM+b20wLKWac2+etXsr9e6zUs0OhrRbatm6GJDm+reveDUzMECXwDNtcf0tz/+Vl/8+qOaUFgqScqfXKySuUtUvXeXz6sLJmuZnjt5UfuePqa7vv05TSoZJ0maUJir0oVTFHv1jDMzryXwPwUoLJuvh37y7MeOr9q49Rp/GkNhLdPiOZP08LY1Hzt+z2O3OzXzWgJ/BQAgdRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGpVUARflhyfMytRabPE/T8sP9X5JpBgzONFqmRPfIZpro8TQtOtPXmanITuebF0+P6PWaLl1q7VJWiIuJ4Up6nnJzsrR4eqT/GJmm51qZlhes1u6G7ToXr1N2JHyD705NT3dCY8J5Ki9Y7evMVGS9eCGZlKT7ClJ/kar6bjW2JtJaiEXT8sNXnagDkWlqbpRpLF6hxo4zmZ8ZnXndN6IfM4fipXjvrxkpAADB0lcAXGMChqX1DKBPVX23mrhcHbaiT7gFINPhu1GmsXiFmjpqMz8zWnbDW4CbPXM40r4FeGJ3u9qvJJXkgdWwZX30wOrxu3OvOk6mqbtupocfUGeiTaHszGfq9XgaE87T44t2+D5zqPpuAdK6Aqiq71b7laTG549K52VMu9Tapar67v5PLTJN3+BMY/EKdSbaVFxQOmIzz8XrFItX9H8q+zEzFWlVU1NrQuJTKj2h0FVP+8k0AwZn2lGrcGRkMw1nh6562u/HzFRwpgGGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRnZHTgIKl//gxpOvKNkMqn5y+/TZ+9Y5feSAo9Mg89EAZw7dVjxhtP6yqNPqqerU88/+YjKFq1QdiTH76UFFpm6wUQBTJ0xT5NLZisUCilnTFTh7Ih6rnzIyZoGMnWDiQLIjuRIH52YZ48e1ITCUo2O5vm8qmAjUzeYegj4z+OHVL13l5Zv2Oz3UpxBpsFm4gpAkupPVOroWy/o7m/9UKPG5vq9HCeQafCZuALobG9VbPfTWrVxKydqhpCpG0xcAZyO/VkdrRf16rat/ceWb9isgpJZPq4q2MjUDc4UwP7nfqV4w2mt/94v+o9VvvZ7nXrnT7r3uz/TwhVf9W9xAWUt0z3bq3X+H5f0wI9X9B87uPOEjv+lQRu2LlPe5LFOzBzImVuAhV9ar9bz9Wo8XS1Jqjv2tmr++rLufHCLxk2c6vPqgslapuVry9TS1K6GmrgkqbbqfR2pOKu1m8pH7I3ox8yBnLkCGD+lRJ+Zv1THD7yi6PgC7X/ul1r2te9o6oxb/V5aYFnLdEJRrm5ZPFXVe+qUO2mM9jx1RCs3LlDR7IlOzRzImQKQpNtW3q+Xf7NFl843aO7n12hW+Zf9XlLgWct0ybqZ2vnTg2ppateClaWau6zEyZl9nLkFkKS8gmmKjB6rzvZLKl/9Db+X4wRrmY4vjCpndLYut3Vp6frZzs7s40wBeJ6nt3b8XBMLZyiZ9HT26AG/lxR41jL1vKTe2HZYBdPzlPSSOlPZ7OTMgZwpgEOv/E6t8Ubd+eAWzVq8Uu/ufd7vJQWetUwPPHNcLc0dWrOpXHOWFSv2Wq2TMwdyogDeO1Sh9yrf1F3f/IFGjc3VvC/cq5bmOjWcjPm9tMCylmnNvnrV7K/Xus1LNDoa0W2rZuhiQ5vq3r3g1MzBAl8AzbXH9Lc//lZf/PqjmlBYKknKn1yskrlLVL13l8+rCyZrmZ47eVH7nj6mu779OU0qGSdJmlCYq9KFUxR79YwzM68l8D8FKCybr4d+8uzHjq/auPUafxpDYS3T4jmT9PC2NR87fs9jtzs181oCfwUAIHUUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhlEAgGEUAGAYBQAYRgEAhqVVAEX5YcnzMrUWmzxP0/LD/V+SaQYMzjRapkT3yGaa6PE0LTrT15mpyE7nmxdPj+j1mi5dau1SVoiLieFKep5yc7K0eHqk/xiZpudamZYXrNbuhu06F69TdiR8g+9OTU93QmPCeSovWO3rzFRkvXghmZSk+wpSf5Gq+m41tibSWohF0/LDV52oA5Fpam6UaSxeocaOM5mfGZ153TeiHzOH4qV4768ZKQAAwdJXAFxjAoal9QygTyxeoaaO2ky8lClF0bIbXjqS6fDdKFPv/C55HcczPjMUvVWhKfd/amYOR9q3AE8cfkCdiTaFsrmYGC6vx9OYcJ4eX7TjquNkmrrrZdp1aKmU+F8pNALPVbykFJ6iUXe87fvMoeq7BUjrCiAWr1Bnok3FBaXpvIxp5+J1isUr+j+1yDR9gzP1zu+SEueVlTd9xGYm25rknd/V/6nsx8xUpPUR09RRq3CET6l0hLNDVz0lJtP0Dc7U6zguhbJGdmgoIa+jxteZKb1EhpYCIIAoAMAwCgAwjAIABqhr/FCP/Oi0Hvx+5n9092ma2Scjfw8AcMGegy36n2ebNXXStf8qsSszB+IKAPjIM69c0H/8a4lW/Eu+0zMHcrIA9myv1o7/2nfVsYM7T2j7v7+ptguXfVpVsFnI9Inv36Ly+eOcnzmQkwVQvrZMLU3taqjp/etOtVXv60jFWa3dVK68yWN9Xl0wWch00vibfxnux8yBnHwGMKEoV7csnqrqPXXKnTRGe546opUbF6ho9kS/lxZYZOomJwtAkpasm6mdPz2olqZ2LVhZqrnLSvxeUuCRqXucvAWQpPGFUeWMztblti4tXT/b7+U4gUzd42QBeF5Sb2w7rILpeUp6SZ2pbPZ7SYFHpm5ysgAOPHNcLc0dWrOpXHOWFSv2Gv9ffbrI1E3OFUDNvnrV7K/Xus1LNDoa0W2rZuhiQ5vq3r3g99ICy0Km7ZcTOnaqQ8dOdag53q1EQv1fNzR3OTNzMKceAp47eVH7nj6m1f+2SJNKen+2OqEwV6ULpyj26hmVLpzs8wqDx0qmp8526ke/rrvq2H/+91lJ0p1Lx+uRh4qdmDmYUwVQPGeSHt625mPH73nsdh9W4wYrmS6el6sXfj3f+ZmDOXcLAGDoKADAMAoAMIwCAAxLb3PQm7ABouv82FTSdYMzDUVv7f1ntEeSF1YoOs/XmanI2L4AI7EBouv6Nni83r4AZDp818v0//+N/hEoV8/7hH0Bbt7Mocro3oAjtQGi6/zYVNJ1N8q0d5ee9P4Z7WsJRed9ws5AN3fmULA5KGAYm4MCYHNQP7E5aOaxOejwsDmoj9gcNPPYHHRo2Bz0U4LNQTOPzUGHjs1BfcbmoJnH5qDDeIkMLQVAAFEAgGEUAGAYBQAMwOaggFFsDgoYxuagjrCwkeXNZiFTNgd1hIWNLG82C5myOagj2Mgy88jUTU4WgMRGliOBTN3j5C2AxEaWI4FM3eNkAbCRZeaRqZucLAA2ssw8MnWTcwVgYSPLm81CpmwO6gArG1neTFYyZXNQB1jZyPJmspIpm4MCMIcCAAyjAADDKADAMDYH9Rmbg2Yem4MOHZuD+ojNQTOPzUGHhs1BPwXYHDTz2Bx0aNgcFDCMzUEBUACAZRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGUQCAYRQAYBgFABhGAQCGhSJZvf/xQcLfhQC4Ofre69lZUij3o/0nT3ZI7ZQA4LQPEr3vdUkaF5aymruSyb+3+bsoADff7XlSVjKZTL5/RTp1ubcdekZ4S3MA/olkSblhaeZYqShH+j/GRffvL3f5+AAAAABJRU5ErkJggg==", "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", "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", "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" ]
1
science
grade-4
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
"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"
[ "80Β°F", "70Β°F", "75Β°F", "72Β°F" ]
null
1
math
grade-1
more-less-and-equally-likely
false
true
On which color is the spinner less likely to land?
"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"
[ "neither; white and yellow are equally likely", "white", "yellow" ]
null
1
math
algebra-1
identify-direct-variation-and-inverse-variation
true
false
Which equation shows inverse variation?
null
null
[ "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", "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" ]
1
math
grade-1
two-dimensional-and-three-dimensional-shapes
true
false
Which shape is three-dimensional?
null
null
[ "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", "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" ]
0
science
grade-2
compare-temperatures-on-thermometers
true
false
Select the thermometer that shows the higher temperature.
null
null
[ "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", "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" ]
1
math
grade-7
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{HJ} and \line{KM} are parallel lines. Which angles are alternate interior angles?
"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"
[ "\\angle{HIL} and \\angle{JIG}", "\\angle{HIL} and \\angle{MLI}", "\\angle{HIL} and \\angle{JIL}", "\\angle{HIL} and \\angle{KLN}" ]
null
1
math
algebra-1
identify-linear-and-exponential-functions-from-graphs
false
true
What type of function does this graph show?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAETCAYAAAAMFHHvAAAYG0lEQVR4nO3dX4xc9Xk38Gf8b9dj/mxf4rWTwGv7LcQrMGUtg7FViWL3ojgwSR0pOEqpoqAiFTW56gW9omkToijKRaSYRAltUCIShVaKXNkIVNQaRa127TJiCQtaSKpdJ0qwZxVnjbP/vPae92Iz4117gZndM3vmz+dz4zOzzxk/xmjPd49/5/fkkiRJAgAASMWqrBsAAIBWImADAECKBGwAAEiRgA0AACkSsFnU1NRUTE1NZd0GAEDTEbBZ1MDAQAwMDGTdBgBA0xGwWVRfX1/09/e/69cPHz4cBw4ciF/+8pcREXHhwoX45Cc/GY8//vhKtQgA0JAEbK4yNDQU586di7GxsRgaGlq0Znx8PF544YU4depURER885vfjB//+MfxsY99bCVbBQBoOAI2V3nllVcWPZ7vlltuiYiIt99+O86dOxdf+tKX4pFHHok777xzRXoEAGhUAjYLjI2NxZtvvll5/eabb8bY2NhVdeWAXSqV4itf+UokSRJPPPHESrUJANCwBGwW6Ovri4iIJEkiSZKIWPwu9s033xy5XC6Gh4fjG9/4Rnz5y1+OG264YUV7BQBoRAI2C5R3DsnlcpHL5SIi4sSJE1fVrV+/Pj784Q/Ht771rdi+fXs88sgjK9kmAEDDErCpGBgYiOnp6di0aVPlvU2bNsXU1NSiW/bdfPPNMTk5GU8++WSsWuV/JQCACAGbecpLQfbu3Vt5r3x8ZcB+44034uWXX45HH3009uzZs2I9AgA0OgGbigMHDsQdd9wRPT09lfd6enrijjvuiPvuuy8iIn7729/G/v37484774ze3t742te+llW7AAANScCmYvPmzXHw4MHo7OysvNfZ2RkHDx6MzZs3R0TEa6+9Fhs3bownnngiXnzxxVi/fn1W7QIANKQ1WTdAc7nnnnvinnvuyboNAICG5Q42AACkSMAGAIAULWuJSLFYTKsPGpS/49a2a9eurFsAgJaz7DXYtVygi8Wi+iapP3r0aET4+231egAgfZaIAABAigRsAABIkYANAAApErABACBFAjYAAKRIwAYAgBQJ2AAAkCIBGwAAUiRgAwBAigRsAABIUS5JkmSpJxu13LrKo9ILhULGnVBPtYxWBwCqs2a5H1DLBbpYLKpvkvpywG6UftTXpx4ASJ8lIgAAkCIBGwAAUiRgAwBAigRsAABIkYANAAApErABACBFAjYAAKRIwAYAgBQJ2AAAkCIBGwAAUpRLkiRZ6slGLbeu8qj0QqGQcSfUUy2j1QGA6qxZ7gfUcoEuFovqm6S+HLAbpR/19akHANJniQgAAKRIwAYAgBQJ2AAAkCIBGwAAUiRgAwBAigRsAABIkYANAAApErABACBFAjYAAKRIwAYAgBTlkiRJlnqyUcutqzwqvVAoZNwJ9VTLaHUAoDprlvsBtVygi8Wi+iapLwfsRulHfX3qAYD0WSICAAApErABACBFAjYAAKRIwAYAgBQJ2AAAkCIBGwAAUiRgAwBAigRsAABIkYANAAApErABACBFuSRJkqWebNRy6yqPSi8UChl3Qj3VMlodAKjOmuV+QC0X6GKxqL5J6ssBu1H6UV+fegAgfZaIAABAigRsAABIkYANAAApErABACBFAjYAAKRIwAYAgBQJ2AAAkCIBGwAAUiRgAwBAigRsAABIUS5JkmSpJxu13LrKo9ILhULGnVBPtYxWBwCqs2a5H1DLBbpYLKpvkvpywG6UftTXpx4ASJ8lIgAAkCIBGwAAUiRgAwBAigRsAABIkYANAAApErABACBFAjYAAKRIwAYAgBQJ2AAAkCIBGwAAUpRLkiRZ6slGLbeu8qj0QqGQcSfUUy2j1QGA6qxZ7gfUcoEuFovqm6S+HLAbpR/19akHANJniQgAAKRIwAYAgBQJ2AAAkCIBGwAAUiRgAwBAigRsAABIkYANAAApErABACBFAjYAAKRIwAYAgBTlkiRJlnqyUcutqzwqvVAoZNwJ9VTLaHUAoDprlvsBtVygi8Wi+iapLwfsRulHfX3qAYD0WSICAAApErABACBFAjYAAKRIwAYAgBQJ2AAAkCIBGwAAUiRgAwBAigRsAABIkYANAAApErABACBFuSRJkqWebNRy6yqPSi8UChl3Qj3VMlodAKjOmuV+QC0X6GKxqL5J6ssBu1H6UV+fegAgfZaIAABAigRsAABIkYANAAApErABACBFAjYAAKRIwIYWNjg4k3ULANB2lr1NH9CYhocvxt///bnYuHFV7N/fGffe2xnd3X6mBoB6c7WFFnXs2GRERIyOzsazz07Eo4+ejcOHz7urDQB15g42mRgfT+IXv+iMzs7qw9771b/++sKvvf12V/zv/05U/fmtVj86Ohtr1+ZiZubysNbjx6fj+PHpyOdzsX//NdHTk8SGDbmqfw8A4P0J2Czq0qWOmJr6QCW0lkqzMTp6aUHNlXdCz5/fFP/2b+eiVLoUo6OzVfwumyLiXA1d1Vp/fURUH1BbuT5JInLzcvTERBLHjt0Q//mfZ+Puu9fFgw9uqCwfOX78eHz1q1+NT33qU/GZz3wmfvSjH8X3vve9ePzxx2Pv3r019AMA7SmXJEny/mWLM2q5+UxNrYpSaV3l14iIkZGO338tF6VSR5btUSdXBuyyfD4Xu3evi0OHLgfss2fPxgc/+MHYuXNnPPPMM9Hb2xuf/vSn4zvf+c4Kdw0AzWnZAXvXrl3qG7B+ePhijIxcitHRSzE8fDFKpUsxMnJp0dos5PO5uOGGybj22murPuf8+fPvWr9hQy62bVv4DzK//vWv40Mf+lDVn99q9YODM/HWWzNx8eLVtfl8xP79v4kHH/zIoktEDh48GEePHo3e3t645ppr4sUXX4y1a9dW3QsAtDNLRFpAOUy//vqFynEa8vlfxdatWyMiort7VXR3r17w9a1b1ywIZ2+99VZ85CMfie7u1VXtVjH3A8KNVfdTLP68xvpzsWvXzW1bXyqdjzfeWFhz770dsW9fZ+zYsTaKxVPvuv76rrvuiiNHjsTIyEgMDQ0J1wBQAwG7CZVKs3Hy5HT8939vjK9//TcxMVH9P0Lk87nYunXur33HjrnQND8ol9/7whe+sODXakxPT1XOJ3sPPLA+XnppOjZuXBX79nXGAw+sr+qBxhMnTsQXv/jFuPHGG+Ptt9+OmRm7jgBALQTsJjE8fDFeemk6BgcvzLtDnY+IxcP1xo2rYuvWNbFt25ro7l4dGzeuiunpn9a0BIXmtm3bmviHf7i+ph96Tp06FR//+MfjE5/4RHz0ox+Nhx56KL7//e/HY489VsdOAaC1CNgNrHyn+tixyffclSOfz8Vtt62NbdvWxG23rX3XQOWZ1PZTS7h+55134v7774+urq749re/HbOzs9HZ2Rnf/e53BWwAqIGA3YAGB2fiuecm4+TJC+9ac9dd66Kr60z82Z9tu+rhPliK6667LgYHBxe8Nzk5mVE3ANC8JLMG8tOfXhM//OFvF31Isbyd2u7dHXH33XPb6xWLPxOuAQAazPums4GBgRgYGIj77rsvNm/evBI9tZ3BwZk4fPh8jI7eEBELw/Wtt66N/fs7Y98++1NTX6dPn44XXnghent7o7e3N+t2AKBpLRqwx8bGor+/PwYGBmJqaioiIvr6+uLgwYMr2lyrGx6+GE8/PX7ViO/Fhn9AvfX19cXIyEiMjIxUgvaePXuiq6sr69YAoKksCNhDQ0MxMDAQQ0NDlfc2bdoUe/fujZ6enhVvrlWNjyfx3HOT8eyzC8dad3TMxsc/fk3V26lBmg4cOBDbtm2Lvr6+OHPmTPT390d/f3/09PREb2+v7wEAUKXc5ORkMjAwEP39/TE2Nlb5QpIkkVtstjLLMjn5gTh16qMxM3PdgvdvuOHV2LTpZKxePZ1RZ7DQld8Durq6Ys+ePdHb2xudnZ0ZdgYAja1yB/vKienCdfpKpd1x5szuBe/l87+Km276j1i37p2MuoLFXfk94MrvEQDA4nLJvKvm0NBQvPLKK/Hmm29WCjZv3hx79uyJnp6eq+5azY26rn5wSbvWj48ncfjw+QXb7uXzuTh0KB8PPLB+xfupxlImOTZS/+prr5+amoqhoaHo7++P06dPV97fvn177Ny50xIRAKjSgjXYPT090dPTE2NjY9HX1xcDAwNx+vTpOHLkSNxxxx0eclyC4eGLcfjw+QVb791669r4/Oev9QAjDeX555+PV199NSIiOjo6Ys+ePbFz504POQJAjRbdRaSrqysOHDgQBw4ciIGBgXjllVdi7969K91b0ztzZl18/evnYmLi8j+t33//+nj44Q0ZdgWL27t3b4yNjcXOnTtt0wcAy/C++2DbE3dphocvxjPPbIrp6blwnc/n4uGHr7GfNQ1r8+bN8dnPfjbrNgCg6RkDWAfDwxfj8cfPxfT03BKQfD4X//iP15u6CADQBiwCTlk5XJeXhQjXAADtRcBO0ZXhuqNjVrgGAGgzAnZKxseTq+5cP/TQGeEaAKDNCNgpmAvXY1ctC9m06cL7nAkAQKsRsFPw9NO/W7DP9WOPXefONQBAmxKwl+nYsck4fny68vpzn7s2duxYm2FHAABkacGo9FoVi8U0e2k6Z86si3/+5w9WXt9++++iUPhNhh2l5+jRoxERUSgUMu6EeqpltDoAUJ1lr2Oo5QJdLBZbpn58PIkf/nAsIuaWhmzZsjq+8IWtEbE1k37Sri8H7EbpR3196gGA9FkiskTPPjtRWXedz+fi7/7u+ow7AgCgEQjYSzA4OBPPPTdZeX3oUD66u/2nBABAwF6Sp5/+XeX41lvXxgMPrM+wGwAAGomAXaMrl4Z8/vPXZtwRAACNRMCuwblza+PYMUtDAAB4d9JhDX7yk+sq0xq3bFltaQgAAFcRsKs0ODgTr712TeX1ww9f8x7VAAC0KwG7Sv/yLxOV43vv7TCtEQCARQnYVRgcnInXX5+pvD50aEOG3QAA0MgE7CocPny+cvzggx5sBADg3eWSJEmWenI7jFp+7bVr4+jR/xMRER0ds/E3f/Or6Oyczbir+iuPSi8UChl3Qj3VMlodAKjOmuV+QC0X6GKx2HT1Tz11NiLmAvVdd70Tf/zHOzPtZ6XqywG7UfpRX596ACB91jq8h8HBmRgdnQvX+Xwudu8+/z5nAADQ7gTs9zB/55B9+zrbYmkIAADLI2C/iyt3DjFUBgCAagjY7+L48anK8b33dtg5BACAqkiNiyiVZuOll6Yrr929BgCgWgL2Iubfvb711rWxbduyN1sBAKBNCNiLOHZssnLs7jUAALUQsK9w/Ph0TEzMzd7ZuHFV3H33uow7AgCgmQjYV5i/PGTfvs4MOwEAoBkJ2POUSrMLtuYTsAEAqFUuSZJkqSe32qjln/zk+viv/+qKiIhbbpmIT35yNNuGMlQelV4oFDLuhHqqZbQ6AFCdZW+PUcsFulgsNnT9U0+djYi5aY0HD26OXbv+b6b9ZFlfDtiN0o/6+tQDAOmzROT3hocvxujoXLjO53MebgQAYEkE7N+bvzXf7t3CNQAASyNg/97Jkxcqx/a+BgBgqQTsiDhx4sKCva9NbgQAYKkE7Ig4eXK6crx7d0eGnQAA0OwE7Fi4PGTfPgEbAICla/uAbXkIAABpavuAbXkIAABpErAtDwEAIEVtHbDPnFlneQgAAKnKJUmSLPXkZh+1/O///gfx8svXRUTE7bf/LgqF32TcUeMoj0ovFAoZd0I91TJaHQCozrJv2dZygS4Wiw1V/+STpyvHBw58KHbt2pppP41UXw7YjdKP+vrUAwDpa9slIqXSbJw7N/fzRT6fi7vvNh4dAIDla9uAPX/3kNtuW5thJwAAtJK2DdiDgzOV47vvtnsIAADpaNuA/T//c3l7PnewAQBIS1sG7BMnLofrLVtWR3d3W/5nAACgDtoyWb7++uXlITt2eLgRAID0tGnAtjwEAID6aLuAPT6exMjIpcpr2/MBAJCmtgvYJ09evnt9001TGXYCAEAraruAPTg4/wFHARsAgHTlkiRJlnpyM45afvLJD1cmOP7FX5wRst9FeVR6oVDIuBPqqZbR6gBAddYs9wNquUAXi8VM6+fGo5+tvN6yZaqp+l/J+nLAbpR+1NenHgBIX1stEZm/Pd+tt9o9BACA9LVVwJ6//nrHDgEbAID0tVXAnn8H2/7XAADUQ9sE7PHxJEZHZyuv3cEGAKAe2iZgDw5afw0AQP21TcCevzzE3WsAAOqljQL25Qcct25d9u6EAACwqLYJ2CMjlyrH7mADAFAvbRGw56+/3rJldWzYkMuwGwAAWllbBOz566+3bbM8BACA+sklSZIs9eRmGbX8r/+6MX72s3xERBQKZ+P2289n3FHjK49KLxQKGXdCPdUyWh0AqM6yb+fWcoEuFouZ1D/11NmImNsD+0/+5P9V7mJn1U8z1JcDdqP0o74+9QBA+lp+iUipNLtgwIwlIgAA1FPLB+zh4YuVYwNmAACot5YP2CMjlwO27fkAAKi3lg/Y87foM2AGAIB6a/mAPf8OtvXXAADUW0sH7FJpNiYm5nYhzOdz0d3d0n9cAAAaQEsnzvkPOFoeAgDASmjpgO0BRwAAVlpLB2wPOAIAsNJaOmB7wBEAgJWWS5IkWerJjTxq+dy5tfHkkx+KiIiOjtn427/9ZcYdNZfyqPRCoZBxJ9RTLaPVAYDqLPu2bi0X6GKxuGL1J05ciIh3IiLiD/+wY9HPWcl+mq2+HLAbpR/19akHANLXsktEPOAIAEAWWjZgz9+ir7t7dYadAADQTlo2YM+/g711q4ANAMDKaMmAPT6exOjobOW1HUQAAFgpLRmw5y8P2bLF3WsAAFZOSwZs+18DAJCVlgzYpdLl5SEecAQAYCW1ZMCev0Tkttts0QcAwMppyYA9f4mIO9gAAKyklgvYpdJsTEzMTX/P53PR3d1yf0QAABpYLkmSZKknN+Ko5VOnOuMHP9gUERE33TQVf/mXZzLuqDmVR6UXCoWMO6GeahmtDgBUZ9lbbNRygS4Wi3Wvn5nZFhETERHxR3/0B7Fr142Z9tOs9eWA3Sj9qK9PPQCQvpZbP1EqXaocWx4CAMBKa7kEOn+Lvq1b7YENAMDKarmA/cYbM5VjQ2YAAFhpLRWwz527vOd1Pp+LDRtyGXYDAEA7aqmAPTZ2ec9ry0MAAMhCSwXsU6c6KseWhwAAkIWWCthTU5f/OJaHAACQhZYK2GfOrKsc33bb2veoBACA+mipgF0qXQ7Y3d2r36MSAADqo6UC9vT05T+OITMAAGQhlyRJstSTG2nU8qlTnfGDH2yKiIiNG6fjkUdOZ9xRcyuPSi8UChl3Qj3VMlodAKjOsrfaqOUCXSwW61b/zjvTEXE+IiK2br02du36cKb9NHt9OWA3Sj/q61MPAKSvZdZRlEqXKse26AMAICstE7CHhy9Wjj3gCABAVpr6Vu/x49Nx8uR0DA7OxAc+cPlnhZ//fCZ2715nL2wAAFZcU9/BHh6+GCdPXoiJiSR+8Yu5JSJJEvHCC1Px1399No4dm8y4QwAA2k1TB+z5w2TKe6HkcnMHExPJgmUjAACwEpo6YO/YcTlg5yqrQeYO8vlcPPzwNSvfFAAAba2pA/aGDbnYsmXxBxoPHcpbgw0AwIpr6oAdEbFjx7qr3tuyZXU88MD6DLoBAKDdNX3Anr8Ou8zSEAAAstL0AXv+OuyIiO3b11z1HgAArJRckpT336hdo4xa/qd/+mCUSuti3bok/uqvfh1dXXYPWa7yqPRCoZBxJ9RLLWPVAYDqLWvQTKNcoF99dTyee24y/vzPN8Sf/ukdWbfTEsoBu1H+jgEAmkXTLxGJmFuHvXHjqjh0KJ91KwAAtLmWCNg7dqyNz33u2qzbAACA1gjYGzbkPNiYgtOnT8eRI0diamqq8t7U1FQcOXIkTp8+nWFnAADNoyUCNul4/vnnY2BgIIaGhirvDQ0NxcDAQDz//PMZdgYA0DwEbCp27twZERH9/f2V9/r6+hZ8DQCA9yZgU9Hb2xsdHR0LloOcOXMmOjo6ore3N7vGAACaiIDNAuUgnSRJlLdI37NnT4YdAQA0FwGbBfbu3RsREblcLnK5XERYHgIAUAsBmwW6urpi+/btldfbt2+Prq6u7BoCAGgyAjZXmX/H2t1rAIDaLGtUOq2pp6cnrr/++soxAADVE7BZVHktNgAAtckl5a0iYJ7yNMfOzs6MOwEAaC7/H9ismmCf9qE/AAAAAElFTkSuQmCC"
[ "linear", "exponential" ]
null
1
math
grade-5
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "no pairs", "1 pair", "2 pairs" ]
null
2
math
kindergarten
times-of-everyday-events
true
false
Patty is brushing her teeth before bedtime. What time is it? Choose the more likely time.
null
null
[ "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", "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" ]
1
technology
grade
photo
false
true
What type of video game console do you see here?
"iVBORw0KGgoAAAANSUhEUgAAAV4AAADUCAYAAADUd0sQAAD7xklEQVR4nOz9V5RkyXkein6xbfos72376mozPT0zwBgMOCB4pEMI5wg4EkiR0tGSoy71piXpSA86WjKQ7l1aSw+SSFGOlIgrCrw60hIIghYEwMFgMBgLYGZ6fHtTPit95rZxH2L/kZFRO6uqgQFBABVr9eqszL1jxw7zx/d/vwnGOef4AS+cczDG5P/qd/o19BlA3++Hqf+w3x/2msPcf1SOylH54SvG97sB72fRhS7nfI+Qpd90IXzYeqmoz4jjWH6vft7vXvW3o3JUjsqPVmE/DIiXyiAEGccxDMM41LX0G7BXWB907yDEnSZoj9DuUTkqP7rlB17wpgkwQrqGYewrDOlzHMfwPA/1eh31eh3dbhdhGIJzDsuyUCgUMDw8jGKxCMuy9m3DEZo9KkflqBxUfuAFLzBYoKaVKIpgmiaq1Spee+01fPvb38a1a9dw/fp1VKtVdLtddDodhGEIy7JgWRZc10Umk8Ho6Cjm5uawuLiI1dVVnDt3DpOTk3v4Zb1d99O+o3JUjsoPf/mBF7wqjaB+VpEnCbtqtYqvf/3r+MpXvoLXXnsN7733HlqdNrLZLAqFAlzXhWVZME1T1k/IN4oiBEGAZrOJVquFQqGAmZkZrK6cxSOPPIInnngCJ06ckM+jZ1NbCIHT34OE9VE5Kkflh7/8wAtetZAg0zndN998E7/5m7+J3/md38G1a9fATAPDw8MolUp9gpIMY+q9VB995pzDNE1EUYRut4udrW10u12Mj4/j8uXLePzxx/GRj3wES0tLeygPtY4jgXtUjsqPbvmhELwkaHWk+cYbb+DXfu3X8IUvfAH31tcwNzcnhS3dxxXBS4WErSok05BsHMewwGCaJrrdLjY2NtBqtbC4uIgPfvCDeOqpp/DEE09gZGSkT5gfCd6jclR+tMsPjOA9yC9XFZK1Wg3/8l/+S3z2s59FpbqL5eVl5HI5RFHU52bGUoRuWlHr1u/lilC2DAOMMbRaLVQqFXS7XRw7dgyPPfYYnvrwj+GJJ55APp8X90MTvNqf6mbynfoQH5WjclT+eJYfGMELpAtf3S/3N3/zN/HP/tk/w7vvvovjx48jV8gjjuM9CJbogu/k2X0eEco1puYfbFkW6vU67ty5g2w2i9MnT+HDH/4wPvKRj+CRRx45NBec9u6DvjsqR+Wo/PEvPzCCV0e1EhEmv+9Wd/HpT38av/qrv4qxsTEsLCzA8zwwxiTSNRJEqr/yd9UFhiEFuC546X/bthEEARqNBjY3N1EulnDx4kU8+eST+MhHfxynTp0C45BClzwvdEGs9oP++agclaPyg1N+IAQvodXUyDQGfO1rX8Pf+3t/D2+99RZOnTqFXC4H3/el0CXf2ziOpcdCGIZ93guDyn6CjXMuBa+BdMMZTzYJEsr0+9bWFur1OsbHx/HQQw9JPnhhbl55AACWLmDTgkKOylE5Kj8Y5Y+94CX0B/QLXEAIuv/0q/8Zf+fv/B0Ui0UsLi6CmSZ83wcgvBNYEtJLQopQr8r37ldUo51ODegeD1RUpBol9xiGgSAI4Nq2rMc0TbS7XWxtbaFZr+P48eP4wAc+gB9/6iN44oknMDQ0JNuubz5qfxyVo3JUfrDKH3vBS2VPdBhj+L//wf+Nf/Wv/hVOnjyJQqEgVH5FSAGAbZp9/K4qwEigUTls/gZV2JFgjuNYCtsY6GsD0EPbURTBtW15PU+usQwD7XYb6+vr4Jzj7Nmzwij31FP44Ac/CNu0+igIvR1H5agclR+c8gMheHWhu13ZwV/9q38VTz/9NFZXV2FZljSgAYCZCLY4jmEAEjHrwRaHEVxcQaxUVKRLf0vBrrdZ807QUTv5BVPb6NparYatrS3kcjlcvHgRjz32GD760Y9i5fSZPRrAUTkqR+UHq/xACF6gJzRffPFF/JW/9lextraG1dXVvuCHPv9bCnYYgE5VugA4PMrdL1NZjL10SBoLS+3kjMFAz6hmGAb8MOyjFBjn2N3dRbVaxfDwMB588EF8+ENP4oknnsDJkyfvux+PylE5Kt//8sdO8A6KPgOAz33+N/DzP//zcF0Xy8vL6Po+bAX9URnk36uXw/rxqnXqbdXrOawgV9t30PMYY7AsS0TK7eyg1WphdnYWjzzyCH7ixz+Kxx57DENDQ/smBUp75pGP8FE5Kt+f8sdC8A4KjlA5zf/0n/4T/tbf+duYmZnB+Pg4wjAEEuMZkC78Dvvsw9wz6Pe0qLf9flev2cNb71MPvZ9hGDBNE81mE5VKBX7Xw4kTJ/D444/jySefxOOPPw7XdQc+48gV7agcle9/+WMneNNQ6j/9p/8U/+z/8//GysqKNKIxxhAmHK7uagYcLEgHCbr9EOuBrmVIF6r7PS/td90dDQlfbZpmXzvpnnq9jt3dXTiOg1OnTuFDH/oQnnrqKVy+fBkG9m5oaZ/3PPdIMB+Vo/I9K993wXuQAPh//Y2fx6//+q9jdXV1jzuVev/7heQOogoGtfUgwbtfnep9egnjOJVOUY2EdmJMtG0b7XYbGxsbKJfLeOCBB/DEY4/j0UcfxalTp/rqTeO56fsj/+CjclS+t+X7LniB9NSO1WoVP/dzP4c/+PKXcPbsWXktYwxhGMJ1XQRBsEdIfL9RmurhcD9RcgOpDAoCUaLuyBeZ+sr3fRmibBgGstksoihCpVJBs97A/Pw8Ll26hA9/+MP4wAc+gNHR0YH0zlE5Kkfle1++74K3LwotESp37t3Fn//zfx5XrlzB2bNn9+RaUHMZqAEOwB8PwauW/QxY+91HhdzTTMWFTW5SEH7K9Xodtm3DcRwEQSA9NyzLkuHK1couOOc4fvw4PvShD+GjH/0oLl26tKedBxkkj8pROSrfffm+C15AycQF4Nr1a/jkJz+Jzc1NnDlzBmEYIgzDPpRHqDLNAAUcHr29H4EIB1EPadfeT4kSP18yIlIuhxiAbdvottvwPA/5fF6ELidBIeTbTG0JwxAmE+h4a2sLpVIJly5dwoMPPogzZ87g/PnzmJmZkc89ohyOylH53pU/FoKXypU338CnPvUpNBoNLCwt7QnrVcWAjn7TBN5B6FMXlvfjXjaoHCR4Bxnc0r7nfG/aSeoTM0Gy3XYbrutKqiEIAliWtdef2DDAIyGIyTWtUqmg1Wohk8lgYmICKysrOHXqFM6ePYuVlRUcO3bsCPUelaPyPSh/ZIJ3PxU2Bscbb7yBT/wf/wc6nQ6WlpYkyuUJitOFYpphSOVX76dNad+rJQ1dD7pukD9x2n1pgjjNQ4MnqFdN7GOaJtrtNqIoQiaT6aNqDjJYqoUQsu/7qNVqaNYbMAwD09PTOH78OE6fPo2VlRWcOXMGJ0+eTHVV289NLcnzs+dYJsYYYvA+rwu9H47KUflhLX8kgvcgQfD6G1fwiU98An4YYmFhAUEQ9ARQSnIYtegcr1oGCcs07wD9mrQ6DhK+ae94UPem1TkIvavClTGGdrsNwzD6EK7eHwcJXrVviaowIOput9uo1+vgnGNsbAyLi4s4d+4cTp8+jTNnzuDMmTMoFAryOVSPTlOoSd2p/YehMo4E8FH5YS3fc8GbtujU8urrr+Gnf/qn0W63sXTsGDqdTs9fNY77rtUR7UBPgJQFexgqQr1f//0wrmH7+e3u90wdAe93L1EKnuchDEPYti3roLDjWOu3/Z6flrYSoMxuAGdCIHMu8ke0Wi34vo/R0VFMTk7i7JkVrK6u4vz58zh58iRGRkYA7BW++wnRg1zzjspR+WErfySId9AifPPNN/G/f+JPw/d9HDt2DJ0kcXkcx7C0LGPqwk3jZFWhlab6HkYQ6+1LM+b18a+HEPD7bRRqXWnP0OtVN652uw3btvsSputtHlTU3/QTNGSiIa1e+o7qDsMQ7XYbtd0qfN9HuVzGzMwMjh8/jtXVVVy4cAGnT5/G2NjYwM1mUH/cr5H0qByVH7TyR2pcIwEc8Rjvvfce/vSf/tNot9tYWFjoS+lIeXQHNnoA9aAL3sOg4/2Kih4HGb8Oqvd+Ba9e9A3HMAx0Oh1wzuG6bl89afcMahMV8poABLJlXPMTTmgMvR1hGMJxHCDsGUBbrRbq9Tq63S6y2SxmZ2exsrIieeKz51YxOTEpWd1BwvdI2B6VH/byR25ci3iMmzdv4uMf/zh2d3dx8uRJocomi5mErlh8MQBjX1SpGmzU/9P4zrRykGqvtv/9KGmodr/NQTWYmaaJIAjQarWQz+cPZUxUaZ60ZzAV2Wr1GIaBMEG42WwWhmHA8zwEQQDbtsV4Ya8GQs9stVpo1hvodDrI5LKYnp7GysoKzp07h5XTgiOenJz8jvrxqByVH+TyRyZ4CcneuHUTP/VTP4UbN27gzJkzwic1jhEmvqfi4lA5dUGgsUF8635CTLe4q0WnJtLKQYJ3P953EJWhIts0o+OgZ9D/7XYbAJDJZPYcaz/o/rQ2UKE+JxSrhxLHcYxcLoetrS10Oh0MDQ0hm832NtLkaCU6d07PPWxAeC8wxtDxPFQqFXRaLZRKJUxNTEo0fPnyZZw4cQIjIyNH/sNH5Ye+fM8FrypcNjc38ed+9mfw6quvYmVlRRptgJ6RhzEGk6mqbfoivB8qIU2A6gJw0D0HdY/OXe/HXaY9d1Db1OvJoOb7PtrtNorF4sATkgf1if6d2gbOxYGcdG8cx7J+13Wxvb2NK1euIPB9HDt+HCsrK2i32+Ja9I+FobXBAANn/VwyADDO0W13UKvV4HkebNvGwsICzpw5g5WVFVy4cAErKysYHh4e3PlH5aj8gJbvieBNQ3LNZhM/87N/Ac8++yxWzp6WxhsKCNivDtnYAcj1MEUXNGlURJ/AGOCWtV/d6nVpxr79uOc0g6Baj6mEBquHdA4ypOlon9qhRrYFQYAgCOA4DkzTlNyuWrdj2ahUKnj11VfhOA4uPHAR+Xy+52c94P3SzopL60/y442iCJ7noVqtotlsolQqYW5uDmfPnsX58+dx7tw5nDp1CuVyua+PDuSEOQDOgUHXKF8fus6jclS+y/K+Cl5V9VWt61EU4a/8tb+Kz//GF3Bm5ZTkKwWDe0ADD0C19yN40xbVoCxdgwSXWtKMYgfRDQdRIGmC37ZtdDodcVhmEqWmG/4O6ie6nsaIhG4mk4Ft231Jimh8APQFOFiOLYMtaFzpWp0e2M9wSH2pboCEsqmuIAjQ7Xaxu1NBEAQoFApYXl7GmTNncPbsWayurmJ1dRW5XK7vvVXhmTYOg7SNtHIkgI/K96p8TwUvIADH3/17fxe//Mu/jOXlZeRyOYRK0htd8KapxPvRA/eLeNXPg9CiaiA6bP2DeFRVwKSh4DQBr6NdzjmazaZMhENaguqmd1A7VRrBMAy0Wi0YhoFCoZB6knKfp0MKdUKHdNLRSiSEyZdY75P9Npo0DUlSF0mYtAGGZrOJarWKKIpQKpUwPz+P8+fP48KFC1hdXcXx48eRzWb3nMgcpUQ/quOgR9QdlaPyvS7vm+BNQ5KGYeDf/8f/gH/0j/4RpqampNCV17IYBu8XvWnHmMvGpqis343gHcSxqs/aTzgDe70G9N/Tnqvfn9ZWaptpmmg0GgCEQY3u1dt+UD+o6DgIAnieh0KhAMdx9tSX1s9UR8R5HyVhKgJd3dB07ntQvYwJox7QM/SpmwAlgFcL5yLpj+/74hSOJKDj+PIxrKys4NKlS1hdXcWJEyf29PmgfhoUbXdUjsr3orwvgled0GEYygX09a9/Hf/nX/5LMAwDExMT8ncgUX15CBP9i0oXvGkCgL6/33Bhta1pyDOtjkHIehD/q9aroqlB7dORnvpOFLBQr9el+5gqlA7jLpf2/hR8USwWU9F3HwJN4WbVsTaVvlPpCvUk5P0ommjAhkVFRdSqfzF5UqgHmNZqNdRqNTDGMDY2htOnT+P86jmsrq7i4sWLmJyclLYF6nt9fI8E7lH5oyjvG+JVJ2wURdiu7ODP/Jk/g/euXcPS0pK4RkE2jBFK6gneNCTLGAfn6ULxOxG86m+qYNQFvI4A1ZImdAe1YxDK0tGlikipXaZpotVqARBoN0xOIL5flVgV0r7vIwgClMvlvki0tD4AgCCK5AkXquoPiI2BTklWBWxaUiMqe3jpFGGvXkOfLYUOSEPn5FtMz42iCLu7u2jU6nAcB1NTUzh16hTOnTuHBx54ACsrKxgbGwO1kCljddCmeVSOyndbvmvBqwtc0zTBAfzcX/85/MZv/AaWlxdhWQ7IGEOLMoqCBH0cJEB61IQqpPtegu013uiCSRXUuiqr3qfXoYcMq+gulftU6leFZFr7dH5RNZiZpokoitDpdJDNZmVf64J3kICjoiakIYOV67oyf29aP6l1qm5gqpCldutcOBnw1Hcl3lfXBtRn0r1UJ91LiNgwDKktUX7iOI5l2kxqm9om2lgMw0C325W5JlzXxbFjx3Dq1ClcuHABDz74IM6ePQuT9Y/FUTkq36vyvlIN9P9//JVfxt//+38fU1NTyOezYMyU6mcPOdFC6xdgezlA1QJuDuQJD+JqaSFRYnVVAOjUBrC/4Y2uI4FC6DRNsKQJSbXuNGqBPhPapaN89AQ4Ok2RVtQNT0W7+qagbzJUZ0Rcs9Yv6ntRDmDHcSRnS+g8bUx1oUYbgEobyP5mbA8qVzdwtW7DMBAnbm7UV5zt3ViIbqnVavCSoJCVlRWcOXUaDzzwAFZXV7G8vNzXx0flqLyf5f3zaoiFr+RLL7+En/nzP4sYwPj4eN/x62noTF/wabkR9Ov1vwmh0P09VB1J5EhRWaqaDEAuUlUI0eagtlmnNdRr6HfLsvYIYPV6VbCmccckLGzbRrfbhed5yOVyqQbHg4atD7Um9zcaDRSLRWSz2T6ufb+iImZVmHLOkclkUKlW0Wm1YFkWcplsn7ubYRjgZo+akJ4sJBQ5lwJdfT9V8PrK6SPqKRzqvNE3fmrfIFom7Zp6vS754dHRUZw+fRqrq6u4dPEBnD9/HuPj47JtfX2mchVaSdN81Ofud/1R+eEu37XgVSdRrVbDn/2zfxavv3EFs/PzME1TcnPq9fqiOAxnOUjgAj0hqmfWIuSl+q9S7lqqQ0eNaQJORWIqMlPbpf5OAlh9X8qzQEYhzvmetpBwDsMQnU5Hosi0IRokUPRr6bpOpwPGWF/+XKAnePcTTtS3aj8TdVGv1+F5Hra3t5HLZKVfcKFQQD6fRxCF8l0pibrv+3tcvHSKRj5f+V0/gUTdqNV3VdGxrrno/UZjSZs0+UxXKhUxBoaJ+fl5GdZ86dIlnDp1SiQISilH/PBROUx53xBvFEX4h//wH+KXfumXsHz8GCzHkekd1ZLG7fU1KEV91tGnKvx0AUwCwfO8vvwBqiBUBWRaEIKOnlXuUa2T7lPbF0WRFCoUZaaqx+T1kSZoSEA1m03EcSxPltD7Shco+yFhEirtdhvlchmO4/RFnen16mOh+mZT2xljsG0b29vb2N3dRbPZhO/7QMxlv+ZyORQKBbjZTN+pFbT5ES3hJYdzUtG1DTVbWtr8oVM5VAGub0CHQZAqCqdn03t3Oh3s7u6i2+2iVCoJbvjceVy8eBFnz61icXERBnoa1qCiC2W9/++3zUflB7e8b4j393//9/Gzf+HPY3p6Gvl8HpZlicxWA1QsFUkO+h3Yq6bRd+pCoWPNSeCSSqxOcFXwqotDXayqMFXRlC7sVWMi0G/Fp/so+Y9t2zIyTDdm6RQGod12co5ammDVBYz6+yBk3G63YZomSqVS3+LXF3oaDaS2Tf09CALUajVUq1VUq1XkMln5fiqqpblgGIY06rmuKwU4M4Ugps2I+PdB6nna/FDf9X4L4WW1X/sMnug39sVxjGaziZ2dHRiGOCLp9OnTOHfuHC5fvoxzZ1dRLpdFezkAo59KAwb7quvz/Mi17Ye3vC+It1Kp4E/9bx/HnTt3MDMzIwWbipDUoj9yUBCCbCTr54fVv+n4clroJFh1VJhGD6jtMk1T8sHqIteFLz2XVG9ViKkCmpAvCZNisdhHWejtJOHdaDSkkFLPWFPbQJ/1RZmGdinQoFgsSoSvvtugOvS+IU4YEMa+ra0tiXhd25F9rPrWqi5s5Hvruq7UTBzHQaFURCaTkao7jSmNhUol0O+qBqJvDirNdBjBNfisjt4808ED/W8YBjqeJ7wlGg1ks1ksLS3h7JkVPPTQQ7h48SJOnTo1cBPRPw/q/6Pyw1feF8H7T/7pp/Ev/sW/wKlTpyTFwBLBksZFpiGrtN/ShINcDKznv+n7vvxN5y7ps470OOfSEBQEAcIw7DPCUSHkmcvl+gRz2juoQpmeG0WRFDxDQ0MSqescp5p9LJfL7enjQYh0UH8SxdDtduE4jsxpoNIpg5CXujGpgoZohEajgUajgWq1inq1JiISEy2D+khFd6qXAfUNbVy2KxL0ZDIZ5HI5uK7blwiIKBuiFag9MbVJE4T6XDloeg/6nTbGiCvBMFrfGIbIVwz0Ivja7Ta2t7cRhiHGxsZw7tw5nD17Fo888ghWV87Ko5HS2nAkbH90yncteF9//XX8qf/t48jn8xgaGekhniRPKy1IHbXuaYgmfAdxj7qAozPa1IWtLnSdBiD0Rgm9CX2SEKKFT4KLfF+p5HI5jIyMCH7S8/YYiFRKQuUfW60W4jjG6Oho3/NUwUcnS2QymT20RBrFoH6vfmaMybaHYYhSqdTXd/p9ah+n1a16DziOg+3tbTSbTWxsbMCxbCn06H1JqEY8hmWYe8Zc3RwJETPGpGHONE1ks1nkcjnYrtPL0wxI6iZINkkVjep9pG8qaRvMIC8anUNXDbc0z3T3P/qetDzf97G9vY12uw3HcbC8vCwyrZ1dxQMPPICzZ8/uoU90SuWo/HCW71rw/uW//Jfxhd/+LSwdO9Y32VW/T2CwOxmwl0NVv9ddveh7Ep502GPaswj9EPL2PA/NZlOqs2EYwnVduK4rBYdhGFL1pY2DBHylUpFGO9u2MTs7K9MrqgiW2gD0QqQdx0GlUkEcx5ienu6jNMjH1vM8eZyPzgnrqqnOO+r9S2iXeFV6N5Ui0ctBi922bRmWW6vVROix2TMUqgELnHMwUxyYqdI+6rVpajb1t+M4yGQyYlO1TLiui1wuh0wmIzaWREtwk/EnWkJHj2lCOA0d0/dcE+TqZp5Wt6pFMMb2cMa0CVqGIZP8BJ7ILXHq1ClcvHgR58+fx6VLl4T75ZHA/ZEohxK8aXQBAHzpS1/CT//Mn8P8/Lw0mOicnHzQPoJXV5nT0C8tkjiOZSCA4zh9/qU678kYg+M44giaZlN6N9B96sIiyoJy07quK3lay7IkR+r7PjY3N9HpdNBqtTAxMYHx8XEEmnVefScywmUyGdy8eRPDw8OYmpqSGcJM00S1WoVlWRLtqgs9beMB+o0+JMyCIIBhiEgtxoT72H7UTtrfeonjGCxB7tVKBbu7u9je3ELGcQFjf3/r/ZC1Sv8MQqZdXxyAapuW3Axd10U2m4XjONI7gjPIcaM5QjNR7Segl4rUMAwgxZ2OouBUFzq1L3SUrM/X1P7TKArf99FsNlGpVuE4DuZnZ3HhwgVcuHABly9fxpkzZ0QkHQfA0v2SD8sb6+WI2vj+l0Mj3jR19pOf/CReeuVlzM7O9hmagL3pBNMEr4qE1O/2NFJ5JglI4v2oRFEEJ+GX1XpqtZpUgQuFglRb2+22FFKcc3S7XekGpaqQxNFyzrGysoKtrS3cvXsXc3NzaDQauHr1KoaHh7G8vCw5YrWvVOMcCZhbt25hcXER2WwWjIl0h9R+1f1MfY+0TUvvK+oj0gay2aykTfS69qsnrU5mmtjd3UWn1UK1WkWn1RY0AxvcloPGkz6rc0PfYAg1A5A5hImWIE3FcRzxrq7T58JH3hKqoVPfvNRsa5LHTtFcaJMYxKer1+jvpM5JtQ1xHAMJ8u60Wtjd3UUQBCgWizh79iwuXryIy5cexIULFyRFRfemua6p9pBDGRaPvCa+b+VAwTto9/z85z+Pv/SX/hLmFxf6crqqqqw+UdOQ7SBEpKI6+q7T6Uh6QJ0wan5a0zRhWRY6nQ6q1SoYYxgaGkIul0O73Uaz2ZSostvtolAooNvtwvd9KXT19odhiGw2i9OnT+Ob3/wmKpUKRkZGUCqVkM1m8frrrwMAVlZWpCFNdXdT0Uo+n8fVq1dh2zZWVlbQaDRQr9eRzWalxqAaqNTNbBAHqC58AOh2uzAMA/l8vm8M9YXfNxG0fteLYRjY2dlBtVrF7k5FCrhBGo5636A60zYCtZ16W1WBpgbHkHGO3NacTA8Ru7YjtQrD6m1qquubqvmo2pX6u94/abRD2vvpc0D9jjEGkG+30ct9EccxKpUKarUaHMfB0tISVldXcfnyZVy+fBnHlpb7eO/7RcGq8feofH/KoRBvH2/HGFqdNj7xiU/gnXfewezsrJywJDD6/CA1Na/v4QOEbtp1qiGNaAB1EZCaTdTC1tYWisUihoaGJOKljFW+78N1XRSLRYmgDcNALpdLzRsQRRHOnTsHz/PwxS9+EZOTkyKzVfL8QqGAK1euwDRNnDt3Toaeqgua/FTpu+vXr/cJavKw0FGLLhyoP3RhTG3xfV+6r+kpEHWkud+GpxbLslCtVlGpVFCv1xEFIWzb7jv3LQ0hHjSuVHSqQW2fqilQ/+ibCAkyNSKQtAfHEsnjM7ksstksTFsILIpSo/HROWgqdKYcccJ73m/AmNB3qsajFpWyoPYQT03GOfKqkJ4Svo/x8XGcPbOCBx98EBcvXsSFCxfkcUhq3WlC9SAK4qj80RXroAtU4ckYAwfwhS98AS+//DIWFxf7hBQJQCBdFaL6DjP4qsChyCvbtmFZFjzP6zPk0IKj03AbjQZOnDghXZ+63a48NqdQKMjnq0YxNb8rURC0cLLZLIrFIt56660+539CqPV6HWfPnsW3vvUtXLt2DQsLC2i1Wn1IR/WwKBaLcF0X165dw+LiYl8C8D2qtvZZ533V/iJ0TkInLVx2UF/r9ch7mLDOE6/eabVlGDMhT1Xo6mh8v81U30z0Nqp1DUJp1A5CtfSdDEuGEGB23YbtOnBdF07GlUZVVcjRXKJ+U7W3PpSqtNMy9nLE9Lt6vb5x6EJcjXZUEXmUzL+5uTmBhsMQr3zrm3j66adRKBSwuLiIixcv4tKlS7h06RKWlpb6NgB6j0Hz6qh8f8r9cbyMwQ98fOITn8Abb7yBqakpOcj6YKd97nvwAYtTRTXk+kUWf9VtiRaHYYjjbDY2NjA3N4ehoaG+ejqdDtrtNlqtFhjr98tVM3+RMFHd0x577DG022187nOfw9TUlPTFJB9fQtrtdhvvvvsuLly4sIfbpbaQkN/Y2MDNmzdx+fJlAIPPq9t38LS+JY8L2lx0hHvY/leFhuU42NnaQr1eR71ak0ExlP+W0kuSYFY1hsOq6jR+adRUWj+oNNRBQoRCecM4knOFjHKWZcG2bWSzWbjZTN+GSpuL53mpm9d+G4z6ziRUqU9UdE31qWuHriUgwHQ6R5kncRyj1WqhUqkgiiJMT09Lbvjhhx/GuXPnkMtk97T7SPB+/8uhEK+cRAB+67d+Cy+++CKmZmZgJoYbVbWJwhAm+dFGkUzalDZJ1YWWNnEBwVcSilOfFQSBvJZzYRxbW1vD+Pg4bNvuS8SSzWZRKpVQKBTgeZ70l9UnoBp5RYukVCqhUqngtddeQ7FYRLlc7uNfc7mc9G2dnp7G+vo6bt++jePHj0sKQ+/PMAxlKG23290T3DAIXe23WMiwRx4baWg37f5BqJoEQqPRkGHMrVYL+Xxetq9UKsnNkIQGUTfU/zpdolMS+jzQi8kMcJZuF0gT1FSfnI9xDGYasM0e10yh5ZwLt0Ly3XYyrjTIEWdMwlkNfKHn6n7i6pzSAYmK7AmZkzanawxhHCMgyi6OZZAIHRCr+g4Xi0UUi0UwJvzKX3jhBXz5y19GsVjE8vIyLl96EA899BAuXbqEsbGxI+T7x6QcKHjV4gc+PvOZzyCTyaBYLPYZKGgyEJcpJ9QBgzsIidEiUR3V1cndJ+yjCLdv30Yul0M+n5cuRlSfKmyJ2yUErKJnuocWmeM4KJfLuHHjBra2tuTEJYFE77i7uysR79TUFG7durUvTUD0hW3bqNfrkmtW33+Pyj8AaVF/kL8w8d+6Uesw6n9a8TwPjUYD7WZLJGSPRaRfqVSS/UgoktRyEsB0ZDuFLathvGTE1ANY1MI5BwMD45DZF/XNmpkGEKcnx9GRJd2jn4rc7XbRbDYFCnaEX7Bt2zKgg2gJMtxSeLNupFPnqJ4KU0WauiZCtBy1VaXoDIVqUQU7Z0zmSuacA5zDdl2Mj49jYmICcRzjzp07eO3br+K//Jf/grm5OVy8eBEPPPAAHnroIZw6dSoVFNzv/Dgq31k5UPAy9CbMF7/4RTz33HPCfYwEhLwOPUGLZKGkCF1dgOy3+3qehziOpUuUagAhdJrJ5XDjxg0AwOjoqFzUadwjACkUVC4a6AVZqOoreUeMjY2h2+3KZDNBECCbzcqgCtd1MTIyAs/zUCqVYFkWarUaisXiHtWSnkkLuRkEcEIfHgdiw4QRxgAzAOYjNLJw4w66hgkjtGGbIWLGYcQmAnRgxC7I14qoGPJr1pGmusHQScUU8mqynvsaIBa55Tio1+vw2x34XUFhmLaFmIn+JJRFZ8ExxuRmQtSD8DwQ/5MgDoIoQZziH+NJuk7HBJS5xniSUzn53WBa9jAO8Dh9Y6G5Qu+ijq96Lee9oA8KxAk8Yez0Ol20my3AYNJAR/7DJJCZacBS0nZyLk7MMK0eVRBHQBypJ68ktAP1NQBTMy7qZjHaLPo4Y/GDeC6tq4QOpOuGhoZQHh4GY4Jq++3f/z187vO/gZGREayuruL8+fP4wMOP4MKFCygWi/JZ6iZGR2+lbooiC5Dyd7p741HZW+4rcu1TP/1TePbZZ3Hs2DEZWKAbR6jorjnAXsPJIA6YhEen0wGwN98uAOlW1vE8XL9+HXMzM8jlciiVSn3GMTXAgoS1aZpoNpvS7Uo1pJFqSWiGFhtjDGtrazKyjeqjRUECNpvN4urVq8hkMlhcXITneXvemXMRevv222/Ddl0sH5tH4CcbgeHDhgX4IeByIDIRsRgGXDAu6jINF2HUBmcuDANoNpswTVN6cKjPoyNy1I1FV3upv1Qtwg9DdLtdNHaruHPnjvAIME14nod8Po+pqSkphMgnmmgX2vxEDo1Yhi4L5BvKvg3DEIHnwwt8BEEvjafIZ2yDcSBGvxtWGmKk+aPPJX0jHURr6QJC7Z8wjsCjWBq+CC1nMhlk87k+vriXhzmW/txRytFWhvocmqfo9+4YZBNJW65ptIt8N02gU/DG7u4uGo0Gsm5GRtA9/PDDeOihhzA2NpZqcxgUvXcYSktt+xHVcR8c79PPfBVPP/00JicnpdO5HiShljQXISo6z6eriITQSPABPVVLrdu2bVy7cQO5XE4mamk2mxJNErolhEf3k7FO5duAnosR5ayN41jSFERjUPvoXjUNJXknqJ4W9Lc6gdXFHkQxwB0EUQe2FSPLGUIegzsZWLwLz3DgsgBRFIAxU6JUzhksEwjjWPLg+Xxeen7EsVj8kXIUDr2z2uc6px1FETKZDDqdDrxOB7VGXarYZGgqFovI5kV/8CiWUXyUBpIMiEIIQxqt4jiWSFgmD0o44ygSvCt5oNB1lmUo1ED/Jq72J80Rff6pAilN8Oq/6b+bpglm9DZ+Eqie56HZbsEAk3REPp+XCY4YE7QW5arQqST6HCVtjgBAccWk+WWy/g3jMIK5j8ZQvSiSd7BtW0ZcGoaB23fv4PU3ruCz/79fx9zcHC5duoRHHhFI+OTxExoC3itkB7VPX//qOKnX/iiWfQUvdV7EY/zn//yfAQD55EjwCInhQJsAKo+lqy1p19FnoN8QoYYBq9fQPZZlSaRF6u6HPvQhVKsCoTUaDTAmIpwIjZKAabfbfUEO6iTQJw8J4Fqt1pc3loR5oVCQwRgUaKEiBHoffZKRwM8YAMIIrmGBB234hgPHdoCgDW5lwRkQBSFM2wLnifuWacK0xOYQJepyp9PBnTt3pMpPmb4KSd+EYc/3lhanqo2EYYgYgJUg4DgR6HS0fBRFCP0AIyMjMnzatG34QQe1Wg1xHMusZYSEifro8aSm9FeOoghB6CHwo94GmXGRKwhhTlFqgd+F74fwEn9n23Z7AS4wwJCeFEflQ/X5qM6ngwqPOZiiEalaHNESnU4Htm2j3W5LjUnk+/BgOXYvsCPRBqh/GWMw2N4TpvsoBY2HTVtL6rxNQ7+yTs3PmOb36OiojIzrdDr4zd/8TXzuc5/D+Pg4zp1dxUMPPYTLly/jwoULfYAqTRir7aFn6J+PAjf2Ebw0OHEc48obV/ClL30JwwmHCvSixYjb1Qdar0s3egCDDT6EvNImGX3nui7W19cRxzHK5TK2trbw5ptvYnZ2FisrK4hjgX7v3l2TARO0SFTjkz4pqH7iJYH+M77oOwojzufzaLVaaLfb8lBKel/VpUyfpFI4uwVkWYQGB2LTBTMttCIDQWjARwZl1oRpO+BRCBhmz71ILv4Osq6N5UURjFGpVNBoNLBR25XBJpT0p1Ao9VnoyesijmN5mi8MEb7a7Xaxu7vby9SWUDsUrUft2N3dRRzHUjPxfR/dblci4Gw2K+ka17WlWm5aDLaTQ2gnPrPgEukGQYAoEKg45iLBT+ALQ53wmOgdpqkewaMjXJ1W0X9X5+cgNKm6uekompA9XU/vTHwwANiuI7lvSvoDQFIUUjNR1hvVF0URuBZhp7brIOTOOYdlGHsAQJ+nhWEgUJ7hui4WFxcBCM3w+RdfwJe+8mUMDQ3h1KlTeOihh/DAAw/g2LFjIkmUkZ4v+iCvmh9lmgE4BNVgGAb+63/5NTSbTczOzvZ9H8d7j/bRUYWuiqg7uo5i9YCIQVZX+q3dbiOfzyObzaJereLpp5+GbduYnp7EiRMnMDk5iTNnzuDu3buoVCpCtVf4X5qE1B5CJLTA6XfiHtXJTkYqANjZ2ZEomOgJiiYahLLI3cp1gYaRAzNacFiAegDM5WMsj0e4VttFEDLUkYPFYvDYBzcdWIYh0GlCbVCAB+VnACDRKoVJR1GUGAIFGqW8FdQfRvKuhNxFXoY28sUC4lC4hQ2NDCFfLIicCK4rw7KJRwf6jViUAY42PEEPmTLzGAUw2LYNy7Rh51zkcgLhB4Ggg8LIRxjEiDKR1FxEqk5fuoURgiRKhPq8z/8Vh0e5+lzWN2g1mCOIeodxWo4NkwtB3O4KLxrWbqPb7og+tnpUlpoBj9AwGeSCZP6rHj36BqJ7bKgbutp+FTSoGwdRY6HyLnEcS2M5zefx8XHMzs6i2+3i6tWr+MY3voFsNouJiQlMT09jaWFR/L+0hOnpaczOzmJycnLP2k0DHj/KZaDgpY65c+cOvvCFL2BycrJ3goFpykTn6gTQBz2NUwP6o4/SeCDK9EU8LX2vXkvoaHh0FKZpYnh4OKEVhM/pH/7hH8KyLExMTGFoaAiFQqEvskkVvuqkpPy7ZDzU3YJUAwOdAOx5nvQzpn/5fF4KBHomvYdhiBSBjDEMF0rgcRNByBHyDBaGfFwYCjBtBfhfF3z8xp1ZfP2ej7JpwevW0Qy7GC8UwU0Gk9lwLBv1ag1XdkV2M3rPXC6HyfEJcAbpV9tqtVCrNXDv3j1YloVjx471Ul8CvWTsrRYatbrgzX2B8B3HQWmojGw+J1Hwzs6OfD9yuSKKQDVkqkLD9zl8P0Sz2QbxoNlsfk8kWSaTQy4HhHEkOeHA67mk5XOJcS7RTGjcaOMgwWKavbDgQYt9kPqujhfNAV0zsoxEMErvC4aYCxLEJEGq5H02LFO60pFGom9EpmnCTP4Pfb8vdwiVNOSe1nZ1/tFGTRoOrQeZWIj3DgWgd6bN2XEclEolDA8PI45jtNttvPfee7hy5TX4vqCxisUixsbGMD09jZmZGczPLWJpeQFLC4uYTw6/7TPagSHtdOYfhXIg4v385z+PtbU1HDtxvG8H1o1rg2gDvaSpGzoXR4KXJorqiE9CkyYHUQiWZWFkZAScRxgbG8PU1BS63S4qlSpqtRpmZ2fF4YtJtBlFYKl5dGkBq++nvqeOfEZHR3Hv3j1JM2SzWZmnoVAo9J3KoPsJEwK0si7CIIOM2UAtDMC6DC3Pwjc7FphtIaxX4Md5cINh5cwp8EwZldt3sdMVB2JWq1WZApK8NQSyFKptrpBHoVBAJpNBPp/H2NgEKpUK3nrrLdy6dQvHjx8Xm1zCmXPO0Ww2xWKzbIAZ6PoehoaGhHHRMGBYFlqNBlqNBjjnMoKNeG9Cpao/r8p59wQXkjzEQTKGJIDsRAgZMDMOzEQFdm1RPwMFQXQQxZCCmfpcPXuv0/Fk35ORTvdxpjHRv9MFrTp/dUpDRdmqpkTfk6AFgCAKZRJ9vyvC3+nsOUruY9s2TNuW704bO/UltUVdF2r71Q1D3zhiKBprkofj9s2bKBaLWFhYkDksdNTNYCKOAA4BLPL5PDgvJe8pQFK9Xsf29jae/dpzwuBbEMFLs9MzmJ2dxfLyMk6cOIHF+QXMzMwgm9972sqPQrF04afuSF7g43Of/w0Mj44gm832IYfDcDSDELD6nW5YoEVLngUkaHV6gugIk4mk6wFxZREd0+3CcTIoFsu4desW6vU6yuWy5DiJx1XfiQQFINR3ohyA3gnGgEgpOTs7C9u2sba2JgW64zjY2NiQaqSqftNzCNF0Oh0hXJgFzjoImYGcxXDXj3B3Q/TPa7UcWBxhPANEUYBGK8TsUAadYh68WkG1W8fm5iaGhoYwPDSU9A/50PrY3qrBqtnIZPNyMVPE3PDwMJrNZs8LhDHwKEKjVkOlUkEml0UUxwijENl8DkMjwzASNBoFAaqVXSDxoyXuMo5jcAaRuNzqaRfkOhaGIeKwd7wS4wC3TDBGFEWETqeFViuWHiaZTM9di74zLQuuacPNCI0jiHyJ1MTGGaLMRFAKj3pZ7ZqtFjqdlkTCJISpneqc5ZyLJO6GBTqZTace0uZ/Gk+salaAiMYz7R43HYYhwq4AEqRhEKiwXUcaSul7NZNdx/MksjYMEelGbVRTYaobh8GEm6FpiNwPV999F5ubm+BxjEKhgPn5ebRarWTuMjDW48rFy/U2qRgWYAhbDwls13UxMdkLwY6iCFevX8Orr78G3/dhGjZGR0cxPj6O5WPzWF5exuLiMhYWFjA7O4vh8tAedza1iGcTkBl8YK6ey1ivQ7/nj5J3ttQBUdGkZVl49tln8eqrr0q3kzS1+bBlkFpE9aqIiK7XhbVKCdA15BNq2zY6nU6fwYLepVAoyPBW9RrKDJbNZqXAnZqaQqFQANA7xSFMfFqjKEKn08Hs7CxOnz6NZ599FmEYYnh4WKK9druNhYUFmd8XEOhMPUWX3NCmpqb6jCmcRzCZ4AI55+BRDLAezbG2toa3335bOvBTu27duoVWqyUFvuu6cLMZ5IsF+J6IGmvWG8gXC4lfsXD8t5I227YtT0eoVqtibDkQJwu4XC4jk8lI/2XijQHIxOSGYSDi/cZEmi/E49LGKjjcQI4d9TXQv8EJ+qAtBaRtu33cKPGjpmnLAAiJskNfCKeQw064+6HhYUlHkNtau92V3HAa6k2bu7o/q27T0NfUQYU8P0gTU3nxTC4rA3fIDkH+0oDY9BzLApLwcxXlxooQ1jliegfHcTA9PS1TnY6OjsqxoXUSx5EMVwYAjghhGMnNUq9X7Tff92We63w+D9sSGqfneVhfX8d7V9+RBwKMj49jbHQCc7OzWF5exPLyMpaWljA3NyejRnvCkWwJe8PcZWF7Baza1kFubX8UAngP1aCq+L/9278tUwwSelP50cNMqoNeQke0tBgHLQT6m8KCPc+TuXYzmQxmZ2exubmJZrMpcyFks1mUy+U+7hHoLXbf9zE1NYVcLodms4kbN25gfX0d+XwepVJJPst1XYyNjWFpaQnvvfceNjc3MTw8LE+o2NjYkPHzZDyjBUOLIJfLSW+MkZERdJWDOkWJYcAAmIGYC2MHLSLDMDA6OgrGxGnEIyMj6LRmcPv2bWxvVxDHEQyDSTWwUCggm+QcmJqaSvyebybpEQUV4SbIPgxD4Z3RbEkXvNAPkCuIPpBBIwB2d3flBpLNi3PROOfC9Sp5jzj5Z7K91ngz40rBQclrfN9HFPQi7mghmSYJbKIlRBAJ+QkT+jMsMxHGBrJuBtxx5VzxfRGkwUxDhoz7vo8oDNH1ev7D5KnSZ6TDXoChc61U0tDuQetAnRskBGgT4Zyj2+5IUECbDrlK0ryjkG2KlJTUAtJzRahzP45jTE5OYmJiAoVCQWSgS9zj6MAB8jKi+xmItgE4T+gj9LvwgRvgcc9tkjEGHjOZI8M0bRQKJRRL+QSFi7W6s7ODq1ev4otfFNeVSiWMj49jfl4g42PHjmFhYQ6Li8KoF4PLZ6seV3qknwrkqI/SgJ4+jt8rAWypD1CF6cbGBp5++mmMJsYrEoaqAD5Mow66hjgk+kxcKwk7tRPUXVz1QHAcB7VaDaZp4u7du2i323BdV3KfpVJJ1kXvQrkbGBOZyrLZLO7evYtXXnlFWnMBYH19XaJX0zQxOjqKO3fuoFarYWxsTOYoMAwD9Xody8vLffQE0QsAZADCzs4OhoeH5XsBCeohQ1QcgzEOy2CIOKQPrpH0U6PREMLBcbC4vIRCqYhqtYpGo4FOp4NGq416swW2uYWsY6NQKMD3fVSrVWxXdnHmzBkECSfqui78xP2r1WgK5MWBOInWGhoRRstkgNBKgiXUZDJAbyFzmkPKRKecAkjGgAGASZO8J0SjKJIeFEQbqR4u6lwgVNZqtZK+6IX1OpYN00wywTkuCqUscnEoqYgw8GA7JuIwguNGiOOcpEO63a7ituaDw1Ai0npFtEnQEGn8atoaSVszqkBT14AqBDKZjHwGzVsap90dcQ7g9PQ0hoeH5dyjPid3T13I0DoizpgEOv2uGkZpzVA94ruElkzGEVEMqdujh/YtywDnCVKVtA7raaVmDINZ4DyU7ofklkl90Gg28Y3nn8dX/vAP5XqdnJzE1NQUlo8t4vjx41hcXJTC2DItkbIghT5Ik0fqNarHyvcS9VpqJ9GAR1GE5557DtevX8fCwkKPz1F2UxWpfrdFrUNNTk31q1yV6leZz+fRbDYlndBKjqUplUoSwQ0NDUm1nNpMiwoQScyLxSJee+01NBoNLC8vS0FM13Y6HYkEKpUKfN/H5OSkRE5TU1N44403kM/nkclk+pCCms+1UChga2sLYRhiampKCmJp8VYWiEQPiRqKOPG5TAyPxSRLmgFgbGwMI8kJz77vy6PXq9Uqgm4HW9s72NzagWEYmFuYh2VZaHU6mJmZQRAEaDabaDQaCIIAGceV/V8oFFAoFCQvDgjXOcQczBRhszAM+MlmnIYgjMT1TS3ks6r6mHIkEW62LZPeyOi2BHGp84CeQf0beMJ/mPGeILdtG9l8Tm6MliUQb9bNAEwg+jDifSktScjR8UlRxGX0op94GBAtINoYSsOZKtAGccBp64WuVZG+7nNLdZIGZSRzodvtwnEcjI2N9YWL68/T0Zxq6JSbjEIRUR/4vo9isbh3XrJ+JG3I90iuiynkmsNAb+OMQsHPUp8JWlq8a6vVQqMhzjEEetntSBj35I+BVquD1167ghdfel4eEjs5OYmZGWHEI2G8vCjc3CgXha6t6GOku8F9r4qVNklM08QXv/hFiWhUDosmWFqi7e+k6GootYVOEFYXmyr4gyDA+Pg4dnZ20Ol0+g4/pKxYlA5SGjWSnVvN0VAsFlGv19FoNFAsFjExMSE5QOJlySBFqKjVasnsbDMzM1hbE0EaJ0+elJNfNUao6vPdu3cxMTHRtxnsx0EBQJRwxIwxyVHLZyjCmJDL1NQUJicnhWtYs4VWq4WuLxL4lEol3LlzB0MjI8jn86hWKtje3kar0exxehCCtTw8JA1njuMID4p2Ry78bDaLSJsX+nziXCRuUd+L2hpomzdFiMFkAOcwDYas3Qs3VlEw0RKqAdNkBji41Gi63S4ajQYMy+ydy2absE3BS1u2C9Pq+V+TVwvNOQpDp+dQnb4fKn7Yrnzv70Q11amAtIWv/kYCkTSOIAqxOLuETC4r53Uci8RHIQ/BtJQ7OjIn7VFFwJJPtjNYX9uE62RRLOX3GLtN0wSP0/NmqO8Xx3HvgFET4LEB4mbp/QqFgjT00hjTRtNfv1i3PYNjWa7TbreLd95+Dy+/9M3e+i8WhWvb/DyWlpakQJ6fn8fwcDmVjlDf4XtGNaQ9aGNjA9/4xjcwNDTUJ2DT/An3K4eZiPpOTFbRRuKqBOw9JZYmTDabRaFQwN27d7GysiITttAiKZVKGBsbk8miDUMEXVBdFGp89+5dGWvfbrclfybVZwWBkDrbaDSwtLSEzc1NXL9+Haurq7Jv1Ggmui+bzeLGjRswDEM6pDPGYGg0j+xbQ5yAawBAgg4oBWM+n4enHNSp9pGamcwwDBTLJYyMjQIQVAfx0LPT0+i0hFAm96tsNgtmGfC7XQyNDKMwVBYuTUkYcaVSkf1PodGAkuidKAb0IyrGesee6xNa5R4jzsEVVZsZRi8LnoL2iGogHpoWqvrejDGYzEAMjiiM0AnactMgty1hFBRalm3b4nggnpUIW82qxjmXrotxHKPb9WWUHvWfGKqe29hhFm8asqXxVMGGiqapftLoJiYm5PPF/TEYM2DBSDR/nvxTi6AFDMPc8wzDMGBbbmJwrWNkZASFuNBHg6ibQRzHgCYTmJF4H8WivQw9T6SeP7FYX7ZtS45dJOjpRX/qFCjne49MUl1LHcfB0NCQvDeKItxbW8Pb77zTl2tkdnYWMzMzOHXyuEwSND8/L8dE9UP/XpRUxPv1r38d169fx+LyUh8HSy4ruiN0WjkI0g+6h5DGzs6O7Ci1c9XJ3Ol0sLCwgNdeew337t3DxMSEzIpl2zbu3LkDzjnm5uZw6tQpBEGA3d1dNJtNcM4xMTGBO3fuwPM8DA8PS16YTnqdm5uTaJbUbfJ1pd+uX7+O06dPw3Ec6ZtJ7aMJQ14MOzs7OHHixJ4MYnJSMSaXCNM4OlL7CGGpgQkqF2dom2MQRQgTYeF5Hjqeh9npaalV1Ot1eQAoIR7LsVEeHpbvbFgWKtvb6LTa0vBEPBzMBKVqi5LGXM6DFNTLOe8dpZ4ipAjRMyb4YUP5XQZaJEY08gZQVeRY4RvVnAdBEMHz6gAAw4hFprFsFpZjwzZ7WcYo50UUB9IAGAZxollk+tAwGf6II6YxUudDWlGBjw4s1NB2FWmqGujI2Bhg9I4sohOS9XU5iHJQtUmyR/BYbAT37t1LvCgKfe0nNCrcB005T9V3UuuncSRAQp4QhsEQRRz5Ql4G9ehGMf0dDKPf5sM5FANsDIDoDg6hbJnI54soFEo0qxDHMba3t3Hr1i18+UtCsx8bG8PKygrOnj2Lxx57DA899ND3TOgCileDOjBf+/qzIsJG8XklAUjXpg2uWtSOGzTp1HrUz8TRVioVTM3MiPSQCVcYEW8KkZkrY1k4ceIE3nzzTZmljLwXgiDAG2+8jrt3b2NhYQHj4+MolQoYGRmSgnJ3d7e3wJIdjr6nOki1b7fbyOVyGBkZwfXr17G9vY0zZ87I6B56V5WCiQGYlon3rlzB8OQsyiNFdBsBOHzEzIXJIhgGB7iDkJkwEcDkQMgZTB6BmZYUksR3URCBzFzFufQeoJ2aJqatjFO9LqLRhoeHUa1W0Wq14Hc9xH4Iy8kgjAVyHB0ZQyE5GsmxLPAgxO5ORdIzuUIeEQNiBpiaYAW0yERFVVTnGV3HmKAVmGZ1N5I6GXoWc2hzRQhkABwiGU2SxDyOY7iK3zAhWLrPMFSEydDpeGi3uxINk8uWOJlCCBbbduE6WbmpBEGAru8plIeDOM7J1JeeR3knPCmIyQ2uzyc2aa/+vU4JqMKM5mWhUMDk+DiiIJApH1X+FXIGHrwGqd4wDFEqDmFjYwPVah3Lx+ZRKGYkqFD7Po5jMETaM5LNIU7qZByGBAlmkpvYlmjUNIQ3Q6fTkfSYun6ErsTATIAhBI8sMCsGjzLgkQdm9ufjSOs76uNeX5rI5QrI54tg4+NghgiV//pzz+N3f++L+I+//J9w7tw5/PiP/zg+9pN/EtPT030blDomg6iKgwrjosjKGo0GfvJPfQzr6+uYmJqSx47oqPigQdyvEbqwBXqpFAnJvPXWW+h2u7h46ZKkB+icL0IZlmWBJSrg7u4u3njjDaysrGB4eFieMCGOrGmg3W5LxEg+hWEYS16YXOaoDUEQoFqtYnh4WKqPw8PD8DwPN2/eRBAEOHXqlERYJPTIA4HeLZ/N4cq7byNshTj7wGm0ujHMsAWfZWDEAVzTAg9NBC6HEXsiEbpjwYg5Qm7DscTEajQa0n+TEKxpmhJppvU//W1ZFiqVCirVKmZmZlAqFFCtioi+O7duS/cx8umdW5hHuVyG5ThwbRsba+syH0Uul0OhVJTeC+Y+c4IxJgVv2iatoy9qNyA2FVXdS0OG9LsumOgazkUQBL2b6juchiLT+lGcyebKRDfk5kiaHwBpiOvVz/uoCkLD5C2homFVMBAiVKm9QXlLPM/D8vFjGB8f32N07C+6aVMvPYqB1h6DiXfffRe+7+P0mZPIZrMyd4k6RuqYpWnOPGaScmDoUZYkvAS3W8Lm5jo45zKfNLXHNE3ELAYLTUSu8CvPxAxhxMENjpwB+NySm6E6l/Qx1dtL1xoQOZfpMzOFp9T29jZqzQaW52fwsY99DJ/61KewtLSUWp9qezosPSEToVNjnn76afzUn/tpTE9PI1co9FHzaQsl7WXS/u57KGN7FpDaSRT6+vLLL+PcuXPC3zUJYCBOSV+smUwGlUoFV69exeTkJE6fPo0wDLGxsSFzu3IeyTBSWrACBZekKqm6sdHgl0ol+L6Pra0t7O7uynh0OkmY+GASuNSmXC6HWzduY2N3C5dXziI0gCASk8o2xOQLwRFbDqwghAETsWEDYQDTZPANC1kTMv1leXhYonka8DTBp3qD0HtsbG3BMAwcW1pCrVZDu93GxsYGmtW69MMNwxDjkyL5CfFloR/g2rVrckMqlMQJySFxk2mTSpkn0r1swHWqUOlDw9q8SJtPqnaxH9qh72lBk1Ak97VBGwP1MbXPMky42V5Is5grJlzXlioyCXgywpFq24us6/1OtBYJYDIm65ql6pdKLpTZfA7nzp1TVOz+9yQgsJ9WqvYT0V/5fB67lRrefvttzMzMYG5+JlWwy3GJGUSS2L19rgpZg1l9Xj5hGCKTySCKONbX72F8fLxP4FJfmoaB0AB47INFJkyXI45zYAgQB2Hi0oe+duklTQCr88UEQwQObjCYMUQqVgY4MNBqN3Dz5k1MTEzgU5/6M/j5n/95mZdbf99Bz0orfX68nHO88MILqNfrPTeytM6+D0it3jvoexV90MIol8sYGhrCe++9hyeeeEJG79BCIC6XJm2r1UK5XMb58+dx9epVvPTSS1hYWMDc3FwSodTuc5OhndV1Xem/SX9TKkVA+MzevXsX1WoVuVwOp06dkrlXgX5+VbqFJd4S169fx83tNTy+chJhVliduZGH6bewY3BkQhfMsWCEbVgxEACILR+OCcTcgIUIQRBLdznVO4IGXeXnCImpGxpjDNVqFb7vS/cxsvrv7lSQz+YQJe3O5LLSoEp17ezsyA2PjkXnnEsqAMpGowrAw2zA9H0fQlXqUN83TaDqKDWtTrXQvFFdFnnUow7UeUF1qhRAGEcIG020Wj2ETb7QltVL/k7/OOeI4gBhEEuXrTAUzxUaVyhd2UgYk1anomEaU3V9TE9PyzWg9vF+SC+txHEIzplEu74XYn19HdlsVhqpVGGo9zFEOAXAelGL+jjymCFmMQzDghApBoA4CbHfkgcXqNGmkh+PLBisDi+w0A4yyJo+SraBbjdGxrAQGgCh9kFjn6ZR9c1TwwCLY5jMgB8Jl0EWc0QG4GZyOLt6Ho1GDf/qX/0Cfvd3fxd/+2//bfzJP/kn9/Tx/Rjl9iDen/qpn8JXv/YMjh8/LtgVpRO/G8SrdobOj6gDRZ/Jiv/888/j+PHjWF5eRr1e75t8ahgu3U/WzXv37mF7exvDw8OSWqBFonYKqYH0HRlI6Iw1oiemp6elj66q3tL7qEbIfD6Pa9euYX19HecfWIVpZRB7bbQiF0NOiAdGTKz7MbpdA22vBWa42GU2WMRgGyECDriGA8BDJ4nhp7SPtm1L9zEjoVpocZCwVHko3/exubmJTC6HhYUFVLa30W63cfe2MCrapoj66na7mJ0XoZmUKavb7eLGtetiItmWDB1Wk7/smVD63NBU5LR5oS8WxlhfxFsa0hpU9qDclEWnzjcj7hfeJHxlsEXEwTD4yKEgiGDbvag52rj3HgcEiXjVsGCaT0RXcM6lzzBteOpc8zwP+WIB586dkxu9asw87IbXKzGiSAh118lid3cX7777LmZmpzA7O9sHJtSNUI5ZTFx7uuAlrhdAInjF76Qd3rt3B2NjY33G4p5Ga8CAgY3YxJLVweIIx3s7DM3ARMZh4HGsGWX3HvCq8+l6P5lgaCNChosTOnzGYYHBjDh8U/zeW9vCKLexfg8/93M/h3/wD/7Bnnplr8b9KRD0InE6YwzXr1/Ha6+9hrGxMRFu6/tSldT5G73oC1FHI2k7sb6jq8+J41hmS3rv3XcxOjoqQ4NV1ykjsZZKn9ckXwI5U6+trSXpEGvSGk9p8KhNZBijBUETPp/PY3FxUU46erbOLaoL2nEcvPPOO6hUKrh48SJs00XH6wA8C9MM8GCpjbGsjcsTId5q5DDkWHh6g6G+3oUT+UCxAG7aAOfSJzWOY5lDgTYZ27blxFPbobv8dDodRJxjeHhYJj4h7juTyQAxl6or5eilAIHdnUqfqw6pwjEAYx8Npu9v1VCyD/JQx56xnjeHOpd0wZlWh3oNgL6Q3zTqgTEGrpxiQUY66sswiBHz5JRkP9jTJtFXPYqB3BHFqRtZ5HKZxF3Nlf1I6USFptVOPvdQMB0ftLu7KzUrxnpZ+6ampoSBLYokMFL77zBCl64xzR6yDsMQm5ubsG2RxAZA37oC0CeA056xZywYBzh5WvSymLmui42NNakl0LtxTulghX+PDx9xmMETk0188ATw7/w81tYjuKaNDovgot+QqBoW01CvLgwDcGRiA8w00A18FDM5eIEPz+Cwufi+l8bAwPDwMIrFIn7p3/57vP3Oe/jFX/gFlMulPi2NZMR+pc+r4dVXX8WNGzdw7sJ5eJ4Hy7YRK2gybfDSBKkugNMGSHaVghR14dFqtXDixAlUKhU8//zzePLJJyUSAyAFrs4RE6fmeR5Gkt2Uwks9z0M78REOggBWon6Sg70atUaRU9Qu1dWF6qR2ZzLCvejKlSuIoggXL15MckW04PAsYiNCGwG2whEY3RZeqHLMWzE6zMG7a7s4sXAGc2MFvL1+A14jgGlYqHY8NKp1+U4sWSSWZSUp+bg8hFL1+6Q+9zwP1XpdpnTc2dpKUmVWpKcGvRshXSsJxa7X6zLJOVn5GWPytAJoizytcM7lxpDmVqXfq14HbaNWkct+aFvfwNPQNFgvB8Og9lM77IwJkzmSkkLcQ8URj8GjnnuVGAMzQbIhgkBEBJKfsJp3l0KaiS8UG77YBCmoh3y9qQ+iKMLQyLA40ToBC4RGU99zn3GR4xOLPBj5XBE7OzuoJgbYYrGIdrsJOudvkLBlxgAaiJAuiwEWgzECR0JDaLebaLfbGB0dlZ4MauqAOOZJigKOlWIb40MmnrsV4241xHAhDxYDeQvgsbkn4ILWAcmGtHGmv2NwuDDQDgOEUYSw68EwDRimCSMWXlSUtyIIOAzDBGMcFy9ewrPPPodPfvKT+JVf+RUsLS30zZuDSh/iffXVV/t2nTAMpV+g2lj9BdIG+WAVB7KhVC8hTaqXENalS5fw7LPP4tlnn8UTTzyBfD6PTqfTx2mSgUudqLZtI4x7xwhlsg6KpTx43DuYkiXPCZSJTNSDGkChL2Jqs2EYKBQKWFtbw7Vr1zAyMoJTp05J1RGGhShsI4wtDBkmXq16iLezgGOjgRCbYYisk0UQtuFkp3Fy7hjefOcamu0A1WYHnWYTQ0MigoxcyrrJkeuu66Jer8t0j4SUaFNptVqwbRulUklet7W1JVJkFkUeVd/zMTQyjHw+L4MlAKBa2ZV8I4XfSqGLdD4xjT9Tkas+X1S1VRW6nAsXOfUZ6m+D5pwueNL+3uN6RP8n/3SBD84RJP6xFOFlu2LT8n0fiBl8v9tnjRf1m1J9DsMYQSBcpkSeDSYpCdIkhJDo5eO9e/eujMhU+4miHoNuVxpXdU3gMEXtF8sSa538dsfHxxEEQQI0+jcwdY2mgS5RuQH5p7YZCk+GAtbX16UG0O12+/JBAL3kOhaA2zUHX7jdgYdx2NksCpkAoWnC8kuAEcp2EV9ObSZgps4Dagc9x2VAK/JhgWFqYgKb9V2YcQQnBLoshon+3N1xIojDMMTKygrefusNfOpTn8J//a//FSdOHAOAVDCol77j3f/cz/4Mfu/3fg8rKysynp5upp1D93LYbxEcpuiDp3NE5OYSBAGee+45xHGMRx55RHKedHQJLc40dZQ6QuXCAEh3NHq2tNSrfqgpai3VUSgU0G638e6776Jer+PEiROYmprqO9ctUu5XvRGojbbCLbfbbZTLZTmR1tbWsHb3Dqampno0idPLCcAYg++JQynJ1Ym8DoIgwM7uLkaGhjCahFZ3221cv34dtplYmJkwZMwtzGNkbBR2Igiq1SrW79wVfeTYGEpy/ZLRY9D462gT6Dkz6YhcCltl7PT5s9/80q/TUc1Bc1KdXwMXBxNepPvNZZv13IjUkGPpCcB7dUnhxROtxBDRdcQHZzIZFItFNBoNvPXWW31GzlarhbGJcZw+fVpG7UWcS7c7tS/S+6kHSoiuEhuc0J4qlQquXLmCpaUlzC/MwqNTYLQNDNBRXQw6/ZlQrtAqknfklKbS6nMNXFu7i/HxccTcRxwnFEbU6ys1GVcuJ9K0qkE+0hBqBjANG4xzOLYwiHc6HbnhR3EvVQDZhdQSwkDbj/BzZzpYLHL8vZdLKBsiCjA2LOmnHkVBHw/NOUuMtQxvvfUOxsZG8D//5//E/NyMMncFtZJWpFdDs9nEzZs3US6XBa+nNFBd6FTURXGYnfYwO/Egzo52mccffxwvv/wyXnj+eZw4eRJLS0s9tyDyEWSsD6lSfaSGqPUSIqPrbNPsW2iG0TsSWxXI5PFw7do13Lt3D+VyGQ8//DBM00S9Xu/LpWAaRmq4rL4p0IGQ9D6U9GNnaxN37twRg5Uc7VMsFiVaKhaLknZodzu4efMmFhYWZLRduVxGtVIB4+KoniAIYJuWzF88PDwsE+EQ11bb3ZUbRy80uD9jU5r6NnjR7zWs6mO+n+a0n8al1/edlLR5J98ZUJylUtyHSKM2DTimyINM/G0URX0hzVyhgVRDKPHCnSTzW7Va7esPElh0ltlhQY16HSE2FbGKXAsiHPzevXsYGhrCyOhQkpUt3TiljoXYMNVn9RvaxBxB8g6BRPTr6/dkBKQfhDAMIAr7N1Dy2BgaGkpc6AJpowDE2spms3BzRcRJioBqtSoBSLfbhWkYsGxX2il0jwnOORpBjDPlCJfHQry0xVAPDIxbXbSQgYMQzKBzCXv5Y+jdhJxhSQDXFfyFv/AX8Buf+xzK5eKBMlEGUHz729/GT/6pj2F0dBSlUkkiNRWhGIahZCHa69Kzp/JDLIg0lKsWVeiT0efb3/42dnZ2kM/ncfbsWRSTI+c7nY4SlrjX0JfmL6oLVa4tckLE5N/LOUelUsE777yDMAxx4cIFjI2NyYTpRNGorm/yWVq/cM77wmAByExLFKG2ubmO9fV1kfCm3U4ipUTopOM4KJcFTWDbNnZrIhptcXERERcRgMPlMprNJra2tnD7tgiWoKACAJhbmJfn1dmui92dHdy9exeMA1k3g+JwOXVzpbkxSBDQWEbK2KqCm4pqvB1UjzqOhy2HQbyDvkt7JqFfveiMXtpGIf2Gk5OTSSirfUqCwfd97O7u9oIZGEM3yZ1x5swZab9gTPhIM54eBELPZ4w2tn6/XhJChXwJW1tbeOutt3DsuMjk5fs+OGkD2qakv5s+/qprGQDE0d4N+9494bcLFgtXM8VbwjSFh00cxyiVC+KoIc4B6Cd9x1hcXEShmBM+016Ier2ehMC34Xmd5FTsXr4ZlfOlZ4amAZNHKJk+rMjHRphHKesKcGIyhMyCYUBqMuT1xJiZUBkiYMrzPLz88sv45Cc+gV/+5f/Q985pMlKmhbx69Srq9TomJydFh8X9YYxpk3K/cr8oZBByUb0IaBO4dOkS7t69i3feeQcvvvACRkZHsby8jHK5LB3MVYGdJhwGCRNwcSYVIWQ7UY06nQ42NzdFvt9WC7bj4PHHH4dpmhKx6D58uvosvBc1y7vy3pTnlhZgHMdwMjmMTUwJ9TJZsO2mOE7e8zxxZAvr9ROlB8wXixgZGUEzOWm4Wq3CMkwYEFZ83/cxMTGBfLEII/FkiJJEOAYYDEr7iP4csfp8SBvrNE6NvtcR86B6VG3q/S5qG9Rn6M/TkTCNn1p0qkPtH9p4kGg0SHygo6DnTuYFvkyDSV4oKiVFmeJmZoQKS/YHxsQRPmrv6OMg/qYgjLivXgIyQehhbf0uSuWCjBxT38sYsPGljTmh3X5aokeN5XI5bGxsCI+PjPCFZ7BB6jhjsaRRHFecARhHSNzzLGXziOB5Aba3t2HZE0Lji9totVqIIp7YQzrJ6doc4+Pjck2qXLJpmuBBC37McBsZ5PLjmB7NIOzWAA40IwOxL84wpORYtm0jl8uhVqv1hHcYwnEyOHv2LP7b//P/4OzZs/i//q+/nUpPUl9JPuHGjRsyFWJahJh0kdBUw4ME7GFRzCCVUka+GL0cBJ7nYXZ2FmNjY7h+/Tru3buHl196Cbl8HnNzcxgeHu47l4rUAtr1dGGsun+oyKPrediu1bC5uYnd3V3EcYxyuYzFxUXkcjl5HfWVvqOmZXNTET4V2kmjKJKqPd1POX4p7zCPIuRyOWFoCyN0fU9mZCuXyxhJ0j1m83kZxlqr1dButqRxKIpE3tmhoSFpOKNgiU6rLV18KPeBOja6EFXdZ1ThM2iR6vTUIEGetrD16/YraRttmpBPE+4H0R993xtGL7FRsj4459JQF0OcOKyexsESlzXGGLKJLy/jIlhHPb4HEBrQ5OQkyuWy9LChZ6cF1Oh9xVgvFF+d7zQHNjc3Ua/XsbS0JI3ZKvpkfLCnxKAxSvuOEHar1cLk1HgvhWWkbrDJOYg8hOeJ9K3DQ6MyGEWcsGJIKq/RaKDRrMlrSNDSiSmWZaHRqCGTcVAul5O+CMEY5bvwEIZAPpvBXMFFKwhRrWwhBAMMGyxowXEtGMyUvtUUB1AsFhNBH8t+y+eLmJ+fx7/+1/8aq6sr+NjHPibHSXeZlYL3+vXre7IpDbJg9gb18DxfWklDPYOuoUGkF6DcnWfPnsXc3JxUpd99910wJqzGIyMjKJfLcqei0yLoecQFk7M8+be22215mgP5Cc/NzWF8fBxDQ0MyVJjupwWgEveqVbMPAaDHGdJv5AFBXCv9FscxOATNQX6VfqKGkTpGQpyEpWmacJJJV6/XxXlryfloJMyDIEC5XEaukJeudJ7nYXenItvpZjMwbavvHdLQ4H7jRhpE2jjK/vgONKjDLPhB9w76W3+/QUXnfPV26ELKxF6QQb/TP9cVqu3Ozo5cpDROlmVhZmZGjrUKJgaizpT3V4GSNFj7ETY2NqTdgNaXtJfEcWpI+H7P63t/5VDMfF5kIKPTr1utlraJC444jHwJMkZGRmR+bSGLLAQBfYYUeHfv3pUeGNR+cgFjTOSfoSg86kOKVLSLY8iaAdbrARgiWAywbBtGtwqzOIahYla+C2U2JOqC2imiPYXvN22Q//gffxrnzp2TcQB6X1mAEEC3bt2SjQMgHd/1ybRfUpTDFB05paFfdVBjcRFizmHSsdMADMtCEEXwGw04joPl5WXMzc2hXq9jd3cXlUpFeAWsrfWhdnVzAXo+v6pQN01TZH5KkEa53Eu2TKikTCdAKOqbWi8tHN1HmXNhKY658HGN4hhBFMnDJ+k0B3Ixsg0DoRLPb9o2MraNbGJQixM3JsuyJC9PExUQJ0Y0Gg0U8wVxwm8gHPRpQ7KS0y12dyrSrUcmlOe9tI36+OjjmaZmA5DW5TQUyTnvS9c4qH6dv0yjKA7SrAZ9lzbn1GvTNDFaAzHQlw6TsSStJ++5wxE1YSp1cC7oLHAu3RnrjQbq9XqfcPR9H1Mz0ygUChIh9qvx/dFkaf1EKDGK+k9Dybg5bG9vo9FoYGFhQXLKUluhOvfpS0BwuMzoHwPGKIwYIG7W8wJ0uz5GR4fR7fiaMEq0RbOH+vO5IizTkZQM0NMqBegBGBPvWywWpRsZ51xy4IZhSAGsaqRqitUcuqhXa2BOAZaRRNeFEWLmIG7WwUoZ2LaDOELi29yW9VJK1SiKMDk5DQCwbZHXe3d3F//wH/5j/Mqv/MfUfrM456jX61hfX5eISR3MtMmuT0R9l09TfwaVNOFOhSYAfU/CRJ10NIDUIeVyGUMjI1hYWhKx70lWKFIVyN+SnkdIUT2hlz6ToYz+WZYlE4arglpXnwHI5Ce6Vbjv3ZI2+L4v+Wl6T7lAlfvjOAZnTFJCaqi06mNrGAY6nQ52dnZkrt0wDGEk6KtQKCBfLMisa57nSQ6YQZxpxUwTUVI/1bmfhjNIzUyjGdTr9xN8+9V30PzSNbL70cT0egYVA4Je0IVen/BOnh8r7ykSHfZsCoZhoFKpIAiCvqg2x3EwMjYmstFBCG/dNZLamLaGJHiJYxhGDwDYlis9GcrlsjzkksCFYRgI4172u/0K51zB9HKbkd+EoTiF+9494clAB8r2spYlOaUttid8X7XtiNy9vUAV8lQAIIUu9YmQYWLtkJ8wHdtEdQICHG3Xm8g5DphlwuQegiBCzA143IHLfayvryOTEelm67UmarUa8vk8RkZGZFa/ZrOJVquFfD4vjfDFUglPP/00PvOZz+Av/sW/uGd8LMbEseGb21tws1lh/GEMcRRJwxIl11YHlQZbT9tHg0H/p/nW6p/lJFX+TvPr5MpnJMgRrOcqRmo7EtTo2jbyCWeathD1aCgAcmdUTx4AIDkkAPJ4kjTUrtapC6PepOhx50G3i0ySfjGOY/A4hps4aFtKpJxc1NQ3sXDqj+MYBhNGHOrrOI7BowitRgNepysmCI8R8hiWY2N4dES68xiAOJstQf35fF7wjyltTytpgq1vjgy4RtecdLSsq+WD+vOwm8Ggdu5HLxz0u/6MQWhaHjyZzFPKnxsnnH6tVkNtt4pcJgvE4h4vEEmNhsvl5Cy59A2enjNoYwQMmKYhXUSDMEShIIxctWYDS8fm4TgG4tBEFMTgVozQdFGEjzrnyHETEQ8R2REM34FhiYQ3dhDCs01EFofFkyT13AAMjggRDGYCMOA4wvjc6bQwNjaGdkcI3Z5GRHl9xRzwPA+l4hA4F0nSRb+R9sgQx1IKgMfC3atntwH8KIIBA7brYGqojM21TURR77TqMIzheQIU7e7WhKeU4QBRhNhwABYBPEbGCBHHQOBztFtV1KoNmWir0WhIO1IQRLAsH81mHeVyEb7fW4cjo6P4t//23+PHfuwjWFycB/lSc554w+zs7KBWq/VNWNr9VKGVtvuT0E1DIoNohbS60tB0GqKmHU8VzIPUTMZ6Jzeop8eSo3vaPxVV04SmgATf9/vQblpJ6yupomobGAl2ch1T0Uyf2qfUo/9T+00aRcMQtVpNHtNNv4dhKE9GpnwV5PHAE5WXfILVxO6DUJ86Puo/VSVU/6X1jx5QQZu5XvegMghpH1QOqvf9KKqQpMWopoEkvpZyHat94rquzLVL96e1O00z0p+vpiwVFJiH9Xt3MFIeQimXh+dbsG0TYBY4j1CMQnRDjixjCMwQoeWAhw6cTIAw6iIOOohs4V1gR0YSZBHBsEz4IWAwBxwB4qiRqN3i/dyM3efuKeZ4T4YQGhVzoeeV1BO6cZ+BnMOQdJ66XsIwxMmTJ/HUU09JA7h6UnO328XW1pY8v5DuVSlHdZ6Sxkj9STKF2ku2HULhtBZzOUHn/NIv/VIyHj0gZQDA3bt35THZg3ZtfaDT1Jo0hHGYhbMf8k1bvINKmvDWEU4aqk5Tf9XFAkBybJQWUb3+oDalIWLyZKA4fn2joQFUPQb0fzrKoYVNBjX1KCLf95HP51EaKkvLLOfCJ9nrCG6Xjr9J0xAO0996GbQJ65/329jTnqf+/d0Kz/dD+B7UR8ST6+03TRO1Wg31ai3JcRyBM6E6T0xMyOT8VI9aZ9oY7QdAokQA57NZ7O7soF6vY3REnMCddTy0eAzL8hHGOWx5AZqGgRAMZsSQiziY5aPhWwiMAkwzh4hZMGMHJhh4FAOIEcQBjITvZTGDY2fRbjfRbDYxPj4uQY/abkHnxYgjSI+eVrsBwzAwMjKETMZBEHhS4BJdIJZR7zghEpwGB86dO4cLFy7Atm2sra3JoDCiDtUcGCTY1T4kY7suD+goMgB9WQrVQ0DJ64J+n52dxec//3l861vfSsYjoVEAYH19XU4Eeojqz6eil7RJ950gkkH3pamJg1BkmoqZJnzVv/V3ShNk6rWWZcnj3QntqkjmoKJer/YjIUp5lI8m6AdtGmmLjq7NZDLgUSTcbBoNeR4ZofjR8TEZ2WNZljjWvVaXtEMml5VoUw2WSRsjXfvYTwinbebquAwax8NstrrmcZAAP6yQ10vaJjKobWkIn/4mmoi+q2zv9NUZRRHcbAaTk5P7+kzTfErbyPR+i5Jrs64Lz/Nw+/ZtjI+OIZfLoRsGiFCEYzDUA4YyD/GhaY4p2wCPO9jiEba6HcSBiaxhoQwPnZxwkTOZB275iE0OZmYBnqTAjEMhSDNDqNSqsFwLbs6FFwSC0TVEKD1nPf9ixhhMw0axWMT29jYmp8YxNT2B8YlRFEt56W4p3CH5HmNgp9NBJpPBo48+igcvPoCpqSm8+OKL2N7extzcnPTtJ28GAH1ol+rWx5h+U+0htIY6nQ7y+bw8cVx1wyU0bCeucJ/97Gdl/Zwn+azV02PVQU1DsGkTdxCC+U5K2nMG1XnYZ5CAUP9W25yG4Ol/CsigjldzpB72XegzCTQaTMqCpg74/WxinHOZ75WSm5MhkU5WoAlQLpdlhBs9h5KcW5YFy7H3aDzfzVimCVOgx6Hr1w5SoQ+Dgt/PObff7/u14aCiX0PufpS8SLp4BQHGx8elaqwL+oOEvv4sdc6ZpomtrS34vo/R0VHYto0Cy4IbDQAGAs6wOGFj0nLwk6dq+LPzNi6PZnFuzIJlxLjXDrHNYmRbMXgYgVtZhOCImIGYGzCYDZMbMCCCMxrtJlqtBkZHR+VBBmobyf1LCD2hqs/NLqDZFCh5amoKmYyDubk5zM5NI5tzk6i/QOZDocT28/PzeOqpp6QL12vf+jY++19+DadOndpDJxAQEag0AGPCnY3zCHEsTg0ReYr7UW+hUEAul5OayPDwMB599FFYltWXoKp/szUwMTGB3//9P8C1a9fk7xYgXDj0gVXRL3XUIIGrDrKOBtOQ0H5IIe26tOcMun9QURdymgDXFz8JoXa7jSiKUCgU5P1pBrQ0pD0IdRPapaTiKtI1Uwxqajv1QpPIdV00ajXs7u5iZ2dHRsDFoRCsQyPi1GAz2a0bifuSmfgp53K5vufu16eDEJg64fYTYvqmNwgtDxon/fdBwkitf5AmcZhyEII+DF2hzjEnEbSbm5vyd+HQH8DNZjA2NrYH/AzSgAZtcGoxABi2ja7vY21tDSMjI3CzGTDG4APIGS46DMhnHMDogGdMNFoO3ty1sDDkI5vxYLEyHhmPcL0W4XqXI8NtOHEAEyWAB2BmDB77ADjikKNYLuHO2jocy0LWdXt+u3EMBhMGS7xB0PNMiqIIjuPg8uXLeO655zAyMoIHH3wAzWZTunc2Gg34Xih56yAIUCqVcOLECelp8Fu/9Vv4d//u32FhYQHLy8syxwNjIgKt2+3K3Mee58lNTj1yCYAEW7R5dbtdlEolWc/HPvYxvPvuVdy8eRMnTx4HY71jmlS+2XFd1Go1fP7zn8ff/Jt/E4DiTrYnvDVRifabePqEVv8fNBnSUNtB9x9mYu93T9rCVIWo3j51UrdaLelalnbywmEXHl1LO242m5XP0z0d0hZVmsCiCRGGIeLEba7dbiMOIxgZYVQLwxDDoyPI5XKwyEUuMegAYpwzmYxMdUfh0qr/btr4q23YTxBz7G27+k76d3vuP2ATOEjI6/8fNF4HIcr9xj5tbsv35lwmniH3sWaziVwmKzfyIAqxND8nhYJwYaQUixxIjizvvQegZ4vYI4hhIgwiFIt53Fm7g2a7jZm5OZlmNGPm0eURuvUqAt/At9wc3i12EfISqjUPBoAuK+KxmS1sNUv44LSP1SjG6zsG1jyOTLMG5pgIOIdhMYAzMIPB63bhtbsYnxjtRanFdHy8aJthWH0Z7zgXhq+Z6Tm0T3fxhS98AZXKNh599FGMjY2g3W6jUCjIdbuxsYG7d0UWPd/3cfv2bfzu7/4uXnrpJRw/fhxnz56VnkhUyHjcbDZRLBYRx+IIIgJYqqGP1j0d20TupGNjY/jJn/xJZLNZ/M7v/A4ymYwEUWp6WnUsyuUynn32WfyNv/E34LoZWEEQSMdtAH0CQA15TRNOfQN8HyhiELLVfxu0qNSXOozqBfS4QBXZ6uhXDRvmnEsynbKGpQlqtQ2DNAD1e0K46jH06kDpaFevQ68vDEPk83lsb2+jUqmg0Wggm02OIU/CGcvlsjx5gzHWU3GTLGXSamua4GSZ3afPdVpA7X/9t0HvpaPdtLEeNC/0chgN6rtBvPdb0jSdOI6BZEMLw1DkxDAMIO7ZVDKZDEZHRyVfKNZfurfCfpqF2h/kIeH7Pm7cuIXh4VGRfN0w0PV9NHkDfsvD+m4NY3EGtZwDb8dHyW0gWy7i2xsM5ayNd7IjMHgbLGT4wLSBbT/Gc1scH18yUPdtvHeviUxxGN0owOhQHmt378E0xBmGhHYNw0AYUCAHA8ATb4UQ0uhkGGg2mzh+/DhKpRJefOUlvPbaa1hZWcHS0hJGRkZgWRZqtRquXbuKWrWF7e1tvPLKK7h9+zbiWKSNHR8fTw5M2Kt5Dw2J4+uHh4cxOjqK+fl5bG9vY3d3V+RYVvqO+jqTyYhNYWYGf+JP/AkUi0X84i/+IqrVKs6fPy8DPfTsZWJTtTA+Po4333wbr7zyCh577DFY3XZH7kikthqGIfNwpvGZgxCKPuj6dbrAG4SOB6GIQUhQRX9pi5vUmLT20Pum8azqrpgW9rffolYFJKmNtMBKpZKkG/RrB/Wbeo1KdZi2jUarhXq9jnazBcQ93+pWp4OJmWlkiwXAMOAkQRdba+siWIKJYIkYie9h4hsMzhHT5sv6M9TtHROBwqjJnPdO5QA4DJiAMhZRIoBgsuSewXQBjan6+/0gUnVM0jZ6tX69HFY473fdnk2Fc2STRDH1qnDE51GSV9n3Mb+4gHw+nwgqmpu9HAtqfeKr/lwZeuJ+AIh5iEy2gBs3biAKPIyNLcAwRF6O+fl5OK6Br37lq5ifmkYcRYg7HbhBjGZnB43aDlwAtUwZt3cKGCrnUTIDXI9GsFFrYTrLULRibLYi5EcmEPpduA5Dy/NRa3qYnZhAu9sFU3I+GCYgspfF4pBVJhIyRXEgvucGODjqrTpKwyV85MmP4tatW7jy+tt4/bW3pEdOu90W72lwiVJPnjyJ+fn5JIDIkxsXrV2xzkNMTo5ja2sDd+/exgcffRClUglgIUbHRCY/OhcPACzTwdDQkIj+LBbx0EMPYWtrC//hP/wH3LhxA6ur50U/x4DwPY76tOPe3BPRql//+jeE4KUjctRoGJ6spP0mVZpwHLQT6591lfl+Str1OprVF5reRr0ONdyX1KF6vS6J+zSEN6gt9Az1d6IT2u02XNdN3RzUtqmCVfUaIOFNA0s7LIUuUvQMoXU1dy+9x/b2NsIk43QmI/IxpPXJILV8r7aSbuWnj4bRL9wOQmtp/ZjWp/vdc1Cb1WvT8h68n6iYFjzNgU6ng52tbZlnwIBwUyqXy/IYHIEO9/pxpxVV4JJHCqGuOI5lpNj6+jpGR0cxMjQkU3WeP38eLz7/HLa3t1EuDiGXySKfKwrrfSB837sREDfrcBq72Nrh2M7kcavawcRwGRNWgFd3DGzXu/jYx/8EXn3pObSadWzt7MLJODBtA36CcBn6aTUSTFnXlTYH0zTBkezi3IDfEdFmCwsLWFxclGcndrtdjI2NCZosK47sKhbKAEQSdKCX65j6pxdcJHjkU6dO4ZVXXsGXv/yH+OhHPyq9SIaGhtBud+U6s0wH1WoVnU4HpVIJv//7v4+nn34almUlB47yPaAtTZPjHMjlcnjrrbdE0AW5V1BEjdpIFe3qu+5+i+cwQnc/qkBXtdVJfNCCGKRSqp91ty31fxoo3/dRLBZT30sVxINUPf17ysFKZ2wNKmmqty4caNLmcjns1mroJvyU6poGQFphKSzaS46e4ZzDtEzpVZG2YTGtPWn/q9rGfn2h1t0Twt8db79fSdt0D5o7urbyfhUSAHEsEndvbGyg1WqJvMiKNjE5PYV8Pi+TsHC+/8kY9H+PkuB9Rh3qZ9O2sbO2Bt/3sbS0BMuysH7nDp544gkYAH73t38PURThnXfegW3bGBoakefC5XJ55Ewg8GxEQYyYM1gmYAUNeM0Yzfw4NitNnDl/Bm2vgc2NNZQKZbSbHUxMTSKIfJiWoBIMrvicc0MadTc3xKnXMzMziKMY2awImW6320mCHC4RqGU5mJqakf0mSiwj3sQ66ffMIW8OAJIz9zwPpVIJDz74IF599VX86q/+Ki5cuIDjx4+jXC5Kqs7zPGxubOP69evY3t7Giy++iHq9junpaSwtLclE6NQWsZbUz6pHiTgi7NatW7hz5w6sIArlzkDRW67rgis+Z2kIUp0A91O+E5R7UFEFUxqaHLQQqag0gmma2N3dlUJCpyjofnoX/d30a+j7brcL13X3RNyl1aVvUPpzaEOkpMyUTc2xegY1x3FQKpXkqcGcC/cxQlQULKEibLXPpHg8QKVXNzG1/eqGli7UDicE0/rzfsth6ID3U9iqJYzFuWh0KsLWxqbk2gHh4VIsFiXapbbE8f59oPqcq9oqza8wDOG6LjqdDu6urWFkbAzZbBbdbhfFYhGzs7N47bXX8IGHH8GLL76IMOGV19fvgTGRU8G2bWRzBkbKU+AwYecslAsO1m7eRugB2eI4HN/HqeV53LpzE8zKoVJpI2fn4NoOOp2WTNRuGiJ4QSRGpwQ2Lu7eXUO1WsWxY8dkprFcrpC4ZzFks05f/gaiRXtruzd/TdOWkWppfaMeU9RsNpHL5fDQBx7BvXv3cOXNt/Ht115DNpuVG0+z2US7IcKEi8UixsbGcPz48SRUOMAgw6a+pilhuuMI9Ly5uQkrCPrPhvK7XRgFwQnSpFErSUO+ajlIsB72t/tZaGltowWfpkoOeiY5SNNioM1IHeg0WuWgQpEtrusObPsgtKi+j7rTkzD3u12pplGbgiDAyIjwZCDLbCdR00gVpWAQ/dmDJs/AvjOMvnwMyQ/yo6GpX716ScDurfcgKuJ7sXnfbzlM/6jFtm1srm/IDZhKHMeYmJqEbYvE4KpQHvRc9f1VVbqXs6CXGvHe+jriOMbY2BiYaWJ7YwM//uM/jna7jXfeeQfLi0v4sWIBN25dx9bWVpLgO0SrJU5HDrsGavUOmGnCYcDdmKEbRhg3XJhrd3D5/HlkGMPrr17BzMQ8bm5cw+zsFEK/K+xELMkAGFM4ruCsiSq7cOFC8g6CHnv99dextHQMFy5cwObmJjY3N2V+XVpDqmAVHK7Vpx3SWlDXv9iQmPROIJ9pw7AwPzOPuekZQde1GzLIolwsYnxkXObEpvXn+yEAJuduP8Wwd92qazYIAmxsbAg/Xmo4Y0yG9dmuCx6GiAdQDmnlIBriMEjxMFSCLih6/M1elVxvl16HVMkSda3ZbMosZWrs9WDktn9bAchY8bQoq0H9kdZ/usCJInFkfafTkQdYhmGIQqGAsbExFItFWBkXoe9je3tbuJkxBtd2+lC+uonsoRyU//V2cc77CIO0cSSjyuD5cHi6StdU9H7er4603wZt9IeZg+rn/TYIgzEwiM13e3tbJvU2DANd30OxXMLY2Fgvmx0ApnnODPqs9gcJHDpaKJPJoNPpYH19HcViEYVCAZ7nIVcoYHh0FC+//E3ki2VU6g24GRfnzl1At9tGs9kUSbM2RcrI2GeIzC64wWDBgRUDYeShustw6ZGH8OBTT+LZrz6L0dIYdrY34OQYIiME4xyWwRAZ/Xm9OY9hW+Jsv7W1uyiXE/9yU2hhTz75JBgzpWvkt771LXzoQx+Sbl3dblcm9BfRa2ZfWDX1LdGnvbGK+/Iq0PW9nNwiMjWfz+/hhdWMhiLog/XV1Q8o+j8zxhLtw5YCeGdnB0Yul5OnKUSBeECn0+lzm1IHeNDkHzQxD7r/foSuWl8aSlOFiGEYMhSW4rvTBDD9IwdpoBfYoEdYpQmpQW1XhS5jbE8k0kHvqgs/lfagWPBKpYJqtSp3eDXt3cbGhuBzo0gkd2+2pLGQjvRhjCUxOpCnSqcJXbWvDur3NCGuX582hoP64DAl7fn3Izzv95mHbRc9x7Is7O5UxOm3vIdSoyjC9PR0L7m5ae6Zc4d5B53u4ZzLKLU4DDE2MgJALPiHHnkYrU4XV69fQzafA7Md+AFHrdGCFwgbxLlz5/DYY4/h0ccfx9KZEyhmyzBDhjD00I09ZHJlnDlzDkPlDF574wru3F6Dazlo1isYGiqBR0DEGWIIPpclaSLp3WzHRKNZw7e+/QqazTqyWRf1eh3b29tSCMexSOj04Q9/CLlcBpZl4I03XsdLL72ATMaBZYkkPUHggaLOTFMk6+FcJEoXUWj9J0Do406eDqq2KPJJJDkk4l4eY1W20Aaqz4k08EL5JIiDD8MQVj6fT5ySTcnvep6HTJJ/lmHwYqS/dfVUnQBpHKC66GSmoZRrqH5d0KUJUOpEoId0dYSZhrjVdyOvAzU0WBXOaZ2b1idqfwRBINGufsDhQUiP3oEmjrqDki9uEARiEsS9LFRhGGJjY0OcLlAqCqfuIETWzSCbE0eIx8m5a4M47LTQaF2jAYS7kvytrx7qg/4DRnvIZ8+ry+vS+iVtQqf15f0gYvW+w5T9nptWaLFFUYS1tTWRBIYoveQE3ZGREZnpKiSwYxjgKU74gzRGyhVNY0bcLvmqlkoldDodzM7O4tixY/it3/odZAt5tL0uosiEYQIOM8Eg0ibWag1YjoNisYjx4TGcOXUKu7u7qFZqsCwDUzOTcHNZXH/vFlqt13BieRW3796BYVvI2Dl47QgcHIHlw4iZDMai9/E8D6Ojo3jyySfh2EKFv337NjY2NvCRj3wEjDEZSk3BJJxzLC8v9+U7eOaZZzAzM4PV1VWRezvRGtS5JrwXuczHC/TLHIMRPyyEq21Z4gDOMEpOCI+UOSeCWVTteu+4pM81NWx7Z2cHVrGYx+joMEyTARBw3gJHu9nE0NAQmGH0nRRLi4sr1sI0wUkN0gXWoEWllzRVN+06XTiq99DzVEGou40BItx2e3tbIlPVH1Jvz6DJ3z/YsXQdosgwfaCoXfr76X0UJeo81e8mrm613SpajSZc2wE4ZEJueg7xiN12R9bp+z46gYdmt41cLpckfSfaoT8Bu5gPESJuwzAEZSCENAezxEmyESJYSHZ+DnFCM9MSt+CgCDdKCw7QaQV6SUteMmijfj/KYebpoE0zTnxTGRP9WXBcbGxs9KKiFJ/x6elp2LaNbrcrfweQCClaW732pNkagL0WdMuycO/ePXDOURwvoQADjdBD1hnH5tZdjEwv43j7JqZtDzdqDN24iLutGrrcBzNHUDbbCBiDE3SwG4bIwMNwKY/SyCgYfPi+hW7Dg52xMVVYQKvTRKtdw9TUlDjtgSWHScYWDIODIZYRkYwxmR2Mkr4HoYflY4tYWl4ARwDDMPHKN19CIT+ERx99FEEgTqUQR71b6PgdcEQ4dfYESrkhAEC1Wsc3v/lNfOADD4tDOyMfcRyCcxOMGVrqRqVvIfzK46SPJRBhSISuCc4hxyMN/Olrux9MCp2S8lI4rovdalVwvLOzs3JwRdgol6F0+XxeONFrk0zPLTuoHEad3G/RpAkntag74KBFq6JFuo7UO9PsHSctI774Xsf9/VRTmuzENQGQqmShUOhDu0Bvoaj+w/u9vyrM221xmio5kKttTCsqzUJuOuSyZFkW8nlhxc3lCjK6jXOOMPSTaKswOTJBcFsAS45GEZMxVISiaRhiwqYEo+j9f1C7Dyr6RqVrI/rz6bfDPPd+qQT1WSxZxABkXoCdnR0pOEXfigQrIyMjqWkf92uPLvz1TdxxnD5ut2jnsBtxZNwCLj94DjsAJoYaOJ0JMWY3sDjG8eZ2iOmSgWbXQd0PsBuE2OkwTJkZcCsAD4uocQ4raIDBRshayBgMZuwil8vh7t278kzDZrPZ51cvvDNMOYdzuRxeeOEFAMCHP/xhdLtd1Ot1ya12u0LrvHDhAkxD2FkajQZefvllXL58GSMjYzA4YDoieU7sQ3Ko586dk9rl22+8jVqthg888rjU4NQsgBT+axg9XlgNflB5XuprXfNPm39x3P+dmu2Piud5MDjnOHHihLSmGoYBHsVSnfU8b+DEGEQx0PVpUW9p6PSgia6+YJqgOkiV1Cer7tDfbIojnMnxXG93GtKhemT8ubZjEtqlgVTvpZI2qLqgN9BLFk7/t1ot7O7u9lnH9+sD8iNljMGxbLi2A5OJtu/uVLCxto7bN2/h1o2buHfvHmq1WkJbuMhnXJEkG6qQMZNEJ5Y26fYmNU+bsHvbbEB1zdHnxKD5cZh5M6g+/V69nfuVQXNaWtAhIv5s05Q5GYhXp+umZqZlflhgLy122KK2m8DSxsaGTHpv5bOobN7FA5ceQtfkeOebr2Nn4x6ev9lEJShio53BRotjdSRAvpjHhXIdx4cYHhwLwW0TwyyPncBDMzABZiPDPJixA26YiE1LGneJMlHTNYr37aVdpE1ndXUV586dQxRFCIIAX/va17CxsZG4mIkz0kZGRlAqFRDH4ozA02dOJl46Fm7cuIGnv/IVaYfhnGNoaAgzM1NyvY2OjmJxcVEComeffRYbGxuSuiB7Dq1farcqJCmr2aA5kjanqU0kH3RZQ4l9LMYYzpw5g+HhYezu7vZ2YA50Wm1sJgOYy+X6DDA0WdIQja4K6RNF/Xy/KmLagjnoGrVNKg/sOI5MHF4oFPbwunSvXq9aP0UgUX0UKAFAJsJR66HdVxe6aUX2LRcZrXzfR6PRQLValZuE3ka1rWloT3+m6boADCnQKWFSJiMigrL5nEwCQhtMFEVgnInwX72/6WTZhHLYL05CCGaz77u0/thP9U/TSAbNq8PMncPOR3Xe9zvQi+9llNrOjtQihCuSj1KpJAXVfu04DAomLZW43Xa7jfX1dYyNjSGfz6Nbq2Fibgbjo2N49htPY2eriroTAeYYKtcD2JaFspVFpdFCPqxik9t4aMqAFwBvWj5O5yM8v2Mja7bwVj0PHyFgRzAjIJ/PYruypSFIo2+d6Ztvs9nE8PAwGGOSk33wwQdRyAuf86tXr+Ktt97Ahz/8FLIZEYWZyTo4duyYTFZTLpeRyZ6AwUXWta9+9asYHR3FuXPnZD/PTM8hiiLp93vmzBkZvFStVvHWW2/hkUceQTbbO5Mtl8vJICfy7rIsp49KGFTUKDnSTgl4qf1Ah+AaAHDixAkcP368T0rTZIqiCJubm6hWq33ISxfC+mTUVb80YbwfYk77fpCKul+n6BNYVfEZY2i1WlJN0p+Xhtj1d6JJT0KX3F6oTp0KoXSNepvUvtDVFzKc+L6ParWKdrstaZG0ovYT/dMDN3rX9YSFZVkyU1kQRKhWq7hz5x5u3bqDW7fuYO3uPdSrtcSVxkDWNeHatvD11nhYFRHTnNLnxGHLd4J40xDsIGPh/bQpbQ7S++mG0O3tbXmaLRmIGGOYnZ8DsDci8aD1kFY47x3TZVkW1tbWEMcxSqWSoNHqTaw++ARq9SrW79zF0EgZxWwWWTdEK+JYa8fYbHfxu3dNPLtTQhwwXNuKUW9buDAK3PEsTOW6OD8awI07CLgBZmURxQbiKEK9Xsfw8LDcRFRjLfUDbQqVSgXPPPOMzIzHINIuzszMCPe3toeRkRGcP39RUgYvv/wyXnjhBcSxCPRiBsfs7CwWFhYQRRxRJP4eGhKnaTSbTXz1q1/FvXv3pKAzDAMzMzMi8Xu3i5GREayurspQ+jfffBNXrlyRvrr37t1Do9FI1YDTZJJKIaprUl9/9DmKIsHx5vN5XLx4EV//+tdlVAZdzGOOmHFUq1URajc0JIWL67pwE8SnCiNd1dQnymEnlP6Chy36cwmVqL6rlmWh3W7LfJ56qHQaJZLWFjUyhrGeHzQdiKkWdedMW2xpaE9F6J1OR2wUpiUF/neC0NT20Hd6e4QxwkLMGcA52s0WmvUGDGMHjuMgm88k3HAJ2WwWrutKVxl5om4cS6Of/o6c09+Hav53rB3tt1C+28KYsH0wI0kslIwvnU5AeZEBSERI3G6QnMZgYq/QV9fOQW2lZ2YyGTQaDWxsbGB0dBSFQgGtVgvFmTmMlfN44WtfwsjYGCzuA8wGNwPk/QBZKwvPiBBaAIIQ39wCGryAhYKPSSdEM2Aol/P4nXsMLSNG2fTht7sYGR/B7Rv3YBgGCkWRD0JtsyoDSD4UCgWcP39eHt3+4gvPod1p4rFHn5D9NjQ0hPHxccEVOwbGpyZhm+ROGeCZZ57BqZNnMD8/DwZBE5w9ew6dTkucupLJYGZmJtl4bLz11hVsbm7igx/8YF+7JiYmEjQsgKeqOYggjiWMjY2h2x2slehzQR0vVejqwIexJBF6HMd47LHH8Gu/9mvwfV8KH9ox4jiGkahOzXYbw8PDGB4eBgDUajW5o9HOqxd90aeh5INeKu27QerlIDpD7QQSZI4jrPpqXlC1baraREVVo9RFYxgGarUahoeHMTExIU/vpV1XbcdhERZN3DAMUa1W0Wg0kM+KbPcHReXp/advJIPaoV5vGiJ8VXU8D4II3d0GOK/DtneRy+Wk8M3n85J7Jm6P6uqv/7unme636BvAfnTEoE13YL0KxRDHIt9xEATIZ3N97o1TU1N9G3XvSHT6m54JiExv/ZqK3haKwLIsC5ubm4iiCKVSCYZhoF6v48cffQxrG+/hhRefx9jwDGyHI5Mbg+3acDJ5uCyGYWbERsB8uAXAjDuoeyHqnSwybgPNyhDqfhdjTheIDIQZC9W2h67vY3JyQp6+S2uLXCgplSogDGC5XE5k5vOF9jY7O4soFu6QrVYHX/nK0zh+fBnLxxYl53rixAnEcYhuR6SWJHRs2y7u3LmDd955Dw8//HDi6ytykpw7dw7dri9d9tTN72tf+xpGR0dx/vx5CSCHhoZktJpt23j88cfl5mmatjZeSB0Pmk+qgV0HOXSNaZoiEbphGHjkkUewurqKV155RRLAJIjEyQXipcKEp2q1WjLGnHJRekkybsaEO5PjOIMnqta4gxZhGoI+zEKU0F6JMmFMuLRw3jvhVxWuKmeX5q+n10/3kIDc3t5O0KA4JsT3hYdAt9uVk1HdBNIoGrX+OBZJn9fX1+XC1oV5WuGcAwYDRy8kfK/ANQDEfe/R/2xqby83s2nasBhLpEOEVqOJ2q4I5MjkhJdENptFNpuVwTn0Hr3AlMEpGdP6l97nsNynfH+9Pw5x3/38LjldZa54nodKpQLXdmR7O50OJicnMTo6ilanDexDe9xPoXzMtVoNd+/exeTkJPL5PDqdDoaHhzE3XML/97/9NsJIcJn1WgjDbMGyA2TsEuxiBqXCMEqWCTg5BODIIUBs2YjQQRQ66JohcraLdmzAYwFGcyOort0Ad8W66nQ9Ob5EefSyrAn+99lnn0U2m8UjD38QUSQiOefm5hDz3om909PT0s3x1q1buHLlCi4//AEhVF0HBgcuXriEbtdPzj5z+07NfumllxCGIR5++GGZq2J2dlZyvZwLX2ACBq1WCy+++DzOnz+P2dlZNJtNdLtdFAoFeX8c9+hJfcz1z6Tx0Zir9IK6vkzTFMY1ACiVSviJn/gJvPDCC/Lob1qglmOLA+qiCEPlMmxTCLFuu41seQjFfEG6Y5HwIUOCnxibTNOUwQlqo7liCdaRiGGIEEoOwFTuSaMRdPVGncxq9iZ6+Xa7ve+5VlSPSj+ou1taVBsJ8nfeeQs3b17H+Pg4ysPjKJVKKGRzKJfL8r5OpwMvCGBx4SvY1yfKc8MYsBwH5UTDEFbkFny/2xOCyaai9p/sJ46Bv/UQ1mAViXpeHRPxdyz8hxmTJyUDgN/10Gm1UUss1G4mh0zWQSGX7zvFOORhkjQl7tc0GJMnNXDOoeogYiMRuSEkl6ppEfu56O0n3NK0EV1DS0PAlMuE/K0ty8KdO3cQhxFcNyNdM13XxcTUJGL05qF4ltqK/TcilT/u23wZw9rGBmzbxnB5CLZpodXpYHJhDq++/Sa2N3ewMDOZoFER7eV5DLVWA7xZx65VgZMkhikWiygmrl0sMMAZ4MQemGHAZAaKRhZ+u42mF2NidBidbisVoAj2hdLMJkjVzYExYWD7gz/4A3zggw9jbHQCQIRCIYfLly/JpE+O42B4uAzbsJHLZPCtb72CVquDhx/6AOKYw7ZNzMxOYGZmCp1ORxotgd4xSi+++CLm5uaxtLQIwwAc18T8wjR4zNDtimecPXsWxWIRjDHcuHEDm5ubePLJJ2FZVmLXEqdHEHhTDy/QDeSqYa03h0TSd85ZYqvhyGRyParBMAx88pOfxH/7b/8NV69elX6utHtlcjm4CXnt2kkOzGIRnAtreMSFK0s2m5UuHfSP3Jko96+6K9BxNDETfqDqDqLyp1EyyXXENkh91xeZKkBbrZbciVWec1DRF6P6WV3ocRxLjqnVaqHVamFjewsAkM9kMT4+jqGhIeRyIk9ujjHwSIQodru+3BxUS2gch4giEyNDQxhPtAvyxW2326jtViWSVt1i9M2D6lPfdT+kPQhd7ociyR1I1S7qtV3UqhxbhiG1gFxBIGHLdZBNtKIgCMRY0KYAyBwHkufmHAbvHaNNzz+ojfr7HhY163TEIHoC6J300Gg0sLu72wsTtYSf+OT0FMrlskR3tEkcBHRVTU8NoKDFn81m0Wg0sLm5KebXyDAajQYKhQIuXryIX/mlX8KdO3fAeU8LJW0kiiIEkUCcXqeDdrOJna0tTE1NYWJiAjE4GJh0yYqiCMXhMjY2NsARJYd0Bn1qNI1LGEaJ0dmGado4efJkIvC6knKxTEd6Mly7dg0f+tCHYBgGstkc3HEXExMTaDba8DwvAW297Hsvvvg8JqfGsbx0XBq3T58+DQDJiTocpVIJxaLwo9/e3saVN14TQtUUbmKZTAYLCwvSj392dhazs7OIY5Fg6PXXX0c2m8cHP/hBadwmjZMiRNV5RIBTX3/q2W1xHCOfz1OSHMFxTk1N4W/9rb+Fv/bX/hoymYzke03LBI8ixKaJjCMSefu+j4j3EnOr8D2KIsQQEWGZhEMlIUWNI+6ym7iIkL8wJUamHYSrEzBBQ1Cgv5q+UJ2g9J06WcmVg4xf9N76QlbrUY1yatGfRf1oWRbm5hYQRYHYvT3hohUFAW7fvonbt28CMDA2NoGxiQkUkwCGclnsukEQydyinHM4iUcDcVCMMRTLZZSHhxFFEbxOB7VaTSZCr9fr0qvCdd2+7GCqUFHRYZoQuh/D3SAqhnMu/VdpYlYq26hUANt1Ek642McRM8bkIpceISQI0fMV1r009E1kEC10v++URv2kFceyYDKGnZ0dxGGETM4FjwTYsBwbU1NTUoOLokiCCKFx7I/QdXWW3p3m7eamSDU5Pj6OKIrQbDbx0ccew+72TnKSNJfeDpZloVgsIp/PI5cTroKOZQM54brlOA46XhfVahX5YhFx4qUgAm5EAE+73cb4xDi6Xb8f/SdCKY5j2JYQ8teuv4c7d+7g4Yc+AMuyhEHedTE1NYVGowHP78CyxNE4Iv9uhG984xsolUo4deqU6FvHwZkzZ8E5R6ftQeRlMJFxc3BcC3furOO9d6/h3LlzMv+067q4fPlScvJ2B45rYWFhAZyL7HyvvPItxHGMRx55CIBIF0D5t2n+Xbp0CbbtJsnVe95FqpGexkes3UAK5V7gEkfvFGOOIPCQz2eF4CVeJo5jfPzjH8df+St/Bf/8n/9zHD9+XLqJkBCiXK/qhKCGSiGXCKQwDNENe07OpJZSqkLOOdwkPaH0f00oChlGmbzEQeny0ugCVahQHgNynKZOVHciqkdHiGrRF7jKa6kO8aZpI5ezkMlnMDExiU6zhalJP6EKPLTbTbz51hZ4KKLbRkZGMDIyIpBwLiMHVxxjHSOOGZhpwjSMhDMWY5LL5VAoFACIXKXNZhOdRBjv7u6i4/swwPr6UPKSioqvCyWd8lC/H0Tp9FAcSxWAhgEpXCmzWqPWlJsEIWISwq7rSFU9DENA2+jiOIahPV8VwoOCV/S5kja+6j2DrlWf6TiO9LEmCoszwPN9TE1NoVQqwUu8hTjniDiHZRhiXFOmtd5e9X8CELlcDvV6HTtbWxgdH0culxM5GebnUS6X8Qdf/hIee+wxvPbaFdy5dRsAJBVYr9clPVgul+HaDhzHgWPZaNYb6HgeTNeBY5iJ6h5iaKiIzY1tKVhUP2QhVAKYhg3TMCWwsixLasGu6+L5559HNpvFysoKAAOWZeL4iWVE4VLfSTiqb/Ar33wJp06dSoyGIoH/Y489JkLgOx25Zskd8o033kC1WsVDDz0EjgiWLQT79PQ0Wq0Wut0upqenJRLtdDp45plnsLq6isXFRWnDEi5tpgQ8qoxLM8arc00Fc1RMQ7jg5XIJ1UADShd++tOfxs2bN/Hf//t/x/Lycl+4q4oeEXNwY69BI0p2vTAMEaFXN+2IlP0sjmMwU6gJrm3DzGT6MvgQTxyGIYIgEPcBUqU2DEMeKdLPW/YvIhL4RHOoESm68FCFBf0/yIFaRcMkdEiAk0CGYaAbhBgaGoNhQO6enueh0W7B73TR6XSwtbWFmzdvwjRN6RVRLpdB2ePERObwkyOpxbuK9Hkq/zo8PIyxsTHMzMyg2xXIpdlsol6t9WWdowTputBKox0GFbpO37SoL1ThrY4VoIQyJ1Fxvu+j3W6jUqlIdTiTyaBQKso0naReB0EAcJGsfRDlQAs/bS7sV/RN5iADYAzATkDLzs4OoiCEY9lyLhC6owQ4RAkNspQfpj2q4ZtyjIwMDcEwDOzu7uKxxx7D9vY26tUaMhMTeOihh7C0tISNtXVsbm6KI9ITyqPdFqo8RTKapgkn44KbBmbn5+DajkSwXjdAo1nD5ORkX3JyEkIklEhAZTIZHDt2DIuLizJIgYSd6wqK5NsvvIyZmRnMTM9J76hHH31URpdFcYAo5IhCjmKxiHfeeQc7Ozs4u3IOgAHHNTE1NYWZmRlJSxCNYFkWEMX46le/isnJSZw9ezapJ4f5+Xlw3jvQdmVlRa6zer2Ol19+GY8//jiKxXLfPKb31Xlemm+0fuScV0AIgbxCoSC8GtTBJxT4mc98Bu12G1/4/G/i9MoZhHHUh/DkAjLMvr8558LgQQuY9xqlW/2oIaT+ywPmkp2L1BKVK6ZF3UmEaJhYTyn3QJpApZ2XFnU+n4fnefB9X7qTqUV9T5VvHXSN3vH0u2irAcOwcOvmHYSRj8nJSdi2QJ9jY2MwuCG57263i05HcMNXr16F53nI5/MYGxvD8PBwcn5aFrnEuVzcE/S1i+qiyUecle/7aDabaNTqqDcbgoPutGV/O5YthaYa064XdSINEhS60CUh1DPYCu8rxvopIdoQOedoNBqo1WrY2tmWXhL5fF6iYapX5UzVdqlIfRC9sB/tcFhagtBurVZDtbLbn2+328XcwjwKpZKk0qR7Jg7mmvX2xIrwzuVyaDQauLe+jqmJCfn3wtIiCqUiXnrpJYyPjiJIjvMql8vSd7VWq2FjYwP37t0TGpXigRCDw2sFmJ6dxcf+15+EbZr4gy9+GbZtY2trSxrIVZCh9nXMQ7gZB74X4rnnnsPE5Bjm5uYSVy8bjz76aKLRilwj9VoT01OCf75x4wY2NjawsrIiwcHExARGnxxHEARoNTvodMQ/AbwsXHnzNbi2jeXlZRgmEr9eQUvQ6cajI+PIZvIwDRvt9g6eeeYZXL58GaOjo1JuLC0tyWx92WwWly9f7svJTYKW3pfGUtX6Vd96nYKh8SNwJL0a6EvVUvfZz34WH//Yn8KX//ArOH7yhHgIYwnSTSqPk1VkaJZxoO/cLnUR6CphhB5aEgfjMXidLlqNpnxRcmkjlEZ0BwlrcmdTUx3SLkzomFy6KNk5WStpAdMORtfrk15FlurGQe+lI0DTNMFjju3tTbzz1hvgyXNOnTqFMOzC90LYSR2ZTCZJFDKeGNCaUliKCLI7kp+jdIL5fF5GKBFiVHnbIAiEymiasC0Lo6OjGB8Xk7jdbqPZbqOeIOJGo4E4FGHPtBmpKJj6YZBQoDFW54CwuANMcQDRhZmKEtRC1AjnHH7XQ7fdQWVbhN9m8zlJSVCknUqFqX1A7U8TcmnCVW2LTl2lFUKg29vbiKJIHJuVbF6ZTAYTExMyGXwcCwN0FATSnWxQG9T6dW2ThPvGxoZAuyMjME0T9XodH3j0g9jc3MTW1hamJydh2o5IeBTESWCUyGswNjaG06dPY3d3F2tra9jeFmefBVycVnH+/Hncu3dPss9xLKissfERhKEvVPAghmX3NBxC8nEsIsxa7QaiaBiu62JtbQ3Xrl3DmTNnkHFziaEvg5/4iZ+QQUfdbhe7u7sABK979dq7YIxhcWFZ+ETn81hdXRUgLYjBmNig43wemVwOm+vruHH9DSwsLGB4eFhSmpcvX4bnBWi3uzBNwbeTC9rrr7+O3d1dPPzww3I+0rrqdrvSsEh0g4p0VTdVAoemafSNm0S9gExQPzE+DksfYFUyu66L//E//gf+3M/+DJ559muYnp6GYfXizolD45zDYpZcRH3eAkhHR/pkoueqaqsK7+M4RtT10IpaEolSyB9NYJr0VA+ppfT/8PAwPM+THge0YHO5HPL5vETHRG3Q+6jURA/J7nVb0g0fYqHZ6HRa4uh028TExIQk4Zlh9S1qejYAZLN5FItFjIyPwe90pY90o9HA2r07uHXzOjKZDIqlERnQQudkqZsQtcvnHEaibRiGgVyhgPLwMGamhDtOs9lEs95AvV6XiU8AyDDKNKGgj6f6r094mQyM6y5pew0U9LfKzVN/qslX6tUeunSzmZ63RHLUEW3KQRDsQcJ94GCAYKXfBvluqsV1XTTrddRqtT73RM/zsLCwgGKxKDUQyg1ia/H7ervSiop2C4UCarUa1tfXMTE1JU8SXlhYwPHjx/Fbv/s78nTpWksgS9e2EEY+TM7k3OCcozQ0hLGJCXSSg1Aty0K5XEYQBHjphRdgGAYmJ6axvr4J2xbrrdNpAYhhmhbIZYxsJtR3hUIOTz31YXheIHPl1utVoYllHVy/dgNRxJNDIzlMEzhx4pS0K8Vc+MObpomTJ07D90O8+eabGB4pY2REpIc0DENGpFHGPTLuky/wnTv35PFCZMSbmBhDu91Gp9NBPp+XcgCADLBYXV2VdiqSN7ShqkJVRbzCjuT0gKLikktjm8vlRFCHOrj6ZAeAYrmEz3zmM/jrf/2v45lnnhGWUx6DRf1GFp7oj4ZpIPCSpMMM4Kx/4kq+I+GUwPYGR6h10uSXg4pEmHMg9AMEHQ+RaSKKAmS5EFiwXdhZE5HfgIEMWEbkxLQtCwYbhu+HqLXraLRqCBohms0mbDebWNptFIt5uNxGHIQIkgTjUcglDWNZlsirymIZeKQjXzEwAOMcC3NzGBsZQblcllyzmnBGHyAqYUiT2kEmk4Npmpia4nLz6HQ6qNcruHpVoK1SQQS0DA0NoVAoYahURghhuPQSflcKsDBEo9uFlWywhUIBfHJSomGKkqvX62h3hRB2rJ61Vh1LUCo89As0GEwGbqjzS7xnP/+q3keTW93E1OvUrGxep4tmvSHa5zhyE5VUVTYjBZeeCUzn7oDkJI7kXYS/QU+djiJlsRFQ4Rzbm1vgUQzTEhuGHwrD1/jkRM/YylhyHE7vxAPxrnt9xNV5oBorgd5pBpubm3AcBxPjs3At4G7Hx9RiGZuVdUyMjmEx72PWruEdw0LFM7Dtm+BhDPAshjIewojDgIHA88CjCAaA4cTP3Ot0YJomCoUCTMNNjuFpYmJyLEF+xOfKFB2yrfl8Hrdv30ar1cLx48cRhRyWa2F2Zh5zswvwvAA8NnH37hoA4OTJ4whDH+++9ybK5aKQL3GITKaIRx5+DIKHFSDo+vWbyGbPIuOWsL6+gc3NTSwszAsaw3ZQHC3ix37sxyR6DoIIcRwmRl0b3/rWt2DbNk6fPi1dP5eWlqTdSXgkzYlUuKawn3z969+QARa0WanAS5x2YciTMChZlgoihCw04fsdFAo5TEyMgfHDEFkAKpUK/u7f/bv44he/iLGxMTkZCV0Qca4LWJXbSzOE6IvufovYjRhMbsA2HXAAAeNoB55Y9KYP07RgmRlk3QwyjgNwA4CJiDMYpvChbdarqO9W0Ol2EXGRZGRkuIx8oZTQED2LPRn8okgclkc7po7iqX30OyHafgfrwWhMFeLq7zSYok7B6RJiqe1W4XmBpC7KoyMolUoYSiiJMAwlraJ6daiaBWkSlAuVqIhms4l2syXvU70kJLXAe0atw4yp/u76fXrAjdo/1F7qE/IVpw3GcRzkCnnJD5NHhcpDx+gXwJSGs9eGnmSRBzUm9xcKBdR2d/HeO+/KugFhOJ1bmMfy8rK0ulO7e+5w9Bzz0HOfcxGgU6/X8frrr2N2dhZTs4vo1jdRHprEY099ELfuNLGzfgOr9jruNB24WR9bLWAha8GIOW77DDerJnIsRGB5MGN7T+QmzdkgCFAujWJ7exPdbhcTk2Oyf9U+ovcig+3rr7+OjY0NPPXUU4jjGHfu3IHruhgfHwePmczoF8eAaYr19IdPfxnHjx/HuXPnsL29jbV7G5iZmYPr2tIgRzlkAODmzZu4du0aHn30ceTzWdy6dQtBEGB5eVmcLZfLIY4ByzLQaDTgui6uXLkCy7KwurqKZrOJV155BceOHcPU1JR8D1ojUSTcOre3KxgZGZF+z+q8E/NQzHfK7EheHNlsVs5BsU5M1KoVLC8v4hd/8Rf7Ee+gwSYe6Rd+4RfwT/7JP8Gv//qvo1QqSZWK6AWgl/xZXxycAUYSJsoM1vPPHXDMd9qC1L/nnIPDAHiMEBG6cYQQIbJGjHHHQIY58OwsumGEeidEpdEAZxYKGQelLEPGCsCMImxTJM2YmpkB4wHazRqarS7ubdZhbm6LvKZWz7JOvA/nIiG4QIndPqEFomyAPqRF6ovuyqX2t/q/7p5Fk76nBosJPzw8jPHxScRxLP15W60Wrl+/DpYs2KGhIYyOjqJYLMqTJ7pdX3JY1BYyYBANUywWMT09LTln9Z80GiVZ/mny0rxR1U9duKoaTZrwGYQC9WvUDYnoJtoAtra2pOpHIcy0MBzHQZi4q8Vh1FcnIfUg6V8eM5n0nTY+z/Owsbbet3GRmjs5OSn5ZjXXq7ouGDsU5unb2ADg3r17AlGPj8ONu7jb7OAjP/EAbt3ewbdefQ5LoxP4jXsxVoc6mDAAz8zh+GgX+ShAYzOLt0LAzQewwjzAAtkmdaxoLoehj3q9jqnpCYn4dA2V+ps8hs6fP5+4iwFh6OPtt9/EsWPHsLCwgEqlgntrFUxNTYHBRBiKOfa//MSfRBgJf/5Ws4P33nsPExNTKJeLWF9fR9drY3p6Gl6SvnH52CIWFufEuIShzFNx4sQJAMAbb7yBUmkIk5PjMtPZxYsXZfgwjRMJxhs3buDq1at49NFHZRSm4HqHJFDR552Y64YMYFI1NAKb6nh3Oh3MzMyIIKODBl1V+13Xxac//WmcOnUK/+bf/BtUKhUZjUPkM0WZ0KIiVET+mBRcIbk8GkDOYaB/B1VfUJ+IVP7/7b1pkB3XdSb45fb2rapebSigABQWAiQWggsoEgTARdTIdtuyWra7rY6R5bZaE2p3KyS5JxRyKNRtdzDstiz1WLKt7glPxEy0HQ5HLxEdE2NHazFJkEARxFIbgEJVYasVtb99y5eZd37cPDdvZr0CqRYpkdI7EQhUvXov382bmeee+53vfEeFBsZs6Ap3wKqqwGzWEM6EYdhlqCyOeFhBTxQwmAONmWjCQb6pYLPqYKW+Bo2piITCiBo6DB1IZ7rQ2wkY0XUszC6iXK4ildIFfqSrGsJhA7oRhqMxF2P04AiirSmKAl31JANlh9BqF9AqApbpWa3mwOHAC1jTRrNZE1vx/v5+KApPsJGTLBRyWF5ahGboPArOZNDR0cUradwKRWKY0HfbjMFqNgEpI5vN8i1npVJBqVJBtVxGoVBAverBGeRs5HJm+fxa7Q7kuWh17YPR/9vtFhhjSLiFAbZto1QoIr+Z8+H6oVhUJOl0aa4Fq0UxwBzv+2nnEolEsLGxgWKx6NP7ME0Tu3YPIh6Po1wu+8YmIDnp7g1e0+C9TjtGgOPt+Xwea2tr2L17NwzDQLFQwJ59+6ErUYxdexVxI4Hl9RKiCQX36xEUoSKsWnhjMYRmlWGNNZEKa1CtCDRWgIWoyMnIFCjK7i/fXxV0vlKpJMYiLybkxGq1Gu7du4d0Oi20b2OxGD784Q/DtpmAsa5fv450it9HGxs5bG5uoqcnC8cGmKOgu7sbL774omBPzM3NoVjKY2BgAIZhYHFxEeFw2E2Ocy7ysWPHRFTMGMPS0hLicY5zr62tYW5uDvv37xeJ446ODjz99NNCoVB3k8+E546Pj6NWq+Hpp0+JPFbw/uTX059LkCtP5XtRBd8J9ff3c/gQ78DkVVBVVXzqU5/C0aNH8Z3vfAevvfYaYrGYGAglpggLFTeO6nHZFEURfdx8CQwEdQK2bkGDv2uKAwuABQaFOVBtHaalQ1cN9CQYTLOKelOF5YThqAY0zUFKsdAXchBOKLAjClQVaDQrKDcVLFQ1rKw0YVlARziMTKYTi4uLbtJGhwre0dQ0GV/pXHWlcDiKSDQqstweHmS7RRC8kSCJitMKKp9/q6hvO6ckv98XecBTwafPERPCtnth1huo1mvI5/OYn5/H/Dy/iYkpQVVNxPSoCc4wl0CsNRr8QTMMXrzhSmpaLquiVCiK1kSNRgNQXaqfqrWEouTfHzQPrXYF9LN8LHmHQPBDEBsmdguVjodCIY4JR3kj0EgsBs0NGGhHRw6X2TbHaS0LhVzOJ1pUNxsIRyPo7e31FR7Ji06rMT/IKGkF8J3T8vIyEomEaCm1Vqni1COPYiU3j0bORKIrAT1UQ7qWQiEErNV0aM0mqlBhRKJQHA1pvYamBTgsCkX1ol05QAiHuahOo9FAT28WtVpNJG7JD9Bck7NxHAfj4+N4/PHH0d3djbW1NeRyJjo6OqAqOmyLoauzG88/96K4F27fvo319XW8+OLz0DQNhUIBANdHoJ3z4cOH+fFtQFMNTExMoL+/Hzt27EBus4B79+6hozPNm4lCQyQSwYsvvuhivI4obKEd0fT0NBqNBg4ePCiuxc6dOzEwMIBqtQrLstzS/pgPXmgVHBF050XAmsDh5flUXNbXzp1ci/kdYbzBlZh+tywLf/mXf4n/9J/+E5aWlviJS9vh4MOkKApU3c+3DemG+LuMvdGwgmRz2dnwSNmGrfE+V7qjgjkc2M6ELOxOKogZddhMQ4MZKFsMlaYNmzGENRVRQ0dYBeIaQzISQjKiokMpIhZVMV4I4QfzKrpiYdy9exeM8VbcdtPbkjuOAwc2NM0QvyuKJrAdXfcI1x6HWRGcZYoMZYwxuOC0msdWP9vbRIC02srXjWPOcJMKDc5BdSUsdV1HLBYTTAlywpY7flJak8nzqqrCkHjUpCdBFXScn1zjx1c1HyZOsMt2u5xWTlh+n4ytB+/ZVhFkcI4UBqFZ4DgONMPlkLuwBKllGRKDJxKJYGVlBXfv3kU0zJN3qqqiVCnjwIED2LVrl2AI8Hn2F2MEHa8cobc6Z5J6XF9fx40bNzAwMIDe3l5UKhVkervx7Mnn8D9e+1sk1RAYs2FbJiwjAd1qAKiC6WEwJwSHKQg5KkzNBHMTfBq8bL28WCWTSaysrMBxHHR1dQnoyXEs6LpXuUpj9nBbRyxm169fx727c3jppZegqqoo9olEYr5KUtM0kUxyVtHf/u3fYmBgAE888QTKlSIq5ZqAhYh3Ty2GVFXF2voKxsbG8NRTT6Grqwv3799H07SRzWbBmIJo1JMGoGfuxo0bqFQqeOqpp2CaJo/A02kMDQ2hXq+L9kCqqqJSqYnrS9dGDoYaDR7E0PUlOEtRFEF1VBQFcBSsrN7Ht771f+DEiRM/vOOVsTt6+Obn5/E3f/M3+O53v4vFxUVBq6HBy5EuOSE6CSq1pf+3i/q2iww1RQVUnlnXGMCgghkG6o0yNNiwEIWqKYhoFjoNC91RhpBuIN9UkGsoSOsOshEL+QZwr6qjKx7C3mgN9bqK8XUD4UwEdrOJubl7HJdSFJ/EIlP8iwbgJ0zbbomgtwPwnCkJbxB1jbDIVs41+FC2inzFg8r82Xo+5tZRogMIPQVqpEnaD47jIOGWJPMeWCn+gDEmEnqqqgqFLjJVVQEX52KMt9auVSoiQVer1WCZTbFl3y7C3S4ibAVTbAdHBRfsLXPn/kjsG7pHTaspHh7SGU6lUny8DLh9+zYKhQLXRlYVVOs1hMNhHD9xgl9bd9fHO91yfkQr2EQeW3CRledB13XcvHkT1WoVQ0ND0HUda2tr+OVf+VWsrS7hb//fv0X/rp0wGEOoIw3dVgGDQVUisBomQmjC1hSojg0bIYQ1FVXmIBSAPxhjAuNcWVlBZ2encMiNRs0dS8j3PBKNCwBnx7jHqFarsC0m7v+/+7u/Q29vL06ePIlKpeJKO/Jy8UajIcquNU1DIhnDxsYG3nzzTTzxxBPo6eG6v7Vqg3cRdp0oA6eKEn1rcnISa6sbOH36NBwHmJ+fFXxqy7J8wSHlJ0ZGRtDf3499+/ZhY2MDY2NjOHLkiEurs7d95jh3Ou9r8JlMJt2gSxf/q6qKWqWOSDSEP//zP0V3d/c7ZzW0siCX9fbt2/jv//2/4/vf/z6Wl5fF6xSK67oucFxxDGxtVU3gNGXu5UhQNsYYmKODgVNGmOIAig3HMWHoMVh2GBoacJgGBxosh8FWbaiKDcMBdKiIGMBQykHMYFit2VAjMTCzAtWIY7WqoVS3EYmEsLy0AMMwkMmkYDe36hEEFyaAV/Eg0FOMr8JRcW6M2b4on/pKkeOkaPpBEEPQATHG3M4IjG/PNM3Xmof+t6Qtozz3tL1tNBrIb276hHcSiQTS6TQSqRTHhl1ck4R9+DX1JwXpmLq7Xa9WqyiVSqhXa8jlciKKlpXN5HlstdWTz7VVZBu8Jq3eQ3+TGR2KokCFB6s1mVc1qWkaUgkuZkQOQlNUWI6NWqOOAwcOYMCNdkPuecjUMZm7TNBFK8fr28nYNpLJJNbW1jAxMYEdO3agv78f9Xodg4ODGBzajf/n//q/EY+HOZdeNWAoQDQSQsQIIRTj2h8wFCgW0GQOFPf+UB0FUP3JMsdxkE6nsby8jEajgT6X5w1wBoLncL1nMhwO47XXXoOiKDh9+rSIYg3DQDgUFVKK6+vrCIfD6OzsRD6fx/nz53Hs2DHs2rXLFbNpIJlMwrJNAdlVq2WBx9+8OY07d+7gxRdegqK4TWpV7thJu8I0TSiSmOilS5dEq59CoYClpSV0d3f7WAdisXWTx1NTUzh8+DDS6TQajWbLZ4yuITE+KHBMp9O+41IgldvI4/DDD+FP//Rb/Bg/iuMN3sA0uNu3b+PcuXO4cOECpqamUK3y0lSZ6kMrhrzNlrewRHciZxDMFMo8z+D2MXhK2/1dURRUHA3MsRDRdUQ0BwZrIh7RETEYVNi4l1MRj8fdXmdlZLNZ4Sj5Mfh4VVWFInE+6SHy+H4Mlns+mqGL+SAKDoH+IgHp3uCNRlNs0eSKOpoD+o4tjibgtGQ8zrfQSddP/p+ObUhYZ7FYRD6fR61WEfPf2ZkViTqiIFFysVUER5E/zUnNPW6tUhElzVQRRDczAmNslZB80H253cL4wxh9jrBbuSt3tV5DIpHAI488IuhIlECG41dT8+02pAWPTJ4zVVXhQIWmM0xdu4GG6WDH0G7ENYZquYaHn/wQNpbnceHvf4BHjh1GrmRBNS00GybKjpsg1SDgkmgsIbbBcNy5hH/xoWdseXkZXV1dAPxFTXA/JXa+7n1ZdpukJhIxNBoNvP76eezZswcPP3yQ73Asx20oy2A1HTSbNkqlEpLJONLpNCYnJzEzPY0XXngBust1J0y23qgiFNJRqzXQNLmolG6o+Pu//y5SyR586EMnefK4mONsK2gA+LafV9lxuLJQKODKlSs4fvwo+vr6sLS0hM3NTQwNDYl7PRKJCSdM5ehBSIjPgyO6wtB1k4t4RLChh6AqDAsLC/iH//CX8a/+1b8CY++y45UvIEU2b775JkZGRnD58mXMzs4K6gWdANV+iwo4qQKGogK6CWl7Tr/Ta/KDRA+rXJRATrzVllMHFyt2oEIPGdD0EMrVmnt/KQir/EFoNpsolQpIpVK+ixDEZelchCat+7oTmGbeymwr/9Vwk1ZeUsXTOuAC1g3Ytp+cHdxu00MfxBLl9wkHvg1kQT/TvDHGxNbJsrh6U7lcxvr6plgwE4kEOjo6kMlkBIWHsF2CnYJqcBQdABBYcKXEy6QrlQoXxAFE+WfQCQQdaasot9Vu4Z047eDCKX+fmFuNC80cPHgQAwMDKJVK/N50RbM16T6hz7dib8i/AxAOPBpPYmNzBddHx7F7z35k+rqhWSaYZaPiqLh35yacuoWurm7oUQ1hOww91IDJDKDegNlkqDMTdYuXC6ciMewcGEA4EkHZrCOkevkJgCe1VlZWUK/X0d3djXq96tuF0P0oRMHdIMqQgiii8WUyGXRkujA9cxOTk5M4c+YMIpEIHJt6+qmwLL6Q1Wo11OumW+qr49y5czAMru3QMD1xJ0PnsIRuqCiXi9A1zlcvFou4ePEiHnnkEUFbq1argoETCkWk3R0/13v37mF+fl5QyDgX2MaBAweERi/ds3Leiv/jYjqyZCRVwVEwxX2RAVVhuHv3Lr7ylS/j4x//OP/8j+p4g3CD7IDl7cv9+/cxMTGBq1evYnR0FLOzs9jY2BAOkroY0OdkYr+cSQ1u7ckxkHMF/F1fKbqWjy9HlZzmxvGiXG5DlGQmk0nuCDUPIF9fX0ciEfO21A5XV6OHh58rRPaXMeaDVlo5QKZ4XYgBQFN0caFt24YRDrlj95Ig/H8mFJxonnRdB1P8SSpN2bpFkq+V/JqcgfeNyR0POUyORRNtRnUr6IriRlQURWwPs9msSDIQfEHYWhBWkKEl27ZFUUi5XEal5GLDLrYnl4pvdwsHI5Xg3AevR6vPB6+bUOVzj1u3eM+ugwcPiiSOqqowKWm4TcRNzwUtgsEcBn2XZoQxcW0ETtPCnt37oUcNaMzhlXLRKO7O3MLMzAwcpqEzrCCRTkBN9CARNhAKR2FoNpqmDcviid9YmPdCS2aSCEe57CaNJRKJwHEcLC4u8kSybUNRvGvOd6C6OM9YLIb5xUVcvXIFz509K5rGMsYQMkjPW3GpjAX09vJuLOfOnYNlWThz5oyIKgF+3en35eUlhEIhdHd3o1ar4dzrr2L/voM4ePAgqtUqFJV3oXBsD7Kp1WpCUOnm1A3cvXsXZ8887z7bvDckH2NT4Ni0i9F1HRcvXkQqlcHx48dF/kIOPPz3gi0S0gBE2ToVFpGvUVUdzOGR8Te+8XWcOHGC3wPvVsQrm3yjyREDvba8vIyJiQlcv34db775Jm7fvo3NzU2RbAn26ZJXHGIByA+Dtwp5NzQlrOSbWf5HW9mQEYNucEdy794dTN2chqYBx44dRyaTwfLKmqCX8H5qq8hms0gkEm6hhAPb8cpcCXrgUacGhdlQoWwZL8ATO4rmx1jJuQLutk+jxcbbEZAaPzln+oxpmqj78GENIbfYg44vz4dsQXxRxj1bMQeCNyNBCLZtiy4M5XJZND6Mx+Mub7hDKM4RLCHDIHwxhBDICbsPCEEdxWJRdN+wLEvMbbB6UF60W0XH8vm8neP1vca8nQ1jDLVmA4cOHUI2y+v/aTEJOtVW1z/ohGW4jVrZrG/mcW38KvbsGUJ3thcW45hxSNfhOBaKjQbmJu9idW0BJtMBuwEjpENTLKSj3QgnkjwpGtKgGSqi8TjGJsZhGAZOPvEkHPfeYIyL5ywtLcFxHKFroqpyZVrIVyigaRqK5TLW19exc8cOJJNJvPXWWygVKzh9+jRsm4ltt6JwPQVd562RNE3Drl27YFkWfvCDH2BoaD8OHDjAu91EItA0T1NCURQsLi6is7MT3d3duHPnDiYmJnD6zCnEY0m3q4UnhKXrKppWA81mA+FQHKFQCMPDw1BVHc888wzKZa6tIYvvkyQkNSII6nXLOxXurD1BH0VRPC54IKmmKBpq1TKSyST+w3/4c2QymXfH8W7FPrZ/nzx4eq1QKODGjRsYGRnBpUuXcP36dSwtLQkKDYnXBJXAglhlMHqjn2VnRpQSOXozwCcoHDFQazRw69Yt1BomurO9iMXiMO0qUqmU0DCNREJIJpNiK5KIR5FJdwouaKVSA1T3gbMBTffrGYix0dDVB1dneZ/xLzCEs4WjEfGwE4RDPzcaDVFmKRO7g84pCEvI49nuugZfk8dO0bemaaJ4g2PkVagqL17o7OwUXEmKdJrNJkxJXUxVVYFBy8lWy7JEx41ysYRqtSqEWBRF8Ul9tho/jbWVY97u/XIgoSl8UavX64inkzh8+LAvWpOdvhx0BKGFVseXr4NhGBi/dgOaYmPHjp3QtRC0sALm8KjKaZTQFe9AWTVxbS6PWnETVjGP/PoamK3CQgOaCoQiBuKxBHRFh+YAuVwOaiSEI08+BsV0hJKXZVm4f/8++vr6REKMuT0B5YifAoNIJALFvafq1aoQprGajit2Y+HV176PgYEBHDlyRDhVh/c7cHMXNufhdnRhcHAQd+/excjICE6delp0hODPMbUfagrJ0J07dyIUCuHChQuwbYYXX3wR+TwP4HRDRSQSQqNuC0F1HtVzKtsrr/wAhw4dwv79+5HL5ZDP50VbLtoNy8+CvMuNRCIoFvPIuTxu0ggheIEcL+0I11aX8dRTT+Hf/bs/8J6fdyvi3c4Bb3eztbJGo4GFhQVcunQJFy5cwPj4OGZnZ1EoFAS3lKriKDoK4nvBKDgYEdMDTY63btbcLZENq9nE6uoqGHPgWBw87+jpFxFuuVxGJBrCoUOHMD3NM6xhlWM7yWTSxTlT4iHUdR0OmEhkBOdBYRB0NHkOt99C04Lh4bSq7sEAuq6KaJjOD/CcMC0WcmWZ7HxpDMEFMmit5jzIwaXXCJsFILLGRFcjek8qlUJHRwdSqZRwAEJdzd3uhV1ogbZ+oiLS3d1Uq1UUXZUwKgml7wcgIuPgOcr30Nvhx2Sy5sVDhw+5WCjvbCLfW9vNYSvHS9tauq/j8ThWV1cxNXMbA/1dyGb7wBwFugEoRgT1agOdcYb9acBQGZiqYcNUsbpZxf1iE/dWiqiuzcEp1VC3m2gy/86lf8dOPPfiC8ikEpiZmUF3dzd3mpaFbDbrq8aiuWGMiZ2Iqqo4d+4cevr6eHmwe1+RY65VeXLsxuQ4+vr6MDi4B/Pz8xgdHcXJJz+EdLoDjuMgHObXka5ZoVDA/Pw8Dh06hHQ6jUuXLyKfK+K5515wKWdewrVYLCMU0rGxsQFF4WX/pmni9ddfx85dO3DkyBEUi0WAqWLcikK7Z0vs0lZXVwUXOJ3uEAnUVkY7klxuw2tX5nJ3yQnTPND9tbS4iH/6Tz+Nz372s94z/m5FvG/3HqA1J7WVo6bfNzc3MT09jeHhYbz11lsYHx/H/fv3oSiK0ByQ8bFWkZsc+fjBcXc1U20YetidUAOlSlmwCMrlIkKhiNj2DQ4OYm5uDgcP7oeu66jX6zCMsNgyj42MotttwZJKpcBsRyTRaHzb7Q7kMbVaOGQLQhMi8WAQV5r/3TAMRGJR4Wjo4SH8lLZUdJMEv/9Biya9Fqx4Cl7DYHRN0Si1bdnI5VAsFmFJdDVSWAuHw7yDhxvNyqWbmjQ3QjFOUTyt4XJZOGLBplE9RoU8NvneaWXy3zRNA1Mg2qcfevhhTxLQdchBEaTgMbabT1lWVVEU3Lx5E3XTwsF9u6BqYSjQEAoDDRZCvVLD4V1p7ArVsS+RRzKs4XvzSXTEm9DrFsYrGUScHF6dr6Gez8EqbcKs5GFoOjq7e9DV3Y9Tz57BoQN78Zd/+ZfIZDJYW1tDZ2en77rSz7TYiFwCY5iYmEBnNov9+/dj5f59jI6O4ujRo8hms97iCE3QBQuFAqanp3H8+HHEYjFMTk4hl1/D44896dslAeCKgSEO/zm2iv37D8K2bbzxxjl0ZTvw8OEjsG0ebIRCIY7/21yoK7fJJTozmQzuLy/i0qVLOPXMaVfewHLx6Qjq9bqAvcihMuZdB/m6yTADX+TzoriLYAZN08T/8rOZz+Xwta99FS+88IKXq3q3I97g7622Ue/0s8GfJycncfXqVVy9ehVXrlzBzMyM6KhKerTbfU8wShPfpZDeA39QeDNPBodZXECaaYI2smfPHtcJNNDT08NJ2+GIKKdcnJ/H5UuXEDJ0nDp1CpqqwrK3OqHtIlr5YnumQtNa45IcT5Y1Y23xGbqRLcf2OT2KAGm7SNgwL2v2ZC9l59FqbO90JxNMigY5w6r7EDcaDRRyOaH5AHAaVCKTRldXl2jdTeMNquEJp+WeNz1QJHxfLBZRLVdEbT45OPmBCs4xPwHmg4M0QxcL10OHD6Orq8srK4aH7QbvwbdzvPJ5JJNJbG5u8iq1XXvR151E0+Llsrpuo6lGAZshqRbRmYggrDpYLqjoitgIh3XEtQYOJVVczwHhaBj3C3WsNjUsl5owmwp29HQjv3Yfv/BzL+HWrTvY2NgQ6lqdnZ2imEHODcj0SBKWMQwDVTe5WyoUcPPmTRw+/BB6enpw/fokcrkcHj3+JBRFQThMFCsVxWIRhmFgamoKpWoJTz7+OJqmjZGRESSTSTz88MOo1sqIxGII6SrMhoN6nUehMzNT6OhMY++efVhcvI+rVy/jscceQ3dPlyikACMdXQUNk7Nv0inewWV0dBxra2s4e/Y0HMcR8Fc0GnWhIn3LtaJraVkWwuGw206r6CaZDYEVa5omhLTI8ZqmCV3T8B//43fQ3d3tQU/vluP9cRlNQi6Xw/Xr13HlyhWMjo5ibGwMi4uLaDQaYusqb32IaSAfI/hg0CovRzfk2CzLEjfb+vomSqUS9u7dix07+3mFjm1jY2MDly6+BUVRcPz4cfT19aFcrorvlFW76DtlZxl0yEE8PDjm4GutLqXj6sCFQiGoUGDWuX5CNB4Dc6MSODxL3rR5ZFKuVcEsEvLRBIYslyVT9BySkklBCyblWmGocmKNHCE1Y9zc3ESuUOBbUsNAJpNBd3c3kskkX/QUFeU6h4ocl+0gRyiMMajuMQ1XQKVW4yWe1TIXwzctr3zb0HRvvITJqx5GT4nORqOBjq5OHDx4UGS1t5v/VrsX3wIMDbbjKYTRgnBt4gZUVcfg7h3iNboOZLZtY7OpQFOS0Mx17M6G4ZgqdmYNRNUiqnUF/8tOoMYa+M6EgUozioe6bEwvl7B7/0PYs38Qr/7dazyJvLyM7p4u0UtNHieNm6K7+fl5LCws4Pjx49CMMAyDNKqZKGCYvH4dxUIZJ595AoqjYHR0FMlkEvuGDnDoKBSCphqwYQpNhitXrqCjg0ez+Xwe4+PjGNq3B93ZXu68I4ZgL5kNC7VaDbOzs9izZw+y2SzGxsZw//59nD171lcTIOPvpVJJNEXQNA2vvfY6stksjh8/7kv0eslySvDz+eCdsjcFNBSPxwW8IEe71N17Y2MDJ0+exB/90R/CC5LUdyaS836woJPp6OjAqVOn8Oyzz4IxrkY0OjqK0dFRXLt2DTdu3MDc3Bwch2vrEn4YpO7IlJFg9MOdi9dGiEdaHAMzTRMLCwuomzXxMNYqVTz66KMuJ7GOtbU1RCIxn4YBKSh5ilCekpHsmGQIYTt70E5C/O7+rdlsAg4Xqqdto+U4KJfLiIbDiIQMhI0QoCowIhxHh+2gWjdRq3uSlyF33IqiQNW8scsRcnAL7y848SAgmnM6V7lijyQsTVf3oZDLIZfLYXl5GZqmIZPJ8H+dnZxQLyXoaOuvaRrP2qsqqi4eR/cCJVoJby6VeJLOsTzoRE5Gqprqeyh7e3vFItFqp9LqteCiC/DqRsqgU0J5bW0NpVIJu3fv9vjg0rWm46iqit6wjQYqYJEYFsp12I6KjYU6diQj0JmGC6sMEV3HZrGOAz0GHut0sLrqYOdDJ3BrcgyJRAK5XA6hMP8eSmLSgiJfW7m4ie5hTVdx/fp1aJqGhw4ccJ1zGMePneBYfbOBkK6Lrr2xWAxra2u4fu0adg4MorM7LSLOZ555xi2uaAoM3TAMxONxzMzMYHFxEY+e4N0kwuEIIhGepKXnLZVKCRjEMAy88cYbSKfTeOyxx1Bzxd1JzpYw7OPHj4vrKBciyUlRKv3WdV0EWYBXM0DUNLqvaY4UhVPVHn74Yffa0bV/F5Nr75XJSYpWkATQOlkxNzeH8fFxXL58GTdu3MDU1BSWl5fRbDbdDg0JQSEhh04PEd1g/EGTMUpPc9g0TaytrbkFD5ycTVKB8lYjGuVC3IB3UWgbJzsl+SEP4ktyBLyds93uZ/5B9zi2f9tvMweqocJQNahQ0DRNOIzBCEdgkGg4dYpgKuxmUxQ1ULWdHAXTOGUqFQsopcljDDoTOcKg6265kYvhRmGNRgP5fB4bGxsol8uwGUM8Hkd3Vxe6ujyJS5pXKtihSITYLUQ/C4fDIkFXcfUkKqWyUFcjnmvY4CWg5WpFdKwtVSpbdCoeZDJWSEbJTsdxxAM8MTHBuxP37kAorIu5pHtKvmdtRYXt1BBWI2BNBuhAo8lg2xqqMNGpM5SaQEfIwcldCYzdXcWOx19APAQMv/4GEvEUbyHUm/WpoMkLj1zcFA6HhXOrVquIRCK4cOECQqEQPvShD2FzcxN3bt/Drl27kEikeA7FzfY3TVsUVr3xxhs4ceJxDO7egYWFBdxf8ppc0rUyDAP1RhXMUTA7O4ulpSU8/cxTYIzh+rVJaJqBhx8+5JUnu4n3YrEIXdcxNzeHWIx3FM7n83jzzTdx5MgR7NixQ8BNxNigcw5S/7znib++sbHhS/BSsZP8T9M0MOme+qM/+iM8/vgJ33V/3zteYHvMlywYsQbNcRzcvn0b169fx9jYGK5fv47p6WmuZNRsipJXiohlB0xOQ2ZR0ANEpbGLi4v49V//dfzO7/wOJievY3h4GNevXcO9e/dQLPHy2kQiIbKesgNuFeEGKV7bYcOtouFWEIoDz7E7lu05cl2DBRuqw6AyN7rRQ1A0V4fXsqDpitc/ynGjAWiieKPWqPuSc/KiEYx26foB2PL+oHOWnTHxlelhpNccx0GxXMbq6irKxaLA4ChaJlEbiuBEtBJwYgSZ0M7EcRxRvEGRcKlUEpDV8ePHYbgOu9UdF4z4g+cjG+2kHMcRW/7p6Wns2rULXV1dwiHLsI3vWbAZmG7BdkJQFQNNp8Y53k0gHHJgNhyYigJFayCqKmjWDCS7sshXNpGMaFhfzgMAMh0pQSGTgx2ZRw8AMzMz6OrqQjabFfczBS2MMeRzRZw/fx6PP/4kBgcHsbS0gFwuJzoN0z9KaJFa2NzcHJ577jlRQWbbNnbv3i3OnzEu39q0OBRy4fyb6OjowvHjR7G+vo7R0VHs3btX6FDTIkY7m3q9joWFBezYsQPZbBZTU1O4desWzpx5TpS6y+cpX0uuTRxGuVxGLpcTkBhRyBRFEeI7csVquVzGzp078ed//qe+vo0fGIw3SM2Rb8DtImLZabW64W/duoXJyUmMjIzg5s2bIiKu1WqIxWLo6ura0sqaIlWKPqi308YGbxk9NDQkxlMsFjE6OoqRkRGMjIxgcnIS6+vrACDalAPwCcMQthbMqsoWdG7By9fq/Y7D5Q4JqxS4qqGj6TS503Upbw5TBK6p6zrvJu14RR2GpsMwwsJx2swRCa+Gq9VL0VIrjBfwEmvB6C24jQ5iwsGHQlEUgLLsto1isSg4mdRDK5FIoLu7G9lsVix6NvPEiHy7CCmyoweF3lurVLC6uopwOIyhoSFUXfqYwlrvwoLXo9V9KL9G135iYgKhUAgDAwPiAW9VlOFFZJbLSzS4roPivu4oYKwJSwU0W0NIZajbAPQQ6o0CLwByIlhaXhAtfeheoQicjGCmUqmECxcu4KGHHsLhw4extLSEtbU1DA4OImRExHUFuA5JKBTC9PQ0ZmZm8PzzzyMej2NxcREAXNlGLrFJgU69XkcsFsP58+fBmIIzZ86gVqsInm9HR1osrlxS0oRp8uTetWvXsHfvXvT19WFubg6zs7N49NFHBRRAc1mtVqEoCvJ5zsPdvXuvuBatfIk3J1zkRzQ40HnHb/qZ7hfSMVYVBZubm/jVX/0E/sW/+Bdbn8sPguMlawU10MQEIz36O+BPnG2HuS0tLWF8fByTk5MCI15cXEStVkMoFEImkxG6oDJOOT4+jt/7vd/DF77whS2ka3kMk5OTGB8fx5UrVzA2Nob5+XmYpsnFS1ylJHoAvUQKYU5+hTP5+NuZGCO4IyUVOE2RbixNhaoCEI5VhaJ5tekKAxyQxgUXM6fohiKhUCS8JXIV0bBbdkkRM/2d5q6V8w1ev+2ifvF3WnzhCfBQ9VylUhEPmG3b6OzsFIUb0QTPRDs2P05DKkeW7ynSvYhHOS2PqGlNd3HUAruQH9bx0r1JimC3bt3Cjh070NvbC+rp1wpGos9ajgodDLbKW1GpjGOJimZAcRRYUADFgao0wSwGQwuh0TSR7urEyqJXpUaYbit6JkWdkUhE4K/hcBgzMzOYmprCc889h0Q8JVrcp9z+fgRJiDLiUIirmKkMzz//PGq1GlaWN1zJzQQAT9eX5rFWq+HcuXN46KHDOHBgHzY217C0tITBXXtgGGHousfRpYh9aWkJCwsLOHLkCJLJpOgmQeW6dD9y1ounLy3zqGkuqCV7rcYXXpK8JV9AcJVMh+MJRl6o8vLL/xanT5/eGhS+3x1vK2hBtuAqBWx1SrJ28IOOJzvwjY0NTE5OYnR0VGDEc3NzKBQKYIwhnU5jYWEBjzzyCC5cuCDwpWAU3up85ufnMTk5iStXrmBkZAR3797F5uYmQqEQ4vGoWCBIaIb/vlWr+EHzIhYAtyzZZtTKZit9SkSmKo/wNE2DxhwocCNgtIY5yMnRecvVZTTvUHkkU61WxcNHD2Sra9HK+QYXS5EblrfDih+np60mUzxcuOBGw6ZZRzQaRXd3N7q6uoWqFJ0PaUIoigLmRpiWS1+To3gH/uY9rZxuMOJvtXPTNA26FsLIyAgikQh279nlfp4JxxtccOj4TVWFYQNNx71utg2mMZiKDYXZ0JmGuqpBhYYwa6LJuIwjazSwuLKOgf5ecQ0Juxdat9IOJZ/P84Iily0UCoXE55jDqwVfffVVNJtNfPglXuxQLhehqWEkk0keAYd1ISrDnVkNr/z96zh06CAOHTokOlun02nvXtIA22JiJzK/MIsbN27gmaefRTrdgbm5e6jVatizZ49vt0LJWkVRMD09DcuycPToUZimiatXryKbzeLAgQOoVv2FL0EfQkU+GxtrqFarvko1crYUjNFOwXEcNOp19PX14Tvf+TMBQ/jujfe74w2aPDEPcqI/7N8ehCM7bvaf4ImpqSkhhP3Vr34VTz31VMsxBX8mk99Xq9UwPj6OsbExjI2N4caNa0ILlRwCXWDa4tMxWmFSwehIBYcDmOLeXLanChbUslB1DU3bhqoBOq/8APWvCDpe+fxoLIDHDxZkeNU/j5Zl+cRuKMqXI8JWEIochTiB13VdFyprtPDR+Bx4zQcBwKzXUatVsL6+7iqgcUiio6MD/f39SKfTIppxHAdVt3gDTmvthe1gBnkHEFzk5PdbloVMmreXunfvHgYHB5HpSLl4Mi85bTUn9LutADqzYCsqHKbAgA3maLBhwIADhiagMth2CCEAZbuO7t4+LN25C4fp6OpJi6o7LnXoiAiSAohEIoHXXnsNlUoFH/3oR1Gvc52CaDSKZCIt+iwShp5KJ9Bo1PDd734XB/YfxtGjR1Eul1FvVIUsZdPhmKpZtURPt/n5eYyMjODZZ58Vmr0Ns4ZUMgOAR8OWS3lUFf48XL78Fmq1Gs6ePQvTNDEzM4N0Oo2enh7Ytu3j9tMObGRkBD09Pdi9ezfqddNXHCLf0/V6HZ2dnSiXy1hcnBcNA5LJ5BbxLXoGaAHb3NjAr//6r+Nf/svfRiv7wDnen0aTt9Pz8/MYGxvDyMgIxsbGcPfuXeTzeaG6JK+uBEd4UaZfRlMuXqDXyXnQ99JrsiPxhHkYj5ilh55/1tOYlf0+vVfVOf+XO1pTMD5oOye2yZaFUq3qyxJrAUcmOzq+td5e0avVnJI6mPw+WrBI86FY5E0wi8UiFEVBOp1GNptFd1cWkURMzHmz2UTNTaiSIw+Ok+ZIrvwSYwskrQg71TQNV69eRTweR19fn1Bf224RagXPbLfIM2aL60RzTLKNPHln+eaXf9bPPolGo6hUKmCMi443Gg1897vfxb59+3Ds2DGUSiXUqg0BMVg2L/XO5XJIuFWc9+7dczUYTqGrs9stEfYwXlWFyBHwez2OCxcuIJ/P46WXXkKjwZOdhmEgFo8ICIC6DKsqpxNevHgRO3bswNGjR7G6uoqlpSUMDAyInAoVEXlQmO57Xsjo90gkhIWFBfF7UG+XInMeROioV2vQdC6U/4d/+Id46qkn0crajvd9aowx5PN5XLt2DdeuXRP8ZKKzULWMrqti+0PdKraLTOWHVXYM9Lr4XfGccbADOX+4ZV2GrWJF3s8KNM0rgSWCOiVHGOOUNvqcrFZGN7NsTuA7WmGf4r3k5AIRZ3CclNQiJ1wucgEW0nxIuZVz2SwXfI+6DU2JZ1qXetAFF4kt0IO04Og67+rc2dmJubk5zM/PY+fOnUin0wKSaQXvBM9ju+stzxpnBHDH1N3djaWlJaG3a1lmYNfk56+apolCoYBsNivOW9d1lMtlhEIhpFIp3L51F+Pj4zhz5gySySQcx0G9yXuX2S5fttFooFQqccpfLInz588jlyvgIx/5CHiD3IaIHDk0aIiWOrEYx5ZfeeUV7Nq1C8eOHxELZjyWFI6QFnY6RrlcxltvvYWTJ0+ip6cHs7OzyOfz2Ldvn2+BCc6fqnKp097ebqyvr2NlZUUUSNBCSQsj7do4xdSCAt5SaO/evfj3//7fIxoNo5W1He/7xOSERissjzGGO3fu4OrVqxgfH8eNGzcwPT2NarXsYsNJESmRo/OKNFTx0DDmUcuCD7Uc1Qqd4ZaOl0dSPserBpgIzP8Zckh0w4pu1Ibue+DkB75UqQCuoxZJNPdcRHSJreOj72sFKQUTesGEKI2tXC6jWq5gM58TlLJwOIyenh5RPUc7EABC+0KGS4LjojHTd1K0Nz4+jkwmg97eXgAezTCoJred4w1aqwiZnIRjA0v3F9DX1+fi2K1bztP9s7y8jMuXLuGZU6fQ29srSmwjkQgXiWHcoReLRXR0dCCRSODSpUu4v3ofL730kjiWIW3DNdXA6uoqms0mBgYGAADf+9730NXVhQ996EOidRDlTQjKWF9fRzQaRTqdxurqKt669CYeO/EEduzYIYTzOzs7BcRA9wDBUbdv38bs7CxOnz4r7rHgPcPNE3eanZ0V14IS4QB8nF36v16vA4wrLv7mb/4mfuu3fnPLtRHXre14f/LW6sGS8UByOLIj2djYwNTUlIAkbty4IeguVBxCKzEZOT2CHeTvaBVFyr/LC4JvcXCFgKByahfgRnaMMyqoAEE+lgwtkKOzLItXzVHG2Z0Dw4UFSPpRkaINghLkeQzOYTAqpgWG/mbTeTM/K0EsVu53V11py1wuh3qVa3N0dHQg29ONdDotSkeJMywn6MiBio7MbmubVCqFxcVFzM/PY9euXejs7PQVe7wTR9sqoRecD03T0Kg30dXVhdnZWVg2j3w5k0FeoPz8cXImlUoFqVQKiUQCV69exeLiIj784Q/zHQnzmg4QJW15eRmmbWJwcBCMMXzve99Dd3c3HnvsMX5+ioJwiGsjVKtVhEJ8O5/JZNDZ2YnNzU0MDw/j2LFjQpDdtm2R8COYqNFoCK3na9euYW5uDi+88AIMw8Da2hoACNVA0u4A1C3qYzJUZBi8cWdfXx8WFhZEMQbJvtK8EN6rKDyxKESc3EX129/+NoaG9rRcGN37re1438/WirUB+BN0cjRMjvjevXuCFxmJRARDAoCED3uRmOD2aluFn4MmYAhFAZgNBoApKpj7mgoX72XYVvaSfpcfck3T4ICJ0mG64eVFgYRviP5EUZE8JzRn2xHi6b0ARCRNzBc58qY5oAWAGA/lYklEWIVSEYwxkdDJZDIiGtZ1XUAShF+SEybWxbVr1xCJRNDf3y8WFFkroRXUsN35tHofY5x1QN93//59ZLs7Rckv1wp5cNv5WCwmSm7X1tZEp2PHcfDqq6+ip7sPR44cETQzTdPQdJoimTUzM4NkMomDBw9icXERly5exLGjj2JwcFDswgzDgO1wqKlR5/KsfX19yGQymJiYwOzsLM6ePQtVVYWeRDgcFs6eysTD4TAikQjOnTsHAHj++edRKBRQKpWg6zoymU5RLkwma6hUKiV0d3fDtm3cunVLOFgSw6F7lQIEul7UCaZRr+Ppp5/Gyy//25bPjniG2o73/WNBhxeM4Fr9TCZji+vr6xgfHxdO+NatW0KzlByxoiiCf0gPetBJAWjp9AHP+WoqXBkeVbRIJ8oamA2H+Svx5Ic7WBAgn4OmaVB1DWa9AZs5vqo/Og5jvCRYxo5lGlRwbmmeKEKzbVs0BZUhBzpvDpn4ucQ0XnLClUpFPNhUTh2PxpDNZtHZ2YlkOiWiYYrUqtUqOrNZ3L59G3P37mHv3r3o6OgQpa/EOJEXqbez4PzSa47jwGo6orsEYwxd2Q4Bi7SKkB/k4GkBJ0W26elpxONxHNj/ENbW1nDp0iUcOfowsj09Iro3DAN1t2NIrVbD1M0Z7N+/Hz09PZicnMStW7dw9uxZX7JKURQBa6ytraFcLmPPnj0wDAPnz5+Hqqp4+pmnUKvyBU2uoAuFQiiXy9A0DdEo73L8gx/8AIcOPYyhoSHRnoruS0/pju8Ee3t7cePGDXGv0DnI8AJFuoQrk8RqqVjE7/3e7+G5586Ia9DyerUd70/eWjnS7f4e/Bl4MPfVsizcvHlTUNZGR0cxPz8vOJupVEpAEoQN080fVOIPPpgyw4F4xozxRoCqSguJ0vJhlp1YK4cMQESH8laWSjtF8knznDZt8anKsBWWTRaMbBXFK5bwQSLSHAejSnlu6vW66A9XKhRFxxI9ZIjKuWQyKXSGm7aN4eFhZFIpDAwMiAifomSKwt7u+srnw1osEgDHjBv1JtbX10W0y+eeJ0CDn5Edt5yEpWtBOyRVVUVvQloAx8bGcPDgQQzu2YMbk9ewNL+Exx57TCzyhmFAVXSXoRDG4uI8VldXcfToUWiahitXrkDTNDz66KNu9VsEhEOTitnyyhIMw0B/fz/KJa77cODAAQwNDYndENHISB6y2WwiGo36YDbvnCnarWD37t1YX1/H/Py8CFBIk4HmRa42pUWIrtWe3bvxzW/+MRKJBB5kbcf7PrftnPLbvd4KNyb8jWQ0R0ZGMDMzI2hUyWTSp7UqIk8Ja5aPp6oqHGYCTIWuGqBEm6IwULGdbfuTRMEIutVr1CCUMSaiaMBzwF7VUR2aofugE3IUjuOgUqkIfQWBCQccpnxeiuJhvmQkuC64u9LnGWMiuUcYpMIgNIALhQJXVisVRTSbTnOWRN3kcoi93Rwjpgcc8HRBWiVcZZOdrTyXdI70t87OTpEkymazbrRKkIzuu5dawVk0FtpNyPizDIUpioJUKoVKpQJFV3D37l0szC7g2WefhaZpmJqagm3beOjgYZcOFnPvDUdEoWNjY4hGo3jkkUdQqdQwPDyMwcFB7N8/JITLoTgiymQO3+ERPnz3LmdYnD171m3v7i3iRGWUK9Vkp9vX18fbLY2PIx6PC+hELvqhHm0ek8FEvc4TgbncBv63z34Wv/Eb/6s7d7xtUitrO96fMZMdc61WExV0VKG3sbEhhLBJ2IdwO0XxxMMpcpATf2TksH0OTdJwkB2K3/wOkTEGKA7AZJYAPeSEDRtgzBZRB39IQmDMdZCaWxLsdjdW3GiZnJLuOungFl022VnTz6JIQ3ovVX2Fw2EhUdlsNHhHjCJXPSuVSjCtJvSQgZ07d6K3t9dHTwp+Z3AcNC/ynNMWm+ZWVmejbr/3lxcxODjoljzL3F1/iSxjzLfTURXdnU9aEEjBjBqy8r6CsnOWGSzEmdVUAxcvXoKqqnjqqSdRq9UwPT2NrmwHL3awmFALdBwH9UYVplnH9WtT2LVrF/bsGcLsLK9ae+yxR5FIxlyoiwcIBH2QRGQ6nfYtLMH7n3ZqdA8rioLBwUFMTk6KghJd10WSmq4vLf6k29Js8LkMR3gn8G9/+9vYuXPn2+5i2473p9yCN0DQgcjR1NzcnNA0JroaJSXS6bRY7cn5UoQmR1dyBZuu655uq+b1hpOTR1sdnsfrlbe+/G/BZJ/fges6Z3CYErfWCG/tpFCv19Fw6/ojLvYa3BkEHVsr/FseI1Ve3blzBzt27MDu3buhKIqARuymJTDOXC4H02pi165dW3D24PFlC45R7DpacJVpzOlUBxYW5xAKhdwIkBcreOfjaWZQZl6Wf9Q0TZQEW7Ypjivr5gKAEfLyBAI+chS+cAJgDi/EcBzAsviidO7cOezbvxcPHz6ClZUVLCwscMGdUAhGyMX0Fd1VAXSwvr6OpaUlHD78EJKpOEZHR1EqVnDy5EkhykPz4eG23sIv3+uM2WKs5XIZhw4dwsrKCu7duyfmSZZ8pPueFklF4ZVtzYYFI6ShWq3il3/5l/ClL32p5XMXtLbjbZsweduYz+dFNExSmqS8H4/HRRGEnGyQI2Eqw5TFR8hZyMwJv2P1jQaAfANvbU3Pb1160P2f5w+IhnrdFN+v6n7clCIlipZbQRKONAY9ALnIGOrq6irefPNN2K4jOn3mDG8L1GzCdhkYlHQMRVwNYNsW1Wxv53SD5y3DScFIU06E1et1rK6uYmBgAKZpSsp3FOXqQvSIPk/JwGazCdvi18ts8pZXoRCPIKPRJMA8aVSaP9qhiDHChqp4ETgtxrRt90FgY1dx5swZJBIJ3L51F6ZpYmhoCLbNRWnonmo2eXR79+5dNBoNPPLII2CM4Y033kAqlcITTzyBcrnszoU/0Ui5Al3nc14qlYSzv3LlCmKxmMh/0E7PX53mQTmmaUJhKkJhfk7f/vaf4KGHHmqJs2+5lm3H+7Nr2+HBsgOmyGhmZgZXrlwRSbqFhQXBoyTlf6LYUHWTLBoSpKbJDlj+7q3mbMHJfBE8M2HoYRdaIIfKRESjaZ4kIG3/aWxBDJlkPh3HgeEuLHIyptU4FcmZjIyMYGNjA/39/Thx4gQXXQ8UeggnCb+4j3w9gtcm+BC/HY5PPyeTSczNzSEcDvsKCuS5tW1P8pPwTOJVq6oKVQmjUqkgFDLQlU1DUbgAej5fhKFHhViOadZ9AjW0CJOTCmp50ELtOAB1/DVCvKghFAphdGQc5XIVp06dQrPZxK1bt4SouWWZvu+qVqvQdR1TU1NIpVLYuXOnoCRSGT21/vLuRV5hFo/HMTQ0hIsXLwq+MDldWUtEdrzUgcNxHOgub/vs2bP42te+6oOB2hHvz7C93Q0g/z1YxSWbvIVcWVnBjRs3MDIygomJCUxPT/uiYcroEs4X3EZv68QCTqjV+Le8R7GgKrq7pSTpSV6RpagMju21GCLsWWZIQFV80Ti9Ty5fJjjAcRzRcYNMBYRugKJwChSpcVmWJbjNjhsJ0/fYboSotHCiQbw8+No7ub6EMy8vL6O3t9ftiG2Iz9DnyMlSAomkFcOhqMsU4dBMV1cndu8ZAMAhhs3NPFaWNwSbxLJMwZLx7hmOxcvn4gkzBSmTDjSdjweMyuAjYjfy5psX0N/fjwMHDiCfz+PWrVsYHBxEV1e3WCQogiYVMdnJB3cplmXCsiwcO3YMd+7cwdzc3JZOElR8RL8H7w0AiLlNMr/5zT/G0aNHffcufXcr+8D0XGvbe2NyNCWzC4KRlpy57uvrQ09PD154gcv/TU9P+/rdUQcBUvqSExJy4UYQO22FaQZxYHofT64BgBwNB5JR0KAo8LMSpO+QhXuazabQjaDzjUajosqMnLCu64AbqaucjyV0F3RdRyqVQrXKG5yqqioq8DQ34qIko+46IT2QmPxh4yB5C+3NDV/w7t+/LxJWMrNE/ke7Ftu20TS5QI0c6asqQzQaQqNRw+bmOhKJmEvl6kWxWEQhXxG4OWkrpNNcscwwwnAcS8y/LOhO806Vi5qmwGwQDsvPrVIpietOvRUBHjXzirKQyB3IRRF+B48trysKZzEcO3YMm5ubuHv3rq89l8ylNiS9EPo83QuRMO9K8eEPfxhHjx71BQvbFR+JY7Uj3p9daxUttdrSyn9rdVPJ77t//z6uXr2KK1eu4OrVq7h7966gAcXjcR8ZnRxyq0hXPjaZf6zkSOVEmJ9+xZ2t5vvsluje4XCDDI00ml7lnMJcipquCRhFdKPVNOjb0NTkh5xDGt4ioyi81PntHk6yIGtEtqDjpQjdNE2srq6iv79flMgGE2+maaJW5edCXFW+fYc4f4YmmONi4WYNyWQcHR0dAFTMz89DAf9cLreBfD4PTdOwZ88e8R0cY3V82s18nF4ylc+rrDTHtixGuqGKRJ6mkii7LTR3if9M76d/gFeZRspnm5ub2Lt3N1KpFIaHh/lC6DpY4v8SxKAqChTXGVNCTfR4c2GWP/7jPxKOtxVc1/K6tR3vT789yJlu9x5ga1ny2x0j+Ld8Po+JiQmRoJuamsLa2hrC4TDvDOxu5+SKIPmBCR7T+35vC+npC3ivedtzZcvY5fMCeMJLRCqKF61Qq6RGrS6iNUXbKrXZaDZ9FWfkfEVCD94xLWJ1vIP5lKN9GQtvda1k6p5t2+jo6MDs7Kzo0CtHf/QZ4kGXS1yWM5PJIJ1OwzQtH2dXURhsm8Fxhdbr9RqazYaLl9tueXRYcKaXlpYwODgoulpwOpftm3PC3vn/bgdseNWExO313QeKI+AeL3nXmh3j41mrnqCSpmnI5/Po6enB/v1DGB4e9lXwUQJPLiRSABguW6LhUgPpvm3U63jppZfw1a/+7jt+PsTptB1v234cRgmSS5cuCUhiYWEBjuMIUR9ZYk/uUhGM6ILJC4qcoLiZeWguv3drMQCwVaEsaD4MV+IeN5u2+zDLWg9ewYNlWajUapzkD/gWEoIvSCRGVVU4li362wHYUrxBkfGDH2KvDwZzOCMhn88jn8+jr68PTavhc0gUtdu2jUKhgFqVK3/xzhIhCfpxfFAQYwwOs6BAcylYVVQqVUQi3LnTe+7evYtMJoM9e/a4lWb+xKi8sMqOijFbOEr+vTQHfthLhij4cbZ2pqYFiJJo9F21Ghc3evzxxzE6OoqlpSVRAUli7DQmygXoekg0wyQoRVEUxCIcmvjWt7+JoaGhd5RQk62N8bbtPTUZczx48CAOHz6MT33qU7h79y4mJyfx1ltvifZH9XodkUgE6XRacDLlDrsETciRjBfxOCIqYg58mWw5yeJtgelhJnrV1l5oAESmW1EUhMMea4M4rzJFTVVVdKTTAICKS+Sn7sVNtyjBMAww95ia7o/wyU3IDkl9m51FUA9Z0zSUSiVE3R5xMhRBjp/+L1erCOthcRyaF4p4bZtHosQQMYyQ6KfHz1fx4f+y7rK8Qwli67KjlM5ILGCcSxzysTDoHOiae59lPqqa93nSu+DfR3DLiRMnMDs7K/Bvei+NXTZ+32qwLBO1WhX8NB2EQ2GUygV84hOfaOl028m1tv3ETd7qU4IHAPbu3Yu9e/fi53/+55HL5XDt2jVcuXIFExMTuHHjBlZXV12d4bgvGpYZErJT4d+jghdWMajqVp2BoAMAZCaHV8klm1xqSgwA/hnmilyrbjcFzwkrioJMKiX4rfV6HXazCVVqtyTDBz4ohfn5zQ+aT/mzjuMgFouL3mj9/f2oVEs+ASQRDTIG0z2XWDgBwwgJh8sYExEe/w6+pdd1D2PVdR2NRgWxGFfuoq4OFPXL18eybBGpAvApz9FiADgurcyRYBF/dxHP4dKOxQ8n0PWRpSNp/IxxpsNTTz2FcrmMmzdvCkxYpkEKmEmijzmOI7pv0Nyoqoqenh588pOfbIm/v5Oot+142/aeWjDJ0Go71tHRgVOnTuH06dNoNBq4ffs2Ll++jEuXLuHGjRtYWloCANEBIth6BQBs28uak4PgjsQG4DknYGvprWwkk0jjtCyzZWTJGBPYJOGDjuPArDdERJhKpYQ+A8DhlkqtJqqqDMPgEpo+zJnrQYhIWNk+8ejfqnNnls/nkUgk0LQawnHIY4aqgrkLEkXt8mJANDgZ2pETl3Q95UKDdDqNvXv3YnFxEZubmxgYGBBlx+R0aZdAYuJUTixDDMQuqdfr7hxSrzzFxYq5I6VzDy6kVJ5MtDn+PhUbGxt47LHHoGkaLl++7LsPg3TH4H1FzTnp3DmToYjf+q3fRE9PdtvcyNsl19qOt23vqQWx2e0SEBQ5hMNhPPzwwzh06BA+9alP4c6dOxgdHcXVq1cxMTGBubk5X+GGnAxpNnmDSMMISw/kVg0G2h4TtridYws6Wu+zPCvPHbwq6GSapqFYLCKXywGAaHfe0dGBVCYtuidQMUelUhGJOZmuxxze4VnVNDDb9s1TENumLXsymUQul0Oj0UBff48QnaG5FyXb7lxTq/Z6vY5kMo5YjMs9bmxUXHzT22FwB6qKaq9ms8mxY1XB/v370d3djV27duHq1atQVRWZTEY4dZ6Q47zaTCYlIBB+/g3Bh1VVFaoGRCNxZDIZrm9RrorIlcYR3CnI15Mcu5wX2NzcwKFDh5DNZvGDH/zAl6ykyjT5GOSEbdsWiwVfgHmDgWqVlxf/4i/+YkvnGrzXtrO2423be2oyviibfGMGye1yJLpnzx4MDQ3h4x//ONbX13Hjxg2RoLt9+7agMHV2dooyV0qY8IdI3npKBQxiS7u19U3wmeGUNTm6lM9BEZhopVLB7Owsurq6hLxgoVTEZj6HlbVVzg2Ox9HV0YFMJoOujg7BQa1UKqLEWiQWJacrZ+/l32XRoWKxiI7OtAQT+OfaAaC4803FDvcXuPbBzl07uP6t5i4YTVvAARQBkiPirXiiOHT4IPr7BrBr1y7Mz8/jjTfewMGDB0XkCUDg9vF4HIzxtjh0HqZporevWyiBUR81AEgkEkin0ygWi6Koo9WiTQuorMVADj+Xy2H37t3Yt28fXnnlFdG+iWQjiSJGx5FhGV6N5/Wji0QivEpNUfDpT39aJFDl8QTH96BkW5vV0LYfm7W6EYM3aTCxRdGJHL2pqopqtYqbN2/6ouG1tTUoCpe3jEQiCIV0aJq3lZSTa4DHhqDseKts+/ZlzaRtoIltfqFQ4O3aMxk4DtcEVnW+fc/lciiXy2g2m6LAIplMoqOjA8lkEslkUlCWarWaWBhkihqNSZ4rxnj3i3w+j/X1dQwMDKDRaPgSUUG2BCWUTNPE8PnzePTRR/EP/sHP4/79+wLTzOeLXGTcaYLa+/AGpQoSiRh2796NnTt3YufOnVheXsbLL78M27Zx8uRJMMYLM0zTdK9DSMAI5OwoAXf02CMwDEOcc7lcxtrqhlsQocC2+aIUjUbdaHmrQ5NxXpr3zc1N9Pb24rHHHsX58+cFg4EWnUgkIlHmtsqfEp7PmAJd51VxtWoVP/dzP4evfOXLvuBAxtllB/wguKHteNv2ntp2q34wcnsnTvdBNjMzIxqBjo2NYX5+HqZZRzyeFKIvghSv+tvryJEkjSk49tY4Hoca6HXb5rxWwzBQrVZ5Jl3lmC0VjjQbDRQKBVRKZTQaDdRNr4NCZ2cnurq6hDh9s9lEqVTyNQENmuM4SKfTuHv3rogsPdYGgwOv1Tw5drlJ48r9+7h69TKef/55nD3LMfZyuQrGOP2KhHVURXcdZxi7d+9GT08W0WgUd+7cwV/8xV+gWCzi7NmzIAYBRe+0C5GLZeRClExHCr29vWKBMU0TK8tryOfz0PUQqlWua5xMJt2uyJZ0r2g+p0fXdW1tDT09PTh16hQuXhzGrVu3EA6HRWk0JWtlNoTsMCnapW7Huq7D0Lno+5/92Z+hr6+n5X0bXBDbBRRt+6k3+aZfW1vzOWESe4/FYr6mlHKPMwACLw1uZYMmMx3kB58iHnLyJDhTq9VERlzRPKdvWRZKpRJ3wG7Jbb1ehxEOo7OzE9lsFhlXgIgaQ8pOzHEcxGNJFItF5PN5dPd0eeMiBgBMKEyHxhwUVQ0Jg+EX+iyoThP/ZSmFRAi4c+cerl+/jmPHjuH06dNu000TpNvrOEChUML83CIURcPhw1yB69LlixgeHkZnRxZPPvmUCx/UYTtNNJu8L5pje7xsSqDxOeXjL9fK0BUVHR0diMfjWFtbw8bGBgzD4JhqhZck5/N53pcuykugFYfxvn6aJ7zDxchzSCQSOHPmDMbHxzE1NSUiYUrsBYX5Cd+le0CWuwy50XG1WsWXv/xl/PzPf/QdVxw+yNqOt20faGtFrSJzHK5ARbjw+Pg4JicnsbKyAk3TkEgkkEwmBUbbissJSP3XpL/Z9takHP1P4ioEaRAxv1arodE0RfQLQGx3q9WqSDSVy2Vs5vNoNBpIxGICkkin0yIpRom5nu4+zMzMIBrj1YBEdyOB9iaAsKOAKQ5mKzp+dVcVnznM8Dd3IvirWQW9RhOxWEIsVo1GA8eOHcPAQD+6urp4hVajgfn5RayvbUJVdZTLRaysrMC2bRw6dMhVA+NNPXWDszcKhQJs20YinkIqlfIlvPjP3q6BqGBBlkUqlXIr1RgWFhaQzmSQ7e3jC5zreJni5RCKxSLC4TBeeOEFTE9PY3x83NfZmbQ55GspS5qScJJQZlNVRN029mfPnsW/+Tf/BprWuhryh7W2423bT5XJD3gr+EJmSYyNjWFubg4AfHxh4nHKW2OZ8E8Rj+x8ZdxY7gQhF2/QsZu2Jbay1GqJtrqE8dL3b+bzKBQKME0TUVfeMZVKCUd8f2kFm5ub6O7pElGaoiieHKWqwrYZDAVYs3Q83WXiqU4H/9+ChltVhq4Qd4SEw87NzWFpaQn1elWiXIVBXUBCoQjCYQOZTAY9PT2IRCKo1RqC7cFgo1jMo1gsQ9c4fELUMzn55VH2vC15qVTi3So0DUxVRD832A42NjYAAAcOPIRStQJD1VydDUcUjYRCIXz4wx/G7du3MT4+LjQ1SASeMF5iR8jRLjl+SqzRbihk8HP9xje+gd27d4lr/cNWqgWt7Xjb9lNrrTA3+bWVlRVcu3YNV69excjICO7duyce4Hg8LhIwAHzcThkXlqEGcrIU8QYZCYDXwFPR+Ba8Xq1xBwEm2szQeyvuNpuOV6pUePcK04uaw3oY6UzSh6Uyxjz5SscCVB06FDRUG6W6DZUZCBkK0jpg2n5tCTpOrVZDrVYTql+8BZAucGRVVQXXFiAH3wQUBysrK2iaNkKhCDo7M6IlkrxFV1WOsaqSIE7dhVwstzgik8mg0TQBhyG3zrtk79t3QDS9VKFA0TibIxqN4sUXX8Ti4iLeeOMNAfsQdY5oZrRY0nWl7ybVMcKf6TNN08QXv/hFfOxjv+h7/48S7QJtx9u2nyILRqRAa4U1YGtSr1ar4ebNm7h48SImJiYwNTWF+/fvC14qySsS4Z6y48RrpWNTFEtbWpl7KnNS5cUgEokINoHl2D6tCuL8UkPSRCIBqCpqtRrK5TI6Uh0IRwwRJdM4CGpgjMEAg6kogCvy4yg6Qo4CDXUoqt9h09yoqgoFGhxmQVMNAQeI44uFxCvLjkRCqNbKmJubQzQSh6Jo6OhIi1Y6ctZfdIaAh6k3TJN3jtB5W/ZwNAI9FEEsHMH1sXEYhoE9ewa9smBNQy6fRyqVwosvvojl5WWcO3dOVAxqmiYiXVocaU5lyMO2m77xxaJR8f4XXngOX/va11oyXtpQQ9va1sIe9HC0+ptM/5mensbExIRI0pHGMAm9k2OUYQkZ5iCoodV3Bv9RQoyquRqNBsrViuh9BkAcq1AoCHpVLBaD2eBORlH9WDfVq2lMhaIwWCoAR4HBGDSFockARwcUy9VwcPupaZoGq+mv8JMdpvczKaJ5QjWM2XCYhTt37iBkRGAYYSSTcXEOMvzjSCI4MqOA4AEjwmGVw0ePwVBU/MV//D8xuHMXevt7hOMv5PPoymZx6tQpLCws4MqVKyiVSmCMIRKJIBqNCtyeFuUgM8S2mRu58wVSdzHfSCSCbLYTf/Inf4Lu7m7p/T8c22Y7axdQtO2n1lpFJ7LzC/IsZSji4MGDOHDgAD7xiU9gdXVVyFtOTEzg5s2bKJfLiEajSKVSokOF7IgBiO217FjkcclaEsSUqNd5C510klflURItHA7DCIeQTCaRyWRgmibnDTd55B2OGFvOU1VVqEyBpanQbRtQmrAQhQUdil6FYzFPkF0qt9Y0wx0fZf09dbWgE+MCOgTj8M4VzOGUskQiJRyVr3OxqiIcdqNQxUFI0wVNTFV588l4JIqHH3kEjzz8CP7Lf/7PqFdryGazYI4Dy7ZRKpUwMDCAxx9/HPPz8xgZGUGhUBA7EsLraS5ovDIDhdPX6Hs1MMeBahhuhG7in//zfy6cLjl7udKtjfG27WfWWkEJ2/GGW3FxH/T34HsAjrtOTU3h6tWrGB0dxc2bN7G6ugrGmHDC9NDLQuh0LPn3oIBPqyiYaFgATz4xhYt1k5PSVAPlchn5fB7hiOGVzPJvgAYNjgJAMb1zcRpQWQg2wlAYXxxsp+k5KsfTMiZnSZoK3iLiQhOK5b6fiix03Lo1jY2NDezduxfxeBy7du1CsVjE+vq6m6wzEArxThfQeJQL2xFVcb29vTh+/DgOHTqEyZlb+OY3voE9A7uwb98+lMoFFEsl7NmzB8eOHcP8/DxGR0dRKBQEe4R2JACEQw/uSry+adQHT0XE7bNnWSY++clP4p/9s3/W8t74UfFdoO1429a2H8nu3LmDsbExXLlyBaOjo7h37x4AoK+vT2C1srMF/OW+gD8KD/4sd2imTHulUhF6FdQZQ9M0NBoNlEolWJYlIr8g3u3xVV28VnXHAk8ohjlbldG8VkB+LFjhbTvh2GE4RhO6bcC0q7g4OoodXV04c+YMMpkMyuUySqUSCoUC6vU6b/0OLxFJ4+/q6sKJEydw6NAhzMzM4Otf/zo0TcPJkyeRy+VQq9Vw6NAhHDp0CPPz87h8+bKPJ01JMcBzurRI8YaojluZxlXSmEMQA1dYs50mTp48iT/4g5ehaX650HfT2o63bW37EUxO0G1sbGBkZAQXL17E+Pg41tfXEYlEhMOTecKtou6gsyPnLFPVyIlQ4UeukHdpXh4tDeAaCcViEWCqwDplSpyibu2rpygKwLYmJmV4gfBrkWBjBnTVRkkxUaiFkQmr6NKjmF25ifFrN/HLv/RLOHLkCMrlsihOaDQaMBuWgB+SySTHWTUVx44dQzwSxeTkJP7qr/4Ktm3jmWeeQaVSQa1Ww5EjR3Dw4EEsLi7irbfeQj7Pzz8cDgsWSpDJQudCjpcL4Lg7AJdKRwm43t5efPOb30RfX4+QjXwvrO1429a2H8G2gzBmZ2fxmc98RugVkBOVy5Zlh0YmU9Do/6ADkSvffMUZjQY0Q/fJZlpNB8ViUfS943oL2z/yQWYD/S5/Rn7N1FQ4TRWDMRP7kwzX8wwlR4cCDbML87hx4xpOPf00Tp48iUQiIc6nWqmLMRYKBdy6e8dtojmAqalJvDX8Jrq7u3HixAkUCgU0mzwSPXjwIO7du4fz589jZWUF0WgUkUhEFEd4MpZEcfMwZtv2Opo4jgUF8FUxRqNR/Ot//a/xxBOPvadOF2g73ra17Ue2IKGefv/a176G//bf/ht2794tKGcAfELbcnRGJifjgpii7AzpveTE6XhUhhyNRqEZnrxjvV5HIc+z/qGoKxJjsS3ONtitmcYh/0xjsqBgvazio7vr+NzhZXxrYjf+xyrQrzcRCSUwd/8Orl+/jkQigYceegiDO3cilUohEo7BNE2USiXMLswjl8uhUqlhfX0d4bCB/XuHsGPHDmxubkJVVZw+fRq7d+/G7du38frrr2NpaQnxeFxEutRthBYpGh9R5XjfOOqwYUFzdw080ceTo5/73Ofw8Y9/rOV5vtvWdrxta9uPaPKWXd6ef+9738MXvvAFDA0NCccrU7QAiGRYsNIumJSTozj6rNyXTmZPEORgmiZKlSI0TRORMXXYqFQqqJRroqeYHC0SLOw1ntzavUMwBZQm7heBX3tERdRu4q9m4sgYDejhKCzGW7ybZh2zs7NYXV5GrVbjOGwo6lX16fw7UinecDObzSKsa9jc3EQqlcKZM2fQ39+Pmzdv4ty5c1hYWBCi+LL2QhCHpnnikAbEvDuOhZBL3aPz/tjHPoYvfOHz70kirZW1HW/b2vYjmMzbDSayyuUy/sk/+SeoVCq+ajYZRpCxU/q8HLEF8V2y4DEoqvVTvRjCYUMogdUadanzA3fQVtNBoVBwNXbD7t9aq2vJC4HAee0GVD0OpqmwqzVYYYaYpsG0IlCtOhRdEdG4bduoVCpCDIi2+LFYzC2aiPP+dPUGisU8hoaGcOLECSQSCUxNTeHVV1/F+vo6MpkMksmkEDJnUnGH7HQ9WMFPKdM1xbdQPfPMM/j93/99seA8SM7x3bK2421b235Ek6EG2RRFwcsvv4y//uu/xuDgYEsMMhhVBWEFWQ+YvisIRQSZE7KTgcPguI0kqZdaqVIWRQa6yiEPKJwzXCqVALjCProG2I4vApcXBOLh6k4MRctCWK8gzGKwYMNUG0g4UTSY10ON2BayIwYgOkc0GjzxFgqFsH//EIb27oWm65icnMTw8DAKhQKy2SxisZhotUTnKmsWy22HZJ1lmitDV92fVTz00GG8/PLLyGRSLReb98rajrdtbXuXTXZQIyMj+Mf/+B9j37594m/BKrdgCTH9LSjgTlEacXwpSpb1duk7yDS3AwfAJRSp1FkPcf5vrVKGquoIRThWSuXBlUoFm4UidAVCuS0IqWiaBpWpsJkJ5uiA0oSj62AIQbeKYEoM1JSSwxaKKCphtgubwBZ/13UuqrNnzx50dWaQy+UwOjaGGzduwLZt9PT0CI4uQTek+0tjCi5SsnC6qqoI6Qag8DnIZjvxh3/wx9i9Z0DC50lToh3xtq1tH1hjjOHrX/86vvWtb2Hnzp3IZrMA/BGa7ERlhyw7YHofFVTQ6/5uGq2LQuhYweiaomDH4cwH0zRFI0rSE2ZQUSqVUK1WhZOTpRSDHSH4/47kyLaKyBOHmFgN1Ok3k8lg165dYIxhenralfBcQzabRTqdFng4aTHwc6cCD29BkF9XGJd7jERDYh6i0Sji8Th+//d/H0eOPPzeXPi3sbbjbVvbfgz213/91/iv//W/YmZmBrZtY+fOnUKmkEyOcuUeYts5aTkhB2yvmPUgKIMcJDnAWq2GYrEoVNHCLvtB13VoKnfSVAxB3Fh5LDIsIbM8ABdf1b3InDi1BDkQJWxhYQFra2sIhULo7e33KYsRjODh4I4vsvUWAbcrssUQjnj8ZmpF9JWvfAXPPPOhd+HK/s9Z2/G2rW3vocnMgGaziddeew3nzp3DuXPnsLGxgWg0iu7ubs65dSM5iibJwcitfyjiI2cJeFgw4OkR0/vps3LCjqwVU4EiXQCoVqvYyG1y+plUZED6tpqmoWnaoiOvpwrmtVen8TNmC+lF+lev10VBhQy5hMNhpNNp0eMNgFAPk4/rd7xb+ceWZSHsjhkAolHuwH/nd34HH/nIR+A4EAm1H7e1HW/b2vYeW5Bm5jgOFhYW8Morr2B4eBhXr15FuVxGT0+PaHpJzpUwWVnAG4CI/mQmRFAzmF4H4Ptuep0cbxCukJ2/YRiwbRvFslfuS9xX0ufVdR26FhLO17aZiEyr1bLoYVav19FoNHxJLKq4Iy1g0qEgLNiyHF/U34rHLEMXAKSFx4Cq8PfGYrxzxxe/+EX8wi/8gm9B/ElY2/G2rW0/RmtVbDExMYHvf//7GB4extTUFHRdR29v75YWQnK5LuG75KRkx0Q4bFCrIXgsOTEnY8uy0TFlSMC2bdTNhmhXRKXAZsMS4+NtdGyoKsQ4Wo2NoBV5QZGr+jTNgwmC/GZvcYH43a82p0PXFMRiEdTrdfz2b/82Pvaxj/mSkO8VT/ftrO1429a299Ae9HDLLAFFUZDP53Hp0iURCa+trSGRSCCbzQoqmBzVyceQo1eZLUG93WRJRHlbLju1YGQuj5Ocfr1eF5G3DGswxgSEYNvMjXxt2I7j+94g3ix/J42Vvo9TzzTfOILzR7QwRVHguEprqkIMDA3xWASOY+Ezn/kMfuVXfgUARDlw2/G2rW0/5SY7O3mbG3S+9P/t27dx/vx5nD9/HuPj4ygWi+jt7RV6BxTptnIcMrUqmDyTsd6tbAMvmpZfJyflj2abQniHPiucrYv52rYNm7natza2jIk7VS9xSFGwjF2TvoLspoKJPKKA6YbbYcPiSmXRSBwOs/DpT38a/+gf/aoYZyv+9I/b2o63bW37CVjwwaffW3U4uHz5Ml5//XVcuHABU1NT0DQN3d3diMfjgtMrW5DpIDMB5C1/MOEm84jlTrvkjOUIlToC804Uls/x0ucdx4IDvkCQDKQccXNGBP9uwnhluIAn6/wwA+B3vPyYFlSpk4VhGND1EJij4Lc+85v4lV/5hwD8MMZP2tqOt21t+wAYc4saLly4gFdeeQWXL1/G8vIy4vE4stmsz1nLTlfm+xLDQaZjyR2O6TP0fcHFIZiQI4qXXJ5LEa/456i+yDwYvTJVQUhr3SJJ5uMCEBG7jHUjQKXzSqIZPvvZz+KXfukf+I79fnC6QNvxtq1tHyijiHh2dhavv/46hoeHMTY2hmKxiHQ6jXQ67SszbhVVk1H1l1wQIXNy6TPyZ4PVcRThyk5Y/r9hWj4cWE7uAfAtAq2wZdmhyhEvfQckXjOVTiuKgs9//vP46Ec/8rYc55+UtR1v29r2PrZWkATgdySTk5N4/fXXcf78eUxNTaFSqaCnpwfpdHoLbCBLJ8qPPonMkFxlEOcla+XA5B5mdHyillmWI5yz4zhg8EfOMnyhkmOXnL7c+og+58O23eNGIhHYto1EIoEvfelLePbZZ9xguO1429a2tv1PmuyAWyXkAO4AL168iAsXLmB4eBh3794FYwy9vb2Ix+NoNptbaFtBhgI5QTkK3o7ORa/JbAoZgmg2m1siYcBTTmOMC/iIaBsS40FzK9wcRdDP6FhUukyRdDweR6VSwcDAAL70pS/h+PFjUJSfLF3s7azteNvWtve5BZ0u4KdiBbfthAcPDw/jjTfewMjICGZnZxEOh9HZ2YloNCqKNFoJ69DvrWCAVnQwL8nlbIEe6J/s2H3fQw6S+aUxFUUBVAVwGAyDawlXKhUwxgTsQHhuuVzGvn378OUv/+8YGhraskC9H63teNvWtvextYp0gz/LUpFBdgQALC0t4cqVKxgeHsbExAQWFxcRCoWQTqcRj8d9FXHBKja5TNejgfnV0kT06ng93eRkG5USt6K5McUt0oDfoROPl1e/VUWLe10PiY4TlmWhUqngiSeewO/+7u8ik0mJMf+45B3/Z63teNvWtg+QvV0UF9Trpc+QLS8v49KlS7h06RKuX7+O2dlZaJqGjo4OxGIxn/Qk4E+CBfFlcpBBh0rfKeO9MowhR+oOeLSrKIrAl0kwnZJ/hsHb1tMioapccaxareJjH/s4Pv/5z0PTWnfsaEe8bWtb235keyfb51a0siAuDACrq6sYGRnBpUuXMDIygoWFBSiKgs7OTtGHLAhxkMmRrQwREKwgjzHIdqBjyVgvdcmQoQnDMJBKpYQ6GcCd8ObmJgzDwGc/+1lRjcaYyMl9IKzteNvWtp9xY4y3pr98+TKGh4cxOjqKtbU10ZYnGo0KZxrUAKbIVu58TMUU9XrdRyEL8n7p52Dyjtr6hMNhX0IOANbW1jAwMIAvfvGLeOqpp34Cs/XuWNvxtq1tP8Mm46HkCpaXl/HWW29hbGwMd+7cwdzcHCzLQjweFwktOXpWVRWmaYrSZBnblUV05MSbrNFLTScJu200GoLJAHC4o1arIZ/P47nnnsMXvvAF9Pb2/mQm7F2ytuNtW9t+xq0VV1iGI27cuIGJiQlMTk5ifn4e1WoVqqoiHo/7dHRlaEMWoQlWt8kRs6IoAssFPPhB5u8uLi4iHo/jN37jN/CpT33qxzUt76m1HW/b2vYzbsFEVHD7T69Vq1XMzMxgYmIC09PTuHXrFnK5HGzbFi2D5IRb0JnLuhIUFQeLIwi2UFUV6+vr2NjYwLPPPovPfe5zOH78eEsGxwfR2o63bW1r27YWpGbJIj737t3DtWvXcOfOHUxPT+PevXuo1WoIhSICQtB1D8YIYr1ymyOZmraxsYH19XUcPHgQv/Zrv4ZPfvKT23KZP6jWdrxta1vbWmK9D9J5CL62sbGBmZkZ3Lx5E3NzC1hYWMD8/Dzq9SqXaIxGffxiuaVRs9lEqVRCqVSCoih4+OGH8cILL+DjH/84Ojo6fN9JWrrbjemDYm3H27a2/Qzbg/Bd+h3Yqt1Lr23n/NbWNjA1NYWZmSnMzMxgdnYWpVJJ9FozTRMAEA6HEYvFMDAwgP379+PJJ5/EM888g0gkIo7VqiDig1Ak8SBrO962te1n3N6O70vv2S66bB0he7xa27axurqKtbU12LaNWq2GUqkEXdeRTCbR39+Pnp4ehMPhLd/V6ucPutMF2o63bW1rW9t+7PbBXjba1ra2te0DaG3H27a2ta1tP2ZrO962ta1tbfsx2/8PzqSakC/ZlWoAAAAASUVORK5CYII="
[ "Sega Saturn", "Microsoft Xbox", "Nintendo GameCube", "Atari Lynx" ]
null
3
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "square", "rhombus", "rectangle", "parallelogram" ]
null
0
math
kindergarten
select-two-dimensional-shapes
true
false
Which shape is a square?
null
null
[ "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", "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", "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" ]
1
math
grade-8
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"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"
[ "positive trend", "no trend", "negative trend" ]
null
1
math
kindergarten
hexagons
true
false
Which shape is a hexagon?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAIyElEQVR4nO3cTWgc9xnH8d/8Z7XozWuvpZW8K4m2oo0oRYU6JDIlSYlMXWMS503IRpTk1FNPPbXQS6Dk0FMvvfRUHFzjiLw4JJjgOE7jujgVdSCIUuQEhVbyrt5XXr1mtfOfHkZD144jO9LMM2+/z83IyGvvl9m/5nnGhm3b9kwV+HwdWLGAmg2iPUsZwD4T+F4z0JkGjJkvbXusEvTLojgbyACpz9adX+TTQF+LUyHRXq1YwMQaUKoCN9cBVak5X2Bk5KV9ptMUAKxagLLqvkDkJbepLRtQwb4USgqGRiIYGolgaCSCoZEIhkYiGBqJYGgPSNvABwsav/l3DR8saGjOhL+RVNAvIAomVm28Om2htOnU9ZdpC1cWNF7sNtHXagT86qKBoe1gvmpjtKhxY1l/5WulTRu//7yGhw8oDBcUcmkGtxOGdg+bGnh31sKlOX3ftakbyxqf3tY41qHwVKeJRh5G7omh1bEBXFvSeKNowV02eBA1G7g4q3FtUeOFgonHDirw+nYnhrZtct3GmSkLUxu7P+VXasCf/2vh8rzGSz0mepuZmyvxoZW3bLxe1Pi4rOHVD5JTGzZeuVnDkazCUEEh28DgEhtaVQPvzWlcnLNQ/epZf89sANfLGjdua5zoMHG8QyGd4PNbIkP7R1ljtKhR3vL/ZlhVAxdmLHy0qDFcUBjIJrO2RIU2tWHj3C0LE6vyd1vLWzb+9B8Lf13UGOky0dOUrI/TRIRWqQFvlSxcXfTuHLZbE6s2Xp6o4Yk2hefyJjKJeAdiHlrNBi7Pa7wza2HDuv/vl2ID+GhRY2xZ4+lOE8dyCirmF7jYhjZesXF22sJ8Nehr2NfbsIDRooW/LWmcLpjoz8S3ttiFVtq0cb5oYbwS3sDuVtq08YfJGvozBk4XTOQb4xdcbEJbs4C3Z5xhd1Q3K8YrNv61UsNgu8Izh0y0xOjJtMiHZgO4sqBxoWRhLUTnsN3S2+fK60saz+ZNDLbHY5wV6dAmVp3bFXsZG4XVmuWsI13dvh0S9XWkSIa20/pO3ExtxGMdKVKhfZP1nbipX0c62WlGbpwVidB2u74TN+460vUlG8MFhUez0Tm/hT60yXUb56YtTK4n7BK2A3ec9f68xkh3NNaRQhuaH+s7cTO5Hp11pNCF5n48+LW+Ezd3ryOd6FRIhbC3UIX2yW2N127pUI+NwspdR/r7ksapLoXD+8P100IoQgtyfSdu5qs2/viFhb7WcK0jBRpamNZ34qZ+HWmoEPw4K5DQtA1cCuH6Tty460j/XHbGWU+2BbeOJB7aeMXZrnCf+ib/ueOsKwvBrSOJhRbF9Z24CXIdyffQNjXwZina6ztxU7+O9Hxe5ul630Lj2Cjc3HWksbLM0/W+hBbn9Z24qX+63s91JM9DO7t96KRocdeRfpZTONXl/b0Qzz+dv+DwO9Jurvnz/oVrTkGxxdBIBEMjEQyNRDA0EsHQSARDIxEMjUQwNBLB0EgEQyMRDI1EMDQSwdBIBEMjEQyNRDA0EsHQSARDIxEMjUQwNBLB0EgEQyMRDI1EMDQSwdBIBEMjEQyNRDA0EsHQSARDIxEMjUQwNBLB0EgEQyMRDI1EMDQSwdBIBEMjEQyNRDA0EsHQSARDIxEMjUQwNBLB0EgEQyMRDI1EMDQSwdBIBEMjEQyNRDA0EsHQSARDIxEMjUQwNBLB0EgEQyMRDI1EMDQSwdBIBEMjEZ6H9p1mw+tvSYL8ev9SXn/Dn3ebeOSAwrlbFqY2bK+/Pfmkp8nASJeJvtaIhAYAfa0GXu5L4dqSxhtFC5WaH38KeSGTAl4omHjsoIKfn0W+hAYABoDHDyo8ckDhzZKFKwsamhe40FAGMNiu8HzeRKPASd230FyNChjpMvFkm8L5ooXxCmsLWn/GwOmCiXyj3Hna99Bc+UYDv+pNYbxi43zRQmmTwUnLNzqB9Wfkf2ATC83VnzHwg30pXJrXeGfWwoYl/QqSp8UEns07nyoqoJsC4qEBzvngeIfCjw8qvFWycHVRg9c37xkAnmhTGCqYaDGDfS2BhObKpICXekwMtju3QyZWmZtX+lqd2xU9TeG4rxloaK6eJgO//m4Kn9zWeO2WxnyVwe1WLm3gVJfC4f3hGvqEIjTX4f0KP8woXJzVuDhnoaqDfkXRkVbAiQ4TJzoVUuG4iN0hVKEBQMoATh5SeLzNwOtFjY/LPL/txABwJKswVFDINoSwsG2hC82VbTDwi2+ZOJpTODdtYXKdud2tt9nASLeJ3gjMl0Mbmqu32cBvH+I4q162wcBwQeHRrL9jIy+FPjTgznHWu7MWLs1p1BJ4gUsZwLEOhZOdJtLhOuvfVyRCczUqYChv4idtCqNFjRvLyflp4eEDCsMFhVw6KtewO0UqNFcubeCX3zYxsarw6nS8x1l+r+9IiWRorr5WA7/rS+HDRY0LJQtrMRpnuWOjwfbonMN2EunQAGecdbRd4UhW4e2Z6K8jues7zxwKfmzkpciH5moxo7+OFMT6jpTYhOaqX0c6O21FYpwV5PqOlNiF5urPGHjl+ylcDvE6UpMJPN1p4lguuPUdKbENDXDuO4VxHcld33kubyIT63fg/xLx16xfRzozFew4K2zrO1ISEZqrp8kZZ42VNUaLGuUtueDcsdFANmK39D2SqNAA52NrIKvwo/0K7835v47kru8c71CRGxt5KXGhudLK33WkqKzvSElsaK76daQzU948XR+l9R0piQ/N1du896frpZ76jiKGVme360ju+s5TnTJPfUcRQ7uH+nWks9M7j7Oivr4jhaHtIJf++qfr840GXuyO/vqOFIb2ANyn6z9c1Hh/XuOnORXoU99RxNAekLuOdLSdh7Dd4L8aiWBoJIKhkQiGRiIYGolgaCSCoZEI5W6wrIRwp56izW2qwQBU6/azgxNrwCpjI4+sWE5TANBqAsbMl7Y9Vgn2RVG8DewHDNu27dkq8Nm6U2ES/5ce8l6D4VzJHmoGOtLA/wCMmEnQnoJzxgAAAABJRU5ErkJggg==", "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" ]
0
math
grade-8
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "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", "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" ]
0
math
grade-8
base-plans
true
true
What does this object's base plan look like?
"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"
null
[ "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", "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" ]
0
math
grade-3
choose-the-appropriate-measuring-tool
true
false
Which tool would you use to find out how long until the baseball game starts?
null
null
[ "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", "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", "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", "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" ]
0
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each purple ball represents one particle of solute. Which solution has a higher concentration of purple particles?
"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"
[ "neither; their concentrations are the same", "Solution A", "Solution B" ]
null
0
science
grade-8
use-punnett-squares-to-calculate-probabilities-of-offspring-types
false
true
In a group of guinea pigs, some individuals have brown eyes and others have red eyes. In this group, the gene for the eye color trait has two alleles. The allele for brown eyes (E) is dominant over the allele for red eyes (e). This Punnett square shows a cross between two guinea pigs. What is the probability that a guinea pig produced by this cross will be heterozygous for the eye color gene?
"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"
[ "4/4", "3/4", "1/4", "2/4" ]
null
3
math
pre-k
are-there-enough
false
true
Are there enough daisies for every butterfly?
"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"
[ "no", "yes" ]
null
0
math
grade-2
match-addition-sentences-and-models-sums-to-10
true
false
Which shows 5+2=7?
null
null
[ "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", "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" ]
1
math
grade-7
describe-a-sequence-of-transformations
false
true
What combination of transformations is shown below?
"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"
[ "rotation, then reflection", "reflection, then translation", "rotation, then translation", "reflection, then rotation" ]
null
0
math
grade-2
write-subtraction-sentences-to-describe-pictures-up-to-18
false
true
Which subtraction sentence does the picture show?
"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"
[ "13 βˆ’ 5 = 8", "12 βˆ’ 3 = 9", "13 βˆ’ 4 = 9", "14 βˆ’ 5 = 9" ]
null
2
math
pre-k
represent-numbers-up-to-20
true
false
Which picture shows 1 oval?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIgAAABcCAYAAAC1Ff1rAAAGDklEQVR4nO3dTXMTdRzA8e8+5bFpDEmBEYplHAvqMAIDM6KgB7jqjOPBmb4Fr3DwDeihZ18C3Bxn5ArjKFCcgVG0PhRwEOiFkoSSptnsZrO7HtJAUfgnwU1Tl9/nBNOQ7u8/326a7APat/e9cK7aBkAjBDTEiywkRIMQjpZMzMvV9rokJA6hdSrQ4FK1jdndZ+zN6RybsCglJJIXWaUVcqHssVAPCAG9m4PEIQBKCY1jE1bnLyHo678gBDxuQdPWBSLE00ggQkkCEUoSiFCSQISSBCKUJBChJIEIJQlEKEkgQkkCEUoSiFCSQISSBCKUJBChJIEIJQlEKEkgQkkCEUoSiFCSQISSBCKUJBChJIEIJQlEKEkgQkkCEUoSiFAyR70BtapPrepz97rLctln+V6bwA+p13waK8ETj82O6+ReMtF1KGw3KUwY7NqTJF80yBeNEU3wdHGZaySB3LzmcOOaw+3fXZoNn+y4RSJhoGkWqVQSdNi+Q8eaenIH53kBnttZ3PLdNvfveMzPOTRWPNJZg6k3kkzvT/Ha/tQoxorlXBsWSK3qc/Fsnfk5m/GCSTJlUZwYJ7Wr/02wLB3L6ixuZswE1hZsB9irbe795XDz2kMcO2DfkQxHP8wN/ScwrnN1aZ//0QwBPts7nDrvXm8xP2czf9mmUEyQy2fXFmF47NU29VqD5WqLfUcy7Hsnw649iUi/R1zn6vpiwQGGuAdx7JDvv17hx+8ajBcSvPp68dFPybBlxkwyY3m2bA24s1Bn/nKFg+9nee+jcVKZ/3ajnLjO9SxDCWRp0eOrLx9g1wN2vJInlx9O5b1Yls7Lk3ly4y1+mVvhz3mHjz/dwrZJ67meL65zqUSe/tKix+nZCp4Du6eLI1vE9XL5BLuni7RdOD1bYWnRG/g54jpXL5EGsrTocWa2gmHo7NxdwDA2z33PDENjx1QBw9AHXsy4ztWPyAJx7JAzsxWCQGfn1OZaxC7D0Ng5VYBQ58xsBccOe/6buM7Vr8gCuXpuFdcJKW3LbMpF7DIMjeLWDK4TcvXcas/Hx3WufkUWyJXzq1gJg3xhNB9SDSJfSGEldK6c772QcZ2rX5EEsrTo4TZD0tnof4selmTSxG2GytfsuM41iEgCqVV8ABIb9HlAFFLpzjv87rY/TVznGsT/Z3IxEpEEki91jgu0vKDHIzcPp9n5L1C62/40cZ1rEJEEsm3SIpnWcJvRf1AzLJ7nk0xryk8f4zrXICJ7iTl8fAzX8aktO1E95dDUlh1cx+fw8bGej43rXP2KLJBDJ8ZIpjWq9xv4fnQf1ETN90MelG2SaY1DJ3ovZFzn6ldkgaQyGjMnS2hayOLth5tyMX2/s20QMHOy1NcR0LjO1a9I38Vsm7SYOVUi9H0Wb9c21WJ2FrFG6PvMnCoN9Bod17n6Efnb3O5iWlbAresV6rVW1N9iYPVai1vXK1hW8NyLGNe5ehnaGWWOHXLx7ApXzzcYLySZ2D62YSfWdHleQPneKivLLoeOZzn6QTQnDMVxrn8a+hllqYzGiU/yTO9P8/Mlm99+qFKYSJLLZTbm1Ly6zXLZ5c23M7z1bimyU/PiOtezDP2c1K5a1efCN3V+vWyTyhikMwly+SSZiI5z2A2Pes2labcI/IDpg2mObdBJy3Gcq7sH2bBA1rvx0+PLA9xmQDZnYiVMdM0kme4MbiWMf+26PS/Aa3WOMbhNnyBs47XaNOptkmn90eUB0wdGc+Q1TnMN/SVGZfrA42FrVZ9apXOB0YOyz/KSSxBA9b5Po/7kAadszmCsYKDrUJw02TJhsmtPlnxp9BcYQTznGvmVdd2rx4b9WrrR4jKXHM0VShKIUJJAhJIEIpQkEKEkgQglCUQoSSBCSQIRShKIUJJAhJIEIpQkEKEkgQglCUQoSSBCSQIRShKIUJJAhJIEIpQkEKEkgQglCUQoSSBCSQIRShKIUJJAhJIEIpT0cO12W5XW5rnvlhitbgthCDprdy66UPaoSiQvvEor5EJ57cbBGpjdO1st1AMW6u7INkxsPhqgHyoYa38E2X8Iur9zoHG0ZPI3okFsQzI4oOoAAAAASUVORK5CYII=", "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", "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" ]
1
engineer
grade-6
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was a dependent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Dr. McClure collected two species of algae, Chlorella rotunda and Tetraselmis cordiformis. He wanted to know whether one species released more oxygen as it grew than the other species. To find out, Dr. McClure prepared six culture tanks. He filled each tank with the same amount of a mixture of water and nutrients. Then, he added 1,000 live algae cells to each tank and sealed the tank. In three of the tanks, he added C. rotunda cells. In the other three, he added T. cordiformis cells. After five days, Dr. McClure measured the amount of oxygen in each culture tank.
"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"
[ "the amount of oxygen in the tanks", "the species of algae" ]
null
0
math
kindergarten
square-corners
true
false
Which shape has 1 square corner?
null
null
[ "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", "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" ]
0
science
grade-8
identify-rocks-and-minerals
false
true
Chalcopyrite has the following properties: solid fixed crystal structure pure substance naturally occurring not made by living things metallic luster Is chalcopyrite a mineral or a rock?
"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"
[ "rock", "mineral" ]
null
1
math
grade-1
simple-fractions-what-fraction-does-the-shape-show
false
true
What fraction of the shape is orange?
"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"
[ "1/4", "1/2", "1/3", "1/5" ]
null
1
math
kindergarten
identify-pictures-with-symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAeC0lEQVR4nO3dfVBbZ34v8C9O7BiQnM5Aa4suzHQvQp6+3LHEZDsD4WXvQLuw2PwTEzTxH7ZYfPHEhFlyIbXxQGAWe9ckeLDxLDZr2TuTVDJx75QXQ1s8uyCC292tjtw2m0XITja4V8K1nO1ysPzOuX9I51gY9IqkR6Df5x8L80g6MHz1POd5TRIEQZh/DNx0Afwz4KkAQkiUvJwEyF8ClCnA9i1A0vwjQfjlAuvLIiTx/OU24GWby/2FYgugSnWnkxASHfwzwHofcDwGZl3ApoWn7m9Q+AiJPvlL7qwBwOIzYNMzr28QQqJPzNoTAdjE9lIISWwUQEIYogASwhAFkBCGKICEMEQBJIQhCiAhDFEACWGIAkgIQxRAQhiiABLCEAWQEIYogIQwRAEkhCEKICEMUQAJYYgCSAhDFEBCGKIAEsIQBZAQhiiAhDBEASSEIQogIQxRAAlhiAJICEMUQEIYogASwhAFMIDHP/sZvn4tF/9d/p2AZZ/84l/w9Wu5+F1xYcCyT3/9Gb5+LRdfv5YbsOyzL7+Uygr37/stu3TnjlR26e5dv2WFxcXnZb/6KuB1iGWf/vqzwGULX8fXr+XiyS9/GbBsIqMAEsIQBZAQhiiAhDBEASSEoZdZX0CkLC7cwdLS0xX/73A48OjRo7BfN/m3M0gD8OTJY/z7jWm/ZbfemkE6gKVnzwKW3fLlb/FHnseByr7smMcOz+PP/v1fICRv9Vn2pa9/B4Xn8ee//hWW/uBVn2WTHjzAH3seW3/D4cnv/tPvdXzD8+/N2X/D4ye/91s2Y+kZNgH44tav8WjLE79lQ5W0CfiL/5kf0ddkZcME8Jb1Z3jy5EHEX/flh//P/UB4iscuq9+yLz287S6KpYBlkx7OS48DlRUefO1V1gZB2OL7Gh7w0uMnrlt4tiXVZ9lND55/MD1+8AWeuH7n9zqk1334FR67An2oLXnKzuGxSwjqdYO1tLQEYGMEkJqghDBEAQzg1hfumurBw8e4c9d/s2v2pgMA8PTpM8zddvote/PLO9LjQGVnbzmeX8+XDj8lgS+/uuP1eN5PSeDWl8+/L167L7Zbdumx97WvZu62E0+fLnmu4b/8lk10GyaADx9Gvvk5d9uJz37jblY+ffoMgyO/8lv2xn/8FoC7ifQP1274LHvn7u/xz7+Ylb7++6u/wsOHq98n/X7BhU+vz0hfj//8P/yW/bnpc+nrn5k+91n24cMnGP/58wH1qeu/we8XXD7Ljo3/m/T1P/9i1mdZABgbt2Bpyd3s/JX5VsAPmFAlJUX05ZjaMPeADx8+QmrqKxF/3RuyFBySpQAAtgn+72VmUpJx6JuZQZX9ausrUtktAcrOb9n8vOwm/5+Z/7355edlX37Jb9kHm5KksoEIghB0WQD4/p98Q3q8K+hnBSfAr2td2TABjIaszHR8u+DPYPtiHn+wLRka9f8IquzWVzYjd9c3fZbd/oev4julu8BZvsC2bSnI3fVNbN26edWyr25LwXdKd+Gzz29j6yub8ed/+g2/Zcv/ahc++9zdm+mv7Natm6WyCwsuaNTfxKvbUtZcFgDKStUw3/gCDx89wZ//aSayMtN9lk10SUN33Z8nu9f572hy/MdRqQFJ/FlaWsK3Xv8e68tYk2FPq3zD3AMSsh5RAAlhiAJICEMUQEIYogASwhAFkBCGKICEMEQBJIQhCiAhDFEACWGIAkgIQxRAQhiiABLCEAWQEIYogIQwRAEkhCEKICEMUQAJYYgCSAhDFEBCGKIAEsIQBXADs9rmYLXNsb4M4gftCxrHrLY52Gy3oVGrkKEIbd/I7h4jDAPjAIBcjQq1B/YgV7MzGpdJ1oACGId43oV+/ZAUIAA4WFOJWt2eoJ7/YY8BI6PT+OhSGxZ5F87rh1BX34VcjQqtR3Uhh5lEDwUwzlhtc2g+chYL/H10nXgbxYUaDI9Oo7vHALvDibYWnd/nm7kZGAeuoevE21ApswAA5zQ7MWHi0N1jxL4D7ajV7YG2qjQWPw4JgAIYRyZMHDqOX4QyOxM/PtMk1VS7y/ORo8xE3eGTAOAzhDzvQtPRs6iuKkFxoWbZ94oLNSgu1MBweRzdPUbM2m4HDDOJPuqEiRPDo9NoOnIWRa/vwrne5hXNRJUyC329zZgwcfiwx7Dqa5zXD0IQBBzUVfp8H+2bpeg68TYmTBzq6k+C532fckSijwIYB4ZHp9HRqUdFWR7ajtX4LKdSZqGxQQvjwDVMmLhl37M7nDAOXENjgxZyue+DUwB3bdjX2wzr7Bzq6rsi8jOQ8FAAGbPa5nDqtDFg+ES7y/NRXVWCjuMXYXc8P3ev/8IgcrIzsbs8uKObVcosDF05CbvjLto79WFfP1kbCiBDPO9C85Gz0OxSBRU+0bsNWii2p6HjuDs4docTI2PX0dhQHdL7y+Up+ODEYYyMTuP8hcGQnksigwLIUNPRXshSk8PqDGk9poOZs8JweRz9FwahUavCGufL1exErW4PjJ9cW1ajktigADIyPDoNM2dF6zFdwHu21aiUWajV7UH/xSGMjF2Htqok6OdOmDgYBsalWTIHayqhzM6UalQSOxRABnjehVOnjaiuKsH8/D109xjRdKR3RcdKIAdrKiFLTYZiR9qKYQdf7A4nmo6cheHyOPbtb0dd/UlpfNHMWTE8Oh3Oj0TCRAFkoLvHAEEQYLt5G//nb3phtc1BlpqMpiNnQw5AW4sOtTW+hx1WvrcRRQVqDP3dSfSdaYLd7sS+A+3gF12oKMvDT/RDof44ZA0ogDEmdpgsLj4Av+DCR5facK63GW3HatDaokNHpz6kCdSO+XtYXHQFNZ5ndzgxOWWRmqu5mp34+NL70OxS4VB9FzSanbA7nFQLxhAFMMb6Pb2NMlky+nqbpeligHuIoahAjY7Oi0G9VnunHu2depy/MIi6+q6AIRSHKrw7a+TyFLS16KDYnoZTp43Iyc7EpMkSxk9GwkEBjCGx9gPcTcfVOl/aWnSwO+7CcHl8xfe8TZg4jIxOo+9ME4aunAQEIeCg+uSnN1CxyjihXJ6Cvt5mCIKA2Zu3MTlloR7RGKEAxtCIp2lXVKD22Wkil6dAW1WK/otDPms0nneh4/hFVFeVIFezE3J5ClqPuYPrazxveHQaPO9aNYDi+35w4rD0NdWCsUEBXCOrbQ5NR3rxWn4N3trfjvZOvc/a46qn9gs0YC72bnb7mPNpGBhfMedTpczCQV0l+vVDq95DTposKCpQ+x3yyNXsRFGBGgCkmtqbmZtBe6celW+8h9fya9B0pJcW/K4RBXANeN6Fjs6LWOBdaG3RoahgF+wOJyrfeA/dPcZlNZiZm4Hd4URFWV5Q6/HaWnQYGbu+4g+c510wfnIN2qrSFWHSvlkKjVqFU6eNK54zOWVBUaE64PuKHw6ztjnp+nnehaYjvair74Ld4cR3y/LQ2qKD3e7EIc//kfBQANegu8cACAI+OHEYu8vzcbCmEud6m9F3pgnDo58u6xiZmHI36Xw1AV+Uq9m5aphGRqchCILP9XyNDdUrxvPE9y4uCBzADEU6KsryAABmywystjlU7n0PdrsTfWeacK63GQdrKrG7PB99vc1S5w0JDwUwTN7zL1+siXI1O5d1jPC8C6apG1DsSAtpupgYJjM3I/2f8ZNrKPbTlFQps1aM502aLKgoywt6xk31m+5wXx27jkP1XVBmZ6Kvt3nFtcvlKWhsqMaEybLsGknwKIBhMgyMr+jS9yb2LEIQsO9AO+wOZ1BNQG9imPovusM0YeJgdzgDDrzX1lRK43li81MTQvBVyizkZGdiwmSBYnsaPjhx2Gd4czU7kZOdKXUwkdBQAMNkmlq9S9+bXJ6Crh8exgJ/H0DwzU9vtTWVUpNy0mQJaoMmsRn5E/0QzBZ3zRRM83PZtW9LgWJHGvp6mwPWnBXl+Zj89EZIr0/cKIBhsNrmgq7RMhTpUvf+Yhirz73DNDJ2PegQNzZoYXc4cer05YC9ny8yXB6HmbP6HKt8UVGhGjzvCnkuK6EAhoXjrFDsSAt6d7FczU5pEW04xCalTJYcdE0ml6egoiwv5Kav3eFE/8Uh1OqC38YwQ5GOnOxMmC3WoN+HuFEAw2C2WJGrVoX0nIO6SgiCENbC1wxFOmp1e/x2vqxGvFcMpfnZcVwPxfY0HAxhgjcAaDQqcJbZkJ5DKIBh4W5YQ+rUAJ7PuezXD4U1bqatKg35HjJDkY7Gd1b20voyYeJg5qwhr6wHgBxlFmZpUD5kFMAQ2R1O8LwLOcrMkJ8rju2Fs/BVLk8Ja8W79s3g9/88dfoyKsrywnof8fdBM2NCQwEMkcNTe3mvYgjFamN78WB4dDqoIQ5fxN+Hg2bFhIQCGCKzxYqc7NBrP9GLY3vxwHuF/lq2rc/JzsSs7XYEr2zjowCGiF90QRbGHi7exLG9eKkFV5vcHQ6ZPAX8Im30GwoKYIhmbbfDuv/zJo7txUMt6G9yd6gydqRRDRgiCmAY5LK1/aEC8VMLBprcHQoFnboUsoQ9nKW7x4jZm8977HLVO6HYkQalMtNvBwtnsYa0BaAv3rUgy3P7IlX7iebn7/n8Hs+7YLt5G2aLFXaHE455d4dNTrZ7i8VIXcN6kpABPH9hEMOjn0qf+g6HE//KzWDWNofFxQfuLn+1Chq1CkUF6hUdE5GoAQF3LVj5xnswczNMQij2fIYzR3U1OcpM9Ouf94LyvAvcDau7prdYpXHCnOxMyDy/Y8C9WsMx70SX14r8RJGQATRbrNBWla4628PucMJssYLjZqSjvDIU6SgqUOO75XkRvQ7xdVnVgj/RDwW9QDgY4gfTyOg0JqcsmPBsa6FRq1BRloecd95c9efMUWai6cjZiFzDepOQAfTXTMpQpCNDkS4dcmK1zWFkdFraTRoAJqduIEeZFZEmk7aqRFppHsuTa8Xa78dnmiLyepNTFun382GPAcUFarS26IKaPhepFsV6lJAB3LEjLeiyKmUWVA1ZeLdBK4VxePRTGAbGUVGeH/bMEZE4O6b/wmBIB7Ss1dWx6VWb16GwO5y4OnYdI54wF4UQOuKWkAEEENZ4lXcYh0enMTI6LZ29XlGWH/a9VEV5Pjo69aitqYxJLWjmZmDmrOgLs/az2uZgHLiGkdFpyGTJ0jzVcK/dPn8PMllyWM9d7xJyGCJXrVrzeNXu8nyc623GR5faoNieJu0WFs7K8N3l+VDsSIvZqnLDwLWwTlMyczOoqz+JffvbMTs7h9YWHX7+j704uMYPjlnbHHLCnNq33iVkAHOUmeAs1ogcz6xSZqHtWA0Gr/wIml05+LDHEFYQa2sqYfzkWtSPjH5xe/pgiMGrq++CIAB9Z5rw8U/fD/ow0EA4y2zIy7s2ioQMYK7a/ckvbtcQCRmKdLQdq8HQlZP4blleyDXi7vJ8CIIQ9Vqw/8Jg0KcpWW1zK4J3bpXNmdbC7nBi1jZHAUwkcnkKigrUUdn9WS5PwcGaSqlGbO/Uo67+ZFAzXrRVpTB+ci3i1yTieRdGxq4HXPFgdzjR3qnHvv3tUQueyGyxQiZLZjoZgaWEDCDg3sdk8tMbUWvyiTXi4JUfQRCAuvoutHfq/b6ftqoUC/z9qJ1OZBgYh0yW7LfpaBgYx74D7TBzM2ht0UUteKKrY9Mhbxi1kSRsAIsL1BAEQdq0NloyFOnSZr1mbgaVe303S+XyFBQXqKNyRp/3pOvVWG1zeGt/O7p7jKjeW4KPL0XuHs8Xu8MJM2eN2Eyc9ShhAyj+sV8di03Po3gWX/XeEqlZulptKG7AFOkdxsQlR6sFsF8/hH372yGTJWPwyo9wsKYyJuN4hoHxkDcr3mgSNoCAe/wtlisSxPvDjy61gV9woXLveyuCJk7SjuS9oK8lR2Kt97eX/wmN71TjXG9zzGbj8LwLV8euR2QVxnqW0AEUZ6EYBqLX8bEalTILH//0fXy3LA9NR86iu2f52QqRXqq02pKj4dFpHKrvAgQBH196P6S9YyJBrJETufkJJHgAAeCgbg+zAynfbdBKB7m8tb9dapJGcsGuWPt5Tw9r79Sjo1Pvvtf76fsxnYMqEmu/RJ+ylvABXMtOZZF6/48vvQ8IAir3viftKua9Jf1aGAbGscDfR2ODFjzvwlv72zFh4tB14u2Q9/6MlPMXBrHA30/45idAAQTAfqeyDEU6+nqbUfT6Lhyq74LVNidtxvsTve+TcgOxO5zLej7dqy7uoq+3OaiB+GgQa+SDuth09MQ7CiCe71QW7tbxkSCXp6DtWM2yEGqrSiEIgrTMJ1SnThshS3VPlq7z3O8NXTkZ9paKkdDdY3BfU4zvOeMVBdCjsUGLBf4+PvRxLHSseIfQPu9EY0O1z2On/ZkwcZgwWdDYUC2FL5iTjqLJzM1gZOw62lp0zK4h3lAAPcSt440D15hvlOQdQoVn1XxHZ/C1M8+70HH8orsjRz8cF+HjeReajp5FdVVJQo/7vYgC6KW4UIOKsjw0HT3LfIt17xBqq0pgd9wN+mCXjuN6z34ss3ERPvGaFNvT1rz36EZDAXxBY4MWiu1p6Oi8GPWlQYGIIWw6ehbaqtKgmqJi0xMAhDgJX3unHv/KzaD1WHDnDSYSCuALvI+WrvN0hrDUdqwGyuxMXB27Do1aheYjZ31+MIhNTwCQyZLR9UPfR0vHAs+70N6px4SJQ19vM9POn3hFAVyFGEKZLBmH6ruYn/z6wYnDkKUmY37+HuwOJ87rV2+Kdp82guddkMmSmf/B2x1O1Hl+d6yvJZ5RAH2Qy1NwrrdZmi7WH4UVCqFcS19vMwRBAIBVO4omTJy0yqKtRcf0D97MzWDfAffkbtbDHvGOAhjAuw1adJ14G397+Z/w1v52Zk1SuTwFXT88LG1e1H36svQ976Zn4zvVTAfZu3uMqKvvQvXeEpyLg/vPeEcBDEJxoQYfX3ofMlky9u1vZ1YbqpRZaGzQAnBvZCROUxN7PSvK8pgNcIu13oSJQ9+ZJmbT3NabhN2WMFTiwtrh0Wl09xgwMjqN77/zZsxrm93l+Zj1bAt46rQRclkyJkwWKHakSeGMJbvDiVOnjZgwWVCr20MTrENEAQzR7vJ8FBeocV4/iKYjZ5GrUaH2wJ6YDi4f1FV6zlO4J23p3tYS2y5+u8MJ48A1GAbGoVGrMHjlR0xWVax3FMAwyOUpeLdBi23yVJy/MAgz14UcZRa0VSUxWd8ml6egtqYSHZ169wZTr++K2QeA96a8AFBcqE7IQ1UiJWnorrtrbfc6//CaHP8xUlNfifr7iNuxGwbGwfMu98Ej5fnguBlMTFmQlJSEogI1igvVKIryZkPf/uvDWFx8gI8utUW1p1HcS3Rk9DpmbXOoKMtzb2plsmBk7Drk8hRoq0pRvbckJrXw0tISvvX696L+PtE07Fl+SjVgkMSJxOJ27BXl+dBWlUrNrt3l+WjkXZiYssB4eRwjo9PSMWc5yizpuLO1EM/XA9xb62+Tp2Jx8QHm5+9hkXcfnR2JINodTnAWK2Ztt6VjxXKyM91nYZxpkkJWXKhBY4MWhoFxDF/9FOcvDKKiPB+1uj3UHA0S1YAB2B1OdBzXw8xZpdoumN3CeE8YOW4GZosVDq8TmXI17iDmZK9+whLPu5YdHmrmrKu+R052JjQaFYyrbKkhl6dIR2krdqT7DYT4fjz/QDrDTyZLRq56J4oK1chVq4IKlHheBmexorhQje+/Ux2VIG6kGpAC6IO4cPS8Zyfpthbdmu6zeN6FWdscZm23wS+6pH/9EXeLlsueh6n79GVpUa1Y29kdTry1/31pMjkA6T0A9wGkdj9HsomvL/671qPXzNwMunuMcNy5F5WmKQUwDkUygBMmDqdOX5a2TYiHMS2ed6H7tNHn1C6rbQ51h09ClZOFruNs54CKDJfHcV4/iG3y1IgO2VAA41AkAujd3Kwoy4vZcWHBXFfTkbMrar4XWW1zaPqbXsjlqWhtORAXU8B43oXz+kEYB64hV6NC61Hdmn+nGymANBPGQ9ySnV9woe9ME9qO1cRF+CZMHPYdaA9qOwmVMkuasXOovivsrSwiSRyy+ehSGwQBqHzjPabzauNNwteA3rVerW5PXDQ3AXF+px4TJguqq0rwboizXM5fGES/fgjFhWq0Ho2fdXjiTKK1NEs3Ug2YsAEU76lGRqehUavQ2FAdF002wF3rdRy/CFlq8po6f6y2OXT8QA/HnXtoPXqA2STtF73YLNVWlYY0ZkoBjEPBBlCcyTE5ZYEsNRm1NZVRP4QkWN7zKqurSiKydV807sEixe5wov/CICamLNgmT0VFeT4KC3YF/CCkAMYhfwE0czPovzgEh8O9oFWxIy2ugge470H7PXuAatQqnOttjujre9eG2qpS1Or2RPT114L3msAwe/P2sjHM1ebZbqQAJsRMGPv8PVhn57C4+CDu7onM3Iw0tiduoHt17HrE30c8j+J/Hz6J8xcGMTI6jdajB+JihzLxpKr5+Xtw3LkHnndBsT0tbnqhoykhAiiuYDAMuKeI/a/v1KOiPD8m8zV9sTuc6NcPYWR0GkUFanSdeBsZinR3be2pCSP9IcHzLnAWKxrfqcasbQ519V3Mm6WTUxZMmCzSFD9tVSkqyvM3fPBECdEEfdHw6DQmTRZMTlmk46p3l+evea5mMMQZNoaBcSi2p6GxoXpFLfTtvz6MxgZtxJvIYs039HcnAbibpd09RnAWa0zncIqhm5yyLJvQHuzPu5GaoAkZQJHd4XTP6B+dlu49igrU0sTpSP4xei/jCfQH1/6DC5i9+Z/4+FJbxN6f513Yd6Ad1XtLVqya957DGY2WgdU2B85iBWexwmyxgudd0uTuokJ1yL9nCmAcWutMGLvDCbPFikmTBWbLDBYXHyBDkQ6FIg256p3SXMlga0nOYn3+mlMW6Sw87xUU/q6l8o330HemKWL3aOcvDMIwMI6hKyd9Nm3tDicMA+OYNFmweP+B9EGkUmZBmZ0ZsEksrtYQ56GaLTPuOa+ebRTFD7dwQueNAhiHIj0Z22qbA8d5PrEX3fdO3sQVDS/y/oNT7EhDjjILRYXqkJuT7T+4AMede+g7s/beUJ53n8Zbvbck6IkG7l3W3Ov/vFdyePdQilZbrZGTnQmFIt0dYo0qomOsGymACdEJEw6VMgsqZday5prd4YTD4Vy20sCbQpGO2gNpUCj8L/8JRkV5Purqu2DmZtZcCxoGxqVTkoJVXKhZNnAvruZY7WfX7FJJLYRI/OyJhAIYggyvP65ozyoRDw7tvzi0pgCKva2ta9wzRi5Pka4jXmbUbAQ0GTuOtbXoYOasa9qZu+O4Hhq1Kq4mHZDnKIBxTDwl99Tpy2EdFDNh4mDmrGhsqI7C1ZFIoADGOfGUXF/nQfgi7pZdXVUSN5PMyUoUwDgnl6egsaE65IND6Ty+9YECuA4UF2pQXVWCpqO+jybzNjw6jQmThc7jWwcogOvEu56DQ+vqu/yWE5c01er2UNNzHaAAriNdPzwMu+Mu2jv1Pss0HTkLZXZm3KzsJ/5RANeRDEU6+nqbMWHiVg1he6cedsddfEBbxa8bFMB1RqXMQluLDiOj08tCKE6o/uBEfGxJSIJDM2HWoeJCDVpbdOjuMQAAqqtKpPu+eFhgS4JHAVyndpfnI0eZibrDJzEyOo2Ksjy671uHqAm6jon7gFaU5TE5nJOsHdWA61yGIh1tx2pYXwYJE9WAhDBEASSEIQogIQxRAAlhiAJICEMUQEIYogASwhAFkBCGKICEMEQBJIQhCiAhDFEACWGIAkgIQxRAQhiiABLCEAWQEIYogIQwRAEkhCEKICEMUQAJYYgCSAhDFEBCGKIAEsIQBZAQhjbMxryT07N49Ogh68sgMSAIS/jW699jfRkRsWEC+NVtJxYXedaXQWIgKSmJ9SVEzIZpgj579oz1JRASsg0TwKUlCiBZfzZMAKkGJOvRBgrgEutLICRkG6YTxmj8v6wvgZCQbZgakJD1iAJICEMUQEIYogASwhAFkBCGKICEMEQBJIQhCiAhDFEACWGIAkgIQxRAQhiiABLCEAWQEIYogIQwRAEkhCEKICEMUQAJYYgCSAhDFEBCGKIAEsIQBZAQhiiAhDBEASSEIQogIQxRAAlhiAJICEMUQEIY2rTZc9YhT4cLERITYtY2JwGbZC+5v7DeBxYphIREFf/MnTUAkL0EJM0/EoRfLrC9KEIS0V++CiQJgiDceQzYXO50PhVYXxYhG9fmJHfNl5MC/NEW4P8D1XvUQAzXGvoAAAAASUVORK5CYII=", "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAXdklEQVR4nO3da3Bc5X0G8Oc9l71Iq11dLWkl35FvksylxU5JcFIwZSCBgB0y0EmhSaaddiDTdJq2SfqhX9Im/dBMZ5o0X5rJBSi5dEKbtGlIgBDTdMAQDNjGlmUb27rZkmXt/XYubz8cS5aQbK+0u3p3pec3o5F19ujsX9Y++p/3fc/uCimlPF8ATmaApAPYEkRUIYYAGnSgpw5o9wHifF7KgwnVZRGtPrvDgDGY8b7o9AFb6710ElFlJB1gIA2MFYATGUBL2N4NDB9R5TXoXtYAIOUAmjPrBiKqvOmsWRLQ1JZCtLoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBEChmqC6hlWTuBI5MvYCo3gpOxgxhJHUPQCKMrtA1doe2Ihrajr+VO1WVSFWMAl+hk/FV87/gXMZUfmbM95yQxlR/BkckXAACbI7vw8NYvoznQpaJMqnI8BV2krJ3Af576e3zjrcfmhW8hp+IH8Y+/eQCvXfjRMlRHtYYBXKTnzn4NB0a+u6jvyTlJfG/gizgy+XyFqqJaxQAuwsn4q3h5keGb7ZnjX0DW5vuB0xUMYJGydgLfOvJEScfwOuEXylQRrQQMYJEOjHwHOSdZ8nGOTL6AkdSxMlREKwEDWKRyhuZU/GDZjkW1jcsQRRpNHZ/5963tD6Kv9U5vHfDiCzNLDrM1+buwp/tRREPbcCp2EAeGvzvTQS/lrj97SqsDA1iErJ3AVH4UANDXcice3vrlmdtubd+Hbx19fF4IH7/pu2jye2t/a8R2bG7chW+89RiA8nZTqm08BV2kvta9M//e8/4P4IYNG3HqOXfOPtH6bTPh+8VzP8ctO2/EQ7f/MQppuay1UvVjAIsQNMJo8kfnbBseGsboiHcqOXDozFW/95VXXgEAJBMJxM96AewKba9MoVRzeApapGhoG6byo3jt/LO4tf1BdK/txmOf/CSOvfMO1t2dgTVr39H0cYymjyNavw37P/YxjAwPQwQLqNvhhZGXpdE0BrBIXaHtODr5Ik7FD+Jf3noUNzTuwu4/bEZLzIdT8Tfn7f/1N/8AuzoeRDAUxj2f34CD559FzvFui4a2LW/xVLXEjyekBID7WlWXUt2ydgJfevUO5JzUvNvSP3TgZsScbb6dAv6bxbx9N0VuxeM3PlmxOqk2/OSi95ljwCIFjTAe2faVBW9z0wKpb8s5H3rH/P0Cegif6v16hSulWsIALkJfy178dvsDkJCAuPJR9zGgbj+gt0sYm4HIXwNGFDO3S3iTL49s+wqCRljtD0FVhWPARXpg8xfh0+vwf6P/NrNNDwlEngAw+1LRWSsOhjDxkU2fQ1/LXhDNxg64SEEjjPs2/eWivue26MPY0/VYhSqiWsYALgOedtLVMIBECjGARAoxgEQKMYBECnEZYgnyVgZjb6eL3v/N/K9x9/rPVLAiqlUM4BL4zTp09NcVvf9N62+rYDVUyxjAJRJi/nWe19i5coVQTeMYkEihmu2ArmMjG/MuKdcME4bPD0BAMwzopl9tcURFqt0A2hYyly5c9XbNMKGbPu+z4YNmGNB00wurPwihsfmrJl0Xdj4L17HgOg6kY8Od/rBtb7ttQ7rO/G8Wwvv96gbMYAj1LQs8/aQG1GwAhaZf83bXtuDa1lVv97pmALrPf/mz929Nv/5/iYSEa7vX3W+abReK3nelkq4DO5eFlc/CzmVg5TNwrRL+X6SEU8jDQf66j4VqVrsBLHFiw7UtFGwLyMx9sV0hNOj+AAxfAGagDkagDoY/OGefgp3DxECu6Ps6jkP48OaSyq05Vi4NK+t92PnsNf8YlkrK4v8YVptVG8CrkdKFncvAzmWQS1ya2W74g95HoA6aCbT3Fr8M0bd+dyVKrRrSsVHIpr3Olk3DyhW/RlqeAmr31eZqNoDLPbVv57Ow81kgcQkFWXz3W6kK6QTyyRgK2VRFu1sxJAO4/ITgJMpys3MZZOOTyCVjQDWd9jGACtTQ4rbqDlGqXOISslMTsAvV2fk5BlRFiJr465dLXMKls8cRaGhGINwEzTBVl3Rdrm0hG7uIbHxy4WWAalIDj4GrqekACiGUnP/bbgGTp4rvBme6TuIDoTzSk2NIT47BH4qgvqUDui9QwSqXRroO0pMXkI1frJkHNseAqggNwPKffmjCQENH8V2srWHuInE+FUc+FYevPoz6lo55yxyqZKbGkZ68UF3juyLwFLTCxi4lECzEIDQBTTeg695VLdLxrpIQQlvWMaEmNPjqi1/8rQ+EFtxeSCdQSCdQ17TGu5JD0bjWzueQOH8WTpWO8a7LlXBs6/JVNBYM018zlyNWfQDjmRx2//lXsSYUQF9nA27siqC/M4wNzcGF1wKFgBACQmgQEBCaBk3ToGs6hKZDaAICGoTAsgf3ajJT48inYmhoXwszuHBYK0JKpCfHkJmaWL77vA7pOnBdF1JKuDP/9r6WUl4+LZZztwGIT13AaM7AsZQPZ2QLjk4BTz3UgwZfdc+WV30Ap42ncnhxMIcXB70HS8hvoLfDC2RfZxjb20MwNA24/EuR06emxcwfCDETUMMwoek6NE2HtowBdawCYsOn4A81IrSmq6hL4kph5zJe1yvlcrBFkNKF4ziQrg3btuG6zuXflQsp4f2+FjGUcyDwbsbEsaSJ40kTAykfUs502Gpn1rlmAvheqbyNV89O4dWzUwAAn65he0cD+jvDuLErgh0dDagzizxNlBKOYwOODdvKz7tZCA2arkEIL6CucBDW2pBwy9858qkYrGwKkehGGIHir7YplnQdpCZG51zlU67jOq7rnQa6NlzXhetKSOlAuqWP0fKuhhNpEydSXuhOpE0U3OrubsWo2QC+V8Fx8dZIHG+NxPHU60MQAtjcWo/+jjB2dkXQHw2jpc63pGNL6cKxXQBXAvoJ/9/CkRYm5BAuOGcxjrMYd84gLi+W/LO4jo2poUE0rOlGINJS8vGm5VNxJC8MlbSscC6ewLn4Jfz63BCG4jEMJ5J4dew8dnW244mbdmJ3Z3melZCwdBxPmZc/fDiTMeBC/XCh3FZMAN9LSuDkRBonJ9J49vAYAKAzHEB/Zxj90TB2RiNY11Ta7KMuTHSITejQNnkbTCAjk7jgnsG4fBcXnDMYl+eWfPzk+DBcx0Zdc3tJdQISqYnRmedPLuo7pQvbtmBbFmKZNJ48fBjfPnIMKWvuad7BsQt4dOwXSw7i+byB40kvbMdTJs7nV+xDc46qf3uyeCaH/j9d+F2JStUQMLCzI4z+aAQ7u8LYsiYEvcxjPgkJVzgImCEYpglDNxf99JlgpAWhNd1Lu3/HRmzktHcdaxEcx4ZjW7DtAmzbWnAtcDiZwj8fehv/cfLUVY+zq7Mdj+3Yjr3r186/DwicyRgYSPlmxm9xu/ynky9+akfVTsJMvz3Zqg7ge/kNDb2dYeyMhtHXEUZvZxgBo/y/QCE0mKYfps8Hw/AVNffgD0UQ7li/qEkhO59FfPTdq14KJ6WEYxdg2wU4jjc5spg/P8UEsStUj0e2b8P7Nty87OO3Wgjg6ujzRcrbLt4YiuGNoRgAQBMCPa31M6es/dEwGoOlX0YmpYtCIYtCIQtAwDBMmH4/DN131Wfq51NxxMfOIBLdWNzPkowhceHc/A4mvScIW1YBjp2HO2uCZLG9v7shhH/Ycxs+c/POeUHsDEVgQ8f5bAr/eiKJFwpNizz66sAAXoMrJQYmUhiYSOHf3xoFAHRFAuiPRnBjZxj9XRF0RUq9nExePt0rAJDQdR9MXwCmOT+MhXQCqYlRhNqi1zxiamJkznhvutMVCjnYloVFzfcXwedvxEf67kTrmtvw7OGXcDExhLFU/Mr9V8Faa7ViABdpJJ7DSDyHnx3zXo+mKWiir/PKTGtPawjakh9vAo5jwclayGUB0xeA3x+csyaYjU3ADNbDH4oseITE2BnkLz/4XcdBIZ+FZeXKdr2kKwXOZQ0MpE0cS3oTJjFrekwbQUHq886SRe1eqllxDGCJprIWXj49iZdPTwIA6kwdOzquXLGzvaMBPn1p4xCrkINVyEHTTfgDQZiXL69KXhiCGQhCM64sq0jXQWzkNJxcBlYhh0IhC8e2S/75LFfgZNrE8bQPx5ImBlMmsitg/a1aMIBllrEcvD4Uw+uXx5G6JrClLYSd0Qb0RxuxszOMhsDi/ttdx0I2bSEnNPgCdfD5A4iPnUXT2h7vdtvC1NAJ5NJJ5HOZki5OzjjaTHcbSJo4lTFhS55CVgoDWGGOK3HsQhLHLiTx/UPeOHJdY9Cb1OkKo78zjM5wceNIKV3ksykU8lkErQKyUxMw60IYP30EuXRyScGbtHQMpHx4J2liIGViKFv9z1VcSao/gDX8XK+rORfL4lwsi/965zwAoLnORH9nGHd2WTiJ/iKOYAOIIxA6DSufW9T1nL3mABKtt3iBS/swWajdl/S7nlro21UfwBWYv3kuZSz86tQkPuF/BXcGn8YPkrfj+8k9mHIarvOdiaKO36Qn8XDDy3go/CsMoAdfzXyo5JprgVsDD56qD+Bq02Yk8HjTf+OPIs/hZ5lb8J34XThR6FrSsbb5hvBY5AXcXf8bmMK7/nOgyl9dYrVhAKuUT7Nxf+gg7g8dxITTgMFCNwYLUZwodONEIYpTVics6f36fMLGDeYYenwj2OIbRo85ih7fCFqN5HXuhVRjAKuIvMoCeZueRFvwGG4LHpuz/UQ+ClOzsdEcX47yqAIYwCoiFjltsMU/WqFKaLlwRZVIIQaQSCEGkEghBpBIIQaQSCEGsIoIp/KT0nphaS9MRZXBZYgq0nS6D05bANqaQQh/pqzHdhNtcMZ6EfJ1AKvs3XqrGQNYRYSrwx7fCoxvhd44DC0yAq317JKPJ20TMhaFM7kRbmqNt7G5TMVSWTCAVcqJdcOJdUMM3QytaQQiGINWF4NouPaLAbuZRiATgZtaA3eqC9LlKWc1YwCrnHR9cCbnvhCTFpwC9Pe80pljws3yhY9qDQNYgxi0lYOzoKuM1Ph8pGrCDlhFpjYehpYIwY13AU6Zx26+NIzoUSQaOQtTTRjAKuL6CjA3vgZpvwlncgPcyQ2QJZ5uiuAU9PZB6C1nvA0OA1hNGMAqJAwLRvsg0D4Ima+DE+uCG+uCzDYW1RlFaBxa4wj0xpGyrydSeTGAVU74MzNhBACZr4PM10O6JmTG646ibgpCswDDglYXU1gtLRYDWGOEP3OlqzXyCbm1jrOgRAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgFWkra7y97GmrhbeM2j1YACJFGIAiRRiAIkUYgCJFGIAiRRiAIkU4tORqGxCIoN7miexd/0lrAt6rz3zdsLES9kpjCmurVoxgFQWPcYw/ib8DLasGZmz/YPNBXwGh/CrnI2/SzyClFyGxc4awgBSyXqMYXyt+etoENmr7vPBwGE0aFk8MfXEMlZW/TgGpJJ9tuHZeeGzh1rn7XeL7yT+rOFHy1VWTWAAqSR7/Idxs+/UnG3S0mEdXQ/7/PxXdLs3+NpylVYTGEAqSY8xPOdraemw3+2AtA3YR9fBOtEF60QX3Lg39msQWdziO6mi1KrEMSCVpMe8Muniha175ms3G4B7ohtacxzmliv79ejDeAM3LGud1YodkMrG3DICc8vcjigMG/5bB+dsG3S6QR4GkEpyINc/5+vZnQ4ApG1AWvqcbUk3UPG6agVPQakkh6yFTyXNLcMQ4QycoVa4k2FodRe9/QubMWizA05jAKkkY04Lvpm6G58OPTezLXD7YWgR78WDjY6pOft/M33PstZX7XgKSiX7Zvoe/DS7a+br6fDNlnKD+FL8EbxR4OTLbOyAVBZfSvw+3ihsxqfrf4ZOY27XO1TYjH9KPshTzwUwgFQ2P83txk9zu9FjDKNTn0JKBnHCivL6z2tgAKnsBu1udrsicQxIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpBADSKQQA0ikEANIpFDVBzDgM3B77ybVZSwLKYXqEmiZVf27IwV8Jp7+q0cxfDGGp148iB8cOISLyazqsirCWYYA2rLq/+aWxK8L3HVDBPt7WxD269f/BsWqPoDTulsb8fmP/x4+t38vfv7GcTz1/Cv43+NnAbBrELA+bGJfXwvu39aMkK92/sjUTACnGbqGe2/dgXtv3bEquiJdnakJ3LEpjH29zbils151OUtScwGcjV1xdZrudh/e2oRIDZxmXktNB3DaSumK0tEBs8L3UfDVwNTbfLqQ+ODGCPbvaMau7pDqcspmRQRwtpruiu/0wunUobWdgDCssh7aTbTBGesFglFgQ1kPXVFdIQMP9Lbg/m1NaA6uuIfrygvgtIW64vcPHMJkNXdFx4A92gtxvgd667sQLWeh1cWWfDhpm5CxKJzxLXCzTd7GYHlKrSRNSHzocre7tTtUC386l0z8eEJKALivVXUplWc7Ln759iCefP4VHDj6LlypuqK5fqjZ2KbNLUr4UtAbRyAaJiBCE9ftjG6iDTLbCJlqgxPrnnf7yTYDf7LhobLWXS7t9SY+ur0J+3ubV2S3m+0nF73PK/unfA9D13DXzVtx181bcX4qgadfPIhnXnoD44mM6tKuShZCsMe3AuNbAXiBFL6F63VTa5aztLLQBPD+dQ3Yt6MZv7OuAfpKbncLWFUBnK2jKYy/2L8Xn33wDrz4VvV2xfeShRBkofYnIaa73Ue3N2NN/ap9GK7eAE7TtdrriiXRHaV3/761Iezb0Yw9G8KrrtstZNUHcDblXXHHEWjjdXAvbSz/sX1pGNGjEJ1tgF3+w19LS9DA/dub8OD2ZnQ2VHidpcYwgAtQ1RWFrwBz41HI6FE441vgTG4AHF9Jx9QiI9CaRqC3nLm8pa3UMos20+3Wh6HX4NrjcmAAr0NFVxT+DIy1b8JY+yacWBTuVJc3szm9lHAtegFaaAKiYdybPfUv76l0JKDjvq1N+HhfC7tdERjAIqnqinrjKPTGUQCX1/UyjQDmzngKfxrCTHuflzlw034rWo99O5rxu5vCMDUO7orFAC6BqrGiMCyI8AQAQLv8WaWQT8O9W5rwcH8L1kZKO1VerRjAEqy6GdTLdrbXYV9vM/ZuisBvsNuVggEsE+UzqBU23e329zZjU5NfdTkrBgNYZiutK25rDWBfbwvu7Wlkt6sABrCCarUrBg0N92xpxL4dzdjaGlBdzorGAC6DhbviIYwn0qpLm2O62919QwR1JhfulgMDuMxmd8Vfv/Munnz+FfzizZNwpZq2OP0iRg/3t7LbKcAAKqJrGvb0bcaevs24mEjjmV++jvDUAFDhoaIebAKSwOZmP/btaMG9Wxpr6kWMVppV9XzAqidduGdfgn3kabjnDpT10KL9Jhg3fhKx6J0YSTrY2V5X1uPT4qzK5wNWPaFB23AHfBvugEwMwTn1P3DPHoA7+urSDhdZB73nPug9H4FougEA0AKghdmrGuyAtcBKwx37DdxLJyFjpyET5yDTE5C5S0D2EuALQQSaIYLNEM090LreB63jZojwWtWV01WwA9YSsx7auj3Q1u1RXQmVGUffRAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECjGARAoxgEQKMYBECmnm5bf9TjpqCyFaLaazZgpAC+neFwNpIMUQElVU0vGyBgAhHRDn81IeTKgtimg12h0BhJRSXigAgxkvnbaatyonWhVM4XW+LXXAGh/w/0O/3mx2Y8M5AAAAAElFTkSuQmCC", "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" ]
0
math
grade-5
parts-of-a-circle
false
true
What is \line{KL}?
"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"
[ "radius", "chord", "center" ]
null
0
math
grade-4
compare-fractions-with-like-numerators-or-denominators-using-models
false
true
Which fraction is less?
"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"
[ "2/8", "6/8" ]
null
0
math
grade-3
read-a-thermometer
false
true
What is the temperature?
"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"
[ "20Β°C", "15Β°C", "35Β°C", "25Β°C" ]
null
1
math
grade-7
perimeter-and-area-changes-in-scale
false
true
Look at this square: If the side lengths are doubled, then which of the following statements about its perimeter will be true?
"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"
[ "The ratio of the new perimeter to the old perimeter will be 3:1.", "The ratio of the new perimeter to the old perimeter will be 2:1.", "The ratio of the new perimeter to the old perimeter will be 1:2.", "The ratio of the new perimeter to the old perimeter will be 4:1." ]
null
1
math
grade-1
open-and-closed-shapes
false
true
Is this shape open or closed?
"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"
[ "open", "closed" ]
null
0
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many shapes are there?
"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"
[ "2", "3", "1", "5" ]
null
3
math
grade-3
identify-multiplication-expressions-for-equal-groups
false
true
Which expression describes the model?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAACHCAYAAAAslC4OAAAjWUlEQVR4nO3dS2xb14E38P+9fIkviaJpPUzKUowEyKzsdNFVnabAbJJv4xSYYFZfJt034yxnZtNu2mUe0/VXL4spMHUX41kNIMSz6iJxVxkgA1u2RJG2HiRFUnxffguG1/eS1Is85z4O/z9AiOjYl9fmX38ennMfWr/f74OIiIiIiITQ3d4BIiIiIiKVcIBNRERERCQQB9hERERERAJxgE1EREREJBAH2EREREREAnGATUREREQkUNDtHZDJMAx0Oh3zq91uo9PpoNfrod/vwzAMGIZhfg8Auq5D0zToum5+HwgEEAqFEA6HEQqFzC9d5+cTP5o2F6PZCAaDZhas2SD/YmfQJNPkYpiJ0f+GQiFEIhEsLCwgEokgEAi4/LcjIhk0la6DbRgG6vU6Tk9PUa/X0el0pD5fKBRCPB5HLBZDPB7nm6dHOZkLTdOwsLCAaDRqfvEN1LvYGTSJk7kIBoPmgDsejyMajUp7LiJyju8H2O12GycnJ6jVami1Wq7uSyQSQSKRwOLiIsLhsKv7Mu+GuajX62g2m67uSzgcRjweRzKZ5JunB7AzaBKv5ELTNNuHMOaCyJ98OcDu9Xo4OTlBpVK5sAiHy/iTlmqty7rDmaThUp91uW/S0mC32z33eSORCJaWlrC0tMRZKof4IRfBYBDJZJKDbYf5IRvsDOfJykW/30ev1xv7Gmaj3W6j3W5fmAlgsOqxuLiIVCqFYFDpozqJlOKrAXatVkO5XEa9Xp/4/zVNQzQaRSwWM5fnNU2Tsi/9fh+NRgONRgOnp6doNBo4658ykUhgaWkJiURCyr7MO7/mIhQKIZ1OI5VKSdkX8m822BlyeSkXrVbLHHDXarVzV9wSiQRSqRTi8biUfSEicXwxwK5UKjg+Pka73R77f7quI5VKIZlMYmFhwYW9e63ZbKJaraJcLpsnuliFw2Gk02ksLS25sHfqUSUXgUDAHGhz5lIMVbLBzhDrvFwEAgEsLS25noter4darYaTkxOcnp5O/D3DWe10Os3OIPIozw6wDcNAqVRCqVRCr9cb+//xeBypVMqzMzznzZAEg0EsLy9zQDUFlXOh6zoymQyWl5dd2DP/Uzkb7IzpXSYXw4G11xiGgVqthkqlMnGwres6lpeXOdAm8iBPDrDL5TIODg7GZnSGM0/Ly8u+ORat2+2iVCpNnKHSdR3Xr1/nIQKXNC+5CIVCWFlZ8exA0IvmJRvsjKtRKRedTgflcpm5IPIJTw2wm80misXi2MkmKszeGIaBcrmMUqk0dmLLwsIC1tbWEIlEXNo7b2u1WigUCnOXi2g0itXVVebiHOwMZmMSlTuj3+/j5OQE5XJ57HjtSCSC9fV15oLIAzwxwO73+zg4OECpVLL9eiQSQTqdxuLiokt7JsdZxwGm02lkMhlpJ9P4DXMxcO3aNWQyGZf2ypuYjQF2ht285aJWq+Hw8HDsg8Ty8jIymYxvP0QQqcD1AXaz2cT+/r7tQv7zstw1afkyFAohm83O/QxEq9VCPp9nLn4QiUSQzWZ5p0iwM9gZk81zZ5RKJRweHtpyEQwGkcvl5j4XRG5xdYBdLpfx6tUr26WqYrEY1tfXfXNc3Kw6nQ6KxaLtBBZN07C6ujq3Vw5gLgbH4RYKBeZiBLPBzpiEuRh0RrFYHDtJdnV1VfkPGERe5MoA2zAMFAoF1Gq11zuiaVhZWZnbIpj0BpFMJrG2tjY3y3z9fh+FQgHVatX8NeZici5u3Ljh4l45j50xjp3BzpikVqvh5cuXtuP25y0XRF7g+AC72+1id3fXdiwhlzgHJi1xRiIR5HI55Wdher0eXrx4YctFOBxGNpud+1sFt9tt7O3t2XIRjUaRy+Xm4g2TnXE2dgY7YxLDMJDP522rHPyZIXKWowPsdruN3d1d2yfrxcVFrK2t8SSdHxiGgWKxaJuRCQaD2NjYUPZNg7m42KSZulAohJs3byo9kGI2LsbOGGAuxh0eHuLo6Mh8rGkacrkcYrGYi3tFNB8cG2A3Gg3s7e2ZJ2Fomoa1tTXlzuoWpVKp4OXLl+byr67ryOVyiEajLu+ZWJNysb6+7smbPnjBaC4CgQCuXbum5M1p2BlXw85gZ0xSq9VQKBRsJ0Bms1leZ59IMkcG2NVqFYVCwVb8Gxsbrt+m2OuazSZ2d3eVfSOpVqvY3983H+u6jps3b3IJ8wKjuQCAlZUVpQbZ7IzpqN4ZtVoN+/v7tlywMy7Wbrfx4sUL250s19fX+WGVSCLpA+xyuYyXL1+ajwOBAG7evKns0qVok4pxbW3N91cLYC5mMykXqlwtgNmYDTuDJpl0WI0qnUHkRVLPkKpWq7ZCDAaDLMQrCofDY8fZjh5v6TeTcrG5uclcXEE4HMbm5qYtFy9fvvR1LgB2hgjsDJpE1c4g8ippM9j1eh17e3vm43k4IUumbreLFy9e2K4WkMvlEI/HXdyrq2MuxFIlFwCzIZoq2WAuxFIlF0ReJ2UGu9FoIJ/Pm4+HS3ksxOkNZ/ICgYD5a/l8Hs1m08W9uppms2l7o2QuZjfMhfXfMJ/Pj9062evYGeKp0hnWXEzKO12NKp1B5HXCB9jDa/aOnoTCQpzdsBiH1z7u9/tj1wf2quHxf0PMhTjDS7JZczF6fWAvY2fIo0JnjJ7oylzMzu+dQeQHQgfYhmGMncGey+V4nJxA4XAYuVzOvNbr6L+5F03KhcrX6HVDOBzGxsaGLRfWS5l5FTtDPnYGTeLXziDyC6ED7P39fdsZyipeg9ULotEostms+bjb7aJQKLi4R+crFApjueDl1sRbWFiw5aLT6Xg6FwA7wynsDJrEj51B5BfCBtilUgn1et18vLq6yrtFSRSPx7GysmI+rtVqKJVKLu7RZKVSCbVazXzMXMjll1wA7Ayn+SUb7Axn+SUXRH4j5GC2ZrOJV69emY/j8fhcXFuz3Kriz8/+Gw+ffo1yq4adkwJ2qkUAwHvZdwAAdzJv4d6tu/jpD49FWl5exunpqflm9OrVK0SjUc/M9IzmIpFIMBcu5SIWi3nqZhzsDO9kg53hDW5mww+dQeQ3M1+mr9frYWdnx1zOC4VC2NraMk+eUNF2/hv8+i+/x3b+20v/mVQ4gXu37uLzu58iFRF3VzXDMPDs2TPz3z8YDGJra8t25QA3jO4XczGZzFzs7OyYl+Ly0r8/O+Ny2Bnq5wLwTja83BlEfjTzALtYLKJSqQw2pmnY3NxU9lPvk8Pv8dnjr65UhKNS4QTu3/kI/3j774QVY7PZxPPnz83HS0tLWFtbE7LtaY3mYmtrS9kTlLyai1arhZ2dHfOxF3IBsDOuip2hJi9mw6udQeRHMw2wR0tahdvxnuXBd4/wyX/9Rtj27mTexJ8++C22FteFbG/0NsI3b9507WQx5mJ6snOxubnp6uEAzMb02Bnq8HI2vNYZRH419dpPv9+3nW0ci8WULcTPHn8ltAwB4Mnh/+KdP3yCJ4ffC9leKpWyvTm+fPkSkm7SeaFisWh+z1xcjexcWF8bp7EzZsPOUIPXs+GlziDys6kH2JVKxXZR+tXVVSE75DX3H3+JL/76b1K2XW7X8LN//6WwN0zra9BqtczlVieVy2XbHcFUXV70Uy6sr0Gr1UK5XBay3atiZ8yOneFvfsmGVzqDyM+mGmB3u13bmd7pdFrJY+UefPcIX/71j1Kfo9yu4cP/+CeUW9WZtxWJRLC8vGw+Pjg4QK/Xm3m7l9Xr9XBwcGA+TqfTCIVCjj2/U/yWi3A4PJYLp28mwc4Qh53hT37Khhc6g8jvphpgHx8fm0uJgUAA165dE7pTXvDk8Hvhy3hn2akW8eGjfxayrUwmY14NwDAMHB8fC9nuZRwdHZklHAgEkMlkHHtup6iSi6OjIyHbvSx2hljsDH/xYzbc7gwiv7vyALvX69mWizKZjJKX8fns8VeOPt92/ls8fPr1zNvRdd02eCmVSo7MPBiGMZaL4S14VaJKLsrlsmMzUuwMOdgZ/uHHbLjZGUQquPK7XLlcts1EqXgyynb+m5kunTQtUSWcSqXMmYd+v+/IXblKpRJzIYmMXBiG4djd2tgZ8rAzvM/P2XCrM4hUcKUB9ujy4bVr15Sccfj1X37vyvPuVIt48N2jmbejaRrS6bT52PpGJkO/32cuJPJrLgB2hmx+zca8dAbg72y40RlEqrjSALtSqZhLRLquKznjUG5VXZltGBL13KlUylyG7/V6Uq8OYF061HVdyVsbMxfTYWfI58dszENnAGpkw+nOIFLFlQbY1uWhdDqt5HGUD58+dvX5/yzo+XVdt50FLnNpbzQXKs5EMRfTYWfI58dszENnAGpkw+nOIFLFpd/tWq0WOp2O+VjVGQcRJw3NotyuYTv/jZBtWV+jdrttu9asKKO5sBaxSlTKhfU1kpULgJ3hFHaGd6mSDac6g0gllx5gW5eF4vG4eeKDasqtmtu7gJ0TMXfOCgaDiMVi5uOTkxMh27UazYWKM5SAWrkIBALScwGwM5zEzvAmVbLhVGcQqeRSzdbv920/UIuLi9J2yG3Pq+7fFnanWrj4N12S9ZjXk5MT4SeoMBfOkZkL0dgZzmJneJNK2ZDdGUSqudQAu9FomHf30jQNiURC6k65accDhShSIpEwj2/sdrtoNpvCtn16emrLRTKZFLZtr1E9F41GQ+j22Rn+xc4QR6VsyO4MItVcaoBdq71e5komk0ov6alG13Xb4Mb6Ws5qNBeqnqikIpm5GN0eO8Nf2Bk0iezOIFLNpd71Tk9Pze9VnokCgNuZN93eBeGss0TW13JWzIW/ycrF6PaYDf9hZ4ihWjZkdgaRai4cYBuGYTtj2Hqig4pSYfdL/73sO0K3F41Gze+bzaaQ292O5iIej8+8TS9TMRfWn2VRuQDYGW5gZ3iTatmQ1RlEKrpwgG39lBoOh5W9EsDQnetvub0L2EquC91eMBhEOBw2H4s4dm40F6ofAqBiLgKBgPBcAOwMN7AzvEm1bMjqDCIVXWmArfpMFADcu3XX1effTK5ia1HsmyVgf+1ELO0xF87ySy5Gt8NsyOeXbMxbLgA1syGjM4hUdKUB9jws6b2X/RGWwu79Pe/delfKdmW+WTIX8vklF6PbYTbk80s25i0XgJrZ4ACb6HIuHGBbj5mzHpenMllvWJdx//ZHUrZrLcVWqzXztW3n6RjbIRVzYR3oiLo7GzvDWewMb1MtGzI6g0hF5w6wrbezDQaDyh9LOfTF3U9dmXX4+O33pSz1AoNj54avX7/fN69FO43RXMzDsZSAmrnQdd2Wi263O9P22BnOYmd4n2rZEN0ZRKq69AA7FApJ3xmvSEWSuH9HzqzQeX71419I3b715JR2uz31dpgLZ/klFwCz4TS/ZGNecwGomQ2RnUGkqnMH2NYfHOsP1Dy4f/sjR69h+vlPPpU2EzVkfWOzvuFdFXPBXJyF2WA2JpnnXADqZUNkZxCp6tID7HmcdXj4wW8dWdr7+O33HZnhEDXrwFwwF2dhNpiNSeY5F4B62eAMNtHFeIjIObYW17H9899JLcXbmTfxxd1PpW3fStSsA3PBXJyF2WA2Jpn3XABqZYMz2EQXO3eAbT15IRgMSt8ZL7qTeQvbP/8dNpOrwrf98dvvY/vDf0Uqkrz4NwtgfQ1nOTGFuWAuzsJsMBuTMBcDqmRDZGcQqercAbb1skzzdNb3qDuZt/Dk7x/gpzfuCNvm5z/5FA/+9l8ce6MEAE3TzO9nucUtczHAXIxjNgaYDTvm4jUVsiGyM4hUdW7TWX9w5r0UU5Ektn/+O/zpg9/MNPvw8dvv49n//aMrZ5VbX8NZrmnLXLzGXNgxG68xG68xF3Z+z4bIziBS1blrdSzFcfduvYt7t97Fg+8e4eHTr7Gd/xaVdv3cP7OZXMW9W+/i/u2PpJ/1fx7rNYlnmXVgLsYxF+N/ntkYYDaYi7P4NRsiO4NIVecOsLmsd7Z/+JsP8A9/8wEAYDv/DXZOitipFmy/573sO9hKrrv6BmnF5V755jkXALNxnnnOBnNxPr9lg4eIEF2MM9gCvJf9EZB1ey8uxuVeZ81bLgBm47LmLRvMxeX5IRs8RIToYuc2nfVTKn+IaIi5oLMwGzQJc0FE8+bcGWxd19Hr9QAAvV7P9csrlVtV/PnZf+Ph069RbtWwc1LATrUIYLB8BgzO0L536y5++sNjem34WgKzzSIxF2oRlYvhn2c21KFqZwDMxixEdgaRqrT+OdMJz549M+/S9MYbb7h2i9vt/Df49V9+j+38t5f+M6lwAvdu3cXndz919LJWXtZut/Hs2TMAgztxvfHGG1Nth7lQi6hcAMyGalTrDIDZEEFkZxCp6sIZ7CHrJ1anPDn8Hp89/upKRThUbtfw4H/+Ew+fPsb9Ox/hH2//3dwXo8jZqEnbdApzIZboGexJ23UKsyGWKp0BMBsicQab6GLn/mS4WYoPvnuEd/7wyVRlaFVu1/Crv/w//OxPv8TOSeHiP6Aw62tovczSVTEXahGVC4DZUI0KnQEwG6KJ7AwiVZ07wHbrWpefPf4Kn/zXb4Ru88nh/+KdP3yCJ4ffC92un4iadWAu1CJyNorZUIvfOwNgNmTgDDbRxTw3g33/8Zf44q//JmXb5XYNP/v3X85tKVrf2Pw2G8VcyCMqFwCzoRo/dwbAbMgisjOIVOWpGewH3z3Cl3/9o9TnKLdr+PA//gnlVlXq83iRX2ejmAu5/DyDzWzI5dfOAJgNmTiDTXSxc38yQqGQ+f3wDHBZnhx+L3wZ7yw71SI+fPTPjjyXl1hfw1nO4mcu1CIqFwCzoRo/dgbAbMgmsjOIVHXuAHthYcH8vtlsSt2Rzx5/JXX7o7bz3+Lh068dfU63WV/DSCQy9XaYC7WIygXAbKjGj50BMBuyiewMIlWdO8C2/uC0221pS3vb+W9mPrt7Gk6XsJt6vR46nY75WNSbZbvdlnZnNuZCPsMwbLmwvrbTYGeow4+dATAbsonuDCJVXXirdOvyT6vVkrITv/7L76Vs9yI71SIefPfIled2mvW1i0QitlsXT8OaC1kzUsyFfKJnotgZ6vBjZwDMhmycvSa6nAvPTrB+Om00GsJ3oNyqujLbMOTmczvJWooiZhyYCzWIzsXodpgN//JbZwDMhhNkdAaRiq40wJYx6/Dw6WPh27yKP7v8/E4RPevAXKhBxmwUs6EGv3UGwGw4gTPYRJfjgQG2uyeGlNs1bOe/cXUfnCBzNoq58C/ZM9jMhn/5rTMAZsMJnMEmupwLB9jWT6idTkf4TQLKrZrQ7U1j56To9i5IJfJkpSFrsXY6HeEnszEX8sk6WYmd4X9+7AyA2ZCNJzgSXd6FA2xd120/RPV6XegOPK+6X0Y71YLbuyCV9TWLRqNCbgygaZotF7Wa2Dc25kI+62sWjUZnPoltiJ3hf37sDIDZkE1WZxCp6FKtubi4aH5/cnIidAd2PFCIqqtUKub3yWRS2HaZC3+TlQuA2fA7P3YGwGzIJrMziFRzqQG29QepXq+j2+1K2yESq9vt4vT01Hws682yXq8LPxSA5On1erZcWF9LEdgZ/sXOoElkdwaRai41wA4Gg4hGo+bjarUqbAduZ94Uti0aZ50lisViCAaDwrYdCARsuRA5I8VcyGWdiYrFYggEAkK3z87wL792BsBsyCS7M4hUc+kD66yfVq0/aLNKhRPCtjWt97LvuL0L0lhfKxkzDsyFP8nOxeh2mQ3/8GtnAMyGTE50BpFKLj3Ati4TtlotYXdou3P9LSHbmcVWct3tXZCi1Wqh3W6bjxMJ8W8+1qIdfb5ZMBfyjL5Oso6lZGf4j587A2A2ZHGqM4hUcukBdiAQQDweNx+LWtq7d+uukO1MazO5iq1F9QoRsM84xONxKUt6uq7bciFqRoq5kGc0FyKuEDEJO8N//NwZALMhi1OdQaSSK/2UWD+1VioV9Pv9mXfgveyPsBSOX/wbJbl3613Xnlumfr9vG9DIXNIbzYUIzIU8TuUCYGf4id87A2A2ZHGyM4hUceUB9nBGo9frCZyRcq+U7t/+yLXnlunk5MQ8Qz8QCEhZ6h1aXFy05ULcLDZzIVqlUrHlQvZSLzvDP1ToDIDZEM3pziBSxZUG2LquI5PJmI8PDg6E3I3ri7ufujLr8PHb7yu5nGcYBg4ODszHmUxG6pKepmljuRAxU8lciNXv98dyIftGEewMf1ClMwBmQyQ3OoNIFVdu0KWlJfOyTb1eD8fHxzPvRCqSxP07zn/y/9WPf+H4czrh+PjYnHEIhUJYWlqS/pyjuTg6Opp5m8yFWEdHR7ZcpFIpR56XneF9qnQGwGyI5FZnEKngygNsTdNw/fp18/Hx8TE6nc7MO3L/9keOXsP08598qtxsAzC4SYR1AOPUjMOkXIi4uQhzIcakXDiFneFtqnUGwGyI4GZnEKlgqjXAZDKJcDgMYLCEdHh4OPOOpCJJPPzgt44s7X389vuuzHA4wbrUGgqFHD0hZXFx0ZYL69LitJgLMay5CIfDjp+oxM7wLtU6A2A2RHC7M4j8bqoB9ujMw8nJCZrN5sw7s7W4jof/R24p3s68iS/ufipt+25qNpu2k8hWVlYc34fRXIi49jFzMZtWq2XLhfU1cgo7w5tU7QyA2ZiFFzqDyO+mPoslkUggFouZj4vForBLcG3//HfYTK7OvK1RH7/9PrY//FekIuqdBd3v91EoFMzHsVhM6lUAzjKaC+s+zYK5mJ4XcgGwM7xG9c4AmI1peSEXRH4302nia2tr5rF6rVZL2EkqdzJv4cnfP8BPb9wRsj1gcIzcg7/9FyXLEBicjDK805au61hfd+94wPX1dVsuRBwOADAX0zg8PDRnBN3OBcDO8JJ56AyA2bgqr3UGkV9p/RmnkCqVCorFovl4c3MTCwsLM+/Y0MOnX+P+4y/xvPpyqj//8dvv41c//oVyJ6BYNZtNPH/+3Hy8trbmyFUAzsNcuK/VamFnZ8d87IVcAMyGF8xjZwDMxkW82hlEfjTzABsAXrx4gUajAWBwkszW1pbwa6g++O4RHj79Gtv5b1Fp18/9vZvJVdy79S7u3/5I2SIcMgwDOzs75lUZYrEYNjY2XN6rgdFcvPHGG8KvTsBcTNbv9/Hs2TNP5gJgZ7hp3jsDYDYm8XpnEPmNkAF2p9PBs2fPzOMpU6kUVlfFH/M2tJ3/BjsnRexU7cfqvZd9B1vJdaVLcFSxWDTvgqZpGm7dumVeW9Zt3W4XT58+ZS5c4OVcAOwMN3k5G053BsBsDHk5F0R+JGSADQDlchkvX75eduPSknyj/+arq6ueuxHA6D6ur6/zck+SjS61ezEXADvDDewMmsQvnUHkJ8LWZFOpFJLJ1yd8FItF1OvnL73R9Gq1mu1NKJlMerIQU6mU7c2xUCgwFxLVajXbG6VXcwGwM5zGzqBJ/NQZRH4i9KDH9fV120kp+XzePJ6OxDk9PUU+nzcfR6NRT5/pPSkXIq6BTHaNRmMsFzdu3HBxjy7GznAGO4Mm8WNnEPmF0AG2pmnI5XIIhUIABidN7O3tmZeCotm1Wi3s7e2Zj8PhMLLZrCO3Np7FxsaGLRe7u7vMhUCTcpHL5Vzco8thZ8jHzqBJ/NoZRH4h9rR9AIFAABsbGwgEAgAGZ6y/ePEC3W5X9FPNnU6ng93dXfMEoEAggFwuZ/5be5mu68yFJN1uF7u7uzAMA8Drn0HRV+WQhZ0hj2qdsbu7y1wI4PfOIPIDKT9NoVAIuVzOnCHp9Xp8w5zRsBB7vR6AwcyfdYbHD5gL8c7Khd/O/mc2xFOxM7rdLnMxo+G/od87g8jrpH1cXVhYsB3L1el0sLOzY94hii6v3W7brlsLANlsFpFIxMW9ms5ZueDS79UNc2H9t/NrLgB2hkjsDJpkUi5yuZwvc0HkdVLXgxKJhO0apsNZKZ7EdHmNRgPPnz83ZxuAweXM4vG4i3s1m0m5eP78OXNxBSrmAmBniKBiNtgZsxvevXM0F7FYzMW9IlKXsOtgn+fk5ASFwuuL+Guahmw26+vCd0KtVsP+/j6sL9GNGzdslzbzM+ZiOvV6Hfl83paLlZUVLC8vu7hXYjEb01G9M6rVKvb3983HzMXlnJ6eYm9vT9lcEHmRIwNsYPKg4Pr160in0048ve8cHR3h8PDQfDy82oJqsw3MxdWM5iIQCCCTySh53Vpm42rYGczFJMfHxzg4ODAf80MJkTMcG2ADg6XLvb0988xlAIjH41hfX/fFWe1O6PV62N/fx+npqflrw7PprdeFVUmz2bSd0Q4McnHjxg2e1f4DwzCQz+dtuQiFQrh586bSJyexMy7GzhhgZ9gZhoFCoYBarWb+muq5IPISRwfYwODam9Yz2wEgGAwim83O/Q99o9HA/v6+7Qz5YDCIjY0NhMNhF/dMvna7bTuzHRj83XkCzmAwkc/nbbmIxWLIZrNzMZhgZ5yNncHOmKTdbmNvb892MuPwOtd+uooMkZ85PsAGBpcJ2t/fHztBZXV1Vcml7ssolUp49eqV7deGd9VSeYbSatJMHMBcjOZicXHR03fhk4GdMY6dwc6Y5Pj4GIeHh7ZDaJLJJNbX1z1/cyEilbgywB4aPWYQGLxBrK6uzs0MRKvVQrFYHLsN8DwfU3hWLtbW1pSflRtqt9soFou2AaWu61hZWcHS0pKLe+YudgY7YxJ2xiAXhUJh7LKW8/xhg8hNrg6wgcESZz6fty3zAcDy8jIymYyyS+CGYeDg4ADlctn261z6Hmg2m9jb22MufjBvM5PnYWeUbb/OzhiY187o9/s4ODhAqVSy/ToPlyFyl+sDbODsNw5d15FOp7G8vKxMORqGgePjY5RKJdsJOoD6bwRXxVwMZDIZXLt2zaU98yZmY4CdYTdPuQCASqWCw8PDsTtbplIpXL9+Xam/K5HfeGKAPdRsNlEsFseWuHRdx/LyMtLptG8L47w3yUgkgrW1tbmfgTrLWUufquciFothdXV1bpa4p8HOYGdMclYuNE1DOp32dS6AwXXij46Oxu5mGQ6Hsb6+zlwQeYCnBthDpVIJh4eHY28qmqaZb5p+uURXr9cz3yRH/6l1Xcf169d5fNwlzUsuwuEwVlZWeJ3aK5iXbLAzrkalXBiGgXK5jFKpNDZjrWkaMpnM3B6DT+RFnhxgA+fP3gCDa54mk0kkk0nPzUQYhoFqtYpqtYp6vT72/1WYXXOL6rnIZDJK3ZHRSapng50xHT/nAgA6nQ6Oj49RqVTGPnD58YMC0bzw7AB7yDAMlEolHB8fTyxHYLCUnkgkEI/HXVtOb7fbqNfrqFarY5cSG1L1OEA3qJSLYDCIdDqNpaUl5kIAlbLBzhDHL7no9/s4PT3F6ekp6vX62GEuwOAmU4uLi/zAReRhnh9gD/X7fZTLZRwdHY2dJW4VCoUQj8cRj8cRi8WklY9hGGYB1mq1sSU7q+EAKpVK8Tqkgvk5F7FYDMvLy0gkElL2Zd75ORvsDHn6/b450D4vF8Fg0Bxsy8xFt9tFq9VCs9k0B9ZnSSQSSKVSPHyMyAd8M8C2Gr5BVavVcwsSGJRkOBxGKBRCKBRCOBxGMBiEruvQNA26rptfwOBNcPjV7/dhGAY6nY7tq91un/vmOHzeRCKBZDKJWCwm7O9OZ/NDLoYzT0tLS7yjmoP8kA12hvNk52KYB+t/O52OOaButVoXPm8gEEAqlUIqleJlOol8xJcDbKtGo4FarXbmUpqTIpEIEokEEokEz+J22TAXp6enYzfkcFo4HEY8Hsfi4iJz4QHsDJrES7mIxWKIxWKIx+PMBZFP+X6AbWUYBur1urkM2+l0pD7fcGl5WIQ8Fs6bnMyFpmlYWFhANBo1v3jykXexM2gSp3KhaRrC4bD5NRxYE5H/KTXAHjW6VNtut9HpdNDr9cwlO+vyHYCx5T5N0xAIBGxLg8Mvvjn607S5GM1GMBi0LRcPvyf/YmfQJFfNxTADwy9d183vh30xPMSEiNSk9ACbiIiIiMhpnE4hIiIiIhKIA2wiIiIiIoE4wCYiIiIiEogDbCIiIiIigTjAJiIiIiISiANsIiIiIiKBOMAmIiIiIhLo/wO8bONw7AmWngAAAABJRU5ErkJggg=="
[ "4Γ—2", "2Γ—5" ]
null
0
math
pre-k
one-more-with-pictures-up-to-10
true
true
Count the dots in this group. Which group has one more than the group you counted?
"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"
null
[ "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", "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" ]
0
math
grade-3
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "right", "obtuse", "acute" ]
null
0
math
grade-3
division-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"iVBORw0KGgoAAAANSUhEUgAAAMkAAABtCAYAAAALS0X9AAALXUlEQVR4nO3dbUxUVx7H8e/AACMqzwodJbBiG4qIT9VqtwVSNKvFNTWKNnaZ2ABbadyWGuMa0iCp1thQYpvRF9jUdddS7FiduAGNFRrRom0Nrrbd0rVdZVVKsYKIMjLDw90XqHVC65WC3rnM//PGeIfc/Mjc3z33AOeMwWazKQghfpUR4Ow3v9c6h7hpXEKNvB8eZFxCDT5ahxDC00lJhFAhJRFChZRECBVSEiFUSEmEUCElEUKFUesA/RH3cACLl4UD8PamRpxO+T3og2L0M/BE8khiYv2JGO3HtbZufvyhk5rqNq60dP+2kxpg8tRAenrgy385BjfwINJVSYQ2gkN8WfKncMLCf75cwiOMhEcYeeRRE+X2K5yp6+j3eUeM8OEP80NwuRQpidC3Oc8EExZuxOVSOLT/KvVnOwgNMzJ7XgijI43MWxDK+fomOm709Ou8QcH6uPz0kfIuomP8WbY8gvqzTg78s5WU2UHE/i4Al0vh+NFrHn2H0gPzWD/iHjYB8HFFK//+8gYA16+5+HDnZXLzIjGZDMx4YgRHqtoIHO7DX1ZHAbDrH83875wTgAWLQnk0cRjffdvB3g9bmPvHEBInBQLg72/gr+vMALy75RItzV0P+tu8qyEzcY8y+7P8z6NISBxG4HAfQkJ9mbcghPBRur8PaCrqIX8AOjsVvvn6httrjvYevj/TcfPr/Pp13q4uBafz55HnSks3V1q66e7xvHnmkLmCTCYDZ751criyjZFBPmQsi8BohPGPmGj+6brW8XQrLKL3Erna2o3yC09Ttybt4RH9u5QqD1zl8qXO23OSbdamAWe9X4bMSAJwaH8rV5q7OH/OxeWfOgEYMcJX41T6dqsYPr9ypfgYev/t6d90RFeGVEnu1NXZO2wbhux3+GA0N/febIKCffH5hfvNrZ94edo8YjDJJSTuqrGhtyRGo4HEpEC310aM9GHczUl9Y4MLAOWOKYXxjicwg6HvuW996a+NUp7Cw+MJrTU1dvKfb3on57PnBTNxSiAjRvoQHePP0swIfH3B4ejhxPHeed8NRw/dN3+3+Ghi79dOSBrGw/HD+pzbcb33Gc1oNPDQmP5N/B+kITNxF/dP1cGrhEUYGTXayDMLQtxeczoVDuxrdfvrh/9+18Ej8SYmJA1jQlJvOS41dTI60r0IF847cbkU/P0NZGaNoqOjh9Ltl2m+7FmPbjKSCFXX2rr5+7uXOHbkGg0XXbhcCpd/6uLr0w7+VnLp9o+Bb/m4opWz3ztxOhV+/KGT/ftaqa5q63PejhsKe3Y10/RjJ11dCu3Xewgc7nmXpMFmsymyptpzyBp3zyJr3IW4B1ISIVRISYRQISURQoWURAgVBtnmVIi7MwJkZGRonUPctHv3bnk/PMju3bvlcUsINVISIVRISYRQISURQoWURAgVUhIhVEhJhFCh65KUlZWRlpZGcHAwsbGx5OXl0dbWd92CeDDOnTuH1Wpl4sSJ+Pl57krD/tJtSWw2G7m5ucyZMwe73U5OTg47duwgKytL62hea+/evXzwwQe0trZqHWVw2Ww2RY96enqUhoYGt2MFBQWKv7+/4nQ6NUo1cHp9P+60YcMGxWg0ah1jUNhsNkW3I4nBYMBsNrsdczgcBAQEYDTK0n0xeHR/NXV2dtLY2IjdbqekpITi4mJ8PH2PGqErui+JxWJh165dALzzzjvk5ORonEgMNbq/5RYXF1NdXU1hYSEFBQVkZ2drHUkMMbofScxmM2azmeTkZCZNmsTChQvJzMwkJSVF62hiiND9SHKn1NRUAE6dOqVpDjG06LYkdrudpib37fpra2sBiIuL0yKSGKJ0+7hltVp55ZVXePHFF5k5cyb19fUUFBSQlJREWlqa1vG8TldXF6dPnwagoaEBRVFu37TGjRtHaGiolvEGRLclOXjwIEVFRVRVVVFUVERQUBDp6emsX7+eYcP6bs4s7q/m5mYee+wxt2O3/v/RRx+xaNEiLWINCt2WxM/Pj/z8fPLz87WOIoDIyEgUZWjuKaLbOYkQD4qURAgVUhIhVEhJhFAhJRFChWxzKoQK2ebUw8g2p55FtjkV4h5ISYRQISURQoWURAgVUhIhVEhJhFAhJRFChe5LcuLECWbPnk1oaCgTJ05k48aN9PT0aB3LK5WVlTF37lxCQkJISEjg7bffHhLvha5L8sknn5CcnExUVBTvv/8+K1aswGq18tVXX2kdzeu8/vrrrFixgpSUFPbt28dzzz3H6tWr2bJli9bRBk7P22pOnz5dWbZsmdsxh8OhUZrBodf3o7a2Vjl58qTbsczMTCU+Pl6jRIPDZrMpul2ZWFNTw4kTJ9i2bZvbcVm6q42pU6f2OZaQkIDdbtcgzeDS7ePWp59+SnBwMJMnTwbA6XRqG0j0cfr0aRITE7WOMWC6LcmFCxeIjo6moqKCxMRETCYTMTExlJaWah1N0Pv+lJeXs3TpUq2jDJhuS9Le3s758+d566232LlzJy0tLbzwwgtYLBZOnjypdTyv9/LLLzN69GheeuklraMMmG5LEhUVRUhICBUVFUyZMoXQ0FDWrVtHTEzMkHgO1rNNmzaxf/9+SktL8ff31zrOgOl24h4bG0tra6vbRN1gMDB27FgaGxs1TObd9uzZQ35+Plu3bmXmzJlaxxkUuh1J0tPT6ejooLy8/Paxjo4O6urqSEhI0DCZ96qsrOT5559n1apV5Obmah1n0Oh2JBk7diwrV64kOzubrVu3Mn78eN588018fHxYvny51vG8Tk1NDc8++yzTpk1jyZIlVFdX335tzJgxjB8/XsN0A6PbkkDvZ5NERkZSWFjIhQsXmDVrFkeOHCEsLEzraF5n1apVtLe3c+zYMR5//HG311auXInVatUo2cDpuiQAa9asYc2aNVrH8Hqff/651hHuG93OSYR4UKQkQqiQkgihQkoihAopiRAqZJtTIVTINqceRrY59SyyzakQ90BKIoQKKYkQKqQkQqiQkgihQkoihAopiRAqdF2Szz77jKeeeoqgoCBmzJhBWVmZ1pG8WllZGWlpaQQHBxMbG0teXh5tbW1axxow3ZbkzJkzpKamMnnyZCorK8nMzCQrK6vPZnXiwbDZbOTm5jJnzhzsdjs5OTns2LGDrKwsraMNmG4XXW3evJn4+PjbK95mzJiBy+WisLAQi8WCyWTSOKF3ycjI4Mknn8RsNgPw9NNP43K52LRpEy6XS9e7puh2JKmrq2PatGluxywWC42NjRw/flyjVN7LYDDcLsgtDoeDgIAAjEbd3osBHY8kkZGRXLx40e2YoiiYTCbq6+u1CSXo7OyksbERu91OSUkJxcXF+Pjo9l4M6HgkWbx4MYcOHWL79u20tbVx9OhR5s6di8FgkH23NGSxWIiJiSEvL48NGzaQk5OjdaQB021JMjIy2LhxI6tXryYkJIRXX32VkpISDAYDw4cP1zqe1youLqa6uprCwkIKCgrIzs7WOtKA6fZxC2Dt2rWsXbsWh8NBYGAgzc3NOBwOoqOjtY7mtcxmM2azmeTkZCZNmsTChQvJzMwkJSVF62i/mW5HkjsFBgYCcPjwYXx9ffvs+yS0kZqaCsCpU6c0zTFQui7JnZ9J0tXVxebNm1myZAljxozRMJV3stvtNDU1uR2rra0FIC4uTotIg0a3JTlw4AATJkygtLSU8vJyFixYQF1dHa+99prW0byS1Wpl+vTpvPHGG1RVVfHee+9hsVhISkoiLS1N63gDots5SUpKCvPnz2fdunVcvXqVWbNm8cUXX+j+rqVXBw8epKioiKqqKoqKiggKCiI9PZ3169fr/iP6DDabTZE11Z5D1rh7FlnjLsQ9kJIIoUJKIoQKKYkQKqQkQqiQbU6FUPF/gdF86K+jua4AAAAASUVORK5CYII="
[ "Γ· 3", "Γ· 1", "Γ· 2", "Γ· 6" ]
null
0
math
grade-3
fractions-of-a-group-denominators-2-3-4-6-8
false
true
What fraction of the shapes are circles?
"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"
[ "1/4", "6/8", "5/6", "2/4" ]
null
0
math
kindergarten
cylinders
true
false
Which shape is a cylinder?
null
null
[ "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", "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", "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" ]
0
math
grade-1
select-three-dimensional-shapes
true
false
Which shape is a cube?
null
null
[ "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", "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", "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" ]
2
science
grade-7
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "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", "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", "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" ]
1
math
grade-1
shapes-of-everyday-objects
true
false
Which is shaped like a cylinder?
null
null
[ "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", "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", "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" ]
1
math
pre-k
triangles
true
false
Which shape is a triangle?
null
null
[ "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", "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" ]
1
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does h(t) change over the interval from t= – 9 to t= – 7?
"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"
[ "h(t) decreases by a factor of 4", "h(t) decreases by 6", "h(t) decreases by 2", "h(t) decreases by 4" ]
null
3
math
algebra-1
special-right-triangles
false
true
Find s.
"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"
[ "4 millimeters", "$2 \\sqrt{2}$ millimeters", "$4 \\sqrt{6}$ millimeters", "8 millimeters" ]
null
0
math
grade-8
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "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", "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" ]
0
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many shapes are there?
"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"
[ "5", "3", "4", "2" ]
null
2
math
grade-8
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "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", "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" ]
0
science
grade-3
identify-plants-and-animals
true
false
Select the animal.
null
null
[ "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", "iVBORw0KGgoAAAANSUhEUgAAAK8AAADwCAYAAAB2SjRXAAEAAElEQVR4nOz9ZXQcx9b+gf4aBsXMzGhmZowhdjh2GJycMHNOmNHhxImdOGAnjpmZmWTJlixmZhro7vthRrLsKOfN+5774d61/rVWr5np6a6urnpq17N37dolHGvStAQXcJP4f+n/pf+fTC0KZLdBhRW8ZBjp6Tgv/j/g/r/0/+vJTYIEF8f3VuXSefH/Aff/pf9/SF04tWmXzsm9XRj9UROa5rhKEITu711JFf56j9h9iQA4fmgal90rCKCgISGiaRqCcCmjK59x5fM1TUMUHfehOu7VhEvXCoKAiPNaQXOWg7/k2Z1Hb89wfso48lYBERA00ATHp8qlcve8v+czhMtexVnWy1/vb1PXu1xZH1c+s2e5r0wiAiraZXX8d9d2l13tvYBd7dqzzQVB6D6v9KiPbgx0PUcQUAUQVA1REFA1DVUSEBVnvQGq6LxX1RwAAQqe9um1LFemXsF72Us5v/csvNTjPXutEGdjayKICiA67tcASeUv4Pm75/Y8d9l5UXC8aA/wCIKAhuMZDoD+taG7GrDn98sA6HyGKggO0DoPBEfjiaqGgHAZIK6sh67O4chfddzcXdbLrxf56/295d1b/fQse9f57ueqmvOx/zkvAFVVLyvHldcK3ecvL2dv5em6WhUvgVvo0SkEQFR6dE5nJ9A0jd7FzX9Ofwve3qRrb+mvPVpzANcpgTQB6NlQgvC3FXFlg/R4yt+Curffjs9L+WiaQ4p2AZxeJJIoiqg98ukCrsBfgfVXiaZyqSia83vX8wVn+S9/n64rut9Bu5Rvl+T+u879d9L3Eii4XPp3lVf7a170cn/Peu0pWXvWgYKGqDlHI+Gv+XaNioLa/XoOsPZ4b00UHAJBEFAkAUH5u/bvPfUKXtUpWgVN7D4n9qhcVbyiYq8Akahd/pKOvJx5C5eGl/8kEXrrFL086tK/2qX//yrFLsvYiR2HnO4aVVTh0v2ipqGJDgA7KIqzoro6pdAzT+1/eA/xb87/teNp3S3ehV4QtEvXXQnant+7bhGclKcLwL1JyisB2lv+V45QPZ/Z/V93ns57uuiE6qg/0YFSFKdAE7Se9PLymwUNNFFAu7KH/YfUK3gv9VpHtxGdIO6qJNHJBv9OOguqBqKj0JLWNZQ4/hNV7S+V11vl/F36O8nTk1r8XSM7zwDOTuWUxKJwOQfvKbf/J4nfGxAuP/c/N0Z3fTvZxWX5dUvR3keZbgp2pbTtpaxX0q8rqU5PnaA3aXtlPt0jbC/10V0WTUPEyW2FS5K46727MCRoqgPwf9PZe0u9gren5HS8oHrpd3djqN2g/msGjmslLpfSXT2xp9LU/SK9DMld53tK6yuv7fm7t/z+mpxS9UqQ9Lyiq/wal5VfA2Thyk4rdEu4f8IxewO7gEMRdNzbyzs4gXmp417O3y/LCBzKkapelsffSs8eZb6y/H8nBLqA3nVPb9K5x40IOHSdLjqn9pDcmnMU7Hq//1R3V6beJW9P8IiaQ/Pq+Z/WBeFLEriLVvSWBziArKGhCnClde4/VXBv0l0TBQRV6/VlHWURur/3lnqr6L/SlK7KvIJXXiaXezwT4S/5/KfR5bLn4lAE/87SAHRzSATBqQR1ceveebjQRY+uoGjaFeeEK4D+Tzrh/0T37Jp62TWiBhpdymtXHTqksaBpCKIAkvOZf2P16C31Cl5NdCoxXRJXcPY0TXS8LE5p0dVrABXhL1qr0qORVQEQhG5LxV+Gvd4aXLwETrHH9RqXpGNPLn1l+QEExO6LukojCsJl0qPrud0mNw0UgW4FzjESOTqpqmkI/LXxtB6jg3ol4IW/N5VdOQKoAkjCX815l9XNFY/vohpCj/fquv7KkmrOsgqiQyCpmoYgOYWTql1hLfnPCmPXd9WJga7yXtZRAEVw0EfNaXWSFef/TvA6M+tW3v5p+o+mMrUndxEENMFhQ+0CoKQ5XtRhu6W7UrsJOpJjyOASkHtSgJ6V1KV9qj0qRkRAUBVARBGcL9bj5WRNxS4ICKKEpiqOxhK1HmIKp1TrrlkEUQJBcY4UAgIiiqghaSqyIKJoIqpgQxQkNE1DQsAuKqBJaIKAgOLspCKa0xAsaBKKaENUBFRBdbxx13s6FT676NCznTIHCRmbpjiuFyREVUN1GOIcyqMgIGoqqiAgawIqCoLgMAE6aJmCoInYBQ0ZDU1xNICIo526gdxDOncJ4/+kW2iaBiKomoogXt7pBMHRPqIgdFNDoWss0tRunKA6hV6XpUEQHFJWcNjNEbTuDi44O2qXQPrncvfvOC+qkxA4hrQu0tAldekGourkY0K3gb/nC3WVXhVERPWSNL4kmS6ZUHpLDkBL3TbBrutEVFRNdtgTBRFNU5FEEZzfhR55OniVCprolN4KIDneSxDRUBE14VJnRUPQdGiigiaoiKqErMoImmPgcyhVTgVWEkCwI2gCoiij9ZQcgogg2LHpJCRNQxVsmNCBZkPRdFgR0KOhijKqBrIgOOtLQUBG01RUQURWBVTsiKIITpOchrMMomM6AlXALjnaSxRsCKqzWcWeIL0EDKGHdBZ7XiP+lRM7zICX08bLBMKV7QWIkoSmqpekuBO43VJZclBPgS66eWlk/t+kv+e8vQw93T3kymu7zU5it7TqqhyHpO2q9K67/16jvKQYOl+2R6XApRFTREMRQNMUdIKKoEqoXTRH00BQEZDoplrdCoJD2jo6noqoOSaXBGQQFTRRQ1RBUSUkQcMqaIh6DRRnqUXZ8Qaq5mhYRUAQ7aCKSJKGXQWDqGHDBpIBUdUQRRWzqKOuTcAqybhIYJatYJfRNAVN0KNqVlRRQhAkNM2OiIgEjpEOGVXTsGkiOgFAQRQlQENWVDRRQtYUxzCsyJck6mVDv9aj9nrn3j2TKPawMAmX2t9x3d/rCpc6r/O+yx/bDVicbeqw+qgO2oXwV1Paf0i9okgTLmmRXb+7DkEQkHocojMTx++uoV1FEzU0Ues+pwFIIrIgIghdFgzNefy1IkXns0RR7P4Uu+6TQBJUZAT0soggSCiyI19R0BBlAdEpRURZQpIkB50QBBBlRNGKKIpIkoAmq8iS4KAOgogBEUQNQXRIDll0aMqS4KA/ggaiqjikvgiqTodeEmkWzbTqPei0QXa9SJtVh1HuoFOvp1h1pdNqJ9FXIdHXhEnS0dGuIMsyoigjomCTNWRJRNSs6JCxiQ7TEbKEIkjoFBVXox5F0LAjUqvoaWlqQZBEJ2+WERXBIY276k3Dadp0UjDNMVkkXNG+l0DaO7i79Q7x723Wl+FF69HmV5wD1SF0oJtSSkjOriqiif/c2aZ38F7Bha7sWSp0H5qoXQbuS2oO3f4B3WB2cry/VprWfThApzkB1APkolOZEkFEQpU0BMlZNkFCREWTHMDreoYoKCAojjJJIEqgRwFNRi9qqKqKpuroREEnKRj0KsWdEmVtRky6y/ltV75dZkMZh0JrEFQaEBhmrCKqM49hMWa+mO5GiEmjpNVIuljN3V6FFLW4EGi38Uroad6MO0szJlpVO4KgoRNA1gQEu4ogGVABnSRhQSDIXotBbade54a3UotRVAhwcyNZV0msqYNOjJdGP1FD6zH09wTVJXD91RTZTeEcaPvL/3/lxkKP49J1XVjpqTxe9hzxr0pot53XCXZN6+E29j+kXsEriqLj4K89suvclamn9t4loUUcxF4Tekpx6IJ+T6nbU8oiOkAsijhALF0CdLdBXZLRRA1ZVUFTususiY6eLAgOaStgc44CggPAgopV1GhRBPSaiiyCp84B0JJmiVsT7Nw1QKO0Q0UUdIiasy5EGUHU0GTRKdUU7DoRBQVN74axOgvf2rPojCL39svmyZEizZ1mItRCBljP8MRYPZ9PqSVBLOWM1Q9Np8MgqkiCgiAqCJKIJoMgKAiyiqRoIBtowUC4u8BUl3yEmgIiAj0Y1n6ECa2bmTLAi7oOJx0SHfqBpKnOOgdEx8ijCXT/7rIs/BXYXWrFX22/V4Kx5/VXpp7XXnaPeOleSXT+dh6qpDn0i15G4f81eB1D7CVwdR2i5JC0QpdUFB3q3GXXdAGw60W03kHf/ZKC2g1QRM1JKf5aGeC0+6qOYUfQAEXFVRYwSxasoohssyCpTj6sOcsmSiBI6DQNQVVoFXTIBj19qEFBxE20EqBXaLPradcbia07ztTqbagGd2yaCBLYBKe1RNY5LCci2CQDRk1AEGV87S384TaGbO9BnHzrId6++1HKDS64eloJsLayxZpIVVsH2/ee5uv6ZN4vi8JPtGCQZOyS5DBRISFIKigiggSVkgGzrRmLMYC4+gME5PyMt28IQ/N+JjdjAzt1o8gok3A3OtpB1yXBVKlXWqBpSjdd661eL7Vd75Th8nt6l969SVxRFLtHza5n9TAGdVMb4FIn+4fpbzivw7yjiQ7AdvUQriiwKFxu23W4D2pIPcHsPH+JL4sOntZ1XMmXnMS9+3yXuamLu4kyOgEkTXWYnzQrwa467HYFsbUFQad3FEZ2GMFtqg5VkTAgIAkyjZhJai4hztRAjupOYYNKlNxKkNxBsIuNz6qS+DHLBZ0ImqShiComvYZBxyWznd4Fk1GkGQlPTcEuSDyY1IzYWkF4wwlixtzMqgyFwYVb8SjciexmZdkphbvzhvFZVQJhSjMGg4agWtFkM4U6L1pUEUFRkQwqLa0qY3R1+Hi6ENxZxEXC2Ok1F1vFOXT1x1i06BYmuFVzMOMAnZIRvQ5K22RUTUQn21FVu4N+OYEhiSBL0qWBXtRQURwCqksQORXYrvnbnvy2pzCCHsLNea8o4aCGXXn2BLGgdiuOl7VpN9acducuXt2rHeN/AV5BExzGkK7CcsUkgtBD++8hiVXBYWJzmF0kNOxogkNh6ipodwWgOoc6ARkBOxqCIDmGlB6gtYsyouR4jio5KIUkCKiShlHQqJVcsbe3k1xykka9BxWKDp0ERrtKkGjHioiraEUnaVQpZuZ61TDCv5XPWpOYFmrlznQzR1u8GGU9zIT2c5R5BtIvPZg7vYqpV/T4qB3MNNUiygbaEbAIAsO1AkKVZtwNOsxKKw2qxDzXamaGyaQvfJZTVh+G1+wmKDGKN5VR7C8yMs1QiNHblxBdO3qdhk4QqRUMBLblcpc5l0iTRIuLG+WKOy6uRuK8dHiWHsFSkU2LKYi2mD5kKTpaQ4ZjbszGkrWRaXFRpPoplLeJTE2UcdcpnG8w0ikb0Qsqmmh3+JiIdkedIjv0CqeU7WpPQcJhmekxk3rlBE7P67t4f9f/3TN0PfMQVLp1r56cWXRQyctGay7vHP8deK8YUoC/0IGu3z1B3TVE2CXHsC04LQtWwcHpJEFEREXWHDqmwepQWOySgMluRdJUFEFEE8Auqcg6EVVvolHRoRdFZEHutiLo0CMgIZoNFLRYadFZeaCPjRGGCi5Yzbi4uFHSZGd+nI37k5s52WjCINvYUevoeCkuHcxyKeLtyQrTYxUuFpYR0XCEcF0jgwcF8NggK3GeMthtFNZ30KEouBoNmDx0eJcfw9SSS0hrBS6yRpyPAdmokh7sQ6ycz5aLeo51BnPUlMrt183kk/E6rg5tZ1ionsoOxygUJFqQvUyEu9TzRPNz3NX+JWNqN+HdVMDVsTbGhLexK7OZQ16D0bx8GKi24tN/MlFByWxfuQND9hLu6NtAh0GisaSB2Jxf8ffV8/7QRlKUcuoFHbLT9qtDdtAzyYogSGiC6rAPdwkhTeyWuIIoXyZVe0rlru+iKPeKlS568HeUovtcz4kP7dLnf/I3+cfg7WnJvdKue+VVf1HoRBFJA4OgIiEgaqJzRk5FExVUROyygkUGTZIxaiKFoivNdQ3omquwiCaMgoomGhGQuN++g1E+zZTbDcjYQdBoEg3YEZBFDYtNw89NRghMwNB6kbsDyojzbueDwN3MDmtlfY6Nw6UyMe4WLKLA/Gg9daKRujaBx8/GsXP/BW5pWM758OkciLqalMZC1hxtx9NoIdhXo7Jexm5wI8pFh2bTcLNZwWim3iOQ0wYvYuQGki0X+XhDJq52KxX2IJ7rV80d4+KwtghM9qogQl/IxHiZJRNEFLtGG3oKFDO3W88wT85mi9ss3srQiCjYTLp3HblnL3K6wZU7HpzJSxO9sV/cT2DtDv6c2srUJBttRjMXXOcwdZ0bdTaFLxd681PdKFztrTzaL4MnhpupbNbRYnWYFTUn1iRBdChG4iXKpgqqY9pfAlG4Ymq5FyD1dKrqVbHr1pd6s3Q4cfM3+OzyUvun6W8lryg5D6cW/3daZ1fv7TrUbksA2NGwy3andi6DJiDIGpIqYkOmr1ROnFbOrfI5fpwlMDnSREOjnSZFxtWoo6OthT3ZzXRYwNMgYJNkNFUkQVePVbViEURaFZF0cyczfJp5ojAd08DBzNJy2bl6Gw8Md6PA6sUKSxBHr4Z3o0p4QV6Bl4+JlGgP9s4pxVZ8lo8M02jxDuBwRwBBwb5c1/wT720uYuvZVu4fJTBVPUNzaS4Ws0iTrZN2sy/eHr6obmbOdMhU19sYPPFaDFV/YCs8gZdST98YHUF+Km/ugTuPJeMTbOR0fSsmox5JAw8XO8sya9lwsRm73wCWvvQQc26cRZ+K9QzxaUFqLWK2lMEkywnaBDcO7t1N+4Zf2LxyGQF+JtZP+ZYWUxpzqg5yd0oFv98hcqvraVS8WFmhgajHzexGqd2FCpsHnapDiMiihCBo3c75kuCgYo6FA5dbgP4n19Ru0P2ND0Rv4O/G0JV5iV0K/P+I2e70t6ay7oxF59Gjl0mS1GvPusRhFCQNJEEGWcLukLeO1Tua4JjeNRtpqc8htWQVo4J1xOgrmWrZyJuDarGZTJS0aww1VDJszGDOWfzRCQJmvYmcTj3TyWZRfAeVmokwIwRp1eS2qmhuLqw92MAAfQsb+z/Ke2vPc19IPvOUI1QUHyfURWBreyq+oszHQ+roL16kyLcfX5VEEu4K7nqFlHA39N7u9BuQirfeTn1eJrEuzbwy3ht/k4RrRRF1fok01XQQI2lky8GEerkwvnMfGYUNzBsTTkaHNzdsgtDmbGbJ5/Hy8WTBR2e57ccLxAZJBEo2Gttl3CeMw+wbzTjDWQa7l+EbGIGx/ARtu14hpGIPrp0yhzPO8PgwgR8Xv8/3R3P5fPUG/PrN4sE+cKvPaabpdnNm51H0He20lVexNc9ORrU7zyTVsHZaOYt8Mrnb9TjzwhqpUMzYnfxSclqPZBwmRwf3FS/pHD3bswdl/IsJ7ArJ+p+G/SvzuHTfJdPp38yD/HPwXkmmRYQeIAZRcvxG+CvHARzOLpJDEdPbnAsuZc0hiRFo1rmh71Q4HTCNFtWb/LIGsizRjBgez7RkF3RotLQoKD5RPD9Fop9XJzahg0d0+7kqVOOYOQWb043LxV7PMGM9dbIvQQ11pLt3MDe5k4jWo7hV7eA6/yw8D3zBo9ttZAhBJMX5Ma+vJ40FZbyyNptpfX15ZCSMP7Oc/k0X6R9tIDhuHKdPVXJPjBVP2Up7Sy1pri18MFyhT5AbiTVZTEkxozU00Kczi5eTymkVBU5VebKnsJLstnZej61nWVol104MZ80MkYjUoSzwrSG67jT5shGbIPBLQCGvTzDx9M+ZPPxbOd4BsaQNm0T8sGuZM38+rSU7kOrL8aw+Qtmp38ktKGb6jNlcMzWd6ZadzDdspTl6CguPJGHxDWPONRP4YYuVnTOrGOpRx0+/nyC9bgOVLQ0cb3PBXaciCRoqIjpNRaepKJJDmDgkn8OU1k0VhcuNuT2B/He89u9WaTj+vzSjKvaYmILLue9/BV5N6DmJ0GUbdPx2ukpdmkQQNAQRJFnsBrUAyJqIKqnY9RoyEoKqQ5FkfESRQLmJklZYkAIDwhX8yrbjKzWxdOMx6hUJnU5E1ekZ5NvO43tdKS9uYmLpdgLrt3OTfwGq7MmqPBHFpCHVFVDW1ozBU8etQfU0dygcU8I5fDCPQLMXlkYdFwYtYuHk/gwt30LV+UyaM3ajD4wns8zGvmMHcRds7GkM4YQunCe2q5yrV3FpPke4oYGnFkwmZeRwNpwqxlaYw+NjNCKt57ghsJw+QSLTWg5wpFFgV403ddl7WXWujRWdo/FtyiCzOo9nn32NsnO7efuGSGKqMxDPbcfdW8LgZmRJZQB/HrzAgEhvxse6Y23IZ+jU6xh1w0IOZ1ey8+AF6i0taJqOSqsnSaNHMDLal4qzB1m8ZB3BkX2YNXkwdYofV33ZwobMBr66O4xfzirkVVZTWVVCR9IcdvlN4kSlC566NgTRjiJJ6G2diIoVu3PG0uGlKDpAfIWy1m2L74GH3rBxSfpeeb7rni5zWO+2/N6WLf2vwXtlD/sr8e45gdGj9zgphSiL2HXO9beahE0SECUFUYQGVOa1HWa+kE12rYIuMJykxEj8Xc1MGTWavRct5JfBGHMBIYVrSXFpZLB3M8HRMWR2BuIvt/LluEYSfM10lGksuSGS2bPHcXUoTO3jjlx5Dty9+O6NG7F0qpT7xLNoYCRDXWqp7mjgozUH+PpsO0faZR66eyH+fgNZtb2IhGkD+H2anX955XHiYi7jh/XnqngdhdU1tFoEJvcNpNhqYumeUn6NuIG5GT7cFqMybdJkvq1Nwt8k8NYTN/DGtZMZFxXAzy0JbMgVWGoZx5/Vfhg1iJ+zkLsHBXJ32xFyaxVKrTDtujt54dG7iVTOcDw7D7/AAKq2rub33dmUB47GUl1BZFwcJrMnaksHJr9Alv76G1dNm4hVNbL4+Qf4bWYjt48P4pZ31nEi+zz1wXEcPnCcp6/txxY1Hpe6esLcrLSrBkTVoSi7qgqC07dVEWRkp7s4iH/b/l1ealdiBRzupb05xPfGjXvy2m7zqdOE9nf+E/8YvKLTR1TmkpnM4W6noRcFx2yQJjs+BYcCIDnd5hTR0eN0moomOXxR9c5pSZ0GjSZXAgO8SfS0sOqUnpOmQfj6epNVWEBQcjTjIkw8MhZeiy7Brb0CoyhDRwEpFDBn7kx8QsIpyzzGi8PbWDxUZPlniynJr2SsuZRfj1YiNhfRcGAXk2LcmDV/PEe2rsJUdpLcSnATZaJn3sn7XtewuUjG19OAd1MWYX7tRBhVhvpVMCDNFyV2AGWNrVQW5nHx4kV8fUxQc4FBugIM4dGky220ldoprNcTm+DJyvkGJvk1caKkEzeDwA1RjSS5K+j7LODtxxYw2kvglYdvw8+Sx/AbFtJHLCPY3sK1gXX4dhyjojyXH+r78dtphYbSixhC4hkTJTA11Yi7exCrtx/i4M6fGBdnpryilsD4FCKjfHj7s7c5fuAkfb3bmeedgfvkW7j3QDIH1+9l+qwZvFgzmlVnOxF1LrhLAhVtIvkWV7wFKwatFYvOjE6xohMtKAKOqXAc/iOoisMUKYqoooDklJxdYFNFwTm12+XlYkfQHNaMnjNll1EKAefklOPzkjtAD9Os9F9KXqnHqlpBdDigdHuHaRqipKCIdjTB7nxZEQQ7gqAgaw7vIEGQkEWQJRFBdPRpnSQQYrPwSVsEBY0yV5kLeHCSP+cLz3Ny90a++G4DpRm7eDCghPiUVNLn3o2tpZlHZ/XHxUNPR6dGdU0ZN61qZc+Pv3F35DFmjB3JU2cCuX2PDd3pVexuDORUZzAntuygU/bFonoRHuFKi96MFpHK4mtCuN+3hn8JO9hzKIO2oBiSXM3cNMid09lWDhbI3DcqkIKco6zfcYDwpjzOFlt44ngole0uDC34hY+GNrFyZCtNjYVkllciyhJ7Tp5j2bIfyKxoYYr+DNFSI7myxDSv82RtXYzO7IanpJHTCbtazLwWcQKlpomvfvsTV0+BYfFRDOuXxqo/13Ai5yDxkdHoTJHMuel2xg8axulDe8moqcEtaRAjQgPQ62Wik0Yw/p6H+S7fn/LidtbcHEDu4V1YvKO5aVQIF6rsJLhacJU7qVNFvpzcyaP9BAqyS6gXZFolV8JklRCDihURUVAcK8c1FUGS0bAiCCqypkORROdw73Cel0WQNB2yJmJDB7IORbYiCvJloOwJYNHplXdJSbtSwVP/e84rXkENuhckOhf8aKqMXhPQ06WFiiiC6Pitqcg9e49gR3S6vCmajAttjGrKZkSSiRm6NSjnj+PiEcDF0hpumzUOi2sab36/j9Wr12C3NDEwVkdUiB/Z5WWcrGhkTGofHlgwE5eIVHYfyiF05Dimx+m5bXgIs4fFEOsl0T8tBA9zK9/+8AsRgyaR6OPKU0u28fauMp7Paacw8xj1Z/fSKeo5mFXOa4NUEpUGqm0BeNsLyFvzExctYfzhs4Bq93BKOiWk8D5k5VykqBZqDdGcO7wWfe56jpzI563XX2TN8YsM7ZPMtfPGsqnUn+f+LCFG18DqjcfZVydy9c2zsJsicW+oIzkuiilxIgdaPSjqGElxcRbXp5Vy77gIbJ0C+UWdYDAQ7mLDPS2BHzaswlfUMWbqIjZlluISFEi/lIHIbVY+uujLoOHhjA2ppGbPJs6+lsxU3XFu+P4iSWEC3vZ2NElPvepCSNNpbvA8jbengWb3ILApKKJIeZuEZhfQyQKKqGDHOa0sCwgqiILN4VeiSU4HJcWx1kyGZsGIt2jBZO8ETXdpsqOHtO0J4i6ACk7bP6hOTzL1CiD/X8ErOmy8OsHh/CwIDt9cUdCQRBFRFtBEDSQVQVSQURxrE2TQyU6iLipImooo6dDoRNTZMUgaDSYPLoiepJmKGN43gse+2Mm7mYnoJj5LXdkFZvfXM7WPjqvG9eeXkx38+utWyisbKFbD2Lj7MJ1VmcwN62Rssh6/gaP5Y1s2A2sPktpZyNveC9EnDcBaeI4NOR2EebnQeH4v72zOYcEwPxpEf378oxbfwBh+9L6d80dOcvpkNjXmELadzaamYAfRUa58ldFCbXENo90a+GL5n/TxaeeH6W24GKykxQWid9VTkzqfTp0fvmYN2WKn4MBqSlqN7N22i3z/YK4dGUVLTj5b2oLoN+dFSgqb+OlkFsYgHwYHe7Bu1wECCnZwIvMwJeUd2DvMvPXcM+i9XAjx86C4rJDUoam89NV+SvNKWLpuF9Xn96DLy2Xp91uwNNbTZ9QApjWuJXvF59yWFc364zlkVlk4UWXhSLuJvHwVL29XmhUBX1eNR0+lceOhQPq7VxMkNlNuEAn10HNDaBMmow4LOiRVQi/JDuegTh05bToUm4pO1CGLijOWh8Pvtl4V6CM04YmNRsmEjIagXQ7ey3WkXhaJ/uXa/xa8XeaxHm5yUg9nGamrgJrDD1UTpW4pLAqSg9+KEpKoYcOKUdahqHrabQJRko3tHun81pREc6dKfKgbtVWNRFceYOWxYm5YWUN7TRO/i+nk1YlMSwni1TMafzYn4Oci8FMW7M4oZ92WfZw7eQL3xiyK3GPYVOPC/haVb8oDKNJ5MiLIjYdvm8X48cOpN8cxI6CNR+ek8t1oIx/MjuaOFJWk4ZOpLy/j9buvY3ONPzYN/vx5E7VNCmOTNCaJxwgyS7TWXGT1yj/xD4wnYepsdu89xp2hVgYOSMBSX83tDz5B//QU1NpKKlzTKTp1gWGlX2CKSKZ21GQUQWHLiu9YMDKK2ooask6vxzs4glR/G7OTRBqbTJRW1HL+4n76DBxHUHQElqYKWhst2Ha+x0sP3U5JTSt7mjwITZiEb2QKH27MQGurICXMn6JmP9xT08iNmQs+0chDruc+cw6rh2UwKcWNgk4j6W3n8FBqyBFDMctm7DqFhZYj+GasY3JEK3qTRE6VHZNOwmJTqGy0MtBP48F0HZ2aY+VJuwI2rGiCQL0qkKLrxMXWTqVNQCfJoNmdUla94rg8/cXP9wqz238FXknQkJymMEEQHH4FktgNZsk5xSiKIoKsoRMUVJ0GdgWLXYcsC0iiY7GjKxKKKmA26pG8ZOz1uXykO0+tEMCH2woZE6ln6d3RqGnjOH6xiiEmC6vro9i9ai0Pzk1htS2FYxdrcA/oJCIwkuBBqbz+xN2czy+nf3oao8JFDsohvFrXhyd96/lscCuHG82cOLwRg18wZyrauCqikRXB12CpqWHSiBAqNIHHFu/k+JnjxA1M43yfRQyS8kjzEKhp1tOWe4YDW5ZyoaGdkEBf3vvjDJuzGsnftxSltRbZI4zss+cISxpDq0cko4YkMWLYcJ554Do2nTrF9qPltHoPRgx0JbmugvHta0nsn4ZJ0WNra0V1C0dq7mTa/Fu459FFBAZp/PzNZyy4/WF+X7mG1V9+gN4lmLc+/AaTl4lg/2BW/vAlvg05iJHRnGiQaLl4gh925PKnZRwLxsQxJxAO5CnMiy7kzYHNlCoePF8aSvWWJUz3zkVtayTKbGdCYAfl9XaOdIbgZynm5gFNnNAnIHfamZ9gpbxdIsRTT3KsJ9PbdvNB0HKm9nEnp05Bb3Shus1Is8XODJcGrKLGBcUNs2BHRUOUpcv8Ey7jul3nRP4C1v8reHtfgCk6UK3goAuCJqLRIwaZoEMnaIia3bE8U5OwSRIBWhuRcgMH1WDcUJBkx7KT8+0m3jIdYHCsLwubQ7h7ZCW3SNW8ddJAkUUisPkiA2LTKRs0nOjqP4mKHcyR5e/zekgMgs2TT/vlsfSCSEaFlV0PPYS/nx/x/YZib20kMTqRAS0iZy42MlnJIcbHn8q20ySMmYW1rYULP79D9G330emlsb7chWkVjRw4ksXdaQLuca784TGL6GCB7F9ex8ffxANPLqIy+wwH9u4gPa0f8XoLqTP7c82aYppyi6lecQLBKPHSndM4UQ9F7aGEeLswdepMfIJjmZDzOY9fHUVuZSnT5VJagvV8tD+A8KhBHMk8SnJSP6amJbKkpo2s3EJshhayVG/2ZpYz9oZ4UtJUJg64maEzp7P017voH+3Jlj27cQlNx02rJSFGYLhXMuUH9nImG2JSUnivwQVjVR4fJ+7l5kNXkahWMce7iPnFA4hRBvJ423ZOSQGUNptobMmmf4CAPgFa6oYQnliI1dTBsWstyGYjnl8bEevOsXpCK5+eTeCBjEgyNQsuZk/eHViN2QAf7raRazGRLXqSrBXQZvBBxoYqimiOFYKXz8R1m1K5DMCOa7q+/+/B2/skhdNALYsOg3I3XxGdnFewIwo2ECSn9LVjEHR0SAKCWouPpwiahiSqVLap3JGskSIXY8vax6hoL748XMSKz19lTL9YvP0jeOSrbWSv3cXbw42cqtE42SRSE30jw1wVVtwSypLv/6TuYgORCX7EC/U89+6nHHVLo76wCHtAGLenmPkg9iSN9Y08tkPGoJMYNHEaj73wFlryCAaOHMxYX4Wi7KPcNX0I7TknefT2Kdw3ewKeNoWkvBKmTZ3De82j2X4sj9aSDIyyxOlzmfx55DiTUwJ5f7QPV9/wOD4Rabx61z2s3bAPP8nC16/dzYLb7qWlXeFCWSnJU24mdtxUXD39qdnxCUMivWiNvw61rJL23H2s/e03GmpKSPWBX39eyYdf/ciWz7/GGDeZs8U1pASbSJ86m5+XfU5l8XH0SdPQBacxevAw4mL6cH73auI86+g7eQF1fW5hmFc1M4OKKT93gXuvG4Gu00LRxTL0ZiNxbkbunxTM9GEJ3Dk6FNleTV1YGnPSVVLWv4+5qpSrluuY9v5JfigXWZ4F8VIjicGueHkLyKFRLC5K5VizDpfObOozDhPjr6fW6MNJmzehajOyLNIgm9BrApKmIYl2cAZEkSSx2zTcvTrniuMyKS1eOX3xfwCvY31Wz/lnx5yzTnAcSCI6p6OxDke8BBe1nQovL+o69dzUcJgOs0R9u0RMkIGrmg+hdLZQqwvg3aQmAkKSOKnvx9GTOXjQysBQE+fqW/n3H2eI9DbQ5hrJyHCZO8fEsa+skWkzJxHpWoRl/zL8fUJJidDjIbRz5PRxVh0vYeO209SXFVJoteFq6ORUg423f9xLvJc/fXwFSk7sRbTALboM7rnvEaosei4WltFqsXEytwOXziaSw1zoTOtHSKCAj85Cc2UB69avIaOogcJTa7h9eBABHac5vvQpvvr1exqaKvju3bcINLRSUVvNn5vWU1Zbjd7dDYusZ+bsuRyu9efwp6/wuvdKRg4MRRt0E/ffOJW99OGbYk8euH08VydGUZtzlEFBsPn7T9m0cTtvPPES3yxdS1zUENrc++MWmoZSto9vPn2Lo6eO0WbvRA6I5P4BOtoVAVPWVt6d05eD5914JLKK6wf7kdvuzgCTwhDPEsolL0xuJh6elcik9nPcNH0ioeZ6FJ0n0/sGMWdYNF8fMvPOh6sZ41nL9KAGtKAEUmJlXh5WzuKok9yc/yXLKvUMW+NJVbuVaFcNqb2RNskIEtgFPV2hG/SSjKKJVLY5ppp1OukSQLvsufSitNFl6fpnqVfa0BWPS1VVJKHLu925dkzU0AGqJGMQBBRNQy+INAsS0+qP42Wv54glgjZPPXpZpaIT9nVYuC/ehFvqMBCMDIwNol66npS2syz9+C1mTJsCsf1ZvnI71904mlHmBlqj07CIBs5+9SFRyRFIDQW0DL6LA02V5D79DBE+AcT2G8ie8x0I2esYNGgIW0Mmc3rdb1xds4cZ49Ppd8N93HvjDBpqRnP3zf60jrmVTlkjtqGCjTvWE1TaQFyrN6sy6wlMTWZqisBPGbHM9xJJmZDKiQP3E+zejwu1HdizT7BPc8MlfRZB7u58s/koDRkHGDZwMEHBqfhHpxPkG0zF2R18tvxH7r3lehbevIiPPvyENz5ZQnWbHiF2BNbR6Sj+tRQIAg+/8zP3PvIkM2oqOXfwR8bf9Q4+Hv68O6k/E+57hnETZhFtLCA1OoKnH/6WiOThjJl/D2eqS3jjtinMu2o2Q/r1ocJ3BDEuJsJ19bR32InxMrC40JfVlQLFe4r54YEYlmw+h29bIZ41Hcy5+T484vow1rOWvgNHcrGoiBSPKr439GW1SywaVio/eoXGJpnUEG/Gp0Wz/ZZ7+fBoDIbGFiJ8FBoEDRdNoUM2I2sSnqZ2LKqIatPR0mnHbjTQ31WlpF1BcbiwXYpYJF4KUtIVG0TDGejvv11JgeCQvA5zmcPBRkZzTl5oSF1L2jXRYXnQRFxkmTLNgzzRl4uCD0/pc/h6eC12u4hrQCq+EUn8uC2bDz9bwuLvltEquzBu7Eiixs2iwu7KqPgAJvYPo9Yq4u4fw+Z1G3jwrmtJ6xfI7ppggmY8TMjcdKqHT+KiYRiiSwKuSgOhxiYWzh7OgYzTpKidfDktlqnXL6S4rJa1W3dw5x33U+s+gJ9/Xk1BJ1RUlxBnbmLP2XrqswvZuiiEWKmBf/3ZwQLlOIPEAtadbaBdH0a+zwwkzYbJNYWc/EKOuaYzZOhACioaSbjmIdwMJly93Fl4x52MHTqY5195g72rf2JoTDCtbpG4eRtxG3g1NZPfwTZ2Kh72Fn7PLKPo6Gpi8jPIDRvKj999gJeg4SKFcHHPWuraahl3052kDLyKIFcrmYd2Mj4xgohZtzDq5ZcYkRZEaQUU1+o4UCRyobqOZB87p87lsGZ/KYtXnUELCWV0lEa/A88jDBzEs79mYRYsRI0ZR027jRuuu5YfC5NYuukUkd6tCLY6Nu87wNjAOraNrCWFQu5+czfS+fWMmz2dVd4zWV4Vz3g/mBhip9Jioq6uBVd7K7LZjA0Za0Ul9vY22jWRKhc3Xh/cyOYFlYzxF8lptKMTBWRBRJTsl61Z7PKb6PKV6Vqo+X8Gb5epTMKx5kwUnWvRBJBEAb0mohdFdIKCTgJJVDFYO6nzSiA/bCDNgjsd5bmM9svhfu9MqvKymX44ie3ZFkYG65kcLjEo41u+2HqB4NHXoFma+PCrX0mK9mf33kOUVLWiGMz091Sp69QzbpAXw8xFuB07RPzK73hpiIEBScHsKjRzy3A3AnUWlIAYxvq04q3vJDZ9ED4+fhRW2jnTBL72SuLnPYr+7ErcS08yIsabJx6+n+w2jf2NHrz2xPUEBfrz2R6BaWEuRNdtoWD7e4x+5k28JtxLxblf+eygHdPWZVQVZtLXJZ8XE5oYPGEqR85d4HjWWQrKTvD10wu455GXMcx/l4xqK9aWWvTBCVzwSyVm7iLivO0c/fxJdh3N4voZwwkrOcruDUcZOGIK7/+8kpCxC3ho6gjSor3xF3KxV13kwOEzPPv8M/QfcA17D9aQcew4g40XGHjTg5TlHWP61OE0N7XT17+DspQB5AYN5bPHHkZor2fIgHisp9bQ7NuXQUOS+f2jd1krDuCntgienGLm9Udmsvy31Vw4fhq3xAH88PtmZt78GAeWf8uWn99h09TlPPvTOW607+WP6Ra23tTMzGgDer2RpSnZBHraKejQ0ajC3eP8mJ3iR16VxIymnQSfXcGWDCN1OgOeeseaOVW094jV4ACzTNd8gvP4DwFprkx/a23oilYDzjlpUeiOaKKKIAoKmiA5pwPtDhqhdOJq17B46/hBm07t4Qra8i5wtFlPcLILL87vg6G6g/jBMyg8uJpjpzazp+FaQsc9SFvGYTYv+4BOrz4sWfodc2fP4Nj4azmWfZ64nGzatVrqq00M0tXR2G8OqB7MiY7nXEUZ5y/amTk4BZfqI+w4Xk2fimrchwxnf3koC4La8TEXI4g2alqM1FWWs2nXUYbfeDuPv5SDaPmMgAlzuG9kOG4VwWx0CyTAy0DugVz6SIW02xTmTZ3JqUNQeuYEcWnD2bb1a2o61+Kt68DbK4Dc8xdpKLtAeN/p6OJjOLPlFDUHlzBcN4CHR12LcsGN3VuOEhuUwMs/bGLdp89zYfP3TE9JIi1tBCs6kpB/2UFzWQEpaUMozs/FramZQhfHhEjy1Dv5dem7WDPXsHfCHfRNjiDBtZrQ2CDK60y0dMp0GHRMijOzZWMVJadOUvL0x1SETOb6z++jsr6dG+8/Rf8Id8o/nMcTv+VR2lCAqz/8sf4gZh834kIHsbXSn+IL2TRPeJZpIdGcb9WRVefGlKpqipvbOV1n4pdyE28kljMzspUv2ocjV6jc5lHIrUGtfHO2hocGhRO1dzs1FoGt/sGsvmhhgI9Mu11B0PToBLXX1Rqa2nsIqf+U/tarTBJFh2XBGQSkS6yLzu8aMqKkIkp2ZE2PqIBZgA43F1AFImjjj5ogVrmPQw6MYljzWWzF+6nWBfLtT79RKkdgtghc41XFvyKa+GqsTPusZ8ivLaGPSwsn9+/nh9Mit900joHDh/NJTjA22QWp/yw+y41Era6g4PBGMrKLMaVPIdRNZduuI8ycPYv0ocNwt8MQawbRUi1hgd6UHNzI3LkzSIrwZf3mM/yQp9E65xbciw4Q7tqGsaSc3IpG3smWOC2lM+SqGzDs/ZK+TUf4evk2zLpOpvUPR1JUTLNf50xuFrNGT+WJV99j57rv6Whp4VhOBYH5G3nhukTSp9zFps3HMZRl80I/Gx2VWbTL7hz+4hmsDSW4R/QBsY3zJ9bRWd/ExYxilj13F3ddM4I+kxaQ5KHy2IMLGJIUzcdffMbQQcFEDZnM0uZUXjrsy7Z9Z5k2eSjx3lYkVy+OFdUSUbyft2cPZvojr/D9z5vxaqjBetU9bD4v41ZxEM9r/s0XB+rYZ3NntzWaQ9nNTLr9HlySh3Hy96X4ujSRNvlmIhR36hQ7/TUbaXHBvFOfzqP7XVEwMMaWxcnVa1mw1UyW3URzp8Yk6wk27DlPq6LwYlQmA4eOZP6TT+FnsiFYWqm0GrDqPdEJKrJztq0rolJP6tBFH/5p6l3yXrZCDkTtUrA9VXA4lwuigKLKaKJjubPFaCKwsZjJlmy2uQ+npk0m0cWGwUeHrSEYX6mCo/sPEpo0hENHjjJz7BCkKfMoO3uQ/OYwNu46y9H8IG6aMoGA5nwC/FM5NtwLH9HGuooy9NZWgt1bmZpmJKawBqXFTnWbDktwAuEUs+p0OResgYSUNTI2xoVID5Wp3vWYvaJJjY7E1F5Nc10JGUdPcf2NszFTh3VQPBFxLzLNt5Kfq/zY2OzO4+kwMGUmqK24Vp4hOiKYf616l9Hlv9MZOZiJQU2EZf3EmlPnyRpaQ1ljBka9N61RMygqrWLz6vUMjJ2KV1A4kUPGU92RRWdlGleHenFyy2ecN4QycmQ6C6+9itK8Y7SqGglhdezILMDk4cr82fNZsuU4x3yTGYCBfokRJMYpVMTMpjzRi5ByjbaifKb196aqupbd29ax5ZxAXLgrZ1xaSe0XSkz8eIp/3suKnccoGjuFUSH72DNyNprRj49P1OIbF8KWk614BIXwysT+BGsWPjnpAcH9uGrUJEa7lhFctRfPPtciVF0gq1qkLT6exw2/YwlopD55IG/mRmGorOPqOAN/7K3DY9KN9Ledo7y2mZC4FD7eWMMJ0YMgLx/6eVtoKb1AkzkQRdIhao4YcWiXx6OTBOG/9+ftDrlE1+pTBzfp8vPsUtxkSXNyYhEPoZMSjwCK8ouYVL+P+gADSa4NvNC5gRfiD1Oy+lMa/UZgTOtPsEGg1aIyNDWY9KFjOL1rHy+sbeeagHYSXQW8Bs4i0Bs2rPmaoyUiiWaVp6b50xk5h/e/+50h4mEipwzkfKeNTZt/4euvfyVaamRkdBgjfW3Y20rYtX0DrSlT2XC6iCUff0p9QRaV8QmUDLiTvUfzKC/NZ5RYxphBobxxMhBr5j5+uc6bya0HiarexYodJ/nii9/YV6ER9NrndPin0tDYxo+/fMGSF+4maMIT/LlzH/5KC7c/9jp1pRnohFp8I0aSJLXj05rPnsZgcjymcWLPel59cC5+6aPYu+IHBg2bztoVy1m24zRzH3gKQbYgNxWz5OvP+XzlKtZ+9QwFtUF8d7yTHO8h1Np9aT53gRGNJViMIhPNjQTIevYezmLxin14zZjFnKlj+HHxGpZ9sZxthzLZ0waTpo9l8oU1HFr/OS+/8BQhQUbcfX1ob7SS1j+KsQPDubjtd3aUe9FQ2IBfdCKfnTOwO7sKQ0AiLkUZTNDVsqXFg4keHeRcLMEemsDk4THEJvswzNvGz2MuMmliLBV5GbgavfB29+eILoo97XFEtlbxYewFFjV+h6iz0m50cYS2Ei+tkZRk8dJCBoHuqJX/Z/B29QKpK35YdzQbJ++VnA7ogoQoqMiaHb1dxaIZsI6+jf7hflxXeoihci7ZJ/azKqud8qSJDDde5ODRIkrNURw7mcHBJliRV07A6d/56Y7B+ET6sn5/Noe3beLcsZ2sahrE7m27iBswgNjQKAZ5KsycPZtjZ0/x7pJdWK6+l8kBbrg2N9CQfZqOtkpOnDxNW7PCkWIzz/2yn9Jzu9juEcPZPIWv3/6YJl0nnsPG0FFbScax9WRm5NNZp7Ijq4yVK3+jRoqgQ/bH9ewfpMb5IZfkMLutnmNtcST4tFN25ATyhAc5r7kQHhBC6sBxtKsSxRkXCBFaMRtbCfLSMatPMB8vCGfJF6v59ovFXHPjQqwWBS9UgvWdrN26CQ+fVM7nt3Lh0D70bkaiE1Kob9UzbtEHJIe6EKQ0E5LQlxUFKlkXMzjeJJFakUd/fSm64fM4n1/ConsXctuISCrKi7n1hddpbW7n8yITgwYNIZ52MrZ9T33aDNKsuUy3H6Tey0hapIFH2tZwZv0K1hwpY5ScjfvwCdhEKx8MriW31QMv2bHmrdYnlZdnB9C07F7U+hqsFhuHTp7hZuU0sUIuH+yxIJz9nZHCRQ5u+R6Drx+W/BxeC9rNB4Na2Ln0XT6p9qU8OBm3Tjuq4IhDrAngiDCnoKmiM5q9etkGMv8n8ErOqDc6SULXY25aEhyzbl3glgW7Y32aTsQugrdoo7LBwuKWBA7rAllxqplho8cwfuRozgy+mT1+42kvLqNRMlGyYQkbflrGF2X+ZAx4mOumD8LXxZfxU/tR5BHOj2tPMcK3impzAIs+PsXGA8dprTvD5iVfkNp/JMNasmnfdYioRfcweGR/CkqriXOtJauwkKWbTvHYwjG8OzOIJvd4fBLG4zJiCvKZo/S7sJoFEwIpPrmXthaVk00hjOhr5r4pSWz5dQV7P70DUddGdFo4iQnRmAaORjuwkXdemcip/Goqwvsw8KN3eb6PhmvqIHYfPIIPNaxY8jF9RlxNu0cUx4+fIK+xnq8/W8LqMzuZ/caX/PDDEu6bMZa3X32MvadOMX7KPOZOHsGRX95h1bJlZGSe5eT+7Xzwzuu8fvvNJKQnU9ncxJTAMu4bE0OjbyqrlSD8MrZxUg7nB10Ug/oFEJucyLerMlEr8pg4LJ6hI4fxqF8Rk/U1fPjae6gmHfETJ3HXXpmPDmkkVWQw+uwn/LnjIMVVCnFxfZgwJom5Q5OYYbDTbFeJD/HigaWZ1IVGojaU8tXkAWw9X8He8Nmk+3tiPLWbbTu38pM9je05MrmBC7A31yEY3KkOCMfVz0xx5jk2r19N2YC5ZMZfi2udFUlWkVQBV9kOikiJRY9N8nBuBqM5gnv/t6Yy2Tl1JwkCsjN+lc7poCP2CAfkmHUT0AkSqmjGT22nBj0tnUYmBHjj4q4jt7WTVK0Jg9rBD5WeNF7Yzs2pvtSPvJ3Wnx5hsKWcwLGDaGjrwK8thwQDvHv7LJb/shzvigNQdZwLIe6czzyHNf8s+elTeP64C4ODRcKzVpNZ3ojeVaahMJeKTjONVdlQcYamnCzktEH0GzqYuzsyuW1KGh++/xIW9ySW/HaA4RMnEBU7hOTm8wSE+NIRPop7P/4Rt5RBPP3o8wz28KbGJZgn9rbTYQ4lLO8Ua5f9QMrUu3HddQAXWwv3Tx+IV/p4sLTyy/cfk+qrccP82fiHx/Pik49y+MhxlqxejkdbFWfPnOFodiFl7WZorOLWhbezcctmvvjkAwYMH4tkF6hra6akpISL+ScYHe1HdHAANUWVDEsKZGGUgef0GVTG9qemQSQ66wAunoFs21+AmLeT3FYzz67KY+ykGURGRnLs8B6mjkrjeHk7jSUq4xOi8U8dTIfsy4HT9Tzy2D28+NK/CDIJ3PvdIRI967gtuoIdzQaEqkzGxgTzVILMxp17OJGRxYOvvYmHXxCH8ppxTRmBfcIivF2NvDvOnXq7nt9OVRM7+VYajx7Bu6maflOuItNnKPFpo4i1t6FINkQJTHqFog6ZZhvc06+FebYdDFXO0GJ0xa4Jjpnb/wa8oujwLBOd08RSl7UBR+BogyQjaQoGwGYyYmopI7IlC7vZg2C7BUlW8bG1EB8dzek6G2+88ykDTx3ghaAWoq9/kvETxyPOns3OGV8xuG4L4+11VJ3YzIb8Zk5pEew5cIDGhipswf1p1cUzaHIKxttfoqEun9fvGIMtehAbiw3cNyGCYSXnaG9q53hBKccOHuepBx/nX48/yfYKOzt/3sRozw6i0m1I1g4EGdzMFqrya/lj2WIkfRvLctpoqhcoFfS0ZewiLHok04YNYUBKX6TogQw4s4SJ0VZufu4XFj12L33dVPa9/RSNikjBri3EhvqzYvM+Plt1mrLaOqTWQjo7G+iXnMKSrz5jbFkh1afPsP/gPhLCgpk/cTIlhQUs+eobvvvkHQakJiP2v55r736ZBTfewIHda8nMr6Ho9E5KV7yJX1QfXH1C6GwrIaSjgBfmD+Lhq/sy2l1PXomF+jM7iPCQGTFxDAFCG1t2b6e5tYFrr72aIDWPjtTrWDR7CHPrfyddPUm5SzDxMxZybOsmShrrqTXZSDQ3kxDXn07c+CzoOHNCGjAYGnn/ww84cHQPz7/zFll7T5Cy5zk2Z53j4QI/Wosv8LRPEXHBRiaZc9jTqmPtn7+yac9RvvzuSw7u30VZbhn3ep4izM+E3SZh1cvktEvEBrrwwhQTzWt/JarzBLePDqajoRlBBlH+rzmvdpnFoWv5BmJXXClHIDcFh+ujxdWER9ZWrPYS3NxVPFoL+LwzFNUzkGnmAq4aGkeMdydhkVHkhcTz/ZKf6VNaSfC/ruVQh8bZHXs40hxIa9QY1ha2ERKbiKmjDtWmUBc5gDNLj1GVU84O8xyshzN4bIaRbL8+/JjhwybvBKqThjAsOY3augoUWxOxMbGMmTYd1+Zsyorz+H59Nk2VlcieoQTqrdwwPpCRE6/nsFssXpPHk7FhHTf4NOIX5MPH77yMIToEe1wfGk9m8uG912BIG8WE++7l6jHDyfjtXaJn3capiMnsLW8mTq4macJV+IR5cd4u8+3ixVQUFRM66jrufvFTCksrGDVlInrVQkRwIEnJMcyYt4CHXnqe+IhApjz7Ge0RsUwcGEdN8UVKs08xZdI4rG5+DF3wAPNvWcDWle/gGRJFo9mHnD2byd22gtEzBjEkyo8hSf5cd/cikiJDiOs8RZS5luYOgW2//My3q4/wwcNXcXWaNx92DGLp7lyecjnF01cFU2hK4vm77mDrj59z3TXzcGmu4VxxKx/8kc3BU+do0gexeNUB3DobmDXvJsYO6sfiknj2VAfSkJ9Pv9KNnNj1B7c+8Ra7L1QzMymOMYmRTBw2mJQAgdIWFWP0EP5VMZisCiuaUSBQbWNBrAuPxFZwo3kfLcnT+MDvMT69GIC/2IKsl/57rzKxa38DZ4A7sUdwZ0mSEDSdwxlHp1FYoxAX4E/MkIkoO9ZRWVbEbM98ZmYvZe/mdazuiEOKH0ln6RGO/vYBg5VKUgcO4L1tFQRs2InWfza7jh7nsGkoff3dGdGaxeoClW/W7mXfT4u5NbgOz/hAKnJKcdVbWLXvEIc3Hub2qFY8Y0MY1VbFXFMJ9UZPAhOGsr/Omx27t9N8aj+hqSOJiIlk3uRJ5NU0cv7kdnxTBrDhaCG71GRciuq42lJCQUsxqzesIzDAl+hof05nN1Jb08aIMCsnCjKJ8zSh7fqGh+66k6eeeZHXH72Nuk47vkNm01pTT5w1n2uvuYozh47Sf+JCTD5+FGdl4pUwEI9RI3AVJeob2ynOL8HF3Zd9h7YxdkAaT3y/mb7+Lozd9SYu+g7qA/sSljqTX39eil4W2fjrYmK9XbH7j+LIll+pydrP6fP5hMSG4VubQYelkQsVLfjICitWbKSuug7XpElYIkfx+6lskoaP48j6fZyobCJhwiDa5AACM3/gj28+w7Lnc6pc3Nid38aJzVsRRBtrmt35tMKXTr/BlBXUYFIbkHyCWLNlC75+AQwdN5XHh/rDmk9IGTqY7U3BDB84kOvnjuPJkQY82s6RHGIk+MmveMXjNk7rQsko1KjpUGlyc2G6ezupJ79m3Wfvs/+iBSkinOYGlVPVGiZvT7DbnBHS/xvwInTTBFEESRKQJEekcUFUkGQbOlGg2QYjwmQ6LCJbO3wRh8zFbgjhWMgU9C4Sya6uFEVMZe+2DfRNjGf2lOG4ntnBqSNbCLbn4FfVxuMp4YiWesr//DdBg324WFVLzsEzBMT04ZZnn2R6nCvfTw1j/m2j8U7ow+TJExgRHUJnYwuWi+tIDHTn5N6TDBwxnOQId+qq2nnlhC+3vPsH9jYLMYHeRERGci7jFG+9+jqWxhrM3uG0HfuF/kIlO08XkDSoDwahhY2fvcWDjzzN04/cz768Zt776Rfay6oQVZXUYF/0ocEUHVlOWWktlbUNWM79gtHdA4POgzgPiQhqaKvNJswjkOuHBJLgL3Lzm2u48enXiBo+iaGj+rLvyAFW/vwri554hbo968nPK6HtqkdYWiTx01kZwa7SUtfGx+99QElNGy+88gJGN19ONwZwqD6UDp0PwTGpfPXDCt77fCmj5t5GYWUHrh6dzLz5diL9A6jZ8jkdgWH0nTuXUtGXnRfdmC/VM9WjmFXnm9hRr/Kt782EDrydpAA/Pvn4TaqKsnjl1uGsf+1apg+J4ejP7xLXdxDfLfmBSLuFx/84iUdaDO62Mp67fw5/6qbhvvBWSo2BvPHHYZY2RZEZPpdx5/rw0U6VOa5NFLeppEXouSZC4dXAApqPfE1W01mCxkzh0/rRrMpUSfRsx9esoaoKkgg60faPwfs3uwEJjh3bnb+7tpeSnFsNiTi2g6pUTTzhks/QCJWvbB5kKGY0bxcO1YAgj+aq8sVMbKikNi6QbP8hrNNCGOf2K+41Ol6b7EG5Go7UVMbTzz7F95++xZ4fdnIsaiavBFUyZep0duzYRF3lWapdArAWNuJjs/HKZ6tY8tYtxE6eilknUVBWxA2z5rG3Qaau9Dz9jBfJKDxF4LhhGF0ltu3aw9Cxfmhmd2bd8hiN+dl0NFWg05k5Wd3J9LRQGqOSsZUkYSltotgliiE+btTl/UloiCdNgozQ1Ix/3wnMixlGvqsH50s7Sa5eT227ja17N+MWGE9pcRlJSUm8/MJTJCT34e2vVhFmKmX+oTcomTKOo1UdBOxazS/rDuLtqePE/s1Yvfypb2iis8OFquJmEltPQrQrU66eSVpZPWmJcZRUCWQe2E1J/nkGTp3OjBn9Kcgpx883iEF90vGSWigqqgaDmSN7t5Lsa+TNz5bxxE8buTHNhx0GL1a/dw/Ti7KJiY0gOGkWsdOuYbAXHFr+G4q+gzuf/he/bt7EVWY3Ai02ss5ncdJq5Lnxk9FsKvbh85GzdrJpy1EOpl5FYKCZrCKVQDNsJoaGk/sYOWMB1/Rxo+XPCkYopxk6aSRlf9r5Y4qAUHiMJ17/Be/UGOr7PcKpdi+Uxg76uHXQrspOZy/QELFrf1029L+SvLLocCbGOfcsS5JzqtgZiEJU0UQZf7PK75WQV9HOgMrlXNP6B5+mNPFMiopLsJ4t2fV8+8cRmsozqC6vYP/pAgzuviy86zbi0kcglBzhZH4p3zRFMvnah7klpJMn0o1sk335atsh9m4/SG6FHj8VgktP8PBkX8KGj2bXiQYCDa0MGxpLW20ZKu1Ym0oZ3W8A7XqJ1pLTTApSmBARgWrUcfTABuZOGMvMYeGcr2qjadBCBt90G3Xn1yF0VDI9HAJas6g1RWEpLqWpqoQ+fRNw8/Li7fffZduxnbhInUS5epCXv5uz6x4jXvLDL2ggaZNmU1NVzO5Nq2jSVJ76dCWxfYZweMdWor3rmf70K7iHD2HLlx/TYPMi98wx5s2/i3m33IAxfhjzpgxnqk8LL1w/mJtm9sHVNwC/IF9K8rNpKcglOT6E4KgoBgVpZNdYOFUl8uOHTxES5MLd993Pnz+vprKsAIyxDE5N5JONJznrMQJzwXEqiwtY8c5NFDdkM/z6RVQn306Lhy/y0eXMbN7Hew/Nxi+5PwcDr6Pdqw9/LFtKh6Zy7OBBRtz7LGcDJvBzbjNBkQJxMTHESnZK9K5crIUEYyuipZXo5ESG37uI/Lef5Mj+czw8sIM/jAns3HWMrdNL0ReeYunq3ZjTR5Mz7CmONnhgamzEQ69Rp5iR7BJ6NDQkdBrd8T/+SRK0Xubjbt/WAYKA0hWUDefO3TichUXNsaewQVNo0OtpbLcysPoYLlUZoOtgwajB2L0DWbmjhIstGgH5Sxk2bDBvfLWd22+5lplzxnExo4TSknxa9RIugoZaW8+kmdMoPr6eX+vCSYmKJi7MyJebT3CfexFZvuPYtjuTiePjMTQW4hoRS96+rYweNITw5ASsLc0IkhU3WWGVGsWOn3/n6hCNjMoqbG1VDA0OZvTMG/l280ka/IJ5Y/ZQvv/iPUr1yVw9dxyhllMYA0aSs28HVXVNaN52Tu89RHR0Olm5uQwZGUqbzYXCk7uwGP3olz6eQD89pzMvMPmqWRSeyObbJT8w6cbruG7aZD7/4i1yy5sw/+t9sp67j7kDkkgZexVTR6fx60+/4RnpwsULBZjbdQSH+hEVFkZ1m0ZVaTaSamX7wUzSUxOZOiAaMXIoRhm27zvJ8089RqCxk7k3LMKuFzHpRVJGzyHjyHrChBaWHLXganInofMwdTaoyM9m0cNPk2/TsaIjDS3FE/Oyr3hsbDDpo2diR2TlnhzKzx5i5twphPp58vHH33DTvHEs3XoBTRIZkRrL9gZPsjxDGC3Y2F2iYtdJeOpVrJ0SUoBM9dmzaEe3EjKsH3kZpxkcH0hQRCRVDXXkBQ7FrvmjddgRrFZyW2RivTRS3OFck4aoOsKH2QUNvSaw/lrXXsG6rtbxeZXvf5C8XRJXEBw+vKLzU8ax94FeVJEFBU2S8bPaCDUZyE0cRYBvAq0Dr2dRlkDzxuXcMlCiRWmnwH0W1aWVPPvADML8jJw/lsOgwX2ZcN21nMu4gLnsGGkjhvLZhkw+X7ICff455iZ4IcZFcbapnsff/43ChlZsoWmYq3IYGi3wS1MaNr+hSLLCM089TllFObnNOrzDkvEM8yGvyZd2QUfZmVzSokYiBychuLSx8KoQ7ogWsNYWcdtdTzIm1oVnXnqHDl0SelHFPzGVdYc38u37XzNo9Fz8U1JJiYsh48JFCs5mMGP6S4ybdReHD22noLCSvLxMXnzuETKqy4iMCuHwoW38+MsXjB51FbGJ/ZFLS6ksLWLQ8L78sPglxg8bjl9QKDs2HaA2t4xGq5W9x09w6Ng+IkIDiB82gW83HMFD30LeuZPkVXVgEjU2rttMgFBHalQANy16gAU3TUTS+WKRPNnx43ssnHcDb37xEzOTJd66axQBSSNoqM/Hc9I9lJc1cNacQt84D/pn5zGoXx/ik+L54M2XuGb2HLI3fcs1Y6KozT7LXXc8QlyMH2ZJz1D7YVKb9pNpiGD8mHDuKf6FOcoGhvUzUW/VoagComRHqFMJGNgXt6sWUdbpxsCoeJKDIvj2uzV8ej4Y99BATHaFimYbrZKB+QP0xDTm85CyitsHmiltxxl0XED5bxU2yUkPZEF0fneA1iAITjArmJCc+5FJuNpV1DaVpNQgJptqybYH8vl5KM4rxiemL/KNk9hYZmb9cTudHgG423L547dfKTx6gLcfuxdh7CPk5JUyJ1rg2nuf4MvF7zJv4UPsPCoyZPKNFFta8Gur5LGH+nJuyzoulCksMB7GLrZR19nCkP4DGTp6AolmM7v2HCf/6+8Iqslk8pip+HpoHNiylOSREymqUqmpEfCNGkhxXRM/L/+VmvJqSrd+wu4NK8jLL+DHnxZTfCaHx199gtKKHOqyLjBo8HBmjlqAb1wUu8/9TG1ZEROnjifQ15tBQ/sSEaWwYfkvjL32WlTNgiTIpKX2wW/kjRz58lP6xYTgEhxDbVUxfdLCOX5kN7HRfbj5lrvR6fXkZGWSXdlBZX0xZqGdO/51B6l9h3Ltw//meLMr3y35kp9//ZHvf1hKxahXWM5EflmzkRnD/BidFE5zQwuffP0N33/8IV6RaWQUZJJVVkN2jR6snRgSh+Hu601+YQMDS1YRWnecN7cV0OIWx64qF9xHziU0JYx1OzLplxrI9AkDuemDwyyzjObU0IfYWdDO+ZcWIbZXc9TUn2FaHW/2a6TKKiG6mtCkDrSLVZi83DANGMrphBn4iEXcett13Bwi8GjjWVx0CqlBEsv6lfF2wmmGpXhxf0kq+wo6CHKVESSdw59X/C+3stKpKpLmOGRNc+5KqHbvi6aIjo2lJREk0Y4iWgnVi/zRGcane5t5Oc7KvCcf4Yw5jkWR5fTTyUQ+8iyVAX6s+eQdjC7eBA4YS2HhBcqzjpIUF8z+onZqW1WmTJvEDU8/x8Hzp2j79nFC8rKZed1d3DIpnghEOubcz7Ydxzi1/kdG9YlDVk0Uleazc8dWNh08gOwTjlZfxhT/XHaXaBR6jcYUGEkwVYS4yfj4RnMu5zTbN24kJsrAvBuu4/mn3yUjt4wnnn2c3AsFzL92AXbVjaLqKiITwsnOyKCyrpKOznaK6g5QkLWBtX9sYP+Zw9QUyyQl34raUk3WwUO42FTshnYef/Ee1vzyAwGGelIjfXj92Zc5duwibYpI2uAxJMRFcb6omNT0NNx0VvRqCxHBCXz16xH2rviSsPhAzp06yon9P1NTlcdTzz5GXkkzfTyreXSCP1knivnmq2/IOrubZ99+i/vvvJ1jF1up8gjio/e+oPToOp5+8nHk4FF8nCNRKYHJ6MrSQgE3kwvXXDWG1uTZPPX2B0REJvPVb6X0TY9h5k3XsypTJL9Doq5WpT8a4zryqIoeQOX0RynceZCLe7djcJGQjSAq7Vjzz6IYHXpSbFMF6ad+4X2mkDRxEK/Enaf57CYeCi7ihpqfaK+voCmvnaMdZvIC+pBZZcXTYEcS7Y4YZqL9H4P3Py59V51xGmTN4f+uCip6QUBQJRTJsXG2KijoMCDYrNTKbvRPDGNCtEaLpYg8TeTLczpmGdaRV1pD0ZkafKMG8fvZFp6eV0PGrLt46ssVvOdyjJv7ebHvyBHGdY7j82ceY/zYCfy4bAU/TwynZc7DPLNoLtOHT+Caux9kTdFxlLJsOjvsFOTncv+ix/l+5SZ+37aXa7z8Wbl8KQvue5TI1lPYXEMJTAimqEWjs6WV4ooskuKSKfTxobzV0Rmbzb60tRxn1tRxpEYOZtDYoVzMymVEv5FkXcxi7IjxHLlwhpffeIK777iNqZPvYOf+nTz64EPMveZ2JAzsOnyG+ddZWbDwYWZNn0GAl0xSQh6FxQ0sO6JhMCgkDPFg665jNLZ8RGxkBDbNiJu7C4rsR1JkAGu2/8nB0kb8Wtz57ftl5BcVkhyVzsIb7sE1MJQ7H7qfWeNS0YRGdvj68tuqEwSE+aBXFR5cdhbXwSN4KrKDqW+9zeJf/qQVMwNjg4hoLMDl3GFaGozsaLFzvFrA+u5r+AQFU3XmBB9v3IFmsXDNhDQahadIT/Jj4zc3sHh7Mfln97NwvA9vlk/AUlbMOJdstoTM56cid2LNnbRmnMUUFo01NIDqA+foaCxk4IRxhDS6MbdqLwV9x1Lj2oBRUfnFZRqZ+T5M8NcobJZIog3BRe/ciV5xrE5Xdf8deLtjlDl3cxdFoXtxnCSIKILgCAOlaehEAQU7iiKg2GFBkgVDUyufV4YhVeyipTOcPZ0NCAf2EJb6IJGLRlNSCt9tWcmqjV9w48tvseLQdqYmhkJAEo+9vIT7FoxiZoSR3Dv+TaVRBxdOca6okb4xhVwFeE0dzXOfd2DasYXYYBMX8nNITonj4+EDOHviELf+61n6DB3DiGiBvNgIcn5fyqn99cyZMRvJ7kJYaCz2MR7ctXAatDVx4Xwpekkk0C+AvILTNGvNZGefYfKYYRRe7CDnfA6NJUXcufAB5JZ21u74BRc3jTffeZDyhhJKK1uITYzjXPZ5Xn7rfdzcPRkwIZ2vP/qF4DQfUlPiWHD1jZzLO4wl3B2dyR+P4HC89CJ79+6ns62VlKTB/LxhHXWbfyB27iLcdW6keoQQbXBHRGTjqhXs2r2V/n2TCQ0OQWcwYbVWkNDvYdqamkiSckhzDyZv12F8kxIZNe8aSkvrSVT30p6TzYWzZwmMSYDsbaw81MKIoaPJ2/Y5wYn9ePbW6yioa6fW6ENVVQ3LDu3Gf1w7dS5pFIRdTW6HkYw/P8Dbfoigh19FzffB9/BRyoUWxNi+6CR3nvRro2pSEnVCCuvyW2k/sJ217U0UJfZjZXM4xkYwGTXi9HaONIoE6m3IGqgIoKmOZWaaM2j5P0y9Whse293p3JT68sjn3WEqu2iEIDt2U5ccdrqaThgTBgHnd1JlcuNC2FAMAlRUVNAv7yzTIhvZG30dGe3QebGC+vMHeDa5iVyXOJacbCcoMBSX1kJ8ynfjGduXNjc/xJYOWvcsIbrvOHJarUwaFcOIkfOpsMG9Ly9nuHAE1eCKKXoYCycOoVXWiPD2YM+OPeTmFdDmnk5cUiJjgzrJaG1jxUfvMP/am7C2N3Mu6wQ+oRE01TSw41gW/iaRTz/+iJzSUtrqanH39mH7mpV4+XizfecJgmNc8QyUSE6egE6z4+4biEHW4WKEm2ct5ODpLO589gmumhrMRy8tZ9KwSSx4+B4+WvwMRrMHs8bdybJlnzB+3BRobkLwCMTFx0h7bTVhMX1Y8vWnRAYFMGzwEE5kn6MgNws/vzgCo+P4Y+k3xMXEMnXmjbiERzI6JZoNu/fw1QfvkBDliVvocH7+6hNmTh2BT3gwzzz1Gk0V5bzy+svMunY+/QeOo7CshFff/4FI+1mefvENzlerhLoIHGyLYcXh03QGmEk5vplxobC+2pU8zUjK3Os5X2IhOkDCL28bljY3GlQdZXaVwRFBZLgl0MfdxvMuR8ksKiAlPZHPcsLYWQOyyY8Wqx2jLKFKKiYNh5LnFIZ2NGSV7s3WbaKGoGisnGPuFaxXWht6lbyIIqKmIYiiM8h7j/VGzr0EHT7DzuUbzmXx/kaZolYoOX+aFB8PIsMGk10vEh4URKnNwgFLJXW2FpKOLSPMPwmvR+ay8/d1mAt2kRo2jqvT3WlucMfmnkC10ZV2nZ3A1lxOTH8YlwCZscUF7NyZRWRQJqExKUxecCMXf6xlqE8NK1Z+xbJlS/nq7YfZu/YsZR0mIofOwKM4i8wdSzkh2glJSmbA5InUN1RwNPMCc6+aTmrKIGorqzl+9iXabQp5JXXERScgRCXQUFVFi2pl8x8reeapxVjbM9lw+Cs8ZG9qmwy4eVQQ4OJBQHAEOdlZ3DBvHO4hCp+89Sl+qg99Rw+htcZGRFQ82Rn7uFiaQ1r6MNJioohNDOZEnobU2YpN782RoweYPmkKXl6+pMclMHLybG5/4GZObN7ErTe5cNstt3Im8zwN1aX4xsTTImjMGDuSbcu+4sSpXKLtHgwalIbZ1QWlRWHzrkPkVzcx+5prqa9t4ZEHHqCuvohR42ZywzWf8dWf+7E05uHt4Y9vZAu3xdrZl3GIEdMGERqTzuvecDG3gj2H/uDwBR0DH7mWc7p5yL+9yvTrruZ0uw9z1OPcmRpLucHIyz9WceB4AaOEkdj8glAV0GwqbpqILNkR7KCIIpqgoWkqmiAiaqA494XTnBt79xbA+u9S70LaGQxakEQkSXLun+ZcUSxc2sXSsa5NRtLsTmuESlW7St/hU5g4cSThLlbqajvR17dj8g1k44UOOrKqONYmsernj/A4fYjA2EQ69L68ND4KV72VPpEhjLzxLnJP7iQ69zSSi4ypIIPmVpmofmmkD+3DdXOn8spbn2OOg6rmPDJPZ9JocyE+Pp3C8+dISUjHLzwErb2KWiQGJ8cTrLWw6cMX0Bo68Y9MYuDIfmzZvIr9W1ZyJjODrxcv5tEnn+Kzzz4l6/xZisrK2XN4L4JmJSLADY8wPdmNOQxOvoeI1NF0duRw9y2LcPcKZsmq9+g/OYWMM/koefn0DxwAERpvLX6Zc9kHqW8qxy8wHE+9O0lBIYje3izfcIqD2/4k6/xFMrLPExIaSJCvQEdDEf/++gsKsrKJDPYjbmQyBfk5NLZ3MHDYaHw8JCrP7UCtr+T7775m5Iyp3HbnTUS6mvj3iy8RHZ9AYe4pFs6bzuLn78HD25tHH36Y/Qd2MmHCGPadPMmY2Qupqc5h/HULcfMOpPn0JqqtOv59wxDcQ5JZdMTI4VOlePsEkTRsKo8ON3JrcC3vD4SxV8+no6SWhsY6DnoMQ8o9xM6vvuG4Wxredz7HMSWGonILvooFE52Y9QoGDSRJ5whAIjrAqtM09IAsOBf8Cv9f2lBFdHqVCTg2MxadO6Z37VPgcJd0eAAZNAWdLCILYBU0ImlB11pCeX4esVoDib4WKktL6ahp5LoBAYwaHoHHpNuIm7WIk/s30yfElXNCOC9tLuHPjgiMXoEcb4C60XfQGd8PbfQ9+LiaOLriG3YeO8iQuCieeesDykoO0vT7Slpq6wkdcQsfvPcqv77xGLV1dejdZUySjhNbV2DI2Ya/rztz73+FGdffRlHxWUJcTWSeyeJsVhVrDu1nz4YVIOtICfXhvTef5/TJYzz+0A0EenpSVtzO3gPH+f2rf+OmeqAzGci9eJGkhEFs2PIrijmI8ePmcNPMKWQXFaNUWxk5/RoOny+msSKf+XNu5rE738VsjOZC3i6kAHc2bNxM0bljlJSfxsVHJSoslIbSHNKGz+TMxTI2/PYbn/3yBLHJ4YztMwafqGS2btvFym8+YMUfP1FQ3YyLmyczZ19LaYvML9//xI+rN7P7wBbKK7Jpx4+nn3qeFx5/iMPb9rPs+8W8/ewznMmtR3f1y0hJY0nwM5CkVmNqr2B9hR01pR+ba4wktGQwtyOXHyvd+NDmw5pzpRzbu5VTRXWU5mSQYKkhp9FOS0Iy5Z0ebD6ZwcTwBl6cmYjNrsOgWqjBSKcqo1Nl2jUzrYIeu6BhkBVn1CW1291WLwjO0Ll0H/80/U3EHMdnz8Vxl+03gIKAgKzISAanMqeKNNo1Rgfo8Wtv5ExuKb4dAv4WbzxjE4kO8GK8v5Fj57Lpe2A782bPom3COI5cLKPF5M/kuYM5eqiYXScPkjhlBu0B6XgH9aFx/SecXPcr/e98luVHmxg0xpuZ48YTGhjAwmuv57rrbmXWsFCM3jYuZGfS2tjEbXc9TGhoIsOHpxMzJAzZRcFd38rQkfPx8LHgYzChsxtoqGoj6/whrp80hmW/LKW8Jpv48ETq6jp45tn3Ka4oRu+iMm36zXz22WdMm9nKwGGJ9O07nAaLja++uJPwuBt5atFitqx7G4NZoKDKQuKQwbzz1Dfs2vANw8en8fXnG7l+1gKefGECAyYOwNpQS1xyCG7e/Wiu7iApJYHCQjcW3bmQ9laVzxa/S3ZbFQbVlT7hPpT5BaFrb6SzpYMyYwTJ6Wms+mM5EZGJhLmbKKuu5/Z77+ZsVgFZh3bz8L/uJygxhnJrAH3NjVQ3WdhTaKUw4zS3xK8ltm8EayqNfDD/X8wb7M/0GY/w9qJ/4RoVz/VJbtyceIo4/QB+PmaD0gZGTl5IsKZnz64dXD1lDIOqjvBA61rWEMfv9CFuUCRlZc3YGo0sSrLTWV3Dyjpv2r2NDBQt1LbZaVAN2NBhkBTsqsOc5Vj5oyF3R9lz7Hv9T1Pvgfa0Sxsid0nhrj0q9IAeAYMoO3aWaW1C0IGGFV/ZzuF6EwUJNzH9unnkxo3Gau1kWsVm/Ar3sP1EMX/sPEtZ5FhazW6YW8sZlGhkyqQhxBfl8lCCDc8J0zhQ0MhVgRoe9lY+/WM7Q2YtxM13AOHBUZz3D2XxyTy+e/cj7njwWUaNSMfg68tPqw9zzW0LEGQXkiPcUC21mLyDSEwegurpSVbuadzNTVzMO8e3P//IXbfezFPP3Y7a1EJGaSVffvwODdV6PvvkPVIjjbh7heLjrRIUDrPnzuKDb38mu6ie99/6jS+X/kZLXQOvvrSd1ppyTmcfpNQKrU0qt14/j+yMM7S31PLcK59y6zX3sGnL71RUlTN93NOsXLaLAcPGUd1iQ1bcOHPyFKv2b8AzJIIdWzZzw603s+fcHipzysg/c5ZztcUUFx5hQJ+RtNo1WotyiAoMAcGEaG1jzIB+zLz/RXx8/UkLD+CO179jbaXI5pNlHDhwnh935/PIyiLOd3jy2ocfMyjBh+uCmnG1tiPf/C6Znv25LkTlt0dmMT+gAVtdPmvyXNn9x28cfeNpXIu3kx5lwMMIA268n2VFAr+0RrNGSKWyRk9Hq8iy/dWs3naCIe1ncbXWMyZd4rWxHdwT0optzXs85rmHkECZxnZQRYmuLSe7l5f1CEIi/S/8eXu1Njx/oPPyCH7ipf2xRFFE0exImoSol7HXVWL28KFZr8PSbMHNpEdWrIhtTcS5W0lMDaW4pICT332E3H8qVVY3PJNSSYzyIKngMD6GOqqtPoS6BlBpb6Sg1Ux1VSH9hAqao8bxZ4GFiHEJlP+4ikihnhpLO7Lei6xzGTxw0yTcfSMpriggUtfOruYwynUxDGjez5kjaxFlH5554kWabE289tz99B/WhzPnGzDZJGZeeyPoLXz/7vsYvCKJTY2gpeIirgFBBIWnsG/vZmaOGs/OA3vQGyTuvO12SkobuO2uf5GXncX4EfE88eKrFNdYiQ/zp7A+g+cfeI1HbpvPLY+8zvSrZzJ13AT+tehBHnrscX758ScmjB1BgGcYkqGF5hY7mZlnuf+Z2/EM7Uve8f2M6TeY39evob6mlfAQd/oNTCal/0Sayyv4+rsvcPUJ4csvf2DPrhXEBhuo8pzBay+8TmhUKD4eZqYku1PsPZh6xY054Q0EuLXxzA/ZBEeGE9NyitKqBvQGD4qqyrlQWol3+nhsh/9g3gP/piIvnzBTI25+yZiD3Pmh0he5sYTGfT+TefgCn750I036EMbNfIYPN32EyZhA9KlthAyOY8+pfHbV+nDtUF9ONQr4CC08Oljgo+Un2OrdhxFBvpQpfnRaFfSiiKJeHgJV6REbUtTgu6nGXsH6j6wNOvny+WUBwbG5mjPStSyAqDomMdy89DQe/oFZ826hI9jAwTIwix0cPboFr0A3zvv50aSL4tlXX+RcLfxwooTSlR9x0HUk3vWZvHdHOhm1YA71IViQObZ7JQcObEPpO4EbZkTSVnmCE3+uJCopAmtOAylyE4qfH5MfeYC1n72OT0Qsha0Gbh4RQqhWQ3p0FCvWKMQHp5B9cjeF9WWcPJlJQlAMMycvwN39JHu3ruPA3tW0tCpkZp7lmRemET18Fpu2/kZicBSl9TqKMgrZqu2lb79k4hMT+OCTxeRmZbH441dotlp49J4HmD3tGoLDQ5l69TzuvuNG0vuM4vffNzJiyjwG9kukpTiX6Ng42ltamDg5iohECzfNuZl9O/ezeesGyiuqObQ/j2iPSsprKtlr1aOjhQ8+eQFXUzyffPIG9sYt+EeGoTe5M2HUMNpsBRw9lMU+awdaYCd+/u4oVVnomkuw93mM7994mW9evQexoo41F92INTcRUvIburjJGNsDORczhFGTJV7262DLhr18k7OX/LxSfi0Tadm9Cl/jBp6+ZQKBZe401Vfw3B0zaLluAS5yK0cOHGNoaAf2X76gJmwou2o0bogNxc/fn9jgaNLTJXRLv8DbCLntD7LJ05fEJF/OVIOH2ombTsaiqMiSgKo6AzcIIoKmoYrOWA7/i9Sr5H3lqP3y3dydG6mIzt9d232KepHW6nIKV37G3eOSGXXNApZXQ2lZJ0LGFmo9/AjoOxz3ZhsTXLNpx4eA0ED2rf+D3O1/Ej7pTuJjPclX3Nh/tJRZY1IJ9DWw6d2XGXvb3fTx7kTzCmHfjjMUtljZW6CSIJUwZmg6RjcfaKnBLOups6s0NtVi8g9ldCQcPVvA4uWbiPX34nz+QaKTRnLTlDnsPrYfQTQwauR41q3+hM+/+Z4po0ex6MGHiAxIoVqzc2jDOk5cOEFi/GASEuLYuXsF8+fdRmlhFWXl5RRXHSf/1HneemMJJy+U8OITt5NXVou7py9NTQ0M6xfB0qUradGbmTx6HJ4ybN26Gs0cyvoNX7Ft4xb6DRjHq/9+iy++XswD9z7AnFnD6ZM0hIqGemrb8/H19Eaw+qOTBRqtlZw+fprxY2cxfnAS1eUlHOkIwuo3lM9uScNoMLF4yfecWP8+V89/gL7DxhIR6U9FWRtPPXw/iiRx1fU3sr3MC8vJ1fgHe3HjtVdz5FwlpZnHUWsv8MiD97DecxSNZfWsevUuojz0pMREsn7dJsZf/xB3Tg2hKnwUryw5yVMDBXZebCFAKaUpeQYT4mQGBJp55ZyZ+i1rCPdXmDd3CksyXSjtAE/Vitpl1xUUNFWHoGqowqWNsrtG9S5p/OVE/f9d8oLq5B4O+60kKqhC186FMrKgoUNA6bRg8Akh4Y7n+OjxSfx++Bx9Fj6Ku6ZHTh2Eu6RDtkMzOlbWhpMoV5MaXEpI30EMGjECN9HIT0UwPdWMd2cnxR2dbDzXhN2eTqHNFXNzNYaaTqIGDqNw1RLcBcgqb8b/xEmS+qTh6+NFfEICit3OkeN7iQrxodzuypn8fcS522loayTKI4C+iX1YvXsXgr2e2KBEGhtOkp1fj4shkMlXXUNxaQv1tQewWgykDBzG8bP7MXuKNNc3E+gZzqa1qxk3bjbzr7mOt9/+N1U+Zeh8vPDwzmf6zUPpaPfHWtHJwUNHmDp9HrGp/bnjtnuoq67kk+WfExw/mP1bVpEcNx393Cj0Bti7eytnD+7hg7deIiAygs7GBm6++x7+/eZbeLuFUl6Vz/x5N9MqGTmw6zYa6oppoT+SZOCq0X05dDqHrVuKcBHbCNZVUz5kEauO5FJJIMFVZcwcOgaPPlNZ8sELLLr7OkaaDfxSmMJgDuFtr6BQcydu7k2M0XdwyDeCmPyDJPuYmPvlx5zas4sVe/O5+/XlHM8p49/ZGrFlFVwr5lETsRBLmMpVwSoHNu/n6x+W8PSjD+J6tpF9Ne20jZnJilITWXXga7Qh6DVEu4wm2NCLEqCgCQ4XWwUNEUc4XUGzYddkx1ay/zD1ThsEHNsa2VUk0fEQCQmdaMOOHZ0gINjtCJKEr07F5uXK4AX349luIffCefLPF5IQYCciJhGDZsUeHYy36kZ6zTHWHnLBOyKG9aUyZXWNJPaPQl9xEY+OfLb8dp6AMTOIvHocFy9WccwuEWY7zw1TohkyfAh1m/Zx96J7+WHJF/iG15NTVsDHXyxh8pR02huaCAhNJzrSi8ZONypKy0gcPYMZ0ycTE+3Bxu2u1FeUc/zkfoq2F1GYmUdMqA+DB4/hz3XbCIlJ4vjJ/eiy1zFyxFiWf7ec8TPm8ORTr3LPHTewaftqXL1Fxk4YS78xMfy8bDnnCrcSFG+ipqCZN995lZ9X/IjFpmf82BGcPn2a+++Yy6+/LeXdD7/h6jkTiI0fQXxiChUVFXz3wQsER4dRa7PiL9r49Y8/8QkNom+cDy0t1bz88suczSuj6OgehvRNQG92Ydf+w9x+y0KGDh5C7v6tLPtiHxFx0bhhpT18LJW6IL5bc4y2hmpMz3YSFOrD1GnzaFIs3DBuEB4xI6kuHUlj7XluTvLhV9VMZoGGXFZCXGk2dTqFlLEjUDqrGBNvYMH0RAKTotjhbsbtyHHcAiUuANZKkQ9rRaTQsRhHamAOJLD6Twb4eGE2unA2v537k0RKWvUcqpUwG1QEmx4RG4oAgiCianZMiogdyeGMI8jo0VD+F9ShV/BaZYl6u4BRVfCWVOcuPyoaEnpRQEVD0OuRNDuWTgWbFSLn3Iy1SSXGphEUFk9xxkH27dxNgOs+ogcMR+eupyy6P/UeAkHtLeRk1+AaFoSpHdo6mtG7uhLnbmNAxzni3OJpdHPh953FNAeHcPz4cZTmVirajBRmbOKaOSMobTAT6eHDlvIVPPb4auZdNZuIxPNYWqp4+v6b2RwbiOyu48S5/dAZQnl+GY0NNRw+kkFLfQtGPxvDxo8hu6SQiGCFaRNHcu3kgSz7/muyqypQXWRmTZvN8cxTJKcOp03OYNmKd5k5+gEGDhhLwek/KdpSDpoPr77yKRvX/UpuQS5BQSEcPXiI739Yyqw581ny/ddk5G7BPzqdtat+JzHKi7CgEGySG6bQgVjaC6httTJweDqfLv6O++9bwK5Nm/ht+c9okhU3nUBK2nDycs8x+YarGDxoBNvWr2DfoT089MzzdLa1c2zPLmx1pbgUXmBaSgim4CGMGjaFKPczTEmKwujjTUNtBXGSxts/rUWZ5E8N4ZwrqmP8YB9mF2WwMmIgx7yj2PrnPgakTGfEKBOZezcwIGUUm7YdY/vB46T07Yc1rxIXT38ivUQKGkEdOoY/m0Gb+hKundBZVou1qppho/2I8/BgS4WMuxGHkoSEKggoqg09MoqkIGiObdBUFXQSNGv/3DGnV867/GgF6aHunGmRKGoRMRr1dFoUTJqKqAOD5vB615CQdAKCqmFDpNMk0K/iIMlubqz3TsPmBl4NDTSVllJfnI9Qlc+JzGoswM0vPo3k6kFruYa/SwO29gZM53eTm5OHv78/o6+9lUNHzxHvqZLf2IpB9qO4LIsoXyvnLuZhN6cyLDmauIQEPnr/bXQdrUSmJfHa8y/w+hvvcv0td3HPg/cQHxZIWvIA/v3aW5w+e4pp4/vRqXUSnppGSugA5t94PTu2/kx5dT7908ZRmFXDN7++Q0BwFN5uvvi4uTF2ygwqqyx4upkoLzlFRlYhndZaTKqV/SfOctcj92AySAxKHElBdg6ffP0Nri5ebNi4mcwLp9h76ADVZR3kZh1Fr7SSkDIMIdif86e38cDdd2PSG1DUdrZsKSA9LYUhw0ex4vel7Fr/O8NGT6WmqQlZ6KRP6kDy8k7ipvPEMygY/9BgTu7fiz5yOFntAcwc4oXbxZ0Mn3ELOfl5FORmcmHvJmyyC+czL9B/+jX8uPokI8KNPPnx21gFeOiTHQyTS4kdM5nBqUFcWPs7b/9xhpTATqZOGIJHv3l8tPYQbq56ZjbvIWLcTazOaeah2AZcIlJ5L8NMvShgBgSdhmAVUBUbQQaZdhtUd6joJbCrKnanB6IVFUWxI6kSmqiiABISdXaN/sYGHhzu1ytY/xHntV7cydnVB7jx2Rf5oCgQfU0Vrq7uVKsmBEWj0W7Hy6xD7ypAo4Ig2zFqIgZNh8nHkz/2ZqEEwO3DXFl+oZQScwKpw5PpbCliy9vjufeJB4iI8KDmXC2auzdNOm8Kdx8hVrKTqblTWKVnYqeVvXl1NFPKiHvv50JhGT+9/TyTrr6NkWNuZuXakzQ3HGHPiVMkpSeh67Qyfsp8jLIbxVVVPPGvu9C31GHxcGPHrm0YXGWuueFmJJqoyDkBJ8+QcSCf9o4Ozp48QENDPWeOVjFx8jCun3MfZ86cYeSIodiUZo4c3ENRURGJ/VI5eeoQbqKBCB9/YvonED94NPbmVqra7OwoWI2vTxhzZl7DG2+8wU1zpzDn5nlsO3CQjJ37eOP5Z3H3D2X16j8ZE+nLxNsX4eHixbuvvcrQGTcybsJEHn5gDhNmzkWzunMu4zz1zS3c+cB9XCgoZN/ODfj4GPBMCgNTIL/8+CuzxvWlQlUJdxXIq2nG3Ws0g6ztbFj5LZPHzeD/Q9pffkdhvl/46DU+k7G4uyckISEQ3B2KtRRa2iIV6u7u7kZdKd7i7oRAEuLu7jaTmWTczovvq985PWf1rM/zN1xrr33v55aRlGkIbWNcaNThuHyZ1zfMo9+pxmesGrvJSnhnMS3RETyaFoKurpzzF08wR2EjMX4G/gGRtJjNvLRtOhfbBYi6hlD4eCNqOcffwzKWKAKYqvbhQrcNH5EAlV2HWRvAqMKPhjEPIoEbjUyE3QkiiQgXYv5vOFiETO7B4xFjt9mRCUS43W7CNRKcukHg3+H9f3//+klRN3EdRX7ZVJU048aFwtrH9olDPJYDs33dzIiUECwxYK4sxstXhF0kw4MQsQPaxLEIMuJwjdRSlFeE2SMiQCrCZhUSHBvN+8fO4e7uYTSviK6meoQ+YMj9G9lIO4FT5pKhFbN5Shy+Qd7M2LiaP2608+vLL3D00FU02Q9Q5dQy0DGEbKSNcI2I1uJirl+5SkBsJFVFZwkIC0MqcCFVCMmasxyFXxAHDh7AOWrkndcfwY2LJYs2MWniLLIyJ9DXXcfaVYtZvOgmMlKCsY7qyciZxtwFsxA5xYwYVKxZtZnECSGU5J3DZTLjLVHz2ie/UNbYxZE9Z0iITGbZ3IXcdOujgJDU1Gje/exrPO5xpDYjGxdPYcPtmxl2yfj2lzcRaY1U1Vdz/dJlFMoghixjeMx6rpVeYvK8eWxadxtT0zPQjY5z34Nb8ZZqyTt9ntbRUYInzOTymUL0TaWsWTSNrMwZDOlHcQwV0Lb7O3rydvHiY9spKq1jsL+J4eg1vJWnQO6fRlacBr1fENbYSSzc8jFHLjdzx8psFkYqefP1V3ni6Zfobu9l1j1bWXjfI4zYFNi6h5DpxkiTe6gNWso3l9pYkBlDzvr1vNkRS43Ah2iNAItShVHph9hLhUQA/hIPvkIBQqkHh5cAid1EqFOHUeIhSGJkIoNobAakcjE2gQh/HyGy5nPknz/6n8CF/y+2oap9gKqrR6iXpZAwazbRcg/RMjO1RVXMCJahSsrgy7wOeoYHCPINISo9CrtRgM1oxyHwoPGX4ZZAXV49cbFB+MX6MNLQgmh4mJvnTuLQ2eNcuVTJ9AefJSHQi6r8cuQDNay+aSUBEjd1p3aTsv4+vj1wEJNPNIJRPZVN4/iER2CqzUPiamPxzPkwNky30YxuaIzqziZ8BQKK8k7jEriZu2wlAX5R1LZ3kXdkL6+98BTBk1KpKe/mpWefZ++Rowy0tbJk7mSi4tP48IsdfPXxm+z95wghEcHs2/M7Ho8ftfX5fPrNT+j0Nj577XFCAlUY9XYWrF7J1cJSaouLWH7LrTitTmbmTKK5uw9/lQKxR4pELubzLz7ktlW3sPXhJ6mur2PnX+8iFUJcxHSq68oR4CYwQobaN5TDv+/nzgee567bNoLTzKNPvkdxxRVWLV/BrTetobqqmMSMBHoNEiz6Gvr1Qvor82kzaTD7hrE2J5q+3mFyG/oR91RgHh/i5gffxjbUS2f/OP4aITKBHrl5mC5nCD4afy6e2IveZCB9UiY5E9M5f+Y8ioRMbtm8gYYhJfbePhQJKdwSI8Xi9FBTWoy3MoSszEAqjXL2H8ojM8UfS0g4Zr0Nk8GK0O2FNMQbgUKAa3AUf40b57gFka4Zk3csvgI7fUN2NON5SNLuokUqYWzAjGnvO5itDRz4/fC/wvqfbENdYylau4gwHykTJHq6+5z8ZQlA3ClAOVCFV1c/SYFZ3DZ7Ot/svYY7dz/Jt9yGyzsM07gIlwsSBgpICBCRb1EhLmkkwGVmVBNGfqsO2eK1jF4uRVtwnKkbVjBjZgh7LvbS1NPH76d3kTkhgUSPiHVpiRyqGWTY5UNYegAlh3bxwYaFlPZqsDJCvziA9asm0zw4gPKCDL15GGf8CoZbGqkpuUFwrJUT//zNrKmT+ediAeaDZ1mwbBZHTu/lk3c+JDY2Gn+NnBvlrbzxyos4nXY+fe9d3v3kS9ISsrh6/SoTp0Rx/tR31JSYiU6ehMBpJjY+iKtnfyc4YgK3vvss/Y4U9vzwPqHBEoQOKUqNHItCy43yEs6evY63Sk1VRzth4bEInOGUFJ1hOFKIT7ACu9vD/Dn3Ybe0Itq6hgN7PiYv/zzr12wkPF7NhLQ7eGD7A+QWF3Hi6D8Mm25BLmyluGeIYX0ICq8cQhICiXD14mUd57EHtuPX4MY41I3j8vf42TrR1R6hrk3Iqic/4r5Z0ez77Vuacq9giI0iOtKb71/8FFtQAt3XLuC88xXcxgG8m+txG/1IQsfhvaX4LE1jWVocXkP1WIVmzL1dmAXpuAUWevRjyM09SDwOnGjxj1KCzcBoRSFSbTy63krGGvKQhk4k1VOPLWgqBl07gpFiouXjZMXOpUOZzk/2ZBKUIf9Zef8V3ippHEtTBIzVH2Xnq0Y2PPsy90d5qFRlUtBsIWS0j2hHEc1tTtI03nx69CrbZq0kOkzEzCAXdRdOcr6ohKx1G4hTBmAbHcdoDUHm48eAnxJbj4fkeRtx9xVRWXADZ2gcwb7+eKtU2Nxi/jlzjcSoiUSFxbIgJJM9TSYWZmiIz5jA8WNHydJ4OFfUiFMyDEtX0nGjhJVr1mJ2mglPMdLW3cJI/QVqatu5e/OdTJs1nwsXztBv1fHbT3/y/kc/sHrRVLwcdjRBPpy4dBXH16M8ct8WNl06wvaH7ic1LJih8Q4yZjzGkpmz0chLOHFyP1MzJpKVnYNHJiM8LpAvPvqEpPhs7r7zFsZdY8hdEsrrO2jpu4TNZESjlqMUeIiM8PDV7y+THryEL78+wPb7txJlVZKVM50jR34jLjycnLlrOHshl3O7jlFVWMjcdYuJC0nhx70/IvYNIG3yfDauX8mOnV+hlcawanoAx4cCmT13AaLResQuJ2IPTFOMcMNiYt0zr+McbuKl6kGiF6YR6hnlg5ef4siZ80y/9UEyp0/iwOVKDHojElMvxxoFJMz2IUCaSF1HPxFJHvTudHLEFRASyK5DB9mQk0WzKpA9rnB0I0KyVi/CahRgdblxioSkB0JrTSuu+qu4dEOUCS3EapwkhErpcQzS2d6HdmyUEE0SQwNq9h39Gwx/cvPDr3LHrbOxV+z5z/D+q+eVt9XSMCilT5uMIzUD6WgXWSoBKUoJoox5mJfczgVZMm1iLTNCZXy6410sBhFDYyZ0pUVIjUNsWrccsdBF+4UzoIrHHhuGyNxP/+XLhDWdZE56BA3+4YT4eqHqa0c5MkRqXAS33rIZ/dAIpVdz6e7sROsv5P5pGvzdMDzuhSprOhlzJ6IV9zPaX0VJ/kX07U18+d3H1Ha0EeIzzK0LMhixuDGP9hOeksLtd27j+9930T9u5akXPiK/qAw/XzUzZ2QSGhZMaKCCi9dOU1B1lTs2b6OrpYsT108jE0hICotDqvLl+tWrVFbUYBM4aK1r4OKl/Wy+YzMuk5LwsDB6e3tJiJ7BSH8P8WEqPv30R0SyIPw1Ss7l5nP+ZCVzps/jxdduxTY2wJrbVzM8PEzBtVIaG1r45+B+vvzoeUry2wj0UTEjZwous5mvvv+eSxfPUnPtKA0jQxzaf5605U9QOgLnivJYkehg8NwXXDufT2V1NYM9xfSMGjH2N9A2oqNEEMHtbzyNZKyPvz55mtMNQ2ijJ1NRP8zPf53l9gXTuVgzwqnmZmLXLCAlJZwgPylR4T5kmFuYEeEmZ8UMoiSRzMmeQUjGFKzScPzH9UyLAV2PAJvVQ5DQRbSXi4oON6bWaqI1QxjHavAbuohLkcIgKYy1lqLRqGnv6GO8q4ykGD+y02dhcmv44YNnUDV9R4SP+n+D1x6WikEqRu47heyVa4hNz6a/s426yhu4xl2EtrewcWYsqeFh1Lc2k+Sv5MkVMWQaOvjzcjGX9TJ+2X2QjrZhrjdWEFL7D5mBIkwJMYx11VBRUUZwlAqJ2MquvDpkyXEcPbqbMd0QPfoWwsN9aDTY6etrIdjawOj1EzgcbiYFOHkw1UO9M42YuRu5beE8fCRD3P/MVkLCAnnjyUc4evISO77/EbljjJdeeZVTJ89w31ObuXTiBMcOn2Cot5w9O3cSHJ1AWGwsR/efoKmmlWFDPa1tDfz484889dS93Lt1O/5B8QT6+vDP0YOMjIwyZ/Zi2hp6efP9V9F1DXD/bY/yxmef4R8VTf9AKdPS4rFa3Pz+1/d8/vU3XDl9jrQpmUSnRnDy7FWaS3vInroCsVKF0G1k9V2zSJ0Zhlrtg9pbyX3bHiM5Og5lfCqhKdPwwczGLcuYMCmVhLRw9IMnOJz7M2qBlvHGFpRyGSlBSsJDA2jp1zHq8Keu1YCv7gYBEZF8tesCFU3lHPnhNy5/+yIJ0+bzwd87mT53MZHCEbwMVVT88wkexzhrp8Ryl6+R8RNHsLWV45Wi5tfcJlw1hSTI4FhlP0KTmx6LG5txhOkj15gmbCM+2INABRrnKJ1Xj7D/o5dJ9Lawdtl9KBghJCaCsIwUrp49x5BxGJU2ELtDSG1DA2NOAUIZ3HrbUrKnz+NCbh3DlrH/DO+/Fmy7OwChB6O+j6Yzh5ifkoJY4mKksw6zUIpIombihju4eq6MFG83GamBmHUDDLpjqNb1UVVUzeops/GdGsbI+DDS/NOMKTOJSk3AbDCQV9HAdIGAGXMnUjTUjzQonAvHD9HV0EBWpJLi0nr8Ji3ltbvXU2UYI+/8DW6b4o9vVAZ/7drJL7nDfPnyEwSIB3jhrddZNm8ugzoL491NyBVSTl+9zvZ7HkMoEZKfe4Gy2nJ6m2u4/94HaO3u5vr1QtbcvpXQuGSe2bqR2OhIVt58Mynp4fz06x5mzFjLvDmTOL1vJw391YyO9vHo/Z+xYeNGHnnwNuxCDbdv3MjF0ycxq11sumkjeWfPo3e0U9cyRlxQHKf/2UdHr46bb1+OUqln708XWbByE7ffsY6wiCT++ukpbt1+M06rjGNHT3DlfDmZcQn8sOsYzW39PPzIPAzDLhavmI5QLMKm92Le0qlIAyOpzW2kueQ0E6ZNBf8o/ERqBCHhFA/JULodRHgNEhCZQFhoNNLqqzz/wlPccu9jKDT+aMMi6Ky6zIZlM2nvMVE8rqVvYBhP3TU8li5G+9p45O1fyHX7cG7fSb69ZzpSZSBf/3WaaRkRaDQClHEZ7Hr1WYLlNu5+81uudA1Rdvwnrpz9npnLt7Fh2cOcPvItV3MPYQpbQEqElubrf7Bmy3PUV1RQeKOY9JyZWPQOdPoO1P4qMtPnYDMbGemp5cN3/vpXWP/TxhzTuAunUEBgaCiha+/ibEsfztYbmHQjmAZbGR61ohzqYeuqLIyaMAZ6BtGrozlwMR9xQDyLtt+Gr3oI0bVcio9co1o1jZykEKp+/oKx2is8vHAywSESUEmR2h3k//gdmaFqqhvaqW8dw1urpqetlavl9VS3WzGO9HLm5CF+/+ULGjoHMJb8xY4PHqK9u4ql0yby0/dfkZSWzMvvfsK3v+wBp4HEtGCG9H0sWDCdDavv4J6nn+Lo+YvMXb6OqJgI2suv8+PHryCRyUlISiMxYRKDPU7W3bQROyLsIhUuj5va8gpmLdzKxZJcThz/k4zZS8ieMYXDB3bhEgwx2FSNl0iLyCeJ0qp+bLZRJG49E7KyCIkKoLGqCT9JGms33kl8gj+nTh3nvgduJWf+OopvVPH1579w/VoNIdFKbjQVsXvPPzjGh4kPTkWt8icodCIzZmzFaZcQHb+GpoIuCq/+TWCoP07vFKKyl9Ns88ETMpGICamIQ6MZbB3n8vkLGBsv0ztm4OOvf+Wuu+4iPS2YnuIzWBxSDlxrJTEhGvfoED0NVSxesQhpWA6l5lAu/P0l4ooCtN155Dd2cvLMDbbNCGLipIkITTaOf/IWQUEBrH/oJY6e/pXjOx+npfEqKdOX8cL2N7EbhmmoL0cdlkhmrJTJUaFs3vwCQS4NFdVNLFg+j2CFmOGhJvz8NfR399DRXovLpKe0rOo/K++/FmxqTIzknsATP4Pw8Cjm3XMH7cMdDB0+QELGCkxaf8KH67CK+jhzpgZNqpal6Zk0RwciHRjBOyyU8vJyjA1dhM1bSaKPiM4RC+P+wagE/uT+/R0xk2cwbrFitVtobKoiPWcif3z+KW6PjffefJnkuHBETiO2jhZqB91UiOOJTwwkI1zLvbfexlvHDvP8+++RERhEeFwKQpmAopZitm3fzKSJOew5+A/2gRFEOZn8/OM3+EWmsOv0RV579gWG+sb5cMfr7Dl4jE/qvmbd2tlMn5vBC8/uZ9xqIT4hgtYCEzqTm7TUeSyavpyrBXuprqonKm0Cu3a+R01JP3ETZjAxOpwvf/oEma8Xz9z/MmbrAD///DXDfYN0tHUSPmMpERPTuXnGPL756GNEdivvvfkR8eEh/HNulIr6c4RobFhdTqSKUO7YtIHsSRHMmj8FzZCIlMRkMiYlsGTel7RXlvHbTx+QPDGbxJmraR80YGutwyLwMDZQyRRXHxOnL6dekcBrD9zB3+XhNHvN4+aJTqzGYfZcK8F38VqUgy5WTA6krqGM/LI25ibFofQYSMyciDZ2Cpbua3gcYpbe9zKmnjIqGuroajUyZ9SMj184KrUvW++7mz6DnuKSi2yYvQ2dY5DKsuucP3IcX38f3v1oD9bxIfSucRJDkkEg4vKFM0SEa8jOjOHQ/sso1WqkgnEMw71cONlNhH8Q3hrtf4b3X5XXZRqkrq4Hi1uBedjO0evNXKmVsWb1Omqu/I3VYadVrODd7/fRUllKh9WX010uJF4mMijH3+AidPJUzH4aBgZGcPR3cePE78SGq/DXCikyOOkfsyAWiOnv05OzcBn7Du6lpeI64SFhLNz6AP0WJzKRDaV/GNvmTuDbFzez6palLJ43jcj4aN657xHW3/YUC1atxyMW8ul7b1BdXU1aWjSxkWHcuuZuRt0uft7xOwGREQz2NvHiY88QpJay/+8D6NxS0uYvJdDHi9KicnbuPcyCZbP48tOPUMkVXL5wkrKCM0ybNovgYBXlpRXETpjEbavuQiVNxuWwMTnDl+Wr78Fo6sTqGKSwo4Pjh3O59abbWHPTGsbH3SROSEKMgJLrRwiJktPROUzK5CnojRaCQ7MJjckiKDyOmIhIBlq7CQsIYN36+TT39ZGSOR1d4xDXLpZhtdTjkIp58e23kAhl/HPuOukBSsaNQ+z58mVK/v6Ob3/4m7cevYd3X3oGW/QUZi26g1RPP/1DtfxxMQ/ZlKWsSYninvnhVJTVs+fIdTYuTkTlbOb0uTwSggK5/6Y0vANj6GsuoL+9liVz5/Pmkw/g5R/JjeZG9KYq7nnsca5cLqAw9zwv3P8lWo8X1dfzKSqoROfUE5IUS2dzHQf2/kFh3nUqagoZHGolKDKU7OlZOMa8UCpEOMeHqCxsQSoMwt9Xw8DoAArJvzei/2flFYhAOf0OpF4+KALFKMZVWHp6eXdPK1PD0+g+uJM9USlk3fcGDwoH+eKdD6jtHSZ5wQJaLQXM95RTZA0kY/4SunMvM64QEDp9FZVmCU37vsRulfPiE0//X0+EaYgFs3KYMXsaXY11GPR99Lkgt13H7GExS6ZEcP3aOY589DfRC7biPTmFgb56qirbmBYdzKWyWtxyGXfcvp09v+6nqfIaU2fPR6FVcO7USbbcvIZFy25h8/b7KL16nl9rGvjrj0958bm3SErM5rff92JExMkDv7Np84v4KH2oqmhBGxDKbTPS0SpdfP7Tu1jsAxw5vpOzZ89y7dxl4jOiCY5Tc7GkiCCZN6lBMbikBlqNLdT8eIr0jOlIhR6CtXJ6a6r458hBHnjxVXQZLj764G2ee/oRyrrKcI40YQuQYHWFI5JKELiFeGuDmD1NiE9QBHu//5Epi+ai8JUzODTEzJw5nD12FmNTPvpkbyKyZvLkg5vYsPo2Pvj8N77Zv4ebb3+ED+6bTJRcjcilYMfBvSxfv4FQQyXfPvUZURNyUGDAYxmh7Po1chbPY2O2le9O5zHfPIOFU6PZrStD332Nb769zr13b+GeLVu5cqYAp2Ocls5qgkP9UA47cQvs1I/Wo5ep2Xbv06iUAfT29KOWyEhLnoJcLKG3rZe/D/+AzT5Oz8AQ27c/gXnQRP/QEB6pDxFR4VgcOrR+/vQO/veC7V+V9+Txy1Qf3U3BkW/w9VjZND2Y21ZNYuq6m1ixaQvbn3wYscMBHf2ow2LY+NGbWLvKsFTm0T4sYtrN2/jrlSfQ9Jbir5HiUCZg9U0nKj6K5U99yIq77mbMZOPr775CoQa7lwPX0BDD3S0cv1SA92A/q5YvJS0nEW+FnoiU6ZSNijh+LI+jR/dz7uQx7A4TNtc4eoOTuzY9zfyF0xgYaifQP4K7tj9K/qUCfLyVzF2yjJj0NCZnZpMwaSJldY309Qzx/jsvUVl5g77+IWbkZNHWWMwnr7/D34cP0D8ySt61Uvp67fy69zi/fH2YAL8c/P19KSo9zuOP383evQUcOVpJZdFuXKoQxDYJoSIpYT52YiZn0dOvZ/acHK7eOI1HJeLuex7g4IFdhIaGkpoQRFvDBVSaCARCKRpvCQnR0zEZnPQN99Hc0k9mfCaDXRex+6oY6u1EYbChH9QxNtqDWq1m0cIVSH1DqKkqZ/LkqfhovJm8YDpPf/gryyZ6c2zPBfbo1SiyMlm/ZBXJPgJ++OkoDYNuLA4FbbUVyAQ25DIJqek5NNW1khgfTIfDQ+6lQjQSDRMj4tmwaDl5Nwq4mHuVOUsnExqZxq8/7sRbJeT01UvctH4mPmEJrJx/J8n+kaTFRxITFYFhfJSMyTkINVrOnN/HUE8dIcGROMxWimvPEJMahb7HRHyqN3OWZuKwgFsWjVL+P6572nL7Qlr6x/Bqb8STexBbiD9mtRLZiJhzjQ7GHA56Rnr59Z5NfB4eyKIVizDbRunqrWFm0GSe27Ydnzlr0PsFYG1r5vDeX1idWkviqnsoPHUEtUTAL7kHyJ43kyO7/6a2sImE5In0GjxEhSlxVubx8j3PUuIQoW/rZ7yvGT+5hkn3bOTc/sPEeAT0DTay9rbb+OD5xfS1VdLS2EdTbSPrVi3C0NfC/BUr6Rkc5s8/9pCcXcvrb76KcczOu68+x+qblpKWFMNtd23krTeepbLsBhaHhvGxAfLPXiQ8RIh+yETujeP0dI+SnT6NF557j7SUSJYsvAmT04eKsrNI7IPMX7KBqdPW0mt08+fet4j28eXxu58jQKFCEh5LS3sJP/+8mzFPCw7DAHVl1xEpRDzz9AW85XImTYtl7c3rOHesmYERHSkp4WSlRdJoDMQuSiUtYYC7bn6A3afzKCs/R2JsDGk5MxgcqGLEOc6+vTspPH2Sx19+klG7kusHvufnK8dpHxVzt1CDxjaKqKOKSYmb0co9BPk4aam+glTmYWZ6OiabkEt//krWlCzk406uleViN/UTGeZP2qSpSOQqPnzwEdbedgsul4GvP9/Bl59+R0hECHnX8knNXsCcKbO5cj6XwsZiEtyTiQxL5uzVI5S2NbAwexZpkzLZtOE3SsrO4a8KIjt1Bpcs1xkZHMHfL4yiy9cJjw5CJISiJuP/Bq+XREt8mIhwfx8O7D/K0eZoOtvqSVfLmbdiKl8faGRcN8LauTn4JUUgDElj3U1bCfeXkqawo5i7kHP9YNG7iJuYzvboJ7m+6zjdhc34qSQUVNchsCu4Ky6apqyZhPioiUqKw9zkYuW8WTB3Ca+/uJ0L+Z28tmM/OQsyyNcpaTify1cPb8LhsrPj9DU+/fIXPCP1rL/zdv44fJVxo4nO+lpKwpMIVMnZuGozJwqrObT7c5568EkUXmp+/13JtSuXuH72OEFhkcjFUspLCgkP8EYoBKVGhkwbwkRxENlTfMmZMo1rV5rp6LxIfMxtyLwEfPftO1w4mohHIUQs82VmzmTqB0fJv5LMUGs5u4+e5MFHH6K7tZT26lbyr5cSGawiJTGdr37Zx+z5i1C63fQNDWMY8KWnzUBZ8VUEAg+zs7OJy9Kisym595YP2LfvXYTeHtZu2si06fGUXC3lx78+5777HiAxOQaLXUxeZQ3S7/chtxoJFCp45K+d1DW2UJd3ieSJKVTL5Pyw80/mT5/I0SP7mTY9h7KqAVasiuLOeQvYsuVWzhTmce+mO0gNVXLhQitDQ0OkzlvFvr//5M03HycsPJEvPniHuLhQzGP9CCXRPP/0c4yOmPn7t59Q+fvTNDpIokBAaFgQWdnzKcq9wHBgMPdufZmr1y9w5uIxFs7cSGrqHHpHjUzITqGtoZ1bbl2FyBPAnn3fEB0V9J/h/fecN68XL+kYg12lDLbqOHjyCgsWJZCdPYUoiRtX2AS6TGHMCXGjU2hotoCrx0hS4CD5J/ahTLmV9DAZZkUQ3TYxU0T9OBFikSoRhKnp1wvp7RzBMTxAZGo4IQEqWn57Dq/o2dgtdhpaO+kPSOPCD2/SWtrAz1evMTErmR8//pUX7ljC35fysY51sPGmRVyqqqa5X0zphYu0luYRGRPKnY89hqO7nebWFkKy5tJamUdvWx/hyYnIrEaKC/I5famQebNm0tHZyKKpWZhdIqpau3ngoQepriilo7uJOVNmMCVrHkfzvuKfg3lMTFmJTNpHQXEu+gEBY2MutmzbzLOPvsRvO56laXSEqvwh/KKlRIUFsmXTVpobqolKSqR50EJPbQPLEv2xSJXs2H8Eu9FGQ2MVCoWSMbMDq8XIrTcvJiIhmvExAZmZmTQ0NqNSeRPpH0D2zOnUlrfy9DP3odQEkBYfwZwFi3nrg/cQeIQsXLiICckxxMZnEjtlJnJ7K+mpM/Eg5MShX5g/bxnf/XWSmBAt4045n336Jvfffz/TJsZSUlTPHVs289svv+AfqmHj+jvZ8ckOHAITjz31KmcO7SIg2JtreYWcOnuEKbOWopHLmDt3EgEhyURGRnLw7/10dfYgVsjobunEbtWRNXMRfoF+vPXaU4iVYt55YwdeYilffv8yJrOFxpoy7rnnKcLDMqhvLKWiVceh337/V1j/33Pef4V3X14D/ji4VFxDdlYoIocdm1yEfKSTILE3kZGJGHw0XCv4Frc4G01kDiKbE4WXFENfMzVVpUS6xAQv20BWpj/u8htExapBk8KZ6gEEfgFEBIsxWEHldhOmEHL48HeUlI+RkJ5B7oHveGDrw/gmxPP+uy9Qf+kqe65eZ9gnBmltJQa7ncY2HQvTLIwHT+T+7e8R0HmASSu20tVRj2N8GN/QdLpb62hoaycxIZVtd63nl50HmDd3MQEBSp5/+m18tWI6ewcRStxsuuV2YiK0OIViiovKsCuGWbxoG53VrdiV7TQ2NlFxfZQ3332FCxfOMTbUj1TrITY4mbCAFPYe+ZP1q1ahCQ7iwsm/aG/o5L2vdpCTM4/SuhpaWwaZlR6MarCOPSevktvSw1MPPsrzr79NVWUzm9YuYGBYR0PHEOvmz6Ctu4UrxTd4dNO99I0OMWqDmPAwCgvL6eisYsNt60lLTae+ponz54/SPzBC34iDyEAFWpUfVS0dbLtvLbes2UpwcDyTsuM4cnwfBrua8b4ectZu58d9hyj89VnOnziLf2AEZpeTts4u9ENtWDxC5C4Jzz59P3OWruChu+6lubWJxMnzKL12ib/2/cyMuRNYt3gNe/ecI2lKChEBcXz84St0DDSCW0R4eDyrb1pHaHAMBv0QRy4f4a/vD/LTN1/w4rvPsGTZbLTSEGrbynju5R2smLuQNbes4eg/R/4TvP9asPnZqokLGGJuph9D3c2oVaM47Rp6DHk09xzEI9eSGB7Kknn3EhZtJ03VRmKklutXr6PURhOZMYfGgXpq97zLlZ9+ReKv5vKFi5w/fYhZMd4YB42cO19B04lziEd6sdTspaDCSHtjN9tvXcq7ew9zuLKZ6rzrvPD4Y3i0Gl6/9w72PXYHzz27jfh4GR5DI7OmraX76FH2ffYimx57n8hoP6pruukakbJn9y7a2jpZsnwVfSNDKAK0BCiFqBlCKHESGRfA0uXLeODhR5gyKQe1RkKwdxAnjxyjtK2Y0QEzyQnJJGbEUHKliGjfGBKSQvjgrU/w9Y7AaZdSUzmKd0AIYuEQ999zN2KZL8EBctwKMV06Mb/9/AsyqReBskD2/vwZVZ16vr1SxKmqG5jMA/z24/c88vB9LF82l7buRrIyE+ju6uC3QwcJCQtnYnoOfUYd9957Lwf+/h2hVMyoZByBRM5gv46t9z3Jtnsfpq5zjA1Pfc3BohJe/Pp3JkxMRyOF3346zNvvvsl77zzKgjmzudEiITkxktUrF/Hpa4+wdXoo7332O+998imHzhyhfmCEtJR0XDYvzKNOzA4BjzzzDIPNDbzzwSscPn+cs2f2sPbW20iIT+W7H/9h6frtyOVSRnrNGCzjPPbQA3z87u9kTJhBbGwo3377JT/v/YWL5YcR2Mz8/t0XaLxHSZ04gdCwSXzzxW+8/vQOtCIZAtz4aP7HzegymYnihgZ6utrxiEE3OsS4OoNuQwSywASuVNdz7dg5fAQhhI37MdI1SKqvnDs3rWGkpwqtw8n6177BoPWmKP8kjQ4xVnEiQpMOqdvG1DAX0b4yxEEKPvziWw5d6ScuPoYJWUkcOHMDo9XOUxvnUGrz552fjhE9bQUD8gQiUjOIjkvj5ff+4pM3nyNjUjYL79xMkNzC6kULuH/b08TERFBckI/baic0LIy33/6Cjz78kgcefgOtt5ymEQNvvP8p/QMdLFqynK+++JKIkFDOnjvNtboGsjOnkpI+AbFWxJcfvkrupQssXn0rfYM2pEIJfX0DXL1yAafYjG6wg717D3OpwYjJrOPo+VNs3/oCVYW9jI2N4uOTgMvpRCF1MnneNMrLy+mqamVG5hTe/eJLjl66TnVlB0tWLMHqEFJUVEVstD85U7KpqalhyuQ03v30CzqH+hEJRax54h0GPFo2bFjEzTdv4vWv9+IT4M+iW7ZSc+MUsWo7wrCZTNj0Iq++/jKPPvQw33/9OVvvf5ZRWwBX/v6c4upWBNpQNq+excG9P6JSiciZt5jyskqwGxkeHmPu4oVIRHJGDMVMmhTLqNVD5vQVZKVPZ6Snn4N/7eLYiaPkpM/io8+/w4EDichMXFgYNyoaGR3WkZ01B7sUnn72Eyy6MarLWth6xzNEpaRx/lwR2Wk5PHLvo5w4eZ6S+hv0DtWw78D3DI0M/Wd4/9U2/PHTu+j6c4mY9Qoumx3L8HV0PguR9BcTFZ+D2tCIyWbFYPEwQRuIzjsEt64Djc2MPHUmvS4JvtExeJzjNF7ej3fEYvy8TQR5BugxiAg06UheuJpmoLqtj8bzeRRcOsKr779LV+k1EuMC6bJoqNcreXBZKi0jw9yxegPeXlK6mi4wavFj0aJFrLt1M8ca+omTDxAQkoRwfICiGyWUW2IxtJewfaWcu7Y8wuVzdTyw/UFECgXJqSnERMgoLO/g7m234aXy4cKVo5hGRGAZZWZGOn2jfTQOt1FXZWPyXAWbbn2WwqJqvv3wSxaunM7yW2dQmVfBjWtXWbP5XW7kXkMl0uFR+RCiCaSxoYNruWeYszgbkUTMc099THyiikeeuJPZ025h86YH6R5pZN+xXeT9nYfZbMYhVmC3WGnv6CApLp45sycQGO+Ff0AKCeGB9HRBS4cRi7CX2PTVpEdIqRqXEGi3ERodztW88xzd/TfrN9zCotV3EB+ioK+8kLrSQvZcLyVQE0htTSnF+Vd56PFHyUpOYueRY9yzdgWDHb2U9LQxaWImfpHB3LxsCVeuNNHRXkZNQz2pSZMIlUsZGe/ntnueoa2tmPqaXnbv38cP339PbUM9n7z3KklRUYgVShasXEtkcCQffvoGybGxpGfPRSKSEhYSQFRMHDcKq2hrPkNAfBK5Zy9x8uIxvLzkyBRuZs+YzSvP/PCvsP6nZvRBSQ4ByYOM6ysJVngjlyvQDV8gKExIzbU/8ZJNYs3mlbTVHmdUHEp6ggqLLYxfDpdy9q7N/PjrD6T7wNCohxankrHaM/jNWcWwXUx8hIniqkHKTp3ESxPKmpmZDC2ciqHmCDu++ZoFy9dSW1JA3NRVXLm4lwPVo0RMvom0eWuIkgwim5eGdsrd6LrauF54gykz53DXTXfy07E2Tly+RLLTQnT6ZDbdM5UDf/5O7kOvo1IEI/OSMKjXs3TBCl597lH2/rOP6sZyOgf6mb5sIZtn38aGW26mxWZj0aRpTJEvYGC1lAtHv+H8yf0Mdlvx8Vdw3yOvc3T/LvqGHbz8yc8UFdZjGW0ldcoMwhKSSY4IYULmKEXXztBQXc7y1ZtJiUvg8x/eINAvgeeeeYOexkZUSi0bF92Kt13G4ICOhInzaK4r4+uvvsflGWf+2vnk5RbTWnyJPKeMRQvmopT2EISD1dmxPPvWk2x5+2P6C1uxDDYwc8OtxM+5nVsThbQWX6e01orZMMSsNSuxKoLZ8cN7zJ8xjbi4OHobK/nth534hkiQ+9xN5fVK8m9coamuEu8gH8IC/PCWKijq7OHVl95CqdLy6PatJGfE09HaiEjtx7JVqeiHu/juy49Zs3Ebu/ef5pY18xkc66ewtp2ocAV97U0cOXmOBx+X8dLjz2M0jtPWVkliXAhnClrZdXIHhbkdKFQBxMcHMD1nGh7D+P+mvO//thPNyA10djtB3h5adXYCQrLx8xMRIA6h4OIl5iyYR3h4OBWd49y8cDJ6m5nzu/+iZUCHSqNCoI4jIy2D8b5aCq6fYf7N29GkZqPLO4MwOppz5Q246qqZFWVBEJzJL3v24ic14x08mfrach5dvxRVYhyff7+PCROns3J2KrNzZmERevj097/ouHSY2bc9yOLlixjSw7lvXyW3X01soJzyoz+y/tEHOX/gCL5+amSTVjGQf5wVS3PwoGLpolUMjIzy2UfvMzkpEpsHtCGBSDV+TE+ajTTIm6GKM7jlSh5++wdM3dW0tnQxZcZskpJjsJiqsYlVhGonYHXZ6B6oob+1mrsfeIobl6pRB8GFU/no+gzc//Dd2CxGsmbOJMQ3HJfFip/Sw/nCS4QGhIDbzuVr5bzx0Wcc/fskJ86fZ91Ns8g7fRSBVINV4iQ1PZs3nnmHt999hYbK0zx86zbSpi/ngxMlBEgVrJwRTbVHTfvVi4SJrITGxGPoqmflXY8y0N/OicOXybhvK5UFVQyc+ZPh4XYMZjfjRh2+QdEsuekmrp47iW9wMKkhsVwuuEFqUjT9I32s33w/ArODspYa+jt6uHb+FKs33snKpTMICExl76/fcvrUfv74O5fc3Mt88+m7CD0ehu0mWnq7aK/qQ6kRcfsdW3nlqZfwDdayYvlN+AfpsBtdXK0e5NDRU2T5h3DTzUup6upgbMj6n5T3Xz2vwt6EXRCDU6/CaRYR5yUgVmDA2FWDb8Yc5m5YxIldu9i3ax8ypYq8ui4kbgkGfS8L5mVh8MChPz+gvuEURu9gBvVDjHVfo/3ELv45eZryS/+g7iilrDKfo7VWhpxS4tNXMHXlI/j7islZtITrPYMM9Fp449vfSJsyCZRaWjsaKekYRyj3wSULJyQoDotlnDeffwRFZAx33XM7OqeA+atXYOwbQS63M23qRLYsTkMsFjN9UjbldTUkpMZhsYyxe/df7Nh7gAO/f4PKPUZd/lnMxnZkUiE//LiD48dOER4WTEtzJzNnTichNQWxUkp8fCKpMb50dbSQMyeK2HgPS265l4O7j9DeVEFvQx0yrYJArRcddXUUVBZjGNWjUgk4sG8nlyoaKaq9zqvvvEN7l517tz/Na8+/xB+//c6u777CMDLO7MVrefO1N5k9Yx43r15Ff00RZqEv6glrGNTG0zE4yvwAOWJ9Nbv++IXCM+X4CGUEZc6GqEnolUH8+cP3qFSB9DjtVB04QFGNG1VAGGariKqadnx9fdi0cRMamZrhoTGC/P04dOIALtswoyYbHd0DfPL2a1zOv4R9YJApGWkIlRryb1xj7z+XuWPrvRRU1+PlH8grz22nub6BO++4h8GRPm4UFLJl/X2sWL6YJx+9G7lQwJKbVvDA9ifIy7vOvEVbyEpbydiwgcbGevD1ISI2EaHsf7yA+eFrWxkXhuAwjRGk8TAhK4WhIQeGvipUIalMn72S8rLTVFUXMDLmh19AOFlpaXjFx6HvKCBdG0VoWDT5lVcInzCT7374gYZzl1h3+83U9/Sw+fa7OLvvTzodEuauWoa/zsDCpUv44fBRwuInMH/mdNo9bhxGB87xMY6eOE90TBwKLwnu7iYMskjCMrNpyL+Are4Gq5ZORD1rNZ2DVrRNpZjlVoYbavjsz7MEhobz09tvsPvEUUouHGbyomXU1jSyYM4E/FVh3PHQPViNRtbMmMLUybNZcv9jRKu1vPryE1y6kktPzwg6yxjJCZHExmSxcOUS8i4d48GHPyC36gAdDb8iE00jLj6H44f+YfXieXQ26zhy4gTxkUFkpach8fFm9YoVnL9wkoPH/iIxaTqrNtzPvt//IDjYm6cefYY3336OwQEdQVoxM+ct4t6HXgDAg5PfDx2lvPAam29ZydHKQW5asZK/P3+dkFBfVJGTmZ0ZizYyGttIHQMtRtpHDcyet5zPv/oDL30587c8zL79x6k/8R2Lbr6Luh43qX4mRG4BQ3YBAX5eXD53Ca2/L1vu3U5isJqK2lbkag0h3oH0jgwiEYkIiU7m6KE9BHuLmJA+i96+IbJnTELh5ctjD9xB72AHCxauIz4+nlCNN10d7cSkT2H6rKkYRnQsWD4TuVjNsuW38NjDj7Ln1x3s+3sf40YdIWmTMA330dFSTXvHv/c3/Kec98cdL+MYGUfnGMBk8Scl3Ytxswj9eD3mLjdqdQo2nxb8RL4MGjxYDTYiwpJR4UGemI2XuZ+cxGRCsqbSmH+BD376BZmXiIycxWRnJHHyaC5Ol4mkmTP46K1nmZuVyarlK0mZNQenJpihLlD5wfj4OM6GEhICQxgOTOTvPcdwj9XQ097HHdsf52B+MckBWlbdupiGQXAPVJOmELG/uI/0QBNxMRm88OZrHN65h4z5C9F3V5KVPY+ouHguXT6Cy2gnLTqU/JpStmx5kM13bWW4q5/uphv4xE/h2WeepKy0kqnzZxITEYS/TzA2oxm1WkKXvguVqp9RYwD2MV9CQ7vxTvZnkuZmalryqa6p5LHHPqC+Mpdjxw6g8lYTEOGPUBFEWngUY0NWLlY1YGzP55mX3uWnX//m/OlDvPzm8wSGROOrdYJbQXdnJ1Hhcew+8ScpEwOJlMcg8vHmyLFips+9iWC5lBA/OQuWr+bjN58lNDSU7MyphAcr8YRkUFt2kTD/cCr7nJi6yzlz9hJ9HQ2sWX8r/cM6mkpOYnFrUWp86e1qZdmKWxFIxYgsQyxcsBa5SomvnwiXUM61swVMnJJO7rU8PJZxQgP9WLZ+A3hk9IwM4hwa4MDRk3jkCh6+fzvGPj2/7v0Np1CAxThMQnwcd297FIvFRmdXC92dXZw7f4kDe3fSpe8nyFdLeHQs+ZdK/xO8/6rRQ2M+2OXDBEfZiQ6DAD8/9KPj2PUugmOC6TG2M9QCOoObCJ8gMicl4XCNIgqUcPHsDxSVVdJnN1FUeIr4mEn89uNOXvnoY3rb2/n84/fx9TcRFaEhVO3HfY9/zLaXP0WaPJ9+ZzB9/W6EUhdul51R0yj1zTUESCFUDW0DHXhkkbz8wTscO7qby3/+zp3TE+iq6uTG2bN01TVgkcnIjJBx7vRlYqLCeerpx3jmpRfY/c1H3HvvU7S3FHP5+O+0NXQilAtpbOshIzqF+uYWlq5azadffcaseYvobGuhuKgCiVjApNhwZmVkYR7VkXfjMg6xL82NJYRFz+bTt/5k1aosSiuqOfTTUf449hshsam88PJHzJ45k9lzF+B2KWjvs9NU10G8TwCTM2dSUXuD4/v2oAmJor2rj4b6WqJiowhWBZKSEczgkIVBWyuBmXM4ceEfNq5ayc3zH6G9rYv65kGeePolnl0/j+ysGQSmLaCjvYHMrGksn7oQu8PDOb0/F0pqUfmI0Hd3sjBajkfhg7e3hse3bEGIFK1SgXfyTVSVFHP1+gXGTS52/vQBp47uJzw2k0uXLrJ39y8oVBFcuXSDqGgV0YnpXLl8FaFGyZJVW/jpmx201jUQIFGz+/Apxiw6BBY982dnU1Fbzr1b7mSwt5PZs5diNdq5kn+Bn//8k+LiyyxcNJczZy8zahklJSYGi9nJcG///w+j8P98/5o2WMeGCIlMxGCsJzpUQEDgPHy8jzIwHIpj3MHs2bFEhc1mdKyLxuIi5izcQtId09m1fwf1N8qInB9PX/NlxhVeiLWB+FjsVJf9Q3qEHZEriNvveJ6qymJ62mvZettdDJoctLQ2oFb54acSYvR4yD/xF1q/QASBWgpGyomPiWf+inSsV/YSIF2Gl8TOfU88SH7nEFKRkERRF51GOW0DFjr6jQjcUNbQSnp8BhlvTUEuAP/8KkwuD2aDgRcefYCTl85S3dxJRnoqNo8bu9ONXSqnpH2Yn77/FY1SjJ+fH+cu5NLS1IzJYkboEtBQU01q7FS6W0b45ou3WHzTYrJmLEZmUnO9+DL3bX6Y8qICvvn1S04fO8WE9Cw++Owb3vvgeXKvXsLjEPL4ix9QVduBRijEaRgl1EdIUvZEvvv9Te6y3M8dW16gbWCAiCAPgsUzyMsvReZI4957n+LsyTP4OUR0jrXSr9HhMNipGzUyefl95F48wYBDRqS3hLMn/uH2Tz8lKzGMDVs20d3ZxWOPP0dtRRWDnYWsnD2Tqb5TOXcunwBGuPverThM3VSUN+J0uAmJ1jDeOobFbMZhsXLiTBFOpxilTIqfjw+XT/9Nx8AIsampHNm/m8L8C0QFRxCd5o3GP4CSqiIqqq+xaf0GZsxehHHWDA7v/pVdf+3nkw8/wmKC+JhoKsqLCdBaiIn3IzAq9H+D1082jMgqJzxKylCPE/PIDcwjHXj7iogITCYmYAJmnZHk5KnMX7AVmVgEAgGRoVNYvWQl69YmU1vZgFJlpa/0V8a0sWg0chJ8I/EOD+OLn97HT6shMzmF9vpCmlraMbR1EykYJGj6PBoHjChkLtRSJxGJsxnVDTJgEpKRMoUq4zh/7c9l1S13YBJ60TRkJjIkCbHbjbjPRKBSyKC1n9TMZFSY8FKYcXl07P39EL/9uY/64h5+/uNP7r5zDuVV5cQsj2HC5GzOnj7Hls2r6dSbOHRoF0lp6ZSUFBIS4Y/YKaS9f4SBwXF0w4NUVLewePZMbNZ+YrNFHDhaR2LqYh6+4xnuuucWBga6+GrHp8QmxvHEY08QE5sIoyO8/PyH7N79B1ajDqt+GIQmvLw1DAwZmT0nhzXrb2PqrAW89tprXKsuYuXC9UzeuJLs9Fv55pOdZGanExzxLH2GPThVAjRBWdhqX8TQ3UTGtGOcufwjen09s2Y8j0fhxy1bHmX9/EmMjtnZc/wMo8JQbr7jblrra3jvzVeR+gcRHewi79QxHn7kXmQiC8NOKYO6HnpHaolLjiMoMJxjp3eSGJvMlSI9FhysWncLVQUX6R7uYELyRF568Q3iIwIRCASEJ/iy7bHXyFq4hsOH/+GtDz/ltx9jaPj5c8atNvCoWbpkFRKZko8/+4CDxw4QEuZDr9HMPeuXIBX9j+db7aJxRjwesA6g9fVDIBzC1G/EyxqIzS3jQu5FlD5dmCyZePtGIlSDW6jGqK8iKcHBqK2faQtvp73xNMqYxXhcfohMrfRJIrlRV09KeCBJccE4RRqiQycT6BuFYIoTr5FBdMYxGlrKiQsOw1sbhWXcir9IQXPBZXKyJxMdN5Wn37uPbyZ9jK69EK3dxZBAjt6oYFamlozYaP7542MuVw4yMXsOTo+JvPOncDscxKZOZNsT73P3mhl88u037L0xyposKZNmLuLQoXOUXCqgQW9g5exbuO/RDZTWF3DtahUZSWGkJSaxYVUqRWWVnDh7mfNX89m+eSVilZ3cK5dorBrEYtPxyeuvYWrq44VnXkXpLUGo9MYwYmbM0o9G401TazUToxMwjvdwz6MPYTXYuHb+DGqtkorqHqJTYvHVaPASqVm6fBbHLzYw2lvHttsXoze28d7nr3D3pnuQiZ20FNSSlvgcTfLDNF85iE43Qtq0GDpad+GluYflsR684lYhwE10sIa9JQZahUbe++hDbKYhLpy7Tnv3VV5/4k3e/eBVFi1aQndLG3c+uJiCq5dorevANG4gv6qM9IRUnn7saXxDwjj1969own359PUPGOoeIXPyBF549Ukiw1PYf+ASa29upv78WYK95Gzdvp1tDzyKzeBEIIB7HtvM+lvvZGr2ZPx8JFy58TddHSZUAhHFRaWI//84gfnv8LrMBPtI8JhCsEhM+MTsItsniyP7zDQPFDJnspac+Qspuj7ASE8nmvQMzFYBImExeuso7sZw3OZTjMsykbniaay6TEFxMZr0qcRESZiXEE1YRDR/HS1CLbKRPnEBxddOEB+fiWesj2SZkfMDcURKg1iZ5Y3FakKlEXH62E4kVjt//voc+4/8Qem5Ml54cBtSTyU2jZb2Xi927f8VmU1DXKiLIwePodi0mq4eN3a/eBLCxpkebOLHX3+h2R5PRvYCAn0bmDs5iwMHj/Loo9uRt7Rz4fpJCqtPEqJVsuHmpfxz7AyNLd20djfz5suP43KO09xn44W3P6SsoIyAkLnohko48OfXhMojufveR0Dgpqenj3dffJZxm4E1q27m+uXvqK0sJf6xGKZkTcdw+TqPv/gMDs8wGYlTGBoeoOLvo2y7byN117tZvmATEyeFoPXR4JCOsWntI7Tr2omMi6exopSu/kq8IyU0t+ykpLSfaZPvZkyvx2odJjtGSklFK3NmK2kesvHQOzt5+8EVqKdvpKgwF+voOMcunuXx5x/nx33nOXfkL+68KZtLpbFIx0PJnBmH02bkyMEKNmzaztzMaTz33NMMjPazfv0K7lx/B+3N3ezas5v65nruvmsTl6/dYNQwTvKkFL559Vkk8iDa2+p5aPvduFxq8q6cpbwgD8vIMBW5V3numRdZvepWdv/5G45xAX29OkKCvP83eMfG5YgcoygC3QyP2sk/G0WQtxcJ6d5ohWriExK5fqkQsSIQif//3Ywtyf2G3hYzIT6ZGIX+tA81M2r+gRrR7Zj7x9CPVTPL14OfZjYNtWX0Dw3i7Tbw465cYgu7cbusFNa3EOEbSphayLjJSZiPCo9QgMLLC7XLRmtdKVHBoQzpTPR39CHXisira2ZiWgSjQ82IlOH0d7VQnH+aFx68l0PHL1NXXsCdty3j111fMXf+PC5cPUeTXo7A2UOOuoZTJy/z/qsv8cLbnzJrxQqsdgtOuwP9SD91lfUsWb+ceQsyKMpvJ3PSHETycL79aQ+HTp3j7IlD5KSloY2YyJncZr5++xSnLx/gwrXzLJwxG7PVxKJFswgJimHL7ffRN9aDYdRBXsF1DvzwKYdO5dE3OEREWDgSjZQZ8xIRmScSHpfKh3Vv09FSS1KGLwnxoVTdaMBgHGLFlK3sP7qHzLQJuCUSxsatLJv2PPE+/XQOSOivziM2wYsj/zwG+OAlvZU+cxnBkeH88OPPGFxOXLgJ1noxbe5srp2q5+Ch/TS3t9E5aCIh3o8FSyYQFpbANz99w4Ytd7Ns6U1o/RSkZmRhr6giKDgHsVuFl8hCb3slX370Aa+88jFbetr55bdvKCwpJX7KbGpLylmQk83G9XcSFTeRS7mFVJafY+X89SROTGPQNMCbz3/JPzv30W0cJCAwhMDg/xFe3+gu5KqVWHq7cMsrkIvDqWtQkJAgReSj5K+jV/F2G+kfLyU/v5CJExfDeC1SZTdDCl+U4iwsFl+MAwYyZiWjC47DN/g0cekOBjsbQBFGY28ngXFJZHknYxjVERkeg8Fi4kzxAIHeItrHinBbuygq0aBSuwhTKwlOmEGQ1osbuQVInU5ee+V1LhcVcqluiPyCa8xNDOKexVPoqs/lZH49vUYrmen+1DeWMDsnk1tX34pSLeaxp57EPNhL2pQVxKfZePvzz6htbsTpdhMTHsKE2ATe/XoH40Ib1/JzCYmI5o23HuCJx19FgJym2hoyM4MY6IURkxff7/oIrUpCwHof9MdHefq+e1hz0yoS02cTEBaK1WohJCGLR9Y/ztc73sdsAIW/F829PeAW8MlHnzJ3/iwOHv4FhdBGz9AZpNp+7n9oPTOXzibMPxGVVU1FRRNq7xuUFu5joDmNeUsfIDLSgUo0gTGvPmqHykjJ0qK2RLKr+G+eeWsxX736MstWR/DY1jmcOe7Dn39+yLy5C0hKSGRCYip//L0bqdcY3kFhdJkE3DZlDhcu3KD8xrdEJSdgt/STFBnP+UsHiQpS4ZiQRm9nG888vY2VqzbisgpxWA1kT5nEpCmTGBrS09/XS+6hvZgFUtra2hAKAimt+QCrYxhvuQ8nj19GJHZx4uwxqkpa6NebCYsOxTgwTF2N7n+Dt7fRlz5pFZOSxXi5kggIMGEX9aO3manJ7cNHbCA4LZymMjPBAZFU1RwkOjCEKP9Q+nROHL6jiLRKUifMYWpEAQWdZSjVUbRVWfBV1jIqOYpLnEJrmxS1r5akHG8YqGZRRiDtXaCwi3hp2wLq69pIDlVRp7dzsiKPHKWWnDlLsBUMECaKQS4LoaetB629m20rlnL4yK80NdTyxYdfYVIEEOGr4dvP3+SjHUcpLThMSFgsHoTERMagSJjMcy+9yO3tPcxfMBeV2ovMjFQiYzM5e/QgnU2dIIAAXwtil4DC67nsi9hBUdEIkf4K7rn/IfbVfs8/R3eDSUq/1UmvboiUpOz/G9/21jBiaCYuYTatTXX89NOLJMTl8NVX3/Dpxy8jUsiQC+RMmZ6Mb0w/VreRMM0EAsLGOHLmKwKDoiiubodiNyG+1XhHxdBT2EDejR0o5RY6+kboab5GT4+LyIg4JFINQTEGzEYFJ4+eJmduJsK+NOYt0uIflIRcKSIstJ8orZrjR46S+sorBAf6kpwQTWlxIbOnZFBTV8qtG5ah121m7h8zeOzxNYQnxtDUVcRn73+EQiqioXuYpWuXc8vajVy6eJX9p87w/DMbqa+6jMcZygcfvU9bcwsyuYAg/yDsHjnbHtxOzwuv8cWOvag0YLJDRnoMvV3D9DZfwNdbi00nxO0SkjAx/n+DV+WyMGDuxuwOYNK0cRrqVZTUhhPsK0fipae7V49sIJrFczLoaR9EJfTHN9SXIYsIc4+IMHUJCrUex5iZ46XNJMcnYXb7MTKch0KxAZHEF4llCKGnm85BN6fKB7GZBvlW5+Gx+Yl0tBiwFokQj1rYdekiKbHebJwSQFhoHP8Ul9PTqubmBfP4+M/PUFqkLF4wnaLGKuRiP8rbWkhJT6Hg8nWulvdjFGswmq0cPPs3D96ZQllRCQM9nTg97ZRUlqNSa0nykxIeF49NoWHZilWYbBYCQwJRh8Tw9Zfvs3JRNq9/8B0nrpRgGraRPiGT4Mh4ysuq8Lhg3aLpnMiv5thfv+KtUJI2M52u1nYmz52HZWCE1sZ2zuft5bbbHufY0VM4vWS88NRT3HnzLfhGBXP69B+88PmjzJ93C3tOHMYh9WJBQjD333sbLoGE5varFOYWkDPXl5aqUNw2GbETx/nku8eZGLeCF9+Ygr9/BMUNO7l+vJ3Vt28C7TUO/3kFj6qDhBwjJlMMw0bY/Mjz+Gqk/P7Xbs6cPY9psBcBYiZMnsL0aVNp7zDy494jRGWm8+nBGrJCr3Hl0kk62sdZt2YOb71yL0aziMvXyzlz9gLTs5LYufc8X33wG7/9/D3ff/kDDz39ODs+/YRvv/iWH3efZMWiDDIyFjFjxiSuXy8lLEqDedwCHicCRCjlGnp7dQREaghQ/vfR93/9YVu/IYnU+EAcbi0quROp1p+e9nFCvBOImSjjUmkVYS4vTG4dlUXjzMxOJjU9nosN1/GXwNI5E+k1FtNSqwKFDrFLjcrLj4DETiTuIGRiKWKnAG/vWCKjYzl0YpwfDvxMqLeW+VOnEiVWUtTYRodIRmtrKzF+ctIjw1iVk0bruJDf6y2M91SSEjzKaL8Am9BOWXElrfXjrLzrZuzd7TQ1VmOxDJO5cBmWgWE+e/9bQuKjmTZ5Ei/cfSuJ06bx2qufsuPzLzh3/gQ9xmEmxGaxZcsWcNoZH+xCIPXiox9/pLH+FCOWcUYH7fT3DdLdZGL6tBhC/EOwMY5KIkboljF5/jKsVgvV+ZfQRKZTWFrCjGkT2Hz7/Rw9fgmtlxiBSIy3t5RpEyeDHDra+mmqryDv2kHKS9p57rVP2bb1Hq5eOo5nvAunVczOc5foamtmxvQcAkLDWb14EUWN52hoHKevtpW0SSGExrqJCZxPc7WJ6HQJY1iJ0y7mtz8eISZHwOrZ3yIziVCG+tFa3crNt8zgrvufwuOUcOrsETZsWE1KWgyhIRPIPX+D9999iebOHrxV8Mdfu8i/0cLxMz9x37YtGHs8lNVe59LlIvSjZuYvmMZjjzzOrr9+4e4HH8cvwJ+0mAR6h/q5VljEru9/IGlaKi899gIrbrqN8qpivORCIiIDMY6ZUCqVGIwmXAI7Wi8prc3/PoT5n37YZJo0fIMmI5WZuJFn5djfvfgFilCqLIwOykgPi0brL6arzcLNd00iYbKTy+X7UZqkREd4Y7JpGRkQovXW4XBo8ThNxEfHYdclYDYacNo8KH11CIiiur6Q0LgBbl23msnZIXTbTPxR2YQlUkVUQhArVqZgUkrYWdDAibJiJgeMMk01QFVpAU5LPFtuWcdIv4GQ4FQWrZhJWUMt10pKmTjBl0nT52AasZAUHY9WbcdfoeTdDz6nqNPOwWM3yL2Uh0Tq4fGnXuOl597g8L6f+OTT93GLPBw6d4q9v3/H/bet5/KNJqJ8kwkKDsNkHkOudBPh58vG1YvR6eB6fjGT587kiUdeISg0llsefYUXnnsHy+AAi+fdRE72DO7bto3lS2fxzJPbGLPZKCup5/iRHzB72rBprMQnx/HRl89is/bx5huvMaofJikrA3V8GMuWpxCT7KbgWi03rtXz2Y6HUSj0iCzeBAT7snzZA1jM8UiMYWzYcidGJ8ydsI7ouGDu3PYUE6Mfpr6ijsK2M+CwYBHY8PL2JiLCj6bGdmrqKgmJULJ71z5WrFzI5cKTjIyPoA6LInnqDJy2ceIDlbz19DuEJ03nakUxpeU1BIequOeBu7l92wbGjENUlDTxw8+fMmIowS21c+nEZVYsns/Z3KvkpOZgHukn/0YeB/8+zKo1N2OxWBAIPZitFuxmJ+PDNqLjYv835X32+WVYDP5YHSaEzk5qa7247Y444uNGqO1wUVtkJSFFypRpCbQOdCMzKnCJ7Bj1PgSqlIw5BxgctRIX4o3TZQG3h6hQH2QBDgaHwONQoFL1IxD7YbNoiY70QertIr+ih3AfLUNjBhwiKzazFYHSTGuXEXNfMha7mBitiKz4CXz9z2liosORqXzIvXAZgdBJUkYGQr2NlvZWbPYx5s9ZyIP33EdQRBgvPvMavb2jpE3VMnniHHq7hjl15hjY4aWXXqC7v4/XXvkQfx+Ys3Yh3324g8zsNG6aNQeRzUqv1ofXH32VkCAldrsFlUrLK0/fw4nzxfT1dPHI/Rup6Wihd0TMw1vvJdg3lLWb7qKjs4n3P3+Rumv5eAV5kz1tDkKbAotbT3HxeebPXE9TQxnX8k/x4Wvvcr0kn98PVLB58zwC/TToRp3gGqGitovFc5ZxLfcf9u2+hpdKgFJmY+GyOzGPumnpbuS1j95gtL+ZioIS7t72HF5aPz7/egkqdRDD+jgk3koeu2MjTdWdzFy5HpNxgOjwGMbMFqwuKyovKSqVCr2pnxD/MFoaegn09kEmF9HY3EFFaRkCl447t99DfU07VhOcOH+a5JgJxMVF4eUjQCtVo/T1YtumTbz06idMmprJgd0HcOqtvPPqw0yak8Mdd91NZc0gi5bNA6UQrUzEgkmZdA6PYnCaaKrs+U/K+6/wPvnsWpLj5PQZjJRdGMHP24eYJAeRIX6Mj4agG9MzYm/FL6iXuNhwrKNxiG3+NI6U4S8IJzLVC2StWMciGG/3R6TqQebjha9Yi9k2jpdSg0N8lcAQXwYGZmNztWKytdHZaSMwKJ7K9nHCVRImZ6uQuC1YxiNpbZVwrq6TsDATy6ZmUVE7SJ9FTndjLYN1FbS1NxMZm0bJ5UKQeXH61HnMUjvmoS46ukbpai3nxOlTSKQGHnhgOzevepiwyBi+//N7dn79NWWVfew69i2DdVV8+fV+7nvuEV5+7jXeeWQzL7/2M0vWLyCv9BphUh+EQjuNXWamTU7ilSfv4NK1GkxGE7sPHCN+UiJ3bl7Hq8//gmlsiKdevJXRgWGi4xPx8Q6ivqwaL7UDs3yECL9MciYsJ2t6Dt9+8SmB4TJ0hjHMxmb6OgZobB9l+qyp2OyxmHW1rFw2lz79CcoKfTATS2CcgttXLqezIZ8fv9rHgd+/5OVf12Ia8SYxKZOB1m7kIT7YHSp6R/rZetOLtHXXYrSO4zbJefutV/AIPaj8/LCO6ZEJnYSGhGBzuBke6sfpcKAOmsCyJYvpba6kpaOF2po2ELuQiMXEJcThMLpwSscReSyYjA4KCko5eegKjzx5P3dtWcexI2fRj5qYMjGOhv4uwr19GTWZkYq9sVj0eGtlDOuMzJkxlcbaNmqbu3H/fyL5r/D+q20ICPVncGiExAgrU+YkERgcSneXgIZWN/UNfQgxEOsdjUY2kepSKUOdPbSNFKHrdaD1CUbXMYbaMQVjnxSz5gb+ATHERdgYcXSDJZHekSYMYwoE9iDGrecY0ouob5ahVoeg0VowmVycyfVw/pQ/O38dReMzF6UikSe23cvixbdw7yuHOXKsga7SqwzXNKLSehGdGIRXgIuS1i76dZ38svN7CvNyiY6LpqY8j6LKG8xeNonwpGwO/VOK0mJHIVWTlpRCT48BqcJNWckZqnUjGMcFiI2DLJs/i0G3BZRWhhr6sOg9ODVW7AIRzz3/BGa7iNOXCokK96OzsxuRVI1Y6sdXXx/DZBzhkSc2ERCpwmwz4xJ4Y9Ib8A6V0GceZX72Kjau3cKAvoSCouu4BTryS3ei8A5gxc1bmLFkBjfftJUFszYQHqZkwfwZ5BcWsftAEZGp4SzKCeDeReuYlDqJ0PhEsjOyEUq92XbX6yROEOBwWGlpAx8fM9MXBLJ2XTJeiRqKa9vpbW1l7fKZbNy0mXG9hYRIFRlZMQiFImoaOqitb2V03ExoYigqpZ2dv/6IVgsRIRrUwWpOnDrKbRu3MmvRFH779QP8VGpCgyKxOYT8vvNvqmrz8QDlFdXcvXUz2RnJlDW1IHLJqGvup7ffiEeuxz9EjdHkRKH05uy1QpRh3kybNeH/l1P4f7x/TRvkNiN6iYXuETl+YiUjJgM+fhIMljpmrIjm6F8DzJk2Fbvdi8rSRpJTNbhtYuZnTcNg0FFY08mYWUlwhAKbRcLgiBk/1US8ZGewkMvogA1vkYe8S/1Itb6MSrowm5woIqxIxUpWTPVhLENJp64a67ibn48c5+6tS5iTkkF+kYlJ8S5KC67gHg3ALhMgQUJgQBg+gT6sWDkNq91CXKgfAXIL2ckvYZF8RZi/mpFeEy013dy1eT3a0GC+/m4HX3/xCQKPm6AgNV9/eoTf/trNgtnreHHr3ezZ9xu/n7rM2+9+SMqMLLqODaIftmPUmXn77beZPmMO69auZdWyDFp6RxBIPVQVl5KVnUziskhGdUYMBT14BF4M9bcQHupHSlgKumE77Q1dREd1c7HkbxZnhDF1fjK5r50mMtTAjcu1BAZLWHznQjyOcBbPy8RtDaSw5GWkJgmmviqOdP2GfxDI1EoO7zvH219+intshPpLUvrrBARGDqEIN2KzyTC1jSH2iufCjZe4c92DJIZOpbP7BskhQShDnMRNUNBaYmNk1ILaW4lM4MbuFjLYNs7YaDfhCX6cy79BRko0s6dGU910jagICR998QsTMtL55fsfOXD4IMhFfPf1RzidVubMzSL3SgXtHT1cuHQZa18bR84XMGzooa6qjRuFRUSlKZm1IJlzx6tYd8dy7rn7btqaC/83eGVyM/4CBzrHAEf+cDBxuocFM2IYcSjIy+0nI3kSfQYTY6ZRJiXFMYaTrv4hLIZ8nB4nGZMScEuEdDR1IBZ50Wy7gtWRxYS4FQRqB4gJFDFs6mRovJqBYS1iLwmXz5Sg10eg9ZbjrRKyacMtpLjGsRh07PimmpKyCmbMPEJfWzWuESuPb9/O+UsFhEf6UFfbikatwK6zkhQeQ1lVK/7aYBbfup6ytgIE4+PoDSb0o0YGWgfY/+dR2ruGEdvg519+45OPPubYsRN4BUi4kX8ap8wLp1pJYGQU0UpfXnn1bRYuWMyWR1Zw7eo1Hn/oI0atVnb8sAOJR4DDJqVvSM+YwQoCAQ6BmdT0NETyEIqv3iAwNIz0lIlo1S4MYxqy06fg7+NFReN1Fk5dRW3lDa79UYKvXzxn95/AP2KYNSvv4Ohv5+h3DVN15RJPPfUUn3z0CeeupPLVF5/jcJo4nXsOs8MHL+EIjbU30A10ER0WReD6tzhx4S1uWbeGJJ+p1JT+ydXig5zYX4BauoTd/V8RpkrloW2vMWlOJi+++ASlZS2otEpcZgciPwUKjwi/AC+aGi2IkZM1IQafQBkD9SO8+cLnRCcFMTEpmc9eeo/XXBKSI/25Zc1NPHXkdT795GsOHNrNQ/ds5Ltf9/Ltju/JTkujt2cQ3wBffvz5FdasWou+tw9diBW1VkiwfwS9La0MdA/+b/B6qZowi6I4/7WZ9EwXs1bMo2OoA4dFwWD7CMqEPoqbm4hU+4MvTMj0w2b3ZnxUR/KEdOpadAgco8gEAtImxCGxKggJ6cHuNuKyhqENFmEcshAa40Es11JZoCMy0p/46HAsVidiiZOurjoCAw3cfksX/SNw5JSDkb+v4JJayIpK4b777sOtCOD6iYOIPGOUlTRg1qnZde5LTp85xZHvrpGXV0Fpxed4K7xp7xqlu3WYrCmJTJ+YwS9/HeCD9z5i9qzZqLx9yC/Ox2Ia49qVDj56fTvOrjpu2vggP371Dl9HfIDTLESmlqBzWLnp5kWIXFKKSyqQazy0dvQjk4kxCd2olBp8/SLxDsjGRz3MWbuN0d4unpm6mNToOMoqy7iQe4zkzFuJlyzj48+foLW/mmnTZ+CnUKBWqehpF3HqUB2TZiVgMRZx+Ewl6+7sxvL3T8yYs4yojzLIu3KZywXnsJn78Avy5pZbZrDl3hd55PFXGG6o5u0X89j9xy5e3v0qT778Ao/PjGPR4nq0KjUz/KYwPtCO2k9O69Fm6qr78QhESEQg1YhwiQSMdg8jEarxkkF35zBqX2/q61oJDwklMzEem5eLwfYhFi5ZwO3r7+Hplx/jvQ++QeoXQmt9PY3trVy/cZ3FyzexcfMGfjdbUGjkxCfF8vFXX7Lzl1+Ys3whZSX1hMUFcKOsnJr8UgKD//tNin+Fd9wWhkBhIippDInIh0FDM069hKHOMZ54/E5041ac4mHk4xMJC5PjrzIxI9uDyjmTG83dDI27cDFElF8QAT4RTApNprailnHfQQJSyqnr6sGJP8nRMQSrQ+hpMhGaFI5ELqCvfwyFHfr7HCRFPsvIeDt3rbzMinkeBscHqSgbRd8rZtvDj6PxcoPEzeLFaxgcMWEYHODStatYhq0sXz2T2pKzdLT1ofe2EB4Sja9vNGKhGYvdwZq18zl0/jD79h/n6WfuZVpODmdOnuP2NTl4BQTSPiSmp7mC/ccO8eW7H1JUcoO8/FK2bXyX4vpSzuzawejAACqNgvbObtQ+aiQKMWqFndSkZFw2M7/8sh+Zrx8J4Un8uOND7tvyKGNmCzXV1QT7J6AN0eAVKGViwCTmzs2mq7udmyZ6c/BgAz1NjSREpnPswjDRsb6cu3SZxauzsAsm01c3TFVdBUpVMEUlTSi8+siZuYDSG5e4npeNrdfOslg/yiv3Mf2mJcxbug5wk5CSQUNdCQXXz9Az2ItvQDx/7TuMcdxEZLQKAR6UahmDAwaEMgmdnaPExoXgnxxMf98Ifb3DWB12/H18Ge4aZHjEzLTFc1iwYgnvyL5AP6DnvXffpam+iZkzUtjx0+dsvu0BXn/5Fa5cOYPdAyqtm9dffpqRbitalQS7y01ISCypE8PpbdTT0lL/n+H917ThcsFqGruNXNw3SH+DN5PmBBMSZaBj0ECEbAqx0eFcbjpOkDybuAgfIgPjaO0qQumAaQsWcrGoDC95IH4KFyP6UbSBEtrbDqL1DyW/TIZ+rIMVG0SM6YIYGTJTVDxEgNqfAF8ZFiy43WYmxicTG70Vjz2aru5CggLDUKgc6MeH+e2v37CMjTJvzmKiUlJwKAS4BA5++ORXdO19bNqwAoNliMbGbvr0g8SGxzPY3UtW9mRyrxUjEloICw6huKqQ8TEbXiIF4yYbsbGhhKWEkneqkBXLVhKVqOVaySk+fu4XzBYB+WWXeebBD/l553t8+dNrNFcJEYndqOQSLC4PuMQsmh2HWehEgA+m4VbUIWo0an9iw6IwO52Y9VYEIrj9nq0UFB9HKnCAXY5Y5EIqMTIwNIhM6UVw2Cjff9bCe+8fxEMVOlMvvhFZDBZ34RcfycGzv9JQUcfknGBaSuXEJ4gY6B8lJm42PoGJdA/twserB437Oe5+ZCM4DHz40VeERhkYN3lx9mod8eEhPPzgi/T09rLt3qXExkTQN6inv9tIQEgQQlwIkOLxeBjS9yOXyDEZbXj7+qBUyRCLHWi0vnT0GnnmmW0889CrXDh9nWWrFhOXEI7aV83yJcs4vP8MZusIOsMoOGzoDW4U/mISo6Jpbm5B4eVDoI8KJA6i46M48Xf+v8L6n/Y2DLUPkDlFQ13ZKJVXnRz4s4EpyzVMmZuJqWaM8wNnCAz1R6DoprisheuuYjDJiI/S4Cy8QnVVPzJNO74ab9QqPZJhA9Gx2Ry82ELBlSYWrU3k/KlevESjhMWEIxTqEcutDBqMgJvwmAi0ATZspjLMZjNqjZPzxSfwVwXS2NmNR6Jh6vRppKemoA6I4dtfPiM9LYKciZMp5hoF5VfRSAMwOxxMTMhkaGgIq91GQ30VZpuOhPgYKqsbsFjExEX709/WjkHvZnhgmMiYUOYsns+Qvp/+Gz0Yx8c4f3EfLz73J9mzZ/Hjjx+z6/DnBPgm0CJoxU+jwGi2IPFIyZ6YiMpPSv/gII21vUyf8X/7d3MvFxF/Twb20SYiI0KwS0QIhf0smj2LQ4dLaKiqJikhAL3eRt/QGANtFrQKH/SjKnb+9jUikYON98/nwNf7GRtvYeuEhcQET0BgsTLeLUThH47ZNYLAy0zbYDUhCQocXUrG5V7YhJ/z0eeFpKTNRO4jRzc8yPK1m6hqauPEyWP4qjyEJ6QQGORLfa0egdCBXK5ALBQiEkNzXS9SFfj7edE/YEahlOIRmBkZtGBx2kmI9WJyWhRvv/4Jl09cxEsegEcqoKW5k+nTc7h9wxZ+/3UPg7o+lDIpiD0ERXkTEqjFOGJErdSgHzeB0MbNNy+ko3P4Pyvvv0ZlOncQeZcNmMwB1A+0kDpRi3dwNIUHhujQ9RCbpCDIX4MHLwqrWvnnxEXaBrvxCY9j5/Fr1LXWUdFRw57TF+jt66OqyUl5qRKBlwRVoI0LRyoY7LbisHtwWN0EhKlpatAx0G3DVxtKTFAwfopgrFYrTS0V3CjJIy02gaBgKddO7GbDndvQhMXgpdJQcPUi4apw7r31BTauXsktK1czZdJiLA4XKrEMiUiMyteb/pF+EjLiiE+Ooq78BoN9g3j7Smht6SAqLZWTFy5w6+13UHCljJVLF3HPIw9T3lRJT7MDj0CLTdLHn7/+wnffPs/safE0Ng4jkIhxIcPhBKW3mubObqQKIanJ03jk/scwD48TGKRm0tQ48guP4xOkIXP2YlQSOUdPH6S2o4mgQCV+vk7KqjopKG7EqIeHXpvPCL2MD+ho66+hprae+vIeBro7mLFyJnZZElZDGzazDKsXTJrSjpfazorbRCxYbkIVeIm4yUKMY0l4+XkzOJZLTUkLLz//Dgp1Nucu/MJAdzFTshL5Y+9hHnviDTS+AYiVUnQ6K0FhXqi1Nno7R5FpAAG4LQL8AxVIEWAyO5HIhWgVCqxmG1qVFj+tN/3DFuwWJ7OnT8fbT0FtfR1r19+MWOLBRyPFJRIiEiuQCYR0dwyjUivwCVKy/b6bmZgWQ2lVMxL+fWfDv71/Vd6BPhF9vWFUF/fgJXejVIYj0ysw2oZpazOj9o9FLHdScaOJvo5hbl4xF68oKXp7L7csu53WgXLMug7CPHK6ugXIZUrk/p2MDvTQ2TLGqM7O5JkxpKSHcfV0I6HhQTgdIvxCVaRP9MY6Osxwv4TyAScCqRxFgJu2+qtYnb6sv38bXhI9QT4uqmoq6e7q55NPP6OpuR67xc6GNXeg1gbw0eevM9zfi0KmoLa5kTs33snMWdM4cHQ/joSJJGUJGNW10lIBkzJnsGzBApQqO1/v+IlPP/qCWzYuR2pTYrGa+OWP37lWcpFz52pZNycJ+6iC4T4zKo0Qm81KeFgQBt0YYo2AltZe+vo6OXzoOUICx7h8+TSr106lorQNL7kfF8/vxV+TQNakzSgkw0xbHoRuZAjUekKi/FB7qYgI9+X2LVPZ/42dAJ8I/GKEoNMxeWYcY6MiivO7QRqJQtXJpKWdBAXCIuljVLQ+x6RJm3AMZ3Gi9iD+6ng6mhwsnLGRwrxCps/I4cN33mTOnIfInPgXn7z/AxpvFWqNNz2tIwiFViZmhYDAjcPlZNziwD9AglarQq8zI7SCVC7BY7YQFK7FOGiho2MAjaoOodhOZUUdHx9+gbCILJLSkgmL96Gnv5MAP1+cHik4zQjEIhx2IQq1Bt/wcPp7G6guryR75kwqCkppa2z935S3t8lER18ntbXVrFk0F5vVSW5pJZJgEd5KLR2GEcbdPTik45jdTtpHBghUe1NcVkx9TRV1VWZCA91s2hTNhJgQFFoBLV0djI3ImDw5nulzorDYBVhtHmShdvKLKwnWaEhIDeZKfgM2EQQGaXGNDOMcdzI5Y4weRxW///onWbFTMdj0qOVe5BdVk5EVSUnxJepqm+jq7ObY8f30dTZx521biI+OYUp2FhExAaxbs4lQ3yRWzF3CLz/u5O3Xn8IjEiOWitDpjDzxylO8+vynbN+6jVkLFvP+Gz/j8jhxmBzIpWLKS7tIz/bGJZNy8FgpMrkQkdiFRyj8v5t1BhMyhRdL1y8kOi2KH//4HIWXGJ/gUHo6DJjHhyjJu07O3BnItV7kH92LBBlltQbEEjm+ailaqQxvpYzzRypwG91EJIQS6a8mQK7gxOUKLBI5Tkx4xruReenRRNZScKGXH76p5tSFS1Rd9+f8mWacwnAUgnisrg7mzZ5HXVMNeeVX6B/oprb+NJ989g5mfSBzZ2cgFIqwWlwovCSopUqsVieBgf4Yh9wIPG7EAhn+fj74+/siFolwuD2I1RKqq3ro0euwu2Fk2IDZ6MJht/PYy6/jdBt44Zkn6Ws2Ihe4cTsgJNCPYB8/ND4BWO0WBB4HUrsJqUCCzjDGyYOnaevqID0n439T3m6djrq6YZxWF1H+oXhH6jEbfYgND6ajZgSBUUpcVjwWK/8HgEJCeUkrze3j7Ln6B0npEUyZOZnLjb0oAoO5uLsUm1GH1scbkURMcKg3RoOOwT4JU2dOYHCwELmPg44WE2PjLgwmNS67hFumuvjiWCn7T4RhF6cSlCbh9NVLhAb7E+RvQ+stRCyVYHWY6Rjqor2qhDkzpvHF9x8RoNQQFBnJufPHWThtMhbLCBKpiqTkTIrLLqEfr+XBB7dRWfE+E5MzUEjU7Cj4HN/Aady8YiNtyzIor2pEJHbhNAuJi/RmxYx0/jldQMeAkQCtH263E4nYjdnkRCQSYBzVU3yjg4jASNoayrh0oofUyRMYt/XjFxiBt48Lm9XBufMnoduAdfFs8ps7qCo4RdbEDFSBfpTm16H2EyMbFpNfVINq6izGtC6UMUqaq7pRKRUkZCUwpD+PfryHvnYfsMWRW/gTLpsveYU2bIZDWA1DtLXVYDYN0t06gJ8yDm20hyOHLmEYszBu+YvhIQOjZicSmRMvTTACoYDhQR0OO5jcFhIT/XFYXPT1GNCoVUgkIqRSIUovPxTiUUYtNkwOG2DFNC4kKMiLlqpm3n3jFf765yw+gRE8/8LTuMU6fHxCkKqkGM0OcnIm09XZTlFpPSo/JROSQ9CKtFytrqaz679vifxX5TUMWnCZxlkxZzpipRO5EqZExZEaG4rR6aC2sYeBfh2jfRZwCIgNDcEjFRAUIEPjI2ZsxMIvPxRQcNHA+SvVOJw25qxMQaAV4BZ4qKpuRq/XM+4Zo+BiI9FBvoTGqIhNVJGaFo3L4sEpDkHuG0m/yYjAN5aMoMW8+tKn2NX93Cg5g0lvYM2quXT1NFJw6SQeax8BoQE0NtSREOmNOggUSjE1dQ0UlzcjlUsZHmjH3y+W2qYKiq6dR2i1kDV5Aq+/+QYBwRJefPVOTp4u4O133yQoVIaXWEhAoBq7xY1u1E5+eRdN/Tq81V543E7EIhAAHrcTL40CiUhEbXENxYX1RMSGM3l+FkM9Y8TFpOEwKdEGRFBWXoLcW4EqIJbPP99H3pWzePv7MDKuY2igm2nzEpk8I43EjDgsFgsem4nBMTMqgRKh24m3RkF4oC8dXU5KbphwicbwDnbjMkYh8KiYPlNCf08ll3NrkAsCMfaLCA2IIcTPjxHjED4af4x6HeOjJowWBy6nhbFBC/39/TgFTqQyJcNDNlaunkhqZjTDeiuGoRHa2noIjNQS7BdCT2svKemJLF+aQ1JCIIZRGwqRC61CRNrkQA6cvsi27behVI8zaZqUqEgvWrs6EHm5SIjxR6sV4ectQyITI3SKMfQM0do9iJ9WS0db8/+mvMODBmIDg7ltxTzOlhRy5UohoWGBdDQpSQhXozcYKCyuQigWUlfeikE3iiZUSlfzCAadE4NnmOAEJU6JApdLgFwjpL2ln6R4H0YGwc8/AKVchL8sAp8QCRKxGT8fN6NGM5FBAcgEPhQVXSYxeS5PPl/MhdM/MDRylRSnmfRQP0ZlCnoGG/FUOIgKiCH/Wh5pGg0JiUlcLDxHok8MCenTOLjzc+64bTOhUdG4BQ58QyMYHesgNjGMfquUizcOMyExA12Lm8rKAuqae4kIlRE7RUh0gohxdxT5h7oQSixYjE5a8wdISfGhrdGKCzdioRSREECA3Aui4rwZHZai0Kjo7OgjMS4ZXaCTltZBLvyTi3+YhIQJMdRW6/DDxcTpoWgjq+jtnEZNoz/+wm7SoqPxlgoxyaUoNWoMY3a8A+3YnG6Gxoz4S7wwmPpxmBzYjAFYBRKaBlow6HzAJCUmRsewdYTAeB+kiMnNLWbh+liMY4MYBgSYk8y4xCp6esewu2x4KWWoAkA/4GZUDz5qD1FxoQx2BVN6o5BxqwC3TU5otAaDXoXNbiEoOJTTh1rxDZSh0AShN5pJiASLyUaYNpvp09L546cD/OG1j1lLA5E5lBiHvTD0SNGLPNikHRgGrCiFIsbtJgxSMc1trYQEB6PTyf4zvP+a80an+ZMWlMqd62bz4R9/IBaqiY0KwS0Ai3MUL4GS4JhA6lsGCNSoUXtZkCo0+HglI5Q68POV4+PjB65xensHGTVYCPEPQ6mRUFXXS5C3F14+Mob79IhFY/ioQgkISMEiKcdibSI1bjItTc0MOoIQ+83D2l2CQmGlIPcqEmkY4fFqwvyDCA8Iwy3QIZdqaento6epm7CYABrrmxCIbcTH+bBg8QIcdi90RgfJ8cmUll7GS6skt+Q83W29mLv9ccjHuVF8g8hYWLcxC6dJy+ljXcyelcqeX0vo6u4lOEKGzSJEoVBgN3tQKhWMjZpQqBQMDepITAkiKjaGUydyuf/R27h0poOqihLmLl5GUMwIxtEO2rtDEIsMBIZ5aLjuYtGMKLJWl6IbsDF7robii1FcOismICgcg7CR8uJ6PAOhzFmq4pY7ZtHZLUanH2Z43Mxwt56R5g5KyrwJSdOw7l5f2i5ZEInSSU6GoPBxrpzUYZUXkTbVi6YbajrKrWx7ahyJIpA/f9bT09XNkmVK4pNctNWN4hRIiIlw4nCqKK2Wo5TocHrUxCaqiYqJ5OQJPV7KHmxCOX7/r/b+O0yuo873x1/nnM45d09PziONRqOcLdmyLEdsMGBjDCbDsrBLWGC5sHt37w927+41sIQlGhaTbEwwTjhjW5YlWTmORpPz9HTOOdTvD389a4FgRTDg3Xk9Tz9Pd3WdOnVq3l1Tp87nXSUnyMfy2Js01NUZ+ZdPZNHqdfz1J9Xkw3bGZhK0r4mxdu1aHvhukDPP27j6Vj3PPXOSTFJGqPQ0t9g5dSBOvuBh664AZwZSeL0WHrs/ekGxXtQ8b2fDMoLTCwwOD9G7fBNakefSHTspllNMTM5Tkyp0t3Vz2SoX8XCA1hYfscQcP330IO1NnZyeCjE9tZ+K0PHqqy9h/YYOcpUYDz36JGdHplC7FtDa1WQDOS5dcTlmTzNWhwOvr525YT2DIzliSRu1yhAOxykuueZaxoZnMJgdzAaSbLAux2vWo5SSzIdLtLRIzIXnOHrmGF7XDYSmdMSkIIqjjnseGENVidPi66OSyjA+a6FV6uC+u75NuTRMffcyIkGBR3M9WzY5GJl+iHxQIpfWMDv2wgIYBpMWjawnnktRKKrQqdQUilWKokomEsNqM9HZvhm9s8Du167iit1raa/P8JPH1SxfEUBoXbzmbRsJjcxiMHcyPBfgdRs1bF++HctaDUV1AG+2l4bdXhxyD3JuB7HiSSzlH3Ni3xFWd24kq8ojR4a5te9NRD0RsIxRCkgkUlXaOgxo7HHq32IgGDyLulLErW2if+08mawOr3uG+WV6lHeV6e1NMhec4La/MtDVUqCnNYNBI7GQErhsVSbDcHowzs7Xg1GvppiNY7VGyKTDbNimpsFVIlVIoSqD0FqQilUicRP/+okqgXSRt9yaxmdXqOJDIY6QJultUNh/aoQ3XWdg+CYX49Pz9PZUaXQbecPrstzz0yQ//kgNXz1o+T13fd+8uQ8yKdZtvRxfWyu9bT08tf9ebK421izbTG9jPY+efBBNJYvHZuHcwlHMcjuzMyrODM6j10hUtHX0dloZPHeKqdFB/tfffoQHfv4ANmsBs71IQ0MHTm0/FSXJ/mN309G4mv7OS5haOMrRUxWau4Os2ahjbsTP0Eyayy7xUi1OM3FWTywjo8oVyReMVBiiLDtRdGGclivQ6GSECtTaJPlUkU5XA566SxmdO8NMbAyDT8ZqTfH8jw1Ym9L0rnGgXujCZm5D9h3hX/7tCxw5OEt3YweFdJpcLUKlUiE8keRVt63m7MkIgbESapNEPpdFr9Xhsfi4/i3r6Vx/ghbbcmrqt9LU/lHCySlCmSTLLSs5OJolWQ5Sp78MlakLceoZTLMtTDSUmYjIXLHJRmtDjXDSSCqdY3mrmZ8ePMjfvyHJLa9ZwZu/9CzNQoXIb0FYRqhpwgjFhk+pkChNMxMq4HYZyFRyaFWQq8BCRFAouPBbvBwbGkdvKFGKqHnoMQObtqRBSBi1DibmC8RjKYoVFVpJhcvuQNZECUwWyWRlVAYHQlVAJecJBvTYjGVyFR1utxZPcwpVRc8XPlJBqVj45HfA01agyW5Dys8zMSdoarCi1UcYGqjQ32sgXy6wsFDF5DQRG5H4wQ/VvP8TMg57mvHhEm/YVfvde16DSoWrsZ21m7ewdvVqbOYiKo2JZNzPSOgcaeMJcroqsfkyqGWCIT32ZYJ2b4R1y7awZu0ywqFhqkJh68abURw5Glx1pAqXcvS509hliS73cqYX5vnJE/dh1OTo73WQ13dz7Nz32bxdhb/RwMxAE1qpmY76w4yebePSDVey7dZvMBH+BcE5D1bjVVidKSYX5pClrairAwj9szQ0VolnFUKT3VzVqiVX2EeiPMpzU3eRm8+hKhi5/tU3ojG2kMg9TMvWhzh62EglFqWjzc65Y1PIznMEJgtUhI56j4t117byltusfOR9E0iKkfmFIOv6munqWMXoUICPv/8satMQ54aMzEePYxRzNLoVZpQm6l0BVFUPxcJfUS5m0BmS5Ht7wF1PKT+FzZFmZaeC2a5iPjvAfG0/bl0NX4+Oj31bz0pPkiaLjaQcI6l+kERGRqeCaiXIsGSgqvHicKYYShRwGLvIlIvEsrO0+kxEUjnORuYwN2sw6htR++C2ThW5ohaTqoDL4Uc7I0HtLNk0GLR22lpdDExk6V2jQ6WYKBVcREJp9JY0Z87m0Zqgb3meQkZh+3Yz89MlPpUr0ePx4TZV6WgcIhjMUCiqSatzHJvW02ZvwGifIFkuUM6pUGtM5LMazJ1uPvp/9SSSUabmFeaLF78y+oXFq9FhMetQcie59+t3cemqHNde38gdX/8qXtV6uldoWFZsJy+FcfrKuJw7CIQGcbg0zOWOcea7P+avLnfi2PIaPvPZH7O5twlnXwuR2Ale/5or0dhX8JWv/zNWEeLDt/4Vki5PaK4ZqbyMd7xlOb3dB5gZuoW0S+Dq/Geq8atJTFpZmE9SUrsR8jqiRTM270FGwhMMzXWgko5Sb43TbPKRTh7h8Lgbez5OPrBAySyj16mxuBqok0M8d3SBI13fp86/kZ4WG9FwGJc3SIMjz73HwnSusPGtHzTxjx8d4yffTPHxj11P3jLPM3vOcW6wjFoToaejkat2beQHdx2jpxdqJjcDc/XsO6SwstVAKqsnlprCrGrl9GQcm76AUH8Hu6uLbLaKvSPNae1xlDJkwjk+8R/PEY6WEFKWnmUajh90UsxqyBSzPDSxF+t3NDT35Dl6QE+5UkWtqEglFFTqHA0tFew2HbNTevTmKMF4lVzQSu+qFKs3aEjmSuSiJXLZNK7GHJV8mVhExuOpodINoNdWMdlNWCwWqrkkR/fP4fVbiAQFiXAcjyeEv8nI9GiBzhYNa9YYkCTB1CT86CsZTp3MItVMjC9ECR6tsmWjmkimE1EJ0OXOkS1U8Fo0KLKJsXANr12LXdNMoTJHODlLLl5AVevDakrhbuy6aPFecNjw/3v/20hWAjz87OOUooKudpmWVjt7h6Os64bLr+4mW7LR4+9C9hwB/whi+oMYVX189+T/oi6k40Mr2il2X8/tX59mp3Mf69/5MU4OxRiJPEu2NklNbWJ+YoYt7VfgtjQznnoajT6D3mUjPmfDom2jYphFlKeRco1YnHEi5Xlmp/owmwx43EE8thwunYFs2o/QxygWnXgUQVUCoXegU1Vosq5H0dYoF8oUqwKj3kApl6eGQEUG2RRiZOIYLmuc2UiSWGUKnUVFTWvh9r9Jc+LnaS7b2UqmmOGJ5+dIReNs3tjOG6+7mlQuzyf/+R7e8hG4+QNVAlOteKqXoNGaiYmfYTZIGFXNVMpJaqoI87Ewjz+ax6Fup3tVkppqgclzetIRC5GAhFqYkapGsnlBKi1IZ1NEQmla2g2UizKhhTw2l0w2JqMxCfLZMpIkoTVkCc9oaO03sDAdIRnWolIp6C0lDAaFSEAmXywga6pYHDJOnwp1rcpCuIJaZUKjymJ16imErMwszKC1SuTm1EiWCoW0hEoRKCrIp2oYLCoM1iq1qopItIyUU+jcrGJFnxp1uAV3s4KzN4/Xomc2MUxnXR9mR5Z4IoxK68PvqJLPWylU1BjlBA2tNebDYaJRNRaLjEGn5oq+kQuK9aI8bG/YvoO+S3UsOJ5gYUiDonMzHynR5qvH3pSgWEsxNWRg2XInm3p9LGvoQavT8fzUEaRqNw5m8ecKrNj4b8gONQT2kLdoGJl7lEAyhaPOj0fxga5IKJLGXHGgN0SR1GVmQlosWjN2i4RKNqJVr0QljZMvJRFFMxQqyCXxQi9RcmI0ZRHVOJJoRpQynKxM0d28Ap3SSmV2mvmFMbSqZhRlBp3IMVpJ42uHbCLPQGySWjWOVi9osJU5My9IFgu0ekBQ5ZPvzjJyKskVu9qJzGY4cOYsTX4zl2zeQq2kIhxP4XfY2PXX48ymMthUFjoaq6QzUeRyBy0+C9VqBbWUIyWPo5ZWs//oKeKpBJMjKnw+D4eOpNAqBbq8LSAVySZ1DI0nqKqL1Ln0WA06HG4Vofk080EZva6MXNRQM+RJ5yrUahXKJcikS3iaSpTjBnQ6HVVTlsRCAavFDnIWNBCcFygqgdlboZypkU2qaewy4vFLpKIlNBro7W9ifCRBZlZPvpQhmxbUtelxOgWlsprBY2FCcwVWXdKIw6NFp45Q16qju6uBaDJHUY6SC+vxNCex2CEy6UZRVzAYNFRKempyBauqBkqNeEhDIFhCa5ZortNSiOi4/5GT3P3lCz+ouCjxfuGOTdidJWSrG2QtirpAT4uCVefn6FScWqkIuiSiqMatq0NoTZQzIdo8PkSuTDmbxep10mRfRilZo6bToxVqhGJBNmihVEWUqqC2ItUyoNZSkyzIGjc1uYIcn0GozUgYoRZCZBJIyTy1fJhUIg3EGRieQq2Y+PnpM3h9DjrtOpwqLT9LlTA2WGgKp/BovBw+exJ9aw3/8jhWD2QUCa1Ki8FYJJ03UMxGMNtt2LUessVJJqcryKYKuoyVv70N/F4dW9c3c/d9hylWsmxd04fTaSeSSELOSd+mDLvfc45Mxoa+UkEj20hK4+QTDjQaDRatHknJkaoEWVm/AatDMD43RiJhwGVsYSJxErL1yAU3jzx5nIqUxV/n5fRzNaYXktRUBVJJFZFgjbr6CvG4BCqBzaJGJymki4JkYoFly32cOVYjmStRV6cmHkyh0djRq3Qoughag5PpqRS1coGONhcVVYZ8vEqRCkIWiIpAbaxisdgo5qq0dehZiIQppMDh02HSGUklMxQLNawmPTqjBo9foVSLkc2bkTIG5kMBUGTSiSy+ZgN+v51cIYYGPZ5GC7PjKfKUWL0a7E41s2NGqkLQ0qlHSgkefjRIoahwck/idxcvua9SyEfRyDaEKkG1pKdUlChX05QkgUEyowgjuVSWiHoMuabQ1dhNzeBBroVBagRMVGcGUVx+0LeBVIKqGpQSVCtUFT1KIgiylprFi1zLU5gfRiclIRmnIsmoKJErVanmi8ylU5weniAcLzEzmWY0HmEmmWQsWKRaraLVgUbRoq1AvJgikqzhNFuwOWVal6epb7Eil2oYdGqsLh06uYTLbkBvVcjHa+hN46hNFrzmRlb1B3nvBxSe+mYD17/azJnxKYYHEzQ0epAqFa7YsZ5qtcrEOZmVN+3hpvckiQ3ZSGOgJuZQCxXRRA1JW0ZQxaL2oVZU1DRF1FUD2UIAj8WELEvoZAtCMSI0BdxGHdWygXQhADUL5G0k8mXUIS8LmnN46/WkZhRSkqDerENWOaioFyiXK9i0Jqp5wdGxCBNDRsrlPI7mMErFhsVgIp6dxmJsY+hYjaFz82j0VlI5CM+piSQm2HKJHYeliaFzI5jsNSJRPeNn81hcMvm0THI+gspmQO+rYtDmIK2QSCroDIJkUEaoi7Qtl0hGdUTHqyBK/OcD3P9v9kAGqQagQUglJCGjtdawKFpCsTJINSSgVrs49/CFxZu6m6qkRq5MIVW3IVQaJBKI0guVyKZDqISCRlYjmxpA72ZoYoBocJ6x6XGiiSCDUyEGBybpaXKjcegxmkzE5qPIKhupQo5CNo/JnMdh0ZNKF4lnJeZGh/C7BWpTA+F4GItWQegNxNMZSmUdQ5MxUOXJF6pUMgKbQ0t7k4WzQxGEbESqgNkmMKhkDAYD8WyWSqmAXH6hEUvUKKRB0dZQoUdS53DVa9EINZFAkZqkx+2UaVsmUZnsRaPo8dWpmF4YZf/RadQqI72dbhr8jUQSKdyWRpbvPsGaS/xMTsfRqGS6XK1UlAy5UoB8QYPVAhptkUg+TSylwa5YsVhCmLQqwrEokt6EAwvT8TnsTh8upZlMNo5Bm6ekraKT2tDVqtSsUZRqHp2xREXkEBUzBnUdc7HjeHWvQqrAXPkJPM4GlJoLRY6Sl0eQVA1QzFNT4iy31VETTh4fmCSb8lJvUyOVFeZCcfpXbkevHief0lHWppkNalgIlLDoJQq5MBp9iBNDDVglmYVMgppBcG4oTp3RgLas8PBTSYwamaySZ9N2hf76Fo4cqhCcLRGIx0nHBMl4AZPTRroQpK2+hf6mOh47coJEME9nlx+PVyY0W+Pc2anfXbxnJm5Ep7SRUqbR5DpJMI6xYqGsPk02o6ec9JAz7EVSW9BX+4hEijz8+GFm4mGsRohkIDxeoarSUeerEZuG0aEy1jpBOiyohiSwSDS3OMAQZfyAQKlBVVaDkJDkCqKqRpJKCEkgCQUh1OjdZvKlPH6Pk3K1xOqedpLFIvPJAYw6M9W8QmghSzKWxedyUxSCRCyOzmhCksuoHAU0ZYVKXkUikUal0mLUqfG1qdFJehYieRLxLD36Hv7qL7qweszEU1Xue2w/Dz82w7Ytfvyu5Rw5c5yN69bT3eXA5Utj1zowaq00mBopZGWStSx6RwhNpUwh5UNjlcEUYiESwWf3oZji6BU3klwhm46gLWjBUSUtkliyJnAVKeZVKKoKpVIVDFnkkgTaWUoaE3JVolKJoNEKyqUcQiUAMyajHSVXpawKUMq04NL5UEtVksUaOosZh1JmJHoAh3UVBlMYnXkIm2EnBqmHs8NREqkIinYAj01DINCJp34Au8qN2hYinIVsQkJT8oG2iih0UdJMUqnFiKftOAxlMlmFVDRPc7eBNncvidkafpeK2UKemTE1RsVGVYK54llanY34DEZOh4MIKYxexAhVapRrRW7avv93F++dexwYpO2oHEWS2eeod2wmGxSgTKM36GiytBIrDlEsqYjXJNQl8Ngc5ApaCikNZSmLQ3IyFwvirFfhsfgYHMrjr1dIVbOEpzSoS5CnSjSUZiKQoVgpo66pMersaMxV9LKK6cg5NvT1MBvMYzWpUeu0FNMqapo4LqfChu6dZAtFMuppYuE5hFZiYVZhfLKAYl2gTm9metSGx2GlpktiqHpJl2cYG02wrmELyWwclaVA6wpBi6eDck5FsHgav91CsVDD2wKnT0V4y/V72bGtizW9nRRrNmLxALqqmR273bStL5MdVaHo8xh8OqrpErVKHkVqx1jWMz4aQjHZqPM4MKhyGGUnZ2rDlKMlmsxeQs4Jktk4krFAq6MbTVFNIv3CXKdeL8jIMqIQI1cexVtnQ0+eeMGM0E5SSgmc6l6M6go5VRiVMJPNGVFpQ0haNa3ma0jnQxSqWSQ5QzQTYTY8isVew21TYTf1cmpmGrkcxqDyUa5CSn0UXX4DeslCLn8YZBtGZxxF9lKnfhUycWazd5KPXY3VNktT02kmF7zoNO1YrHnKxUkELiZnVKjKgqYmDw7TZmKZMdxGKEfcaE1qYoE5pkqjGA0+2vRNHE8PES1PU2fScPWaC/vYLkq8JweuoSwkktVBjBobanQUhAxZLVaVCaPOhNm4hkjhFInsNCq1iRZzLzrFRFgKkMiPYNBLuNWdWGuXM1F8Cp85T6YGqcw8FrNAVl2GrqAiwzwJ4wnKpRKN5k60ioGB8QAOnZ6OhjXE51PkNXMkVQvIeQeZspGClCIVGEOlKSMXXTgNrVRUedJRgdFaQeM0Ei9lkNIlnC5BMafGac6izZoJFOopSwt4DJ3EsxmUkoW8apxcKoRF20NOKpPVBlCn1DS06/na5w/xw68GeOeb1jMymcPmtlPvqiMcn+JDH9hEJJRmKhVB6y9Trgxj12lRqSAvG6iVZaqlMiajE1XWhVBKxPIxNGoJq95JZlpL2a5GkWpEwwPoDD7q680UCirkmkCSqshKFVUNNAYjodRRjMYA6ayJXN5Ml2clKtFCWZwhXBsimQvhNtZjUXvI1WZIZxLEKjNoVRLqcjPZWpqORolQboJc2kqtaCcQnyQRU9jQ42E6vYDZ2oQq1UG1lkOncyG5zxGfV8jnMrjM3fQ0qAhKxzEUNiKKM9S0Q9RkheDkZsy2AKm8AUmkUelmqKiKUDWhrTRg8UeolpdDZZCCyOMobiVZnqFYKVDL2cB6FrlWQaOYuXZT8KLEe8GHFMWqQC1X8KmXU6ZKjSyakoxk0qJWmwjGEsAxqpU4Ln0dVaVIIBOnUptGZ8yhx0KhFieQCzAV20e2OMesrEJvzCBqSWaLcczpYZzqZcRtIXKxGmbFSyhgpKxkiKeCVGvtVGdizNcOobXoyGTMmIouCoUcWq8dQ7UPOakga/Mkw1F06iZMqjyJaBRt2ohe1jNTGEGtBo1cJDAnkUrmkEUWi0XHmeQzWHUuChEdurKFil5NQTWPkUas6ibmxDni6RzjAyl2bTAwMG1lan6aHc115LMK9T1WEsYJyrk6ehoF0aqWuUA/dreMxVLHVHaebKmA1ZEnnQlQr2kgFdRRSVqxNMcxa+qQXCm0RT8q1xM0WEOMh63IlTTl2hzZkg6jwUA+PonZ4qFaM6HRF5AMekqJNDatmXh1nkz5KQxqBVPVjdpupSLOEq6cIpuxk8zN4rd14dLbmM/MYJElsvkMyQUd+VwaszvFuhVWZieNpHIRYnlBMVOk1TeLQ7eRwclh3PjwG2CuFCI6d5bBskBji1KQn6TO0kC60kemOorLO4jRlMWTv4UDw/tZ1muhnMtQqbVhMuowFNoh0kLOECJeGKGmG0FWmdBLNZwtRczuvyAYeoSZwPAFhXshLrwbkEFLVehRiQr5chKT0kJGWySfz6IRCpIlR1wxU9bUKBLCpKqjajlOJS0zG82i0UepJT2YlQKOhjDjJwxksjH61rpRyhDP1LArRbIcpRCcRlHpUdl1FKp60pk0ZpUXpaAmqRtCY0og4uvQWUKUqk/hpR6VvAKN20osHEDJq1C5HYTzp1HJavRGJ+XaKKFUCck5zampGVSSHn+TgpDArtKxkEuh0a5Hp5dQW3LkUjlMhiqqqkSiPIJOmPHZITA3y/RIjWZ/K05bkkxKg1RTo1Gp6GnJQ7pCWjvPWGI/XfYW1q90MhMvoq1l8FhszIQWkDImGo2ryEjjZD0BGuraMEomRqYfoMnbiMYYZSHpZMNKNyatjhPjaXQNYZwaHxb9aULqMnaTm0hoAUkfIpdW4TVZQKRRK0Uo6agU1BSUs+gkM4lIHdlKBrspga/Oha7mpFacRyizlIQRk6aGwW6gmlHTZNARCMlYjCWshgYcNhWxSJhSEULFJ3D4AxSyoNGqaPY3o3f2kZUHMEh9zEYGGIwkaGvQUArryIhGVrmamA9P0eG1gjyDEG4qxQRa9TbMlS6S6nNEE2qMmhY0RT/xTAI52QaaBZpsPgKx5Wjckxct3gsGoys5HYZqnnOJs5iNgpNjIwQmk+jNGbKqaRKZadS1RlSqXRiVFSTiUX5xf4x80IDX6kcuaFFXBLmEh4N7FfbsnSUbSyOUWWStQjXYRUldpWSKoFZVcVn1PP7cGIPp0zQ2mLHrjTjrQ9jtEo1sotfTRbvNh1m4GM05CRsWiEeepSQKZI2zLIwuICtq9DpQyREqxudJqI+TTExjc0KMMNHxKpq4iVgsQTkGbgwkk/PES6PYzDVSuTjJpEJ/54ex2LxoNVVmBhrIF4s0dJjJxksMDi0gKkasVi1r1z1DKRvEXteBQXJhkU2Uq7MshCSeGQxybPoAetMvsFrnGJ07RrxwlEK1yHjiUUbzs6jMOQZjezga+SGybo7RmSFOnPsF1eoYLnk1OlHCoClhFavJFUdx2ifQ4MClsyH0aUIhDdrqDCaDhlh2hppkI5PSUcxG8dgVTKY0lVqSU4FDRLJNaKvLKZa1FEvt+BwyzV12HGY1sUyemipBg7UXo1ZPY4sKj02hucGLy6TH5r4WTC2IfBM1XYlsUk8hZaS+zgBKimD2HE5PlVK4gYU5QH0MoZlFU+5Eq3ZQLFmIBjOcjf2QpH4Ch1nBZlZT1SVwOCrUNRmQSjKDk0eplXPogzt/v573//3wEJH5CXqbVzNXX+bUqTR9azJMzEqUKhIa2cp45TR6/Thmd41MNcCpowXqrCm0ahcj03WQUXPvw6cJRBOsW6li/0E73717jq5lYfpXNFKoBjh3SoXakMehZNBPq6HuOI8+MoMUVZAaBPliDlW+gXxtPy0+IylLDpc1iE1jIFiu0uJVMzKpJ2OeR4loETpoa/MRSa3FrM8RnjXjMc/T21bBmtpJXiORkQZxNmtR0s2kK3NYHF7sWhOpcI5wMsSZkY/is6/G6XZyaOA5TKZ2Mlktal2NFX2N5HMZ3F4jOt2N5GpRpqa/ys7lGoqlIb7woz7OHDpLb1+eLRvLuJQrSYoYRneEOk0v5+aWMx+PMjZxiFX+HlIlJ2u2afGYJvi/nyuwbvV6tq2NcmZ0H4o+j7miRpWboaokWNedIzyVIpfqQDLacDQfJ5T0oSqDU5VHkTUUc0XszhhqbYZ0qYtqPktfm5NgJEarO0SjOs3oWIGEIc9QNI+uoENvg83LL2NkOk+2kkdbqVEly+yUmpm4hzUtK0gpCTJCIRY0UCwWkbQzGHkVTQ0ZEuHTpItp6vsOEE8LKhk1Vm+Fagni+RiVcp6J5CBapYJZ8aB2NCIi11DRPYxVG2YqPozHaSG/0IHZUSOT2ff7iTcQgzWrVyNTRJJqtLY7OXwywEK4hl4usLylhen0FPlsnGa/jZPDWXo3mkCpcWIqzMmpMpqIhLEuy2WdXuZnCiwkk8STWp56UkUykkBV0bAQKVFSlVArMxhVVlRDdiKhFJF0jWKkism3gNE1ysBRaG+TWX+pjjq1hztPhcnoZTqaQpSkFDa9hS0bnMwXapSe60Bv0aCxpmh0OhFRM/PzReYqSfK64zR4fDz2YAhd/XFa+g1oi1bS1TgGoWZtq8xcocRcYhKn1URirIxGX8RsFtg9DSxb3s2d37qPeu+VJEpTDC8MU2+skZFaGYs5SQX34feVeM/bvEyEVOwdHyScFGxd1cTRkQDzCxJb1vmppCYx2pfhkXowFYwMnNVjdo1x85USw0cFhoyd7mUrCCRnQG3DWGxk7/MpOlo2IMtZytUJqhoXXmcHSjFEIlcmm6/DW1+iUBpjbrwPr3UTOtsAqdgYtXyesWAeh9uG2VJjLODFVC3iq3Ogr+qZOB3G2RxBH2tjLlkkW56hkrHR4dlMIfMMDXULxGoCjRcKVQexrJlKSUtZiuNzxYmnikyMWlneYEdbbyFaSBBOlDEaCmj987ha2kgESqQCPixNamRjAhRBLuehlKmQrjXQXl8iUBjBoGy4aPFeOLbhLcvo7/FwbHwBr9GCw69w3z2zLG93IVsEQ6eLeFqSXH21m0LMxOlTeax1DgzaDMgBeuuaicc02DsqTI6UeezhIBpDBUmlZtuWLAcPSpw8VGH9NhveLkGfs4ETI2meHxjh0h3N1LuM5HM1QvkqJw7HsBjUlHUxkvECtSIsW1chNqlHKlvZvDvD4Kk0Q0NmbC4Jp72G2+amUM5iMoCzXI/T52QhOUE5VUBnbiSaiLNqfRSb287zz6bR2SVWb5GxCQfFsoNz03nKlXF++AU1TZ4OrrnURSRtQ2eocmJfBKV+Eqn/OHVmD3ZhZnJU4K5bw9mBfQTnyqy7vJv5hJ5yYYCxowEiQQ0rNjThNVXw2zN0Lt9C0TBOtBKhELKwa+VK/LYivzg4gdXkpqE1TbRsYp1/jpxSZWjUjbsuQWTeT19zmZL2MMcmGumwrCBQe5Ja1oNa8aHSBEkkCqjTrbSY2wmo9zOXdLC2vh29tkA4OYekjuEy2InHauhMjSgqHQOTJ9i0LEM+0oTKVUepfIiZhIZ1/muYDB0kWR6HQht93SkGZ/OkYz3UWcqMhJ9l0yqFYsbOkaFW+hpWoNFNkaqlCM42kIo/R6t1BzZfmqwmhYg3guUoLXUyZp2dE3PDZPMWHFo7qUKGyWCN/vZONvb8/IJivajZhkiixn0/G4GqnwPJFEZ7iMt2tWM1pjh+NofH7KDT18jYMYFebaVQVjP5bBhvvY39Z5Js74rhslg4cN8849NprEYdclnGYlczNp0nsCCzsrOBG3Y6qNUNExtO0ddiRmuwMH02gm+LmhWXNbD3iSHWrXch5BjzYwa8Xg/X3DrEwbM+mh0WPLUUy1v8lBZsOExnwGglP2+nFM1gdEqkkwpnpyeRppP8748OY5LX8M0fVyg5ZphLKORUw0wEzFRmVeSrRkbmT5KYXqL+zwAAQGRJREFUK1Os6mioU2M1NdDR5uWhJ+e5bJMJk9bKyNQxWjtmsVWshBcUCsYKzsYyh0/+HFFqoqqq4DYO8NbXlDi6T2LWq2euaKOYkjhzZJJEk41T0xFs9jSNjSb2Pz/Lltb1ZLVR9IYpfrQvTGdERhZhZidrFGqQqxXZYHBw/56neVTWoTHqsOmLHEycpKwUaWiOUteUJD9fo6rSYjYOMatPkE2pcPgnKUkq3PrVHJmcQGeK41IuxaDWoNbGwXqOFnQU4luYiD5PkyOEQaejmK6y98hhLI1n0VgUIol5Dg+ZWNaWJyQ9Rii/Equ+nT0nkvR2uHjtrgD7R7IoiRo1fRSrOYdUbUExKYQLFaL5U2zsPseRM3EKFRkUF6WaGo0hTDSuJVecpK1+GfnC7EX3vBcU7/JVFTTbzYhSgnxWRSgk2HFtkrImg7mpxvRUhonRBaSKnpKSIxJMsXJTjraeItpWJ4eeDrPRrWB3m7lkuZH+9Wr2702hlSocHajwpjf1U+/z8PQTkwz9rEy8cAabxkN3vRtfS5rJmTm+99Ek+UwZlz1Ic3cP7/nAJWhyAxw7BM3McOCUiYMZPaOhGsWoxBv/JsfRp5yMBlWoLGkkLehkDY4GE10rhjh22sPBw0G6+hMIncQD98RxGBUqxhyKkMlW01hMMrZODU3LyvziHi2+qp3h0cM8/vQsJotCPJZmLhHCGNLQuiqPUsuSKUYIpmw0r1LzNzfJPPtMlrsfFqxvrdDTU2Mq56fRWU/BdgCr3cncgp4da2eYmSsTCmu4rvlSzg6M8oRymL99vYfjpxW++c0Y/+cvK/hNZn56QIVF1PjHr4e5+mYPne0axubzqCuN1DcmUYw+LNYyM+eKeOpqJBNR5guwpm8ZvpYMYxMRiuoyM5Ekdu8CVn0dw8EAerSUS4dxy1BNdRNJSMhmhWK+hCrfg1WJEhAjWCQtZuEkKofI1sKcPCcw6XXY7XP0N1U4MdZMKlPl2LkKaXESWZao02wkKc+S5SRl/VEckpNW1TKeO/08Xlcb2bLAY62QjZchlyawMIy/pYEOj5dnTwV+P/FG4iFWdqvxdaV57qka3TYvz++fRTJLbNom4W5P8dmHJa57jYbr3jBHcL5As7NMJlfF59bz6muMZNIKDz9ZZe1qidnJKNdcNUdoWs/ouJmmujJqKcRCNkgwnWf75iYsRg3PPD6BXgWXv1HHqxtMnD4Qw7O8kbfeWCOaOsnjJ3L8zc1pmhrTXPuWCnqTjUNnQljtczy9z8nsuISzfgq9x4jWHsNlrjA0quaKjRKVapwTCzWaezWMD9ZQo1DRqXnjOzTEprTEkjkUJU+laqfVLVMJFphNl1jdYuTG16zh8JEzJOJ5evrqWLc9TXA+j1qt5tRzKuq6BFubvezbM8PpuTIb13r5zuMmpiLzXLIhxuljMT7+V/UMjHvZvXUYRRYkCzbWbipjkqqEklM49YJzUyp6e7x8rFNNMl5ErXbzuh1Vbv/8OS69wcuyFhvLVpjo7i1z9PQkTc1VZqeNTJ4xEyqeo7vfjN/WyaEzWbTlAPVWFSF9B/PxCvHCGexJNS6HjWjtaYxVPWaNnYV5SKdPYtEfwyBqlFNOouEYWu1Z3N42lIKHmAhR0WcxKD7CaYHD1kSuNMt9T0u8ZnueWHGBPSfs1Dm2osha9JKLgiTRWSehqRnRq+xMxIL4vAYUKUejzYlWPYzWUGNgvAOn28j0uEQuEsRlkS5avBcc8257tZFiMceKHguf/miar/zMxKnjFXpX5Dl2HBKjMhpVL10rIvz13xYIFBVmRgus6dEycFIhl5M5esZDZ3eJ+uYZHrvfxJWXNBCIxFGJNPv2egllp7FaZXZtz6J3edh7pARyiukJFQPHvXzwpgBN3QUeeN7Jh25z8f3vF5jPpXnV1jTPPGukztuD22/i83fsIZXV8MYbWlm1McWZURm9r8T46SQNXgWDo4zfVIetZY7grJFHfqQllExz7S4bfoeOB4+ME52rIeegoVvQv1nDxEn4wb/6WLvOzq5LN+B3LGPg3F4efXI/zV0G3v6pHE/8Is4v7q3QtVyLTqPCYjdSLlcpiAirVmoJzdYweQzkMml6uhrRqI0sROdpMugpKDHiURcSCmXm0UgSa7csw6KvEkmlKCZVPHegQucKN+jGGR9Os3XjJkKBeVIpFd3tVqL5ABaDiWZHgorQMJMoMRuM4zQ1oddXKFfyKDktSbmEw2wgWZimkLTS6lpD34owT545Sy3Tils/j2IpMJ/2kEvmsVqzoC4gCnb0cjvpXBS1Pk6tkqezzom22kogG0GRbJTyOlp9A2hrEoNxD2a9ljqxhkQxiWw6ikolk6vkqFZaURQNVlOCahFGZlKkU2HecnkT+86sxesexmwY4/7n9HitBm677uwFxXpRe1JYdW6Wdbo4fhp+eq+BTKSK21+mb2UdotBANOlh1YYC1YrMPfe2c+/dTk6e7CaahljNyJe/3YPDbGBZZ4y7f1xj3bomhMVJtOLkiku28qEPO2hZk2JgKsuyTnjX9fNMjUbRm6rs2KGwdWuUHx9TkSxfhcli51++U6a7r4kdK/x85xkn+5/1kzyn4d77jiAXK2ztFQgmeOinMvoSLHOFaGs2MxuocPaY4NRQltmAjUd+WiRfSqNVSzz6UJxDZyNkz5pocluYX1CoFeuYG1ZTUWnpWGmnUrAQj+exOg7S1u5kZf1Wdm+8BllX5qY36njD23QIucjIUI7Dzy8gdBlWLtdgspUwOA1cutmPyS3j0DiYPKNiaCzNRE6P3tXM6vUuouUURo0GoZIJxfO40HJqsEyFSTZdGgbNJAZjjfWrlhM7WyYYK9HRLPHcc/Ps3ZtGoy8ysVDm4OkEM5NVgtMW8skygdl5JoddnJ2SOXosSrFaQqX247BbWN2p4qlfjDE37aaxOc7UuIlgwEokXsCp1GNXdRELGYhEBRadjtkAVAouCoU2BuerjMRmyBQlyuV66poWiJdM/GhflVJZJh2v8fSZ4zw/9xyD8wlOTkpEazmGwscIzaaJp6vESjpKhTJNLjcnp21MJwYJxEuMhbS43GkwTP5+Pe/Gqxy095XYeXkdn789g1wqs/aSGsVkFUkyU9NmsHmteFUWzh5JoW80kCsusHGdlqYOB6cG6zj08AgbLskyG4PNazR0dFmIRdeyqTNLo+cB7nqsiUcOl9i0McyOZQo/flDFXEYiEa8SnSrw1puNWHxXc278OeYmolg9KnwNBrKVGukhO8WMlmXtg5QLEr3dKiKKnQPHZf7y1Qu01Jk5tmDivufD9PraODZRpZpLEo8VMGsq9K3TMTmeI19U86qt7ejtNY6N56lUa+x5MoNZX6VndZWffmgVRq+aj3/iSR78Xiu2puvo2/EoWcssFqsRkcvzzJ48ssZAcEZNY4uW1u44ycgLG+SdGsxiRKKpWTBwqszwKQVbQ4krdnegFLQkojHSUomiXGOZJ0eds8rBsRrru6pkSiZ+8lSEDV09tLTbmJiYYIPVgOQM8rPj4NEYSYskHqeLYr5CqiBj1UEupQJjmv1Pllm20obHVSaYMCFVYpgtRU6OZOnt7sRuKZMrRNEaXaglLelEAA0e8tkih0/NsmZtK5KURGNIsbnlnaglNb8YvBOrTksxZWI+VqapqYTaFEErm/DYa4yO6Smp09jMDjzFKuPxIuGcAZ02Rb3DSilpwWcrUjBm0Es1RmbDbFrdTi7l4+xEgHqHgWhuivdd93tsIuhsqnLyeJaThyusXy3TsUJNOKBi/8EMM4EQsxNZ9jwS4+HnRpCUGlKxglAncbYGsdvHqKQPMRzq4MzwMt71tjaalquYmogQy53lmz99mKvepubRYymuu7qC2WLgP57SsmKzE4fVQGDaT0uTnzddk0OteQhBlcFzJo6eKlGUqjz7cI1QKY66ZZhlq5qR7f2MRQTXbM5QqCU4O2IBqYNv3y2YmZZpsIW4cmWQU2eK6G1FvB4npw9aiKRg7HiRL//oNOOTAZrrDVSUGa68ssjQ2Ry5dI7eNwxR9ezln7+lY/XbDPS+5cdMlIKkwmZikRr7jmjo7rGydaeFNesN5AsFcmkNw2e1/OieKEeeK1Hv0JFKCjpXwCf+xs32NT5Gp8bQUELvUHPueJXCvKCxvovjkRoNdSkiJS3n5os0egUarWA+doqFmQxnRiASldmwopPWdg3DpxQyMRPVmh2LMYPJXsXvB7NFsHKTllqxjEZVj7kguGFNDIvBSndzK3XuKnNTcU4er5CYKxOeypFKqhkOzCJpAizr0pJK50AyMjNuYjJ1L2X7owRmm5kY1xGMB/F4ashFPybzWkoFCydG0mir4Kssx27KMZsrUFUUVnZpcdlU5KU5nKgolWTyBRuzyQoGh57xkRIjoXHsvgzJQhEy/ovueS94w9buMHPjrhXct+8EkdEaoqrH3Z7irX9TI5Ey4Lc1kijM8+T9BdQNgnCySGqhlXu/o0ejnqBYLtDXqeFVr7dz6NxZhoesnH4+SyJxkoV5+Nj7fGBT+PQni+gVFY76CvseymCQYdXGBPWOPj70/xpJlQ+yc4eXy6+cQ5XW8NX/V6F7BbjrChw+rOPUiTyikuEf3y04clbiwQe0+HVawukMQ2MpckKi7eY05ZqafBl0JTvVioqBMyFcXj1WlwVZUyKTWM5jDw/Q1mPG2a5hw2YVex4t4m9foHuDH6/LTjAzjnnKQDVt5vEDMdZtrlFK6Th9WEe/KLL3YJEmp57kvEL9shrt6hLzZ03EUjX8fgfpvAOhE5isNVyJecYmo1SsSd74tlZmZ9LEQgr6zCbmUgew200U0gEcDj8GbZwGZxvapgShWoFSbj1KJEBGHeOKa2wMngyRLAnqGyRmJiu0t6SZGC1RVPu5ZKOfs6fyWF1VkhoTel0zojhOKpfHbNJS35RnfKRArVDiNW9V8Bat3PWsQFaX8enU9DW7Sbq38vAje9i0cR5FZaeU1aG3OvDV2ZkLjrHKfQ01g5c9pxI43X5MZS/PnDzKylVqVoorGBs9iuQRpGM2tMkowqjn5OkkLf40y3pczEz24DbZGJs/is48QZ1jxe8n3mefL/HJT1ZoX2HkVa+PUKsVeOdOC8vWaIgGM1RLOfY9pCYRrOG5Ikqjs52991tZCBTwt+5CLQ3jtYcYOVtHKJwhEAiTSdkxmvTc9KYSH3trhKn5Lr71NYn6jgU2b5cJRvO01btpb3vBhaDydpKYd/PIYzFuvbyda24ZYcdOAw+dVJOYrvB/PnYt9/98AWfTs4QxMT4jeP+Hczy/P0d5KINeo2XjBokxWcOBAxn8+ioDh2RCiTAdfX6WtRbRGFIMnTLT7O7gAMOEZ6u0NXlZ2Z4lEBzHo5hY1u1Dkss8f0pQ35yh0SNoq9dx/FCRm95UZeh0jFhSw+WXSESiakzmMlW5RmedDZeiMDhRxupSo5NNTMQq2M1FbD1lfvj0DMstdYxP55meL6LqCuFs0DF30kQ5l6bR08tUIMv8eByaPKARuDQljN7TRBMSyTE91XIRf4eEFMyTzpjxN2rJlxUs3gqyeoFq0cD6lV6CKYn9p2r4zODzWTAazQRFhHa/if6eLENTFR590E5XQxq1rGF8WMdPH55HMYW5874Ml+Vd/N/PzvHmN5foW9lOLNPJ2dOzhEMFvJ776KpfR2djI72NeeYjT+BiO259iV8cfJ4Wg4nX9nm557EMU6kIfauy7HZZWYirODmQI1c6y45VVfQ6mYWMj3Tm4tdtuOCYd9NrVbxuZwNlucrZ0SRr1uR58jkTKq0FryvNvd+NYzPZSFRKuB2CzhV+SqUKU5MJpLibS270UmGC6PwC3noFo9FHSROhlIJCQc2mFRW6eqy0NsbQmmxoRYqFeSN7JtTYlTznhqqgMbFr21rmprWcOTqA1xdhx7oKd+/P09pgw+WwU++skc5n2X88hstloN5TI5ktotNbKJX0eB0lhiajzE0bSc7KHD5QpHV5mdfcpKemUkhNGTk2MkM+0MJVrxbMzAVwuxVKCtRqRlaZezg+MkFNW8Xjk4kmUxRKMmZLhW9+oYzFVWNFv4zPrUOjh0pNR7VaQzIU8UtNDAXOoTVpmJ8rsW5ZByZjHlRTGC397H86xZZtXk6cG+H4afjXD+SoqPIcGuwgnsySTvrQGINki1F8tBImhduo4HLq2T82xNYVFuRkAyFlCo1KRinrkKsSe09luOQSH0Z9gmLER2dDOxMzEbL5GqFEjvbuNPFYlng6T5ujB2PdOPGojfCok/HIACeP5RFlJ+/8K4UHH06xqa3KZds28M17c1TlUTasqKfH1c5Pjh3CYlHhkP1YDQ6MTOPo6iSWiKOSXNT56pmZ+RFOvYOySHPiuAqLRcPOjXMsa/JxerLK3fsrWKpF3nxFFKtOx0c/56GpF/7Xzb+HDeg1f62i0d5I39pOdKXjvPl1Ea58v5GnHlahZFPYnRrW7TDR2W4gmMiRmDcwO1YhFEhw6Q0eerfk2dIaZjZp4tA5F++6SkNn/Sj3nzZw9JiRiUk4dbzCI1+OMDOjRqeSCSkGEiUnI7NhhifSrKnbzKVXbKJWHudL//EQRp1AaGSamzT0L3MzccaDvy7BQjWI1VTEJ/t47Og8l15mJTa+jHgtSFvnLKPnFKo5Lz3Laown5jGUFDyuNLNxK7GgHZsvR3xGxexUitZ2IyLjQVM/SYujhWPPpNl/ep72Fh/dffPEQgb0VhurV6t46JEFFubV2CwyHZ0K0WwOlUqDQ2djai7Nxi0Cu9HOviMZNvQ1kEyN88ATSXZeVsOla8JMGz97fBpPUw1/s8AqzdLc4GYq6GAiFuR16yt890kjHe0mKkqOsYl5PDYVHmklBmuRhewMeslGiiqNTg+R+Dx6jUymlmLwuIl0LcTrdrUQiekJRqNYTTJOt8zcgkK2kMZmqlLJmpmOV/nkrTmODhmZTmqw6Ar87IEk191sx66vEZhrJBaL0dpoZGhcZnT0NJcuW0nNHWAmmKdJv47v3v0k73/XWwglF5CM81TL5ygKI2ZZw3xYkE2muPVV17PvTJyt3c+zoXsF335Qx/LOZ5mYstLo1YNSYThYI5av8Dc3xC9KvBccNlREFWfXLGt7tZwc0PC1H7XT2TfG7i1OhofbUHxRTCrB+68KMFLyc98DerSeIG1VI9fc5MKkm2M2aUQYrazu1eLSzRAOGQhHrNjdCWStRGu9zFcfMXHurJYVa0wUNfMsdwkuXeOmr30F37t9gqpw8obXZfnrt7fwzEkPw0MH8TdVeeKZArrsAm1tFaZHM6xqd5BXx2hpVDG3UCFfHabd0s6Rp7L0rslTq8WYDpbpa7BzcrhKoVyiwW4lqy1hLMpceqWbR58QLCzU2LYtSFFoKGRmiOnSGNwSPatmKFa0xCopvOo8T93XQlVYuO7VearZLJmcnZ1rzOw7HiaaVlEspDnyvI621grbVi9HyRqZyx/n9TfKTE86SCWnWdakx+JTODM8idNiomBu4fi8wFHLkwoUmJ1SaK03Ei8kkEWCXERNXqVhzjRIYdCPUd1HRT+H2iAzNDZKY10dVmuabFhLNp+jsQHOTidwYkLSRrHa7ShaLT6ninyuBb+pjv3xp7CaDEzNajHbJJqNLQRHsrgaIpzYo6KuzkhFewyXU8vQUCN60wRr+5s4NR+mTg5jkpezerWaa7Y5GYrLLAzP8YvHz/Dq13RxSXs3zx8cI1YIEBvWceCBIRqu0CBpdJwYSBJKOPAkGtGbF3jgOJQL/bSvKOI3GH7jUOGlXLDnffvtEguzav7l3T2cmPcxtpBk7fpTUNNTqFSRpTry2TIGzTjZeB9FdTOYRtnWsUB2IcHdz2lp9DoIJ4oU8nEcRh2bV61lKhTA58mxkMjS6Hfyi2cl0vECn3hzgEC6jjNzRlY1OYgmdRwe3IdZu55bLv8Ljg5/n2BGxus189Djj2NxF/F4KoiMA7+zk/nCLCZ1nLKokC2ARinjVjcxO6NCspWxyCqOjU7Q26Ol3q3mzEgVu6WKXNPziwesmOvmufH6Bp4/WiGdX+DazU5GU1VqBQdOrRprQ4BwvITTquLIwQyhBcHqfhPRdBm3R4so6AksCGzmCvl8leZOhQMHo2hKbazZYAIxh1XyYPUbOTkcYWJ2jFVrjCiVbibGpijUyridTvQUqWtTePixDNGIiq6OLOFigas2uJDp5sDwKH6zYCaaR12o5+jRGZqXJ5ich+vXdeNvzbDnTIimBi0tjTIjZ7NUFwzo6y2odGoyxTyNNoFI11PFi8qYJJUbJ5fTQRVWNrdx91MnmBhLsXnZCiRrGK2xSpe7kXQtxlx2GlutB6lmYmDuKN2NK7Ci8Porx9lzUOaRwRjNrUayQTsrG1243f1MpJ7l5IE0Sk5F/+UxUqF6LLYsOrGJfXsC3HCzjFI5R1q/nYGRJH0NSa5aceyiet4LTpXt3t7PVVe5GM3OMTU1hREVJlYSCdkJzuSpZrUcPyl46OkXAqN99jGiw7AwlEGWDVCzoS5rmRwsMDMlUKwSscJZJCnAF+8KUEw0MT5g4oF7Z2h0FjFiwaeBQ0cSfOfhCVLl/XS2WjCZZ4mUJlGrr2U+8hSNLjNXXnoVOlUj5Ug/Xn07+dQENmMatUpPZ1MdlYQet9XKkdEoC5Vh3LY4wbie9d1uCpUKTx/Okk3lmJoWrO+1cf3VdrTalcxHs7hdoNI4+cmjQXSVGk5rjskFLTMLFTKJNAsTJa7auZvt27eRrMVJx6wk04JirYLbn0drkKjIMibFhElvxtlaIB7Lkg+V8TrtHDiaIlUep721kcGTEmppnvVrVSi1Io/8PMvDT5UZn1pg2zorl2wrMx+uUq9zEomoGBtN0GJqoKRAV7OO+voArU2C1RvtrF/lRzHkCEyaadR5KcRLHN8n4zTaSGsUiikt6WSOheEyp8aqzOanmS88j00vYbRYGRs2ElzIESkmqWstsvvS5dStkPF6ShgVG/myClmXwa5axXxwFLO9zLYVlzB0dohIaYSfnZB47HARr66Lt2zcyZpmLXc9doxw+jDhGZmuXjO9W7KcGpCZjaaIlWLkij48FgsHjwcwkKPfOko6EOXIwMmL7nkvKN5MIY1Kk6AqoHlZBdlcxi6ZoVpDb7URSkRIBfLoZDMDJ5M881QUky3J6ZCJh46r2LZNJh6NsGVHmZ3b1HR5BKdG0wTiJbatsqDXeJnNBfjwe8u88fIy959axf/+cpXwVIUGf5pXr6zhUvTM5fQ8M/BlGppt9He8idmp45jMUbYs28qG1Zejt69hItBPIW0jHM2RTMWRNDWGR/J4fRKFvINktMqGtTkcbhmX3orLVo/ZZKW/28/PH09y9bYZPv/hOjzqJIpS5OO3prniMidjEwrRgMBgHUOpVrBiZWA0xXgwxI71u9nS9hpclgzFsoHWRgeJeJRALEMkouLouSwN7WU0hiQllYqmBhs/eWSAYPoMZrOBeCSPzZInlJDJVPIoxip1niyBQJZwROLkmTFkfYFL13fTYNcwP6bHYh6nqzWJUlAxM5YmGi9wyRU6zp3SsMKZp6mhRlGroWe5F7fXQk6kWAjqaW700NgsY9RJaM1uLOoaWksFv6ONs6eyJOIqOnrNXLbexMRIBrvop7upg1R6jGRUQzhU4cxUCJ3KwfuvMtHX6OX0mQSySuHGm120+QWpcB2+VSrsZhXTg2b6el3097cwE5CocyoEEwHyQkd7iwm31U0hYSSRG+aqa+3EU1M8dXAZQ5Mr0ajzzI/bLlq8Fxw2fPEhH257N73t05weyZJMmGltzzEyJpGqhqmkNXR3+4mmZJKRAOGAwN/qQKuGQqZMphpgeMDEra9zcGwgjl7S0NhT4txIgb+68XImJkv8y51PsbnNzprVBZ4edCLXtMQLCziremz6KEMRBy0tNVZ33Ug0LQjMjhGbC7Fp8+XYfcuYmtqHQINJ76LJX0dBPs1Q4GFisRB+mwO3q8Z0yE4wBG7XPOqaQl5VptO6iXhUhdF/mH2HBU1SkXVrq5g0Dn5xpI5L+keZj8MdD5h45+tgd5+Jf72rSFURnDiUIBIvcMmGZm673s3RmUGGxgwosg5fk56JkQwGJGz2IuaWAs/8XEMtl+WmN9g4ebqOmUCIRCiBv17B57di0RV47lQMj6uZG3dEyeUyPLS/HW3JzZYNdhbCSUamJrh86zL2H5xkKhzhymtM5LIlDhyHtcuNnB7Kc+PGBTb16/j3n7uYC6bYtMpAIJulmtGjlKrEchLJhJ5yTk2hNIvX60Vb8pFRZulq8yLLNVY6LZwO5ihkK6RyMuhHUdRapkYEN+3MMhExY9GkcbvaGJiVmJuP4vCqqTPrKBd11EwTDJ80YLZVUcw11nfbOHW6Rqpso6M7gqmmcHK0QEdTEza9gbGpIXQqM5IkoZN8JObCVBsLLHf72b3u4tZtuGDP21inppyVGDilh4oLndrGkcEF6tsK6GUrapWBwYEo1GK0dFlY3qegEkXWr1X4xRMhHrlfprNbxdBoGZMth8kTJzuj5eR+A3tOVCmYp7n5RhO2Nh2f/hac2h9gfa+W0ryFM2dLJLUbOHtaJhIVjM9lGT9zmmB4HsneylxsmGND/0Qs+yCR4p08ffzfeGrgnzhx7iQWeSUd/o2MzpYZnM5hd+RIx0rMzCjYnGZmR60Mz86RrEwwGyzT2mBhLm/nsz+VOTphpr/LyZ5ZE4/uE/jtNQaHSuw9s4CrPo6nPk1Tq4piwU1JHWAqPE0y7uDgIZgcKTM2kMVbV0KrMTI6LJMPy2zYYENvlbj/gSjFagp7nSBTgTq/i7Z2I3OxPLF0Ix11FmLhLDv7a9itCRpWlCnkikg18NarSTPCbHKakaEsZ07FsdndLGvQc/B4koaGCmOxBh45aGXLsn5evXkX4WwIg7DR3KghkU8xOaciMSszNJiivtGHEAJL8wB9K41kk4JSNskjg0N4bSvJlErMpU8wM6EmsFClpUlPOQeilOGR034eOZTBaI9iNZk4ui9LhgyBkMTsgI5Gn5+WdivFRJlwXIunTqa5oUhsocbB4QiKVsXr10SQmMbpc6LUHKSUFCVDFG9bila3mv2DFz9suGDP+3++Z8HqENhoRm+HaDpJYAF0piIN+jLtjQoD4QJUIRjW0NWmZ2Y2xOBoBYfRjlrvwlu/gF1ToiqVmQ4acVo1TMwpbFjuoyItUM0rqIwpgmE91UoBEm6+9dUE7/zfEjdsW84XvnGa3l4nLc1vwadXGM3k2Xv0GB0NjyKEoFaQ8DUKolEtqqpCLF+jWq1gMbTjdpdRmKQsW0iktKjlBKWSA7ngpFhTkWcKtTpLs99CpVgimy/y2rVGpoN1/Oz4KEbFSCqgpqYIFBs02ItUZBWKVjA3osXmj5GImzCUrDgaKzzxaJ7wQpgbX68mmpAwmJ1IRSvVbIW21QUefihJISPYfbWLeKhCIlGmvj1ONG2n3+1gNhHDKMms7KxxLl5GqxUcPtiA219jVWeYw4cyZISBjmV6ho4UaO+wUSxUOHW8RO/GMrOzRlrb46xramNiTs3J+aP4LR1YPVmS0SqRmES9rYuHHpjD6pplzWU+VCodqmKSYkrF1Vvr+O6jQzz9fJ5bXtfA8h44djhPFTU6RcdUbB5JTrO8aS0T0bPk0yUuW3UV1cokxUKVRKBCUtJjtdXQqsyotPNEpxVKBSMV7zAN2k0cHxpFlCJ84i0Wjg0pHDzjx+cCR0OKVEJLpZoGKUEqnefDryn97j1ve5ORaspBJh8hHI6SSZfI5/NEJy342hxEahZUKjtnB2R0lgLhbAGb2Ud9vYVNO+xcsaOMVWtCZ2oiH28jMd2NSiPT7NHhcch0+LqZDbkIRoq0NWdxW5tROSN88J8TeL0GHj4wQHNPGYs5ikY9ytnAFD/58v1s9E+xuvkNXLbiX1jb8/fo1G/AbFlONOxg7JxMa7OTcHKYqUCedMFIMVeiUkuj1chImhBldYaW+jI2XZWpYTXhUAKjQyEV05OOxtGahrGa1MhIyNYs6VKCNW02cnkVSsVPOdLC6TMBTh8QGHUSM+E8qWiESzc7Wb+pnfmYg2TUDXkDFm8Ct1fHmcM5Vq2GOqcdi1ZgMFSJZ/IkohbatX5q5SiZsolQQscPn31hzdzpMT1NzRBJz5DKNGKxeShUaoTnjGxZfT0LgSoWf4y1mwXRoIyoptGQZy52jIocod7dTCA2y9SYQjKukMmpMHjHufYWFVqXQiyYIDlV4vmTUZy2djo8Ra5dlcel6iES1HD4+RTJbB69sUYuJmj1t5EIO5kZzXDl9j4KaTNDJwtMhVWkihau3TyJ2VTliadrDM6PEc2o0BsM6PVFJo57KcsZLAZBId/IvSfzRGM+soU5lrcP0moOsfdkiGy6iNMm4TL0XXTPe0Hx2s0S2ZwerTFFkiidTRpWtZhpqNdTKHRQzDeirejw+83YFC+VrJZiWc3afjMDZwocO6tGJSmcHYuj86W44bUCi9xFMqlhdqTEk4dPYLFGuKTfh06x092cx+XOky2qKZcT5LMOtLo80XySfO4QM6nHWbshwK1XxrHaK4iilTqvjnb3lWzs+Bh1LTo2brSjlMs0usyQr4JoIRrX4dGaEAUPRq0Dt7vGzEKCAlnae0xQtaHKNjExVuZEop3piBe3w0hzk4TeVOSSSxXOTMZoqlMoS3PYrTK7t7RjcSsoBXC4g5gtKiqVGh6vjVpVzcpVdopFhdBsCaM9i92rxmwy4W8vMDYeo8ngoam5gWzMwnQwzUwxx6YVFg6diZKM1Gi2r2BoOkC93kOjbjUHThSRNWpa6myMDWc5OnCQwJxMPKSjlI/gNjWwcoULFXWcGlFT59rOjv5tZBNq7HYJh90EBQ0zo4JwKIbVqqacK+GwOtBJftILEe58/DSdbXV86H0K6VCa/U+nOTempsmY5+q1MYJTJYyKgSPHkhx8UkWzW4fNplCerfH80xHueNjBt74xQiYc4NLVEEumUOm1GDw6Ltms4dTJJEIu0r+ygk3uRKiL5JQ8jb4iqzvLrG2BeKnIQqJEYPbCDyguWrzRjMDlTFNUF+kwbma5s4/hiImJ+RynThzlM7cfYc++GlqNirnAFBZFoKmpOHsqh1yVyJQDlEWONr+D+fkqg1PnOHgkQGd9AzOZCPksqEWQ0SDMBCWmQitQ6zbjr3diVglc1jQG1bVkk9dCeQM3rnkVOvtK/vJ/B3hs7xM8MfD/mJuZIRs+ymjwQcyGPvxWN2XKmEx6NIoekVfT6NFQydQoiQJqyUilmqVYjZFJykgiidvlpZRT4fYWWUjHGZrUMztqJJuuolfpGZ8xs2pZkt09IZY1Q0a9QCwD/WvUWL0J/F4f0EROmqHeF8AiaRifnqNvZRSL2cDRkxGyxSpToxWcvgr5qpWJ8RI7+vux6vVkKkVSEQ0LgRx9XRYMxhzz4SDZYB1PPDuI2xnD7pwiESuhqXWRyJZxmXS8+Q2X4DZ0sWrFW2lqM9BbH6dGGbVB4YlTT1GrdrB2VQtjwQkk/TSXblZRLlUoK2FsaoV80cfIkQZeu2El87mzjCZVPD/URjoSYmYuxIqtDjb3d1Mu6hgKF1GZI3R0lbnqdR0Mzp5CZbSzoW8ttvoyHQ4Ptrp2Nl3ZwGWXq1lmCtHiyDEXzXNioMruDRPcuHOMbLGE39WDqDjQ6mQMssxjhzoZCVs5Nx7j1OkEk2eXUV9v//3EuxDXEosLVjvX0+i28ZVHnyGZjON05Tl9okx/rwWDM0Mun8Tt9jATSOFsEEhaNTp9kC6PHpNNQiglHDo9wWErbq+KZHIWk6VMg7uBgUED37ojwunTc0yMVuky/jUe3Zt54L7t3H2Xj+khHd1Nr8JiWUOb+69xSZczNG3nxFETrfYN2FztnAoehaLAVdvMyYkK4UiFbDZMX7cXj1VLIqkirYLAfIZasUAhYcfsUNHSqSKfsEMhR1Gdxef3svfRAtWKoKYqsO9wknDMwsnn9PjyMharnWQwTTBYQDbEGT6Ww+vx4TX3UculiCcKpONqViwDi7nIxHyBcq5KQ3uJQk5i9QoD3d4apXKGoViIs6PHQC8Ties4dSROVgpT1yzQaiyMBTJs2e7A5DNx18PDVCoCrVXF/j0BKqk07jYHva1X4rUv54eP/IJEJsqaxjhue4xERIeWGU5OH6LBaKHV0c3wpI5MtkS3v5Nw0AhaLc5KE8H4EaLJGVz1emZH9BwZnmFiTssll3vRm/MY5SDhgonpjI9oyIwu345brWH3pRaC4QlOjzyHJFtp7W4kl6ly9RYbBrOOv/gnM0cPm174D67I7H3eQXe9i1ZXB+FklmJpnPFxNSs6HZgMee494GXtpmW8/voGnJKVyEz7RYv3wuvzLrHEnyEXdcO2xBKvBJbEu8QrliXxLvGKZUm8S7xiWRLvEq9YlsS7xCuWJfEu8YplSbxLvGJZEu8Sr1hedvHmcjlMJhOSJKFWq4lGo7+S561vfSuSJPHBD37w5a7O702hUECSJCRJ4ty5C+8XtsQfh5ddvD//+c/JZrMAVCoV7rvvvpf7lH8WfO9730OSJE6cOPGnrsp/W1528f7oRz8CoK/vhTjNH//4xy/3Kf8suOeee/7UVfhvz8sq3lwux8MPPwzAF77wBSRJ4he/+MUFhw4v5ezZs0iShMVi4dy5c2zcuBG9Xs/atWs5c+YMe/fuZcWKFeh0Oi6//HIikch5x//gBz9g3bp1GAwGzGYzl156KY8//vgFy5+ammL37t0YDAYaGhr4wQ9+cF5Z9913Hz09Peh0OjZs2MCxYxe2Zb9IJpNBkiR+/vMX9lVYvXo169atA8Dj8SBJEo899hibNm3CYrEsHnfvvfeydetWbDYbLpeL97znPaTT6fPK/q/yLCws8K53vYuWlhZ0Oh3Nzc186EMfIpfL/cY6Hzx4kO3bt2MwGGhsbORjH/sYxWJx8fu7776bNWvWYDabcblcXH/99YyNjS1+f/PNN3PTTTfx7W9/m+7ubsxmM2vXruX555//jef9vREvI/fcc48AxIoVK4QQQmzdulUA4pvf/OZ5+d7ylrcIQHzgAx8QQggxOjoqACHLsti8ebN43/veJ7xerwDE2rVrRXd3t3jf+94nXC6XAMTb3/72xbI+85nPCECoVCrxute9Tlx11VWLZT344IO/Uv66devEu9/9bnHppZcupo2OjgohhDh37pxQqVQCEDt27BBvf/vbRXNzswAEIAYHB3/lmovFovjABz4gJEkSgHjjG98oPvvZzwohhGhoaBCAWLVqlejp6RG7d+8WQgjxs5/9TABCr9eLj3zkI+JVr3qVAMS11167WO7F5Hmxfa+55hrx4Q9/WGzZskUA4qabbvq1f6OJiQlhNpvFW9/6VnHgwAFx7733CpfLJd73vvcJIYQ4dOiQkCRJfPKTnxSDg4Pi0KFD4rLLLhP9/f2LZdx6662irq5OvOc97xGZTEbkcjmxe/dusWzZst8skN+SB8IvvF7kZRXva1/7WgGIf/iHfxBCCPG5z31OAOLKK688L98vi3diYmJRIN/4xjeEEELcddddi2k/+MEPhBBCfOMb3xCAaGhoEEIIkUwmhdFo/JUfyPve9z4BLDb4S8u//fbbhRBCVCoV0dTUJADxpS99SQghxIc+9CEBiNWrV4tqtSqEEOKrX/3qbxTviyiKIgBx/PjxxbQXhb9161ZRLpcX0/v7+wUg/umf/mkxra+vTwDi2LFjF5Unm80KQKjValEsFoUQQpTLZfHJT35SfOUrX/m19fzEJz4hPB6PqFQqi2nf/e53xTvf+c7FNj1y5Mh59X3ggQcEIILBoBDiBfFaLBaRy+XOKwMQ2Wz21577t+WXxfuyDRuy2SyPPPIIAK973esAeO1rXwtwUUOHF7niiisA6O3tXUy7/PLLgf8cR4dCIQAOHDiweHN4yy23LOa/6aabADh9+jSl0vnmvhtvvBEARVFYvXo1AIHAC5t6nDx5crEOsvxCU73+9a+/qHr/Jm655RZUqhdW2spkMovn6ejoYHZ2ltnZWdasWQPAvn37LiqPwWCgubmZcrlMX18fH/3oR3nkkUf4+Mc/znvf+95fW5cjR46wZs0aFEVZTHvzm9/MHXfcAYDFYmFiYoJrrrmGtrY2fD4fb3nLWwCIxWKLx3R0dKDX6xc/2+0vOCLi8Yu39fy2vGzifeihhxbHWm9605tYtWoV119/PYqi/FazDjabDQCNRrOYZrVaAdDpdABUq1WAxbGvXq/H8JI1r1yuF6KXa7Uac3Nz55XvcDgW3/+68l6swy+//13x+XyL7xOJxOL7m2++mcbGRhobG/nOd74DwNzc3EXlAfjJT35Cf38/w8PDfOYzn+H666+noaFhMd+FiMfjGI3GX/v9Pffcw+tf/3o2btzII488wokTJ/j617/+K/leKtyXIl5Gr8MFF9r7Q/DiLAP8Zw/2Un784x/zjne84w96TqfTCUA+nyefzy826Is9syRJOByOi+4NXizvpflfLOv34aW93Et/DLfffjs9PT3n5W1ubr6oPADr1q3jxIkTjI6O8uyzz3L//ffzwAMP8I53vINdu3ZRX1//K3Vxu92kUhdeRh/gjjvuYOfOnXzqU59aTMvn8xd1nS83L0vP+9Ihw+OPP454YWyNEGLxDvS3GTpcLJs3b178Q790Su7Faav169cv9toXw4vDkkcffXSxN/5NvdhLkaQXtmTK/BeLJZtMpsXzqNVqrrvuOq677jokSaJUKmG32y8qz9jYGJ/+9Kf55je/SUdHB29/+9u5//776erqolqtMjt74c35Vq9ezcGDBykUCotp3/ve99i+fTu1Wo1CobD4I36RF2dkXs5e9aL4g42mX8Ldd98tAOFwOM4b6L/IizdGL95U/aYbtng8LoQQYnBwcDEtn88LIYQ4fvy4AISiKItlf+ELXxCA0Ol04s1vfrO4+uqrF29knn766V9bvhBC3HzzzQIQf/u3fyuEEOLkyZNClmUBiE2bNolbbrlFdHR0LB579uzZX9sGL96c9fX1ib/5m785L+1nP/vZeXl/9KMfCUBoNBrxtre9Tbzuda8TgHC5XGJmZuai8gSDQWEymYSiKOK2224TH//4x8VrXvMaAYj29vbFNvtlpqenhV6vFzfeeKPYt2+fuO+++4TP5xPvfve7hRBCfPjDHxY2m008//zzYnJyUvzFX/yFeOtb3yoA8d3vflfkcjlx6623iq1bt55X7oMPPiiAxfr/IfijzDbceOONvzKF9VJevIt/caroDyleIYT41re+Jfr7+4VWqxVms1ns3r1b7Nu3b/H7ixWvEEJ8+9vfFo2NjUKr1YotW7aI06dPC71e/yszCb/MD3/4Q+H1eoVWqxU7d+4UQvx68QrxwrTiqlWrhEajESaTSVx33XViYGDgt8pz9OhRcfXVVwu73S7UarWor68Xt912m5iYmPi19RRCiD179ogNGzYInU4n6uvrxQc+8IHFWYJoNCpuuOEGYTKZRF1dnfjHf/xHUa1WxRVXXCG0Wq246667/mTiXXIPL/GKYck9vMR/G5bEu8QrliXxLvGKZUm8S7xiWRLvEq9YlsS7xG+Ny+Xi05/+NAD//u//vhin8cdmSbxLvGJZEu8Sr1j+6OKdn5/nuuuuw2Aw4Pf7uf322/m7v/s7li9fvpjH7Xbz+c9/nmuuuQadTkcymQTgW9/6FsuXL0er1eJ0Orn11lsJBoMA+P3+84JHFhYWkCSJm2+++bzz19XVcfvtt1+wbl6vl89//vO8+93vxuVyYbfb+chHPkIoFOKGG27A4XDQ1NTEnXfeed5xv6/T4O///u+xWq2/EvDyhS98Ab1ef15U2Uv55je/yYoVKzAYDLhcLl772tcuxjAMDg4iSRKPP/44l19+OVarlaamJu666y4OHTrEhg0bsFgsrFq1isOHDy+WGQqFuO2226ivr0ev19PV1cUXv/jFC57/T84f7NndRXLNNdcIv98vHn/8cXHy5Elx3XXXiY6ODtHb27uYx+/3i2XLlomPfexjYv/+/aJcLovvfve7QpIk8c///M9iaGhIPPPMM6Knp0esXbtW1Go18aY3vem8IPcf/vCHorGxUdTV1S2mDQ0N/cbHuvX19aKhoUE8+OCDolaria997WsCEGvWrBH79+8XtVpN/N3f/Z3Q6/UiFosJIf4wToOJiQkhSZL44Q9/eF59tm3bJt7whjdcsK7PPvuskCRJfOMb3xCjo6Pi4MGDYvv27WLz5s1CCCFGRkYEIDZs2CAGBwdFpVIRb3zjGxcfl8/NzYlCoSB27twpNm7cuFjutddeK9rb28WePXvE0NCQ+Na3viUURTnvkbbT6RSf+tSnhBBCfOlLX/qVx/MvF39UJ8Uvs7CwIGRZFl/+8pcX01KplLDZbOeJt76+Xqxdu/a8Y1etWiVuuOGG89KeeOIJAYjnnntO3HnnncJisSw6Hv7iL/5C/O3f/q0wmUyLtp477rhDuN1uUavVLli/+vp68apXvWrxczKZFMCiJUYIIQYGBgQgDhw4sJjnD+E02LVr13mWnkAgIGRZFo899tgF6/qVr3xF6PV6USqVFtMWFhbEwYMHhRD/Kd4XLUhCCHH//fcLQPz4xz9eTPvyl78sdDrd4ueRkRExPj5+3rnWrFkj3vve9y5+/nMR7x912DAyMkKtVmPr1q2LaWazmV27dv1K3s2bNy++L5fLnDp1ik2bNp2X50Vj44kTJ7j88stJpVKcPn0agD179rB9+3Y2bNjA3r17AXj22WfZtWvXYrjiheju7l58/6JB8qXxsy+mvTiU+UM5Dd75znfy2GOPLcYL//SnP8Xv91+wbQB27tyJJEls376dO+64g8nJSbxeLxs2bPitr6dQKCwaLk0mE1/4whfo7+/H7/fj8/k4ffr0edfy58IfVbwvxu+azebz0n85XhQ4L+42m81Sq9XOc9u+tJx0Ok1DQwPd3d0899xzhEIhhoeH2bp1K1u3bj1PvC/ain4dWq32V9JedFi8FPH/xTP9oZwGr3nNa7DZbNx9993AC66I2267bdF+9Mt0d3dz4MAB2tvb+fjHP05rayubNm3i0KFDv/P1lMtlrrzySp544gk++9nPcujQIU6cOLFoj/pz448q3hcb7Zet2P/Vr9poNKIoyq9E/L/4+UWhX3755ezbt489e/bQ19eH1Wpl27ZtPPfcc8zMzDA1NfVre7LflZc6Dbq7u/H5fL+T00Cj0fCmN72JH/3oR4RCIfbu3ctb3/rW33jMypUr+f73v08oFOKZZ55BpVJx7bXXnmdb/204ePAgp06d4mtf+xq7du2ioaEBn89HOBz+ncp7ufmjirezsxPgvN4hnU7z5JNP/sbj1Go1/f397Nu377z0AwcOAC84JAB27dq1KN7t27cDLww/xsbGuOeee+jp6aGxsfEPdj3AH9Rp8M53vpMDBw7wb//2b2zatGmxvS7EwYMHF69fURR27NjBpz71KSKRCAsLC7/lVbzAi26Kl17PgQMHmJiY+NO7Ji7AH1W8bW1trFmzhn/6p3/iwIEDnDt3jje/+c3nGRJ/HR/5yEf4+c9/zuc+9zmmpqZ4+umn+cAHPsCOHTsWx76XXXYZc3NzPPDAA1xyySXAC0OLlStX8u///u//5ZDhd2Hjxo088cQTHDx4kKmpKd773vfi9/uBF5y5v00v3Nvby8aNG/nMZz7zX/a6jz76KDfccAM//elPGR8f58SJE3zxi1+kpaWFpqam3+la+vv70el0fPGLXyQQCPD444/z/ve/n927dzM0NPQH8e/9Ifmjz/Pefffd+P1+LrvsMq655hpe9apXsWPHjguOw17KLbfcwh133MEdd9xBZ2cnN998M5deeul5LmSbzcaaNWuYmZlZFC/Atm3bXpYhA8AnP/lJduzYwa5du9i8eTM+n49vfetbXHHFFbzrXe/6rddmu/HGG9FqtYt2/d903ne961185CMfYdmyZezevRshBA8//PBvvCH9Tbjdbr797W/z2GOP0d7ezqc//WnuvPNOPvShDzExMcHOnTt/p3JfLv7oTopcLkepVDrPEXv55ZfjcDj+x6xj9usQQrB582bWrl3Ll7/85T91df7s+GUnxR89ouK6664jGAzy9a9/Ha/Xy0MPPcRTTz3FQw899Meuyp8N+XyesbExvvjFLzI4OMhPf/rTP3WVXhn8UWaXX8LCwoK45ZZbhNvtFgaDQaxcuVLceeedf+xq/Flx+PBhIcuy6O3tFXv27PlTV+fPliUD5hKvWJYMmEv8t2FJvEu8YvkfKd5//dd/xe12Ly6y91JnwBKvHP7HibdUKvF3f/d3vPrVr+aZZ575U1dnid+D/3HiTafTVCoVrrzySlauXPmnrs4Svwf/o8T75JNPLq7V+/rXv/7XPtXbt2/f4h4NJpOJnTt3LroNbrnllsXFrV+kp6cHr9d7Xtob3vAGrr32WuCFXZD+8R//kZ6enkV3wle/+tXFvAMDA0iSxIMPPkhvb+9iWOPevXvZvn07NpsNs9nMtm3bePbZZ/8wjfHfgT/VnN2fglKptOim+I//+A8RiUSEEOcHVw8NDQmdTife8IY3iJMnT4qTJ0+K66+/XpjNZjEzMyO++c1vCqPRuBh8vrCwIPR6vXC73WJoaGjxXH6/X/zbv/2bEEKID37wg8JgMIjvfOc7YmRkRHz1q18VGo1mcZXM4eHhRcfGf/zHf4hTp06JTCYjLBaLeM973iPOnj0rBgYGxHvf+15hMBgWXRz/0/iTOin+HAiHw7/iJnipeD/4wQ8Kl8t1nkMhnU4LnU4nPv3pT4vJyUkBiMOHDwshXrAbbd68WVx99dWLYnzRxXDmzBmRTCaFRqNZ3JfjRd75zneKjo6O8/K/uBSqEEKcPXtWAGLv3r2LaeVyWTzzzDN/0H0eXkn8SZ0UrwSOHj3K2rVrUavVi2kmk4nu7m5OnDhBc3Mz7e3ti+GZe/bsYdu2bWzevPm8oPe6ujp6e3s5ceIEpVKJ3bt3n3eeSy+9lNHR0fMWn36pe6Srq4vu7m5uvfVW/uVf/oVjx44thj6+dMuC/8ksifeXSKVSv+LYgBdCK1/c82zXrl0899xzwH/ajX6dY+PFgPnLLrsMnU63+Hrb294GcF7s7UvdI4qisHfvXm666SbuuOMO1q5dS0tLC9/73vdehqt+ZbIk3l/CarVecI+GVCr1K46NcDjMuXPn2Lp1K5s2bWJmZob5+fnzxPviMd///vc5ceLE4uvUqVMMDg7+xuB4t9vN7bffztjYGAMDA+zatYvbbruNo0ePvgxX/spjSby/xLp16zhy5Mh5W14lEgnOnTu36NjYuXMnCwsL3HnnnaxYsQK73Y7BYGDVqlXcfffdTExMLMYO9/f3o9VqCYVC9PT0LL6cTidut/uCHjOAiYkJ7r///sXPy5cv52tf+xqKonDmzJmXsQVeOSyJ95f4y7/8S3K5HO94xzsYHh7m9OnTvPGNb8RisSy6gp1OJ6tWreJLX/rSrwS9f+lLX6Kvr2/RHWKxWHj3u9/NP/zDP3DPPfcwMTHBM888wxVXXLFY3oWYnp7mta99LZ/97GcZGhpieHiYT3/608iyvDg2/spXvsK2bdtextb482ZJvL9Ee3s7TzzxBBMTE/T397NlyxaEEDzzzDO43e7FfLt27WJmZmbRKwe/3rHxuc99jr/8y7/kYx/7GN3d3dx2221s27aNu+6669fWY8eOHXz729/me9/7HmvWrGH9+vU88cQT/OxnP6Orqwt4QeAv+/6+f8YshUQu8YphKSRyif82LIl3iVcsS+Jd4hXLkniXeMWyJN4lXrEsiXeJVyxL4l3iFcuSeJd4xbIk3iVesSyJd4lXLEviXeIVy5J4l3jFsiTeJV6xLIl3iVcsS+Jd4hXLkniXeMUip6t/6iosscR/zYs6Vb9kuw15KAuZJQEv8WdMugpD2Rfem5T/TP//A3d8uKGsn2sWAAAAAElFTkSuQmCC", "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", "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" ]
3
math
grade-2
identify-halves
true
false
Look at the colored part of each shape. Which shape shows one-half?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAARDElEQVR4nO2deXQVVZ6Av3p79gWyJ+QFQthBQthbtiaAio6ordAq7iBHegDnjD0zxzk950w73drtBBWHxdF2elrHFccRt253hXEkbGGJSci+BxKy5231av6o90KABLJUkpu8953DCZBXt37JV7fq1q9+95akKIpS44Cz7dAig0vBzyjCIEGIHiYGQowJpBq7ovzQPNxh+RkK5oeCoaBd/UecCSYFqUeDn9FDiwx5bVDtgPx20DW71G/4ZY9OQvSqW4BWGXRyl2/4GZ143ToV0A1vKH6GGr9wH8Mv3MfwC/cx/MJ9DL9wH8Mv3MfwC/cx/MJ9DL9wH8Mv3MfwC/cx/MJ9DGGFt9pcPPX6GQqrW4c7lFGFsML3f1fJodP1bHvxGO8fqhzucEYNwgofE2ICQFFg74Eiduw+TklN2zBHNfIRVriiXKymlCTIr2jhFy8e5ZVPirE73cMY2chGWOGXS00cG0CASc+731bw6M5sjhZcGKbIRjbCC4+JMANQVW9jz/YMlsyMoq7Rzj++eopn3vyRxlbncIY54hBYuFptd8O8OGIizLgVhT0HCvnlXZP55/unEx1u5uucc2zOyubT7JphjnbkILBwtYcHmAw8sDoFgIOnztPY6iR9YgR7tmewbnEC7XYXz79XwBP7TlBVbxvOkEcEwgq3OdQebjbquH5GFMkxgQA883Zu5/8/fON4nntsNimxQZwubWbLc9m89nkpLtk/faYnhBXu7eFmoxrig2vGA5BT2My5xos9eXxcMM9vTeehG1LQ6yRe/6KMLc9lc7rUP52mO4QV3tnDTWpRdUZaBFOTQ1EUhd+88eMln9VJcNtPEtmzbQ6zU8OpqrfxxL4T7NyfT2uHa8hjFxlhhV/ewwE23aj28vyKVkpqr0zCREdY+PUDM3jizsmEBRn5y5FaNmVl89WJuqEJegQgrvAu13AvExNDyEiLQFEUnrmsl3dl6awo9u3IIHNODE1tTn73Vh5//3IOdY32QY9bdMQV7unhFtOlc6C8I/aycx3kV7T0uH1wgIHtt6Xx9CMziY20kFPUxOasbN7+phy3DyfqBBbu7eGXCrfGBnH9jCgUReHpq/RyL9OtYezZlsH6ZeOQ3QqvflrC1l1HOFvpm0/hBBZ+5TXcy/2rrOh0ErWNdrLzGq7ZltEgcW9mMi/+Ip1JSSGU1razffcxdn9QSIddvub2owlxhTs8wk1XhhgbaSEzPQZFUdi5v6DXbSZFB/Ls5uvYcnMqFpOeA99XsXlnNofO1GsWt+gIK9zmOaVbjN3PY/75inEY9DoutDr4/Ghtr9uVJFi7II59OzJYOHUM9c0OnnrtDP/0x9PUNzs0iV1khBTuVsAlK+gkMOilbj8zNszM2gVxAOz7qKjP+4gMMfHk3VP51cZpRIaYOJzXwOasbP7nUBXKKE7UCSn84i3Z1VcpWL8sCYtJT2uHiwPfV/VrX/MmRbJvRwZrF8Rhc8rs/bCQ7buPUVrb3q/2REdI4TZnz9fvroQEGlm3OAGAVz4p7vf+Asx6ttycStaj15EUHcjZyla27joyKosthBR+8Zbs2uHdsSSRQLMeu9PNq5+WDGi/ExND2LU1nY2ZVvQ6qbPY4tjZxgG1KxJiCveO0K9xSgc1MbN++TgA3jtYgcs1sB5p0EvctSyJ3dvmMC05lLpGO0/+4SRPj5JiCzGF96GHA9y8IJ7wICMuWWHPgb4P4LojLjKAZzbNYsftaQQHGPjGU2zxyeGaET2oE1R492nVnjAZddyzMhmAT7OrcQywl3dlZXoMLz2ewbJZ0bTaXLzw3wX8zd7jI7bYQmjhve3hAKsyYj2lUPDs2/maxhMaaORv75zEbx6aQXS4mbzyFrY8l82fPht5xRaCCu/dbVlX9DqJjZlWAA6eOjcoz8Fnjg9nz/YMbr8+Ebei8F9fjrxiCyGFXyx+6Ft4y2ZFkzA2AAV4+q3cQYhMPes8uCaFFx5LJyU2qLPYIuvdkVFsIaTwi6f0vi8P+dANapHEsYKmS0qhtMYaG8TzW9N5+MbxmI06PjtayyP/ms2Xx8UuthBTuOe2zNKHa7iX+ZMjSU0IVh+fvpWndWiXoJNg3eIE9u3IYHZqOM3tTn7/tlpsUXNBzEGdmML7cQ3vircU6seyFqrrOzSLqyfGhpn59QMz+OVdkwkPNpJT1MSWnUd462vxii0EFd671GpPTLOGMTs1HEVReOr1wbmWd8eSmVHs2zGX1RmxOFxu/uPP4hVbCCnc1sfES3c87LmWl9S2X7UUSmuCLHr+et1Enn5kJvFjAroUW5wVothCSOF9Sa32hDU2iEVTx6AoCr9769qlUFoz3RrG7m1z2LB8HHqdxIHvq9mUlc3B0+eHPJauiCm8H4mX7rhvlRWdJFHdYOdkcZMWofUJg17inpXJ7NqqllY1tDj4l9dzh7XYQlDhnmqXXqZWeyIxKpDl10WjKAq/H4Ze7sVbWrX1r1IJNOs5nNfApqzDvH+oEvcQJ+qEFG7rpia9v2zMTMag13G+2cHBU8N3OpUkdSbsS4/PZfG0sdgcbvZ9WMS2F48OabGFkMIvjtIH/l6OsWFm1syNBWDX+2cH3N5ACQ828g8/n8KvNk5jbJiZouo2tr5whJc/HppiC7GFa9DDAdYvT8Jk1NHc7ux3KZTWzJsUyd7tGdyyMB4F2P/d0BRbiCm8lzVtvSUi2MStiwZeCqU1FpOOzWsnkPXodVhjgzqLLX77xuAVW4gpXOMeDmopVJDFgN3p5k+fl2rWrhZMTAzhhcfSuW+VFZNBx7cnz7Ep6zAfD0KxhaDCvaN07cILshi4Y0kiAO98U65Zu1qh08GdS5P4t23pzEgJo80ms8tTbFF+Trv0sKDCB5546Y5bFyUQHmTE6VLXixGRuMgAfvvwTB6/I43QQAN55S1sfeEI/6lRsYVBgxg1ZzBO6aCWQm1YMY7dHxTy0f9VExLQ+x9fr5cwG/VYTHosRh1mz1eLSY/Z89X79+A+tNsTP50dw9xJkbz0URFfHKvjjS/L+PpEHdtuS2NGSli/2xVO+GDJ9tLuyWe7ZDevf1E2KPvwEmDu3QFiMekxm3RXHFCBZj03zI3DGhPEK58UU91g4+/+PYcV10Wzae2EPh2wXgQUrgoxGbQXXtNg4zXPgG3WlBTCQ4OQZTey2/tHweV04ZRlHE4XLtmNy+VCdsm4XDIu2Y3sknErirqdoqC43bgVz8qRioIb8E6O6rDLg/LA5IvjdfyQ18CbTy7s87bCCbc5+lax2hey3s3HJSuEhQYyLS1J8/Yvp63dhs3uxO6ScTocOJxuHE4nTpd6QMkuF07PQeR0upHdMrJLRlYU3J4Dyu12o3RzQAX08/cjnPDBOqV/drSWUyVNSJLE8gUzNG27J4ICLQQFWvq9vaJASWUtObmltHeoy5VMTgph800TmJQU0q82BRR+6epNWtDc7mTfh+oEhSmpiQRYTJq1PViU19STc6aE5lY1zz4+Loj7VqWQkRYxoHYFFK59D997oIg2mwuLxcSsKVbN2h0Mas43cuJMCQ2NatFGXKSFjZlWrp8RhdT9zOk+IZ5wDZ+UAZwsbuSrE3XqqXz+dE3aHAwamlo5crKQ8w1qjXtkqIm7VySTOScGvU4D0x7EE65h0sXulMl6V52Fkhg7lvCwoAG3qTXNbR0cP11MZY267EhIoIG7lo5j7YJ4jAbtRHsRUHj/JiF0x2ufl1F7wY5Br2PRnLQBt6clbR12cnJLKKlQ69gDTHrW/SSB265P7PcIvDcIJ7zztmyAPby0to33DlYiSRKL505BpxMji2yzOzmVV0ZhWTVut4JeJ3HzwnjWLx/Xr0RKXxFOeF+nCneHoig8+3YebrfC2MhQ4qMjtQqv3zhdMmcKyskrqkSW3egkWJ0Ryz0rk4kMGbq7BgGFD/wa/v6hKgqr25AkWDpvmlah9QuX7Ca/qJLcggocLnXu2fUzxrIxM4X4Mf2/R+8v4gm/yvpsveF8k50//kVNn86emoLJNDw/otutUFhaw6n8Umx2tZhhzsQIHlyTgjV2+AaP4gm/xvps12Ln/nzsTpmgwAAmTUjUMrReoShQWlFHTl4Jbe1qdmzSALNjWiKc8N6u4NQd3548x7GzjUiSxE8XDf09d2VNPcdzS2huUbNjKbFBbFxlZd6k4R9DeBFOeH8HbW02V+f6LhOSYweUw+4r5+qbOHqqiIYmdQ5ZXKSFe1daWTJTm+yYlognvJ/TjF7+uJjGVgcmo4G5M1MHI7QruNDUyrHTxdSebwRgTKiJDSuSWaVxdkxLhBPen4mEP5Y182l2DZIksWzB4J/Km9s6OHG6mApvdizAwM+WJnHLwoRByY5piXDC+9rDZVnh2XfU9GlsVARjIgZvYNRhc3Ait4SS8loU1CLLWxcncseSwc2OaYl4wvuYWn3jqzKq6jvQ6SR+Mm/K4MTkcHIyr4zCkmrcioJBL3HT/HjWL08iNNA4KPscLAQU3vvUauX5dt78qhxJkpg/Kw2DxunTzuxYYSWyW82OZc6J4d6VVsaEiv9MvTsEFN77a/iz7+QjuxUiwoKxJkVrFoNLdlNQXMWZ/PLO7NjiaWO5f/XwZMe0REDhvSuA+PhwDXnlapHA8oXapE/diic7lleGza7O306fGMFDw5wd0xLxhDuuPXP0QquDP3jmiM2cnIzZNLDTq6JAaWUdJ38spbVdXX0pNSGYzTdNYGpy6IDaFg3xhPfilL7ng0LabC4CLGampY0b0P4qaurJyS2hyZMds8YGsTHTyvzJ4mTHtEQo4S5Zwa2oS2X0lLg4WnCB706dR5IkVgwgfXp5diw20sK9K5NZOjNauOyYlggl/ForP9idMjv3q/fc1oQoQoMD+7yPC02tHD9TTM25RkB998mGFeNYnRErbHZMS4QSfq1n4a/+uYT6ZgcGvY4F6ZP61HZLm43jZ4qpqFaX/QgOMPCzJUncvDB+0KY1iYhQwq+WVj1b1coH/1vdWbLUWy7PjpmNOtYtTuR2z6szfA2hhPc0QpfdasmSoihEjQnvVcmS3eHkVH4ZZ0vU2jGDXuLGeXFsWDFuxGXHtEQs4T308Pe+q6Ssrl19ODL/6vfcTpdM7tkK8orU95/oJPWtBhszR252TEsEE35l0qWmwdY5rTdjxgQMPcwqdbsV8osrOV1QjsMxurJjWiKk8K559Kx31ZKl0OAAUq1xV2zjVhSKytTsWIdNzY7NTg3ngdUpTIgPHprARxBiCb/sTQhfHK/rnPG5YtHMSz6rKFBWVUdO7ujPjmmJUMJtXW7L2mwuXvLM+ExLib9kxmdVbQPHc0toam4DIDkmkI2ZVhZMGTP0QY8whBLu6LLG6t4DRTS3OzEZDaRPV5fCPt/QzJGThRezYxEW7l6ZzPJZozs7piVCCfdew/MrWjrXOF+2YDqNzW0cP11M9bkLAESEmFi/bBxr5sb2+PZhP90jlHBvatUrOyoyjNyzFZR7s2MWA3csTeSWhQk+lR3TEqGEX7647LkGdY1zk0HHrYsTuH1JIsEWoUIecQj12zvfdOWbgNYuiGfD8nGEB/tudkxLhBJe5lliUkFh5Wx1ZmV0uHmYoxpdCCX8wTUpfPh9NfevtpIU1fdHn36ujVDC01MjSE8d2CpFfq6Of6jrY/iF+xh+4T6GX7iP4RfuY/iF+xh+4T6GX7iP4RfuY/iF+xh+4T6GX7iP4RfuY/iF+xh+4T6Gzugp+mzR/n1qfgTB69YogS7YM6snrw1a/dJHHS2y6hYgWA9SjV1Rfmge3qD8DA3zw0BSFEWpdUBBu3o0uDR+Qbmf4cUoqT07LRCiTfD/rBvgZWbPz3IAAAAASUVORK5CYII=", "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", "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", "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" ]
2
engineer
grade-6
identify-the-experimental-question
false
true
Identify the question that Tristan's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Tristan divided 40 unripe bananas evenly among eight paper bags and sealed the bags. He poked 20 small holes in four of the bags and left the other four without holes. He kept the bags at room temperature for three days. Then, Tristan opened the bags and counted the number of brown spots on each banana. He compared the average number of brown spots on bananas from bags with holes to the average number of brown spots on bananas from bags without holes.
"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"
[ "Do bananas develop more brown spots if they are kept in bags with holes compared to bags without holes?", "Do bananas develop more brown spots when they are kept at room temperature compared to in a cold refrigerator?" ]
null
0
math
grade-6
changes-in-mean-median-mode-and-range
false
true
Look at this set of 8 numbers: How would the mean change if the number 30 replaced one of the 22's in the set?
"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"
[ "decrease", "no change", "increase" ]
null
2
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many shapes are there?
"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"
[ "1", "5", "2", "3" ]
null
1
math
grade-5
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
"iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAAwzUlEQVR4nO2deZxcVZn3f885997al96rOwlrEBUXREBlXEBl2HcIS0IQBgdlHB3H2fB9dTKOo7PpuAPisISEJUIAZREVEV83JI6oCIoQYJJ0V3e6u/btLud5/6h0kk4vVbe6OlXVud/Phw/p7rM851b97tme8xzAw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw2N2qNUGHOjkNg59yLLVB5TDBzGTBAAidoSk/xUCX41fnry+1TYeyHgCaRG8BXr62cTPLZOPmS+dYdBTsa3JE2gd7P1lm8ceRKsNOFDJPJe4o5Y4AMA0+bjMIQO37w+bPGaitdqAAxXbwpkAICXB5wM0nSB2va6YAcsCyiUFpQBb4ZxW2nog4wmkBfzxS/ApxX6/nxCOEmiWga7hA4IhgXyOUS5xgLdAp2Nh7X9rD2y8IVYLOOLDqBgG2ZH47OKYggiIRAmGQbYnjtbgCaRF+AOUAteXNhhCanGt8ZgLTyAtwjBoot60mkHji2mLx9x4AmkRCkjXnZip/rQeTcUTSKtgZOtOS55AWoUnkBYhJDL1pmVw3Wk9mosnkBbBXL9AAK8HaRWeQFqFG4EwpxfPEI/58ATSKtzMQZjqT+vRVDyBtApyMa+QLla8PJqKJ5AWwU79vQIrb4jVKjyBtAiHRP3DJkelF88Sj/nwBNIimFT9y7zsCaRVeAJpEY4j6xaIMmR6EU3xmAdPIC3CcdGD2DnL2yhsEZ5AWoRt+0a5Xm/esJFeVGM85qQjz6Sn70isUhZ9XDnqMCKwFHhWhujqyIXJ37XaNjc43xosC4JvvjTMKImzR4L7y6ZmMHHTsuXSp25yHHUMEZEQ/IIQ+Ex0zeiDrbbNLR0lEGZQ5vbEI2aFT9nXciKUg0F5QujS4V+1xjr3OA8MjgmBvvnSsKIRcc7w0P6yaaGk71pxuF0yf6UcRPb5Exs+8Z3YmpEziaBaYlwDdMwQixmUuj3xI9OcLg5dB4JBQiAo/I6tHpm4adny1lnpFqo9t3CzodhiMpuWd5NtP+7zUSQQJOj6tLcYmRV1Wub2gR8zd873rmMMzaxPPGSb/Papn6UEuroF4t0CoQghFAYicRqI9fKdvGl5oJW2uqCOvZDO2CTkLdCDmnVXNIYV4QghHCHEuwnxbgEp96QzTbwtvWHgu62z1B0dIZDUhv7zTItPnfpZk4RYt4Cmz0wrNX67CqibO+EtVZ9Hb2d48lqvDH1d08XJ+/5e14GuHjnts7LKeE9m4+Dl+9O+RumIOUjqtsRTlsXHAtUwObFugqzx9VeKPifPGf6b/WGfG3gL9OxziS8w4zh/gFb4/EjMl940sb1U4BES+Hn0heRft2MAucrmwU8bOv7PfGmUIqQnHThO9WdNo2e735c8an/YtxDa/i0LAI6Dw6b+HYmhpjgAQAj+mHP/0IcX065GyDw78ESlwteaJh/nODyvOADAsXm5afJxlTL/ZfrQxGP7w0Y3OJsHP2Do+HitdEIwYvE9H5zj4JDFtKtZdIRACNUdA12fMfGbFyH58/YDy89fNMNcwg+vjFoW3io1IBQWMIzabdE0QigkoGsE2+K3b9uEtplf2ZtXnEMavog6RyJSA3y+alKiemO6tJaOEIiQeBoA9Dq+UPsgpXRutx4Y+pOmG9UA5ZLTpWlEXd0CwRBmnUPti24AwTAQ6yboBgm/09u1+JbWpnjn0AlCs9cTwXCTT9+VWmr4w2LY1Ww6QiBQdDUJ5OYLsjYnjKAm+L7yQ72varpdDRAIYd5gcXNBBASC7TFlLG8aOtIXVPcQIeo6MwGCqGLo4upFMK3ptMcTr4Py7ctXmsJ+NBKlw2qnngkzv0DSeQedsTPZbNvmInvbslexcC5m5ncoJV6tFPdFovAbvsYeu2Uxcjm8IgU9C/ATioN3dq/d+r9NNnte8psOSQQD5uMEfnUj+Qt5HhWszgteNvazZtu2GHSMQAAge9uynnDcuZkEnd1IfoZ4klL2e2jtaKHZtgEAr4OWOzxxuQJWK5vfbNuI7/uEY3HCQgSSntwzdCcAUmJCavLngtStkTXJexZgfk3GNvWFu3X9UanxCY2VQD8r7cTFwauGtzXXssWjowQCAPw4NBSHvgjF1zaUX9G3KDp8AZ3UvOXS/Mb+U2xbXGfbeKti3u1bRUTQdMAwCFICmladqDYKM2BbVaHYFmCZgNrL41EIKugaPaFrzqeb/YbmddDsNwzdq+nc0MvJcfhbmXz48p41L3TU+fqOE8gU/ODgx8H4NBpqA11PZw03JLDd9T8MX3Zy4BO2hasdBwNTvxeS4PcBuo+g643NN+qGANtkVCqESkXBsXf/GlIXr2jC+VJkzdgXmuH7ZG8evEHquKaRvErhBpEc+TBd03kBuDtWIADADySugBA3AVzHetB0lEPXyXOH/9VtvuT6N4QCYuw/zQrWMnMQAEhUReHz0+5VmlZg24xyCSiXGFMdi5RIawZ9OfrH5Kca3WSsfDPxCcNPn2ogq7IdfFI7Z+QznbKsuy8dLRAA4AcGT4XAJmCG92gtlAO5Vjtr+8a66mGIzIbBf7ZM/qspYWiS4A8Bfv/81xjsb5iBSplRKjLsXZKQGqUMg/8xctnol92UZW8euEpo4iYidyuezCjbDn/QOC95q5t87UYbfayNww8NHgvGt8Hzu23MQsW21On6+aM/yNw+8BHFdKEgflkwPhZZOzo2lSi7YeBMy8I3poZSUgKhCMHnJ7T7e7FSBgp5tbeLx4tS8OrY2tEn906XWz/Qr4j+gxUNCENtil46erN93/LThHQ2E8HvstrJiiVX+8/f/p0mNaNlLAmBAED5gb6VhtAfIrDb/Y5UIad+XCzirKlfSEmpYDTwpnzamNSN7D2WqU5mBglBCIUAf5vsR7ihXGIUC4DjMAikDD82Rl9IXkXrYKfvWnG4U7aecmyubkIy4A/QtyIReicE4m7qYcYrtkXnGxcM/89itGN/03mf9DzwA/0DENr9AL/VTT7lMCYnAJ+vupEHAGYZr5RLHHcUYgTAHwSCYQHRyU+MgXyeUSowQICUNKLr/Ock6Ea/n4YARqkIVEwgHq/em+iqeIWnK0U+L3Bp8uVFsb8FdPLHPSv8QG+Eod1Jgs5wk085DCGnP458nmGVgXAMrnzA2h3LBnLp6rArECQOR6bPoByHIaW79jqKvldM06XRK3bUfTFQJ7B0PvW94BuhO4nEDVLQVa22ZQpWZFkOfm+ZzohZQcmqgByHffEe4QsE6MTZ8lTK/ER2EllNV0oPUMDQaFD3iyMJvOC1MmagXGYEAgv/CjgKG0Yq8s9XrNpeWnBhbcaSFMgUzgND64TgT6JF7bQcfqmUo+cqZXYsm3vBVcc+ZigQkkRI9vRQwhegs2bLXyrSt9MTTpkJy6fyArB0g3b6fNBCIbxW6nTwfmvQTNg2+T80J/lxWgWnhXYsGktaIABg3pf4oCbEF0m43ytpBGZK5bPqyUIBUA73AQCDxwjiKWL1ayjt2dRE19aj1v3OBADz3sGNuoHLZivLstWdxnmjlzFDJG9IHGQ7zmsJ4mhBOJYJBwGAkDwWiUoZCOCtQjbgPNgoRFal5HzMf5G7ZeNOY8nfk26cl7zevncwKQ2sBxBerHocm7emM/wbs4BBJvSBsZ1IfEMp6wfLPzT+/PTUw67Kru6EJ18G8DKAhwHgxRu7DvIp37uVg1MzKbUyk8IzAT/Go13iGKlhUQNXMCinLLnWf9Hw/YtZTzuw5HuQKbIbEw8FQzjd7eSzFsrBjtSE81SlRMuZwEz0Q2Z8c8W1yS317B7X04PUKuOVryeOkhYuJuKTiSD8PozEu8XbSKK/kTbNh2KgmFcbI5eNrml22e3IASGQ3B0Df1kq4ktCEOLdcL1CMwflbIq/l89zHzMkgR8ua9bNh1+TcuV+3gyBTJG8fqDfYXUlIM4FoMIRykTjdDKaNFLY61w5BwJ0cWR18pvNKLedWfJDLACwbVoFMDS9OeKwKnh6fFztZIUhIvqFJtXnBq4Ze7EJpi6IxAdHxwD82/abujcK0/irfI5PLBbx/Z4+HKLr1ND5jb0RgqEbBKfE5Ci6EoAnkKUAEZIAEAwvUBwEJz3JjxSznABBENT/Hbp2Z9u5Uyx//+R2AH8zfMPgO9nh68aTnAlH8Z1IjE7BAkcNwRChXGKAeaQ51rY3nXHkdoE4ZflRKZGlhflN2WNJfqiY50EI+lmEtYuH/qL9xLE3Qx8Y+ZEvGr7YAf0ol+W+iVH1ADMWdFiMiCAFMkITf98sO9uZA0IgPe/fsT0cEG+tlBf01tOCQfiY+KahDyY/Ev1QZ+wY96x5Ibvi2uTfgfCfponBYoG3LKQ8y+SXNJ9+XPSy4fFm2djOHBACAYCykKPlCofzuca7kXCETunrk+/ENzvvuQ19YPTurh75QihM72q0jEoJBWbjPbHV2//YTNvamY77oBtFlaxvKwcRy1zYOMvw4TJTDt7GmyBrp24PmEHlexO3+YO8utEyymUgl1Whiln5z2ba1u4cEALJbkhcYVs4AQAi0YU32TCwulNEslscPlpQLFxDZ4AIVoXPzW1cdlKz7Gt3lrxA+GH4LJO/yKhek1BPsDYQ1Tw73QkiYYYo3zOwfqHiAKpn7UPhapmW7axvhn2dwJIXSGZ88KuOQkzKupd57bFh5+FCnmuuUBkGVpti4NaFRJJn4kVZat8tDr+oueNdKdHTqGPXPxAiaNUQqMsztyc+0RxL25slvZPOmwf6J9K0TSk2onHaHRd2PlIT6v5SESug4WvdXXSKP0Cran11zArfblyQfF+t6CG8DlrhiMRljhKrHIePVo7q9weFHprDQ6xYQKlS4nGS/LSm0Ybwpcl76olQwgxh3jt4m+HHmlq2l0t4ZHKn6gtHxES0C6fUKnsqNpcgyvcMJnvpdFRq5elklrRAMusH7q+YOEfXgXh37Ze8WeGfj4+yRqAnBq9N/i0AMjcnNhoGXVIzr8nrjfOTV872BS7cOfQmy+TPWo56lybgN3wCulGNk0XzmMUKsKxqLKxKhaEYJSn5+wG//Fv/quFZY9vuFocPNXsOs4z7jMmRi3c4iX8VxO/s6ZM+w8evr5Uvm2ZUKgyfn74cW5Nsuwj6zWTJCoQ3D/SPT2I7A3q8S9QMx8MK2ZFhtYWYKr5o+JKpAGfMEI2KJHdP4ii7iFsdG2/2B0C+QDUSSqM4DlAuMsplVlLiZ0LTr9x7yZUZwrxncL3hR83VqkoFD/h6Ri6kk2BP3nhYrOwU72LBxuCQOKFWkAbHBlITCiSo0JNI9izlXmTJzkGyBXyOAV3XUVesqlTKeQyMGJP4l72j/xFBGecnV5sm31WrDMOgtdZ9iZt5C/TMhsT6SpZ/ret0bFcvUShMCxIHsCeaSlePELoh/sQuW89mNwzcwAzhShzlPeIAgO5rtmZs0GegEMtm+PGadmiA4ScoxaHMxOAnF9SoNmdJ9iC8Dtr4QYkMKw5GYwK+GkFrLIuf2znMBQg8tuza0X+YtUwXPUkhj3Hb4t5IFDPOuTcT5TByOUA5eDkYxBZfgC6slcc0cZ/x25FVswWR23F9/78R00n9g2JAatUDWXNhmUA6pSA1jPW8b3RgvrSdzJLsQXJHJP6KFQelBHx1XDeTGqfnIWBqOv/XXGnc9CShMHpjXbSo4gCq4ovFCcEQHVKXOCq8eS5xAIBVVl9ghp2a4N/WKks3AF0DHBv92Y0D5zRifyewJAXiOPR+APAHagd2M03+pW2r5Ypw98D7x0bnS+tGJG6xLaCYIxSyhErJXUC6Wj0ksEsczyQvni/86CEfHR8hwiazwgOWVfuCm6n4YI6Nv63f2s5iybm7T9y0bLlt2SsJ1ZCgtUhN8naAum2/v67NLyIo5uRq675B1nVc2qid+QxheKvAzmGB9M5dotgLIYBIF6NnUCFxkEL/coaQjbnJ1COOKZyyvl74rQvTKU729dOR86X1+wn5HOA4OI4fhm8pTtaXnEC0oPXRSomErhNEjT1u28YfHRPLWKi7Dr3y5XS9dVRFMrLGum8QbkUyuk3g+V9J7BwW8/YSSgGZCUJmQmLrMxK+AOOw1ymsfL0D3Ve/UMwK32s8k7yk3sDVK/56++SOr/Z/yyrjImVjRGg0OGdiAgwDqFTYyI4PXQ0Mf7VuwzqEJTfEUo48E6hv2JHLqN8BQEVYrk/GEUHptvyzQqG+e8wLOcJPHtTxkwd17Nwxvzhmo1IiPPeUxKN36HjlD/V5t7gVxxSkWXcBQC6LX9VK698VV0uxU/fR4E5iSQlk2yYEbIsPB6phROeDQWa5QN1EtMXtOfIpsqZzp22qeK10O7YKPLZJx+i2hT9us0z45Q80PPldDbY19xCyVARKebYaufJgqPo8flUqIogaUtaN6iEq26aj3dbTCSwpgcQqiUuYWWqy9gpSpYwtTBxi5ocbqSt3R+JdZkWdFYnNX8+Lv5V48rs6bHNmOhIEX9hAbCCC7mVd6D2kG32H9KB7eRyxRBSBqH/Odux4UeJH9+swy7P/3e8HHEUXZTYkjnPfOoCIH1bMEcvEb+ZPB+g6wMzB4oYBVzGRO4ElJRAFnAHUd71yIeuMEWAXncgTjdRlWfhGKExCzPMEtz4j8esfazPewSQFIn0RDBzeh+5lXQjGg/CFDeg+HZpPgy/kQzAWQHwwhv7D+xFLRCH1mRWlxwk//rY+a09CAgiGSSqF/26kfX4ZfpwBJ59TNe8TnNqItYCLG6mrnVlSAmEHbwLq2jnniokoQL864sPu78zLbhw4hx1e6Z8nru3YdqqKYx8CET8GDu1BuDsIqiNUPBEQjAXQd0gvwt3BGX9PjxOe+v5MEQLVG68cB6/L3Zk4sWZF+9B9zdYMAb8pV7jmbG4qCrxyqMHLPduXJSUQx8EyANCN+b94js0vgRFj4BeN1KMc/FMgNPetUpYJbHnMAO/zpY30hhEfioGk+8dOghDpiyA+GJ0hrJGXBV56bubEnYgRDIIciz/jukIABDzJDnU5DsbmS6drVZcMparzv6VExy/z8sMro6lxFfeLwlC+zD4iqt4kO8/UslzirQC6mJ2aqzT7Uri3d7CYwusjMTFnJc/+QkO5OP134d4wwj0ht9XNIBANgEggNZye9vtnfqZh2WEKhn+6TT4/oZjn4/jhlVE63W1vKX4FKJglPB8Izx2lkUQ13pjjoCt1yyFxliIKAOSobJeL5fN2pGN7kJ3/fWQkddvA0zuHc2lC8RXpFz/r6haId6P27nmZCww4VjD0e7f12kXxN7qPhBCzV1LME156dvpj9Ud8iDRBHHuXF+6eXp5lAs8/PbMXEQLQfaTl0oW/cFvPoKTnCFAVi1O10oaiQKyLRChaHgv6i68QF16xnNJk6raBp5Pr39C8xu9nOlYgupG5xbLwRk0jincRDF91cq5ptcf1pk0S4G2HXvly2W29SolT5ltC3vqMhHL22ECCEO1vftD1cG8Y0pg+AHjpWQF7lsPCho+gbD7PbR10zXCRGcN2HYEuDKN6w69ukO4LEOLdAlIDWRbe6MdYQwsF7cCiDLEym5Z3c8nebFl8AgO64RNmKMwTUsoJEioNUAbMGRClwTz17wygUpAyBXYyYJEt5qxMQQ5k+1f9Lr9vHezgGKA6hHALOxQG6PnaKWdi27zS8M3+XmEA/7vPJl64KwipNf89RAREekJIj2R2/86qEEZeEVixcvqZLV0DCjY3FHqUBF62bH5tI3l9PoGircAKsy417/zvIyM+LT8oQyIqhIrqSkSVtOIAxYk4CqYYEUVBiAGIAogJIGqaqqdcoi7TVIYQZGo6PVbmvosSa3+zoKB4s9F0gfAW6Knf2k/bDq8AgECAEI7CAGgQUIPV4c+uN9LULHb3bFcADmOqYwuGdQQxCfXtoRKADBiZKXHZNkdsG9B0hhuvfWZUlOIwBLu7gwBA5a7B1+SK7JtraTc9JqbNPQhAID5z5alZBKI+ZMcElLNHEMmX5AyBSA0AUTi3fqB/79t764HBw2B6SyP26ToQChOEoLh939BjBMQgEAVzDIQoIeuvnqicsldB7v4sp/4/s/fy+Qk+P5BNEyoVNswKn2ZoY79mxqvqOZLshqYLJPtc4vNT4hCSEIos3OWbwAEAARASQPUCyl3deSPFqVgXUpqm/Ym9eeBNbjLaihPBeW4YmRiZbo8eMBal99gDwR/2oZjZc/PZeHL2ZxIMEklJt9qbBybd1GDbMmjbTg6ADZffF8NXHd4B6Ab43W7y1kMkRrDHAUcxbJsPz20c+Bdg9Lpm1tF0gdg2XzT170AAcy6FtgoiBEIRcXL1zeTuy1vLAyo7Ob08X3DxL7UygsY0gZTyBKtCMxwaA9WO7DTXbdYZvjadqhIBvgChWKi21bbF5QCaKpCmt1wp6p36t9trhDud0j5Lu0Jf/JBZcpY6Sk0fibcv+l7vIOVw0082Nl0gzLz7E6MFhlPvNPZdQVrc4dWuOmbx1ZptJWupQnsttytufoyxxf0E+cDqQfZt7b476YsBz7JAQe02rl1EprV1EZ530wVCRLuvA94fX5B2Qt9nf2Tv1aXFwnFm3r7s5kBVp6P2esRCkGvX/lo0XSBSYve57oVGUu80gpHp7XWsxb86XJnTRUgEBMMHznO395IEyepNYs2k+WM2qe6ATX8DAKUSEAzNHz1wf8OKrGLB+aEmZUHTHVfTWYYImhbOC86xtRHvVdh7rauSNxHpnT1tsygXph8Dj3SpWY8aFwsM3eBNAnA1QzFtEVKOCoXC4uQFGboIMBMqxT0vCCmp6UG1my6Q2Jqxv0/dljjPtvlwZkY2C0Rjc3u+zgczAAYUowhwhkFZMGeJKGOZfIzjULduVM9F1wsJ1jJpRATsHw9eO/YpV/asg5Y5KFEOBEjO1p7eoelvbqtiwbHVok3WmQGzOF0gfctm9h6KgVKBKqFLkq7Pa2z/ysBnhIa3zhU/eD5suzqKkFJkDB+eAigGcIwVx0GI1orgWItCTsF2qu3VDfF8bM3IJ7DgOPbTabpAiKCS6/vfGPCN322Z6r1mhX2ZFFuBEKWkoEkSnAZTDowMCBkmZKE4B1CGSWVYUcayRNZhkWGi8ZzYNrxiFUr71pO6NbHVslV3EMKVQAAQEWcU07yB0WbNuA725C0Yti2smO3MSSjKiPUyMuN71FNMFRHpa+DbVQelTAnKmS6IoUNnzntsExA6v9xQJYJXCEENLRybFUYhz5DSKfdcODqjB5rYsDIaCJSiUjpRoVSMSMSlxlFFWjeYY9X/KAbimBAUg+I4g+KOrXoKBeo2K2wIQWUp+bt5/8glXU3eRQcWyRdrl0/MmYtR9hRSE1ss2znULDOC85zNmA3DoJJZwWHMIKoj7P/eCMn/r1LBZXPt4h/yamfaQalCqoBgPDDrfsVCYMXITUx3UQvFGL3LZn5HTFNBgn7gug6GGL6eDjU0NHQfYaVSfbRSiKdn+/uuEK+uD6ztT9poduCOouq9Utfpl45iTk8yyiVGpcww64jMZPhIZyC64xvdy9zWK3T+aqU8t6YOfrUDX2DP35mBTDLb9CW9zM4clD1dDK862pnVK61SBhPLL7itY+zr/YcC8BsB1HQoq5SrQyrHQaFSBjKTDNsCaxo9SwHZsRFPOlYgibW/KXRdkTwWiMcgggdDBg7JZeFk06rmd9Hn3xXrydaPdltv9NKxn5LAiGnO/ndNB15z3PTVq0rRRGbnDIfkhimkSiilp486I12Mg4+cpfeoAFLQy9Erdrj2XnZsvBEAfH5x8HzpmIFsWiEzqSxpjPQUS4GDFQUP1mWgu/t9yaNiq7a78v9qJzr+RGHfn/0hByAHABO3DEw4Dvpti+d1ZNQNHAXC/xDTcQAedFunJunrpSL/ozFHHYce5WDb8xITyelzEShGdCC6IP+0YqaE7M7poxIi4JgTrVkjLxYLDE3nLzRWGx1HoKKmYV6nTtuuOpAKQclqdMWtDYVRakc6tgeZDSHo9wDmjRcFAETwaRI7Qfw2Xuf+GUSXJz/t2Jy15uhFCMDxJ1vThlpA9cud2pGCY7ufSypHIZ3M7BquTf/ba4+30ZOYKQ7LBNjh8cjq0S+5re/xddBAeIvu4wnU+J5MPQeh0TNu62l3lpRANIHHAcCsY4MyFIUfjO7xwaGj3dZDJ8HWdfGv+bya8yhKIMw44XR713mVPVQKJna+NI7sWA6OXXsjUTkK+ckixraOo5SZeQDykFcrHPmm2cvJ5xi+gPh47RbN5DWDA29mIBoIUXettFO+XyTVdxupq51ZWgJh322E6rVlteYhgYA4hgFlOc6pjdQVXTPyWVLYWszPXVFXv8Lbz7JnBFJgxSikihh7cRzjr0wiP55HMVtGpVCBWTRRypaRnyhgYlsKoy/uRG5nDqxm1nPY6xy86SRrVpHucgH/bejSkZsaaR87fAoIZjBIx8ybjgGzagIT5IZG6mpnlpRAAmtfeUkKjDMzLGt+hQiBXl2jESY6ZfjGoYaO/WkROrtcJNNx5q6re0Dh3Rda6B6YfVhllS3kJgrIjGQwuT2NiW0ppEcyyI3nYRbNWR3wpAYcc6KNo99hz3mWkhWZQd04132rAL5xKKgg3uvzYYwI827iWFZV8FITw9HLhhtaDm5nlpRAAEAY9CMAMOsIxxCNiT4whxRbpzdSV/iZ5B+CEX5yNpfzvQlGGO8618LrT7Drug5uPhIHK7xnlYlDXjP/8CwUgUF+818aucd9h6XOBDgYiYoVtdKalarwpeTvu62nE1hyApEkvwIAlTKDa7jb+4P8FhKYFI64zO1d57wJ0nxd4i6/n95RT3oSwBFvdHDq5RUc9RYboWj9+yJSA5avVDjxfAsnnG4hHKsvr2HQJaZIbHQjEt4EScSXCcljhg/zDq8AoFwiEAAp3O+zdAJL8uDA5C0D47aDnlhcwKgR5b2QV9/LpNCtlPrkig/trCuQNW+CNEXibsNHFyzEzvQ4YecOgfS4QDFLqJSqY3pNr07yI3GFnkFG/3KeMdl3g1nhuw2VXE2rUHNVYPvXes8gyH/q6qV8IEDvmrdcE8ikFDSNhrvfl3S96doJdPw+yGwISQ/A4auKJZ4KGjAnwaA8MZN2niAhrtly45u/d+w1v5zX27VZ4gCAeC8j3usAtb+3C8Lw0cVmJQHeNL9IfrfuKAMYv4aIxwNBcXItJ5xycZcriWTX96t0CktuiAUAlm5/gogcu8K7vT3nggTrsW7SCVi2zN4x721RdYuDUJfLSzMol4BCnmu6sBs+urjWcKu7b+ISAobiPVoUNYacjl31tRIEGz7dlVd0J7EkBdJ36fiwrvMvGEC5Dj/UUJDeKTWMKML7X/6v3lmvHHMljhJ/s5DHjnSKYddYTWsU2wJ2+aC9aBIfU9c97lWR3DGbSF7+r95BRbha02hHIMBvq1VWqVRtl2bQE53sSlKLJSkQAGCNrgPA5RIwy6nUfaHuPno1gXXNp32C9znovUscm+rrOfhW30XJVV1XjBwkof49nUYpl+ZpJ98WgmUC2Qwjk1Y5QfSJriuSK7svGX2m3tt3DR+t2lckzCDd0P4viLWe/to3RSmu9lwEMEN+bIFNamuWrEC6Lks+oen0LINRKtR27dA1WhmK0DiBjx+5fmD3UGsvcZw/bwFVcdziuyB5JVA9FxNdO/b3jtbfx8DXsimVSU0wSoXq8MQNts0oFhipCUYuqyYI6j96EqN9sbUjn95dvYsrqneLZF11Djr8tYFLQPyWSIQyUqLmOZlSgcHM0A3a0nX5jl+7a01nsSRXsabIbVx2UqlkP0YEivcQtBr7FSA4O4fVI5aNXg18TX/v2O9MMbjJ8KFecVw1rz0bEhc6iv/ccehYBuKaBPkDNOeFo+USkM8zC+JJTYonNcP+SuiSnY/MVwczhHnv4AbDV/v2XbPCm3Zucz5LfvE1XaPxvgSdgRovTaWAyXEGmFUwII4PrR75Za16OpklLRAASN2WeNKy+HifjxCN126ucjA6NsLPMaPS0095w4faw6oi3epbNXylG7t480B/rkin6X76kN+HY2dLUzHxqFmhNW53qN2IJJ/D9/MZJfoHxRuERM0T9NlM9dyNodMT8SuSJ7qxqxNZskOsKSTk5YLIrlTqO0wlJAa6+0V3tBtaXeKo8C1uxQEAdP7oWHRN8jYp1R/ntAU81oj7BhGUccHIGrOCO2ulDUfw3v5BcWw94rDM6gasEGQ6plzj1q5OZMkLJHrFjuc1HesBIJdV4Do8zQ2D3xAK0XvmTVRdrao5rGoVbkQiJGpeYMIM5LJTARL4az3v37G9CWa2PUteIAAQ25q8RkqMKQUU5vG+rZspcVzUnuKYYrdIyrVFUotCnuE4DKnR9ujq0SW9crU3B4RAaB1sw08XE0iVSux6FWl6YZ0hjimIoIwLmyMSQWRrGs5v9h0c7cwBIRAAiFya/KFhYGM4IqoXyjRIuYQNnSKOKYigJif40/ksGj7QFI4QIjF+lhyZqZ166XDACGRyw/LXGz5+d2ABFz7lc/zoxE71qh3XD1zVyFHdVjF8Q//5yuFv5HJKZ6Z0o+UYPvEGza++n9m4/IgmmtfWdMyHvBBK6w8+VFXsn+p+sSCP00AQb9A0jIFx7XDfwA3j1/e0tQfr8I1Dvdu/OvB5VvRx3UfjiUHxeiKOL6RMnx8rbNN+MnvH0CIHVW0PDgiBlLn8BcUcXujIWUoaHBgUpwbDNEICb6ywdvf26xPvq3rBtg/MENuu778AjrNJEE6IRMVY3wCdQaL2Um49OA53saM+14yy2p0DQiBE6AOAQqEpjoNavIvO7E1QTGpIE/OH4n3jm4a/2ndqq4ddzKD//crgO3d8beBOwXSd0FDoT1BvJIbT0KTPeuoMvlI4pBnltTtL8jzIvhDhbjDeZtsMVtSUaPO6RkcODNKrCnn1eC6NiGLx6R39/Vfv+ArdXlSR7xzx4Rf2k8N71V9s287+9wzfgLVSqFdDIN3VTflAgM5AE70lFFcPSQGApvM9zSq3nVnyriZTFO4a+FYgIM/a+8quZsGMSiGHH+ZzSlMKcWZkCfywrYtHDv7z5O/my2veN3CHrolZXUIsk283LkiunSvv6I39h9u2OI0IZzK4FwLpWAwqGJbvIvCiDPtYAfkcfye6JnnaYpTfbhwQPQh/e+hcgN+zKHd0oRqILhzFKeGosMsl/DSX4rztYJVm8yU7rh8YIYWfKIVfsKU/veKvGz87kfyPgZAT5DcS0fEK/A7boYOJWGk6JSNRUfKHcCIYcrHaCVTP1odj4njr3qH36hcML8lADXuz5HsQ54HBjwiBz6H2Lc5NRTk8XMjjN+Ui27aDfuZd9RNGCPgjCK+wg2TvAF001zkTs0zfnNjJPwCrgxXxEQJ0EAOCAWVoGPUHSQuG8UYpadZDXosKoeyYuFo7f2Tjfq97P7JkBcIMwoOJfwXo79rAlrxVpmfKZbXTrLCyHYRZIcqAiHVhcq7bm/JZ9d1sBj0gZDSd8oYB8vtFr8/HryOByP5uxywoKLqOzhn+91YbslgsSYHwwyt9cAo3A1hw2P1ykeELNHZD1nwwyGSHkxAUEsQ9s6ZRyIGgESHQ5MqRyzOIgXB04Q1TzF8W/5P8a1qHpl+i2WqWnED4wVgXOHQvwCe5yec4gNxnEJbLVu8dkRoQiYgFB31rB6wKkMtVHQ+JyInG8QvDoD1n0AlQNkPUOly2D6ywmZbR5XTscLHZNreSJbUPwt8bOggIPeFWHLbNSE8wMmmGZTJsCyhksZ2ZV2sC444NpFMK2QxjP9zsvCg4TrV96bSC4zA0jYZDPn67WeBzS3n80bYZlg1kU4x0ClAuIxGRwPkYwaO5zQP9i9OC1rBkehB+pP8NcORDYCx3lY+RzGf4f8oV3h1+VEokYWvH9bx/x3beAj37XOIbponVzCyJCIEg7br2rf2vW1YOUCwyyiWAmSEIlm7QjdE1yY9MeeVO3LRsOUn7V7batdPOQCCE+8JR8Q6wu913Zvq9qckz/adve3ERmrPfWRICse4feK8m5T0Ax1xlJOQtS77HOG/7L9IbBj8AxnkEfqHE/X+3657F3eTuSRxlF7HeNvkYBkCCEPAD/iDNGJq1A45dDc0zJQwisKbhp/5wcHXggpde2Td96pZD4qSV/g1KHCwE3x29PHmLdf/gOzSJRwG3cyAasUx5jnHBtqea1JyW0fECsb+17HJJ6hsAXM4QyHKYztfO3uHqhqn8xv5TTEd80TH5SEb1difDIPiD5Pa23eZDgFlmlMvVo7G7YF2n30q/ujZ68dhP3BZpP5C4SAq6C26H44Sc44hLtXN2POS2znaiowXiPLDsOiHUv8B9OxhKXkPnbG/o7gwASG/o/1NW4rO2yUfzri+PlIDPTzAM2q8TestiVMrVaI5TVzEQkaNp/KRP4mPBNaM/X0j5/K3Bj4Lwefc5yYKDa+nc4W8spP5W0pEC4cehqeyyLwuhPtBYAfQpOnv4H5thS/quFYfDMv/ZtnGGcvac7RaiKhJDB3SDIHU0Z4ObANuqLiRYZlUUaq/bgqTEhPRhs6apT4ZX7Uw2oUYAAD84+HkwPtpIVuXQP4tzhte5vXK7Heg4gfCjAyEuyztI8NmN5FeKbpbnDP9Zs+0CgOztA2criA84ljrBUZg2HyIiaJIRjgpoemPlV8rVpWfeSxAEQEhMSJ2eYIEvdV2WfGIhbZgLXgeBNw3eDYELG8mvQDeLweEP0LGoGUe4negogaQ2Dh4cj9JdAL+1kfzMeISGRs7ZHx9SfuOyox1YlytbvEs5vNJRiAKgeDdB1xt77GaFkU0zS4lJEviD0OgxQLs9tnr7nKGDmgn/dHkAE86jAOq6E2VGfoVHCxN8eeSq5M4mm7ZodIxAinf0v01B3BeK0EBDBTB+CbZOonPGc002rb7qH14ZzWZzpwcMsUHXG/MLsywoh/2HzbYKtb/g7yzvhuX8BMCrG8mfz/I2XRcn+1cN/6HJpi0KHbFRmLktcXyxLH4oJBoTB2ErLOusVokDAOj0F7KGHvwZq8adJpXDwiyVWroRR6dunwSpMwA0NL8hQSvyefXL9F0rDm+yaYtCRwhEgW9Sio1aN9fOwTh0OoMuGB9pslkNUSpyzRt458zbnBORC4bOHN0K5rMB5N3nZijFIa5YNzfdsEWgIwTiKDoCqPoRuaQESefSKcO/b7pRDeAPyJRlMqcnGcV8dRWqFrYFFPLA5ISCbQN2SbaF0Ons5FMw1KWAOwdFq7L7yO7rF8OuZtMRApnCtKr+QnXiQNJldPqw682xxYJOfyGrGfRj22YUCgq2XbtHME1GsaDg2IDU6TftFPKTThl9UAF/WW9608Ren1+NG1bbhI4QiEbYPSnNpbiu+LoAf4ROH75/0YxqkPjW5Lt9fnzBMOgpqWO4VnopKWXo9JzPR+sLgWRDq3eLiTxr5AYF8dla6RwF5DJ7PjghqCN8tTpCxdmNifeVi3zLlLWaBsS7xNzBF5j/jc5O/sN+M7BB+NtD3wP4vfOlcWx+Sjsvefz+sqkRmEHqwaHbBXj1bH93FJCZ5D27/AB8fj4/umbsvv1pZyN0RA8SXZ28VffjsamfbRtITc5+nYFStAlnJa/bn/Y1CjPVdK4k1E7TaojAYty42lGYsUlpmUB6Qu0WBwDouni0E8QBdIhAACC+ZvRPDQM/m/q5er5BITWpkM9W/8tm1B93Znqv6hiXBq7D+5i45tUE7QBd+XI5VbQuy6Z5tJBj5HOM1KRCOqWg9hoS6zr9IrZ25PS5S2ovOkYgRFCxy0ff7jPEw9jLq8m2gFIJME1MmtI5cV839famrjCgHSEQoHq7sBTy1HKZS6Vi1V9sCgJgGOI78bXJt3VSdPiOEQiwSyRrR84IhdUZuo6fSA1jUqMRw8D9uk8e2XfpeM1Jb1tBqKMHoeC2TU0+k76IhFfveDoSFG/WdfxESqSlQEY3aIsvgHPja0dO6yRxAB0ySV+KTGxYGe2OFWpeJcAKyJa0lfFLlsYJvU6jo3qQpUQwVozXk44EYFhOYy42HgvGE0iLEI6oe3VK6Fbbr2QtVTyBtAjhmHVPvknWLyaP5uIJpEWQJuL1pmXhMhiFR9PwBNIqhBavOy2LjlnqXWp4AmkRpOz6h1gdslm4FPEE0ioExetNSuT1IK3CE0irqMfNZBcC3A6R3A9IPIG0CEEunBCpc9xNlhqeQFpFPW4mu2B4c5BW4QmkVTDi9Sduf5f3pYonkFbhogcBkdeDtAhPIC2ClYtVLBcTeo/m4gmkRTiOmvXatdmwbTfDMY9m4gmkRRRz6K4nHTOhVECAH4ZvsW3ymIknkBbA66BVKqzns/MHkVNcjQRi2YxCvq9r/1noMYV3YKpFjN+cKCnFfikIvgBB0wCx63WlFMOygEqperUBAVbv9tHgUrxFtt3RWm3AgYqm4yGzggscxSjWCCmqG+IxTxytwRtitYjYa5KX6jp+XSudptPvc/6R8/eHTR4z8YZYLSZzx8Bf2Zb4ICteAcU6ADDBloJ2aJJujl4+8plW2+jh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4TGT/w88NHXDI+jp4QAAAABJRU5ErkJggg=="
[ "1\n9\n of a full turn", "1\n10\n of a full turn", "1\n8\n of a full turn", "1\n11\n of a full turn" ]
null
2
science
grade-7
identify-ecosystems
true
false
Select the hot desert ecosystem. This ecosystem has: a small amount of rain dry, thin soil many different types of organisms This ecosystem has: year-round rain and warm temperatures soil that is poor in nutrients many different types of organisms This ecosystem has: warm, wet summers and cold, wet winters soil that is rich in nutrients only a few types of trees
null
null
[ "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", "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", "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" ]
1
math
grade-7
identify-reflections-rotations-and-translations
false
true
Look at this shape: Which image shows a translation?
"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"
[ "C", "B", "A" ]
null
2
math
kindergarten
match-analog-and-digital-clocks
true
true
Look at the digital clock: Which analog clock shows the same time?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA7gAAADgCAYAAAApDMpcAABIfElEQVR4nO3dfVyT970//le4SwAhYYKIdwlgi2hLorZqtUKwVbuqLbZd13VS6Vl125mduLY752zdxLPtnN9Z2yOdPee7ac8KarutNytqbafWGrDettWAFcUWCFZFBCUBhYTb3x80lJhcV27IDYTX8/HggeTzua7rbYl98OJzJwHQCyIiIiIi8ore3l5c7gC+bANau4Eu/rRN5DNhEiAmFLglCkiMACRgwCUiIiIi8prLll4cbwl0FUQjz+xYICzQRRARERERBZMv2vo+J0UAadF9o0tE5But3UDVDaC+AzjXBoQEuiAiIiIiomDS0tX3meGWyPdiQvv+rQHA9W4GXCIiIiIir+r++jPDLZF/WP+tdfYy4BIREREREVGQYMAlIiIiIiKioMCAS0REREREREGBAZeIiIiIiIiCAgMuERERERERBQUGXCIiIiIiIgoKDLhEREREREQUFBhwiYiIiIiIKCgw4BIREREREVFQYMAlIiIiIiKioMCAS0REREREREGBAZeIiIiIiIiCQligCyAiIiIiIvKltlYLmi634mpDK65duY626x2wtHfC3N4JS1vfZ3N7xzd/butEWHgoZFHhkEWGQxoZDlnU15+//nPkKCli5JGIHxuD0WNHYXRiTKD/mgQGXCIiIiIiChJ15xpx5WILrja04urlvjB75VILLO2dbt+rq7Mb103duG4yu3zN6MRRGD02pi/0JsYgPikWE1NHY5Rc5vbzyTMMuERERERENOyY2zthOHsFtWevwHC2EV9VN6GrsyegNV1tuI6rDddxrrze5vVvjRmF5CljoJqSgOQpYzBmvDxAFQY/BlwiIiIiIhrymhtv9AXaqr5Ae/krY6BLctm1K9dx7cp1fFZWAwCIGhUBVdoYqKaMQfKUBExIGY3QMG6P5A0MuERERERENCRdu3IdJz+uxcmPDbhy0RTocrym7XoHKj+7gMrPLgAAIqRhmDZrIqbPS8atGUkICZUEuMLhSwKgN9BFEBEREREFi52NfT9eL4sPcCHD1HWTGfpDBpw8VIuvvrwa6HL8LipGCvUcJTR3q6BKGwMJs65LdjX1fWbAJSIiIiLyIgZc93V2dPeF2o9r8eXnlwNdzpAhHx0FzVwV7tCmInEC1+2KYcAlIiIiIvIBBlzXXTeZcegfVTiytwpt1zt8/ryw8FDExUdDPjoK0shwREaFQxYVAVl0xDd/jgpHZHQEOi3dMLd1oL2tE+a2jpv+3In2Gx242tCKGy0Wn9cNALeqk6B9YBom3zbWL88bbqwBl2twiYiIiIjIrxrrW6DbcRqfHKj2+r0TkmKRMD4WcQnRiIsf9fXnaCjio312XE/jpRYYr95A85UbaG66gebGvk2lDFWNXnvGufJ6nCuvR5IyDtkPToNmnspr9w4mHMElIiIiIvIijuAKqz1zBaW7Kvs3V/KGMeNjkZyeiNSpiZh829ghdeZsd1cPzn/RhJozDaipvALDuSvotHR75d6K0VGYvyQds+65BVIZxy05RZmIiIiIyAcYcO2dOnYeB3acxoXqwW8aFZ8Ug1szxiF1WiJSp41F1KgIL1ToP3XnGlFz5gpqKhtQpb806PtJZWGYfe8tyFw6FbFxkV6ocHhiwCUiIiIi8gEG3G8Yqhrx1h+PoPFSy6DuE5cQDfVcFdR3KTE++Vteqs6xf3/hj7BY+tYDL8icjXsyZ/vsWea2Tnx+/Dz0hw348tRl9PR4Hs3CwkOQ9cA03LP8NoSFh3qxyuGBa3CJiIiIiMgnWprbsbP4U1QcqfP4HjGKSKjvUkI9VwnlrQleqctstuCFTa8hThGLNased9jHGm4BoMZwwWHAPXRMj/f3leH+hZmYN1vjcT2yqHDcoU3FHdpU3Gi14NTR89AfqkXt2SvodTPrdnX2YP87p/CZrhpLn7gDGXMmeVzXcMaAS0REREREXvPRu5/jw3dOoavTs7Wmd2anYsb8FKROS3T72kPH9Ljc0IglizIhk0nt2tvNFpgtHbhmdG1EOdLBPQDAaHJ+vbNabhYdI8WchbdgzsJb0Gpsx8mDtTi0pwrNjTdcqrW/tqtt2L6xDKnTErH8B7MxZnysW9cPd5yiTERERETkRSN1inLlZxewq/hTXG247va1sqhwzLn3Fsxfko4YhefrSF/Y9BqMplb8IPchpCgnOOxjNvcd6yMUOveXHUONoW8TrKWLM5GU6Hj0uNnYgjiFcHh0pRZnenuB0598Bd3O0zj/RZPb14eESDD3vjQsflQNaWS4RzUMF1yDS0RERETkAyMt4F67ch1v/+kovvz8stvXKuKjMf/+KS7tBGw2W1Df0ASFPEYwWFZWVaPZ2DqoacPe4kotNXUXECePFQ3KVoaqxr4dqD/9yu3py9GxUiz5/gzMzEqFROLetcMFAy4RERERkQ+MpIB7ZO857Nr6Kbo6e9y6bnzyt5C1bCoy7lIiJMS1xGVd95p+awpWPLrUk3KHlBPllXhn14dQTRqPVU887PJ1Vxuuo3TXaXyqq3F7GnjqtETkrstEVIzzKdPDDTeZIiIiIiIij3RYuvCXTYdw+pOv3LouLiEaS3Nn4vbZ7m+AlDQ2HmPHxCPZw+m+Q03S2ASMHROPFJV7f5/RiaPw0FOzce/DGXj/9RM4cbDW5WurTzfgxWd24ftr53u0xnk44AguEREREZEXBfsI7sXaa9j6Uqlbmx9FSMOwYPltyFw6FWHhIYL9auoueLxeNRg1f70ZltgU5ou11/D2n47iYu01l+8rkQDZObdh0aNql0fQhzpOUSYiIiIi8oFgDriluyrxwV9Ooqfb9QhxR1YK7v/+DIySy0T77d5bhsPH9Zg7S4MlizIHW+qw12xswYuvFEEmjcCvnvuRaN/eXuDkx7V4//UTaGlud/kZk26Jx8pnswa1sddQwSnKRERERETkkvYbHXi98CDOVdS7fM3EyaPxyOo5SFLGudQ/KTHe5vNIFymTQiGPgUzqfL2sRALMmJ+M22dNwkcln6N012mX1kWf/6IJL/5sF7739DxMmT7eG2UHHEdwiYiIiIi8KNhGcA1Vjdj232VoNbo2MigfHYX7H5+O6Xcn27XV1PUdv8NpyINnNltQea4GU29NsTvyyHS1Dbu2fYaKI3Uu3+/u+6dgyYoZCA0VnkI+lHGKMhERERGRDwRTwK04eh6vF5a5fCxNxl1KfPef5yI8ItTmdbPZgrd37cOZqhoAGNTZsN5iNBpRXl4OAMjKynLaZyCh/v60/c33cOZcDWTSCDz8wEJMTUu163P25EW88fLHMLd3unTP5Clj8NQv7kG4NNR55yHGGnCHZzwnIiIiIiKf+uRANbZvdC3chktD8eiP78KK/Pl24RboG7m1hlsA+KjsmDdLdUtJSQmefPJJxMXFQavVQqvV2vUxGo3Izs626TPwQyKRYN26df4v/ms1dRdw5lzff0+zpQP7Sx3/95wyfTyeeWkZJt3i2m9bas9ewf+u3wOLi4F4KGLAJSIiIiIiGx+/fxZv/fGIS30TJ8jxsxeW4Q6t/QiiVYpyAqTSiP6v29stg67RE4WFhVi+fDmKiopE++Xn50On0zm9l7M+vmI22/73mzpF+L+9fHQU/vnfF2PB8ttcuvfF2mv4n1/vQdv1jkHVGCgMuERERERE1G/vm+XYWfypS33nLLwFa/+/JRidOEq0n0wmxSMPLAQALMicjVVPPDzoOj2Rk5MDuVyOlStX4sEHHxTsZw2uDz74IHp7e20+Tp48adfP36ampeIHuQ9h7Ji+s4HnzdKI9g8JkeC+xzT44a8XIirG+aZVl88b8covP3BrR+ahgmtwiYiIiIi8aDivwd1Z/Ck+fv+s036yyHB89ydzMe3OiX6oyjcKCgqwYcMGAEDvTfOwJZK+s2HXr1+PgoICu2sVCgVMJhNWrlzpdDR4qLluMuP1lw+i+nSD076K0VH459/cB8XoKD9UNjhcg0tERERERP3e+uMRl8Kt/FtRWPtfSxyG2/qGRhw+rrebQjvcrF+/HuvXr3e4PhcATCYTgL6gO1RVVlXj8HG93euj5DL88NcLMeueyU7vYbzahld++QGaLrf6oELf4Dm4REREREQj3F9fOYQTB2ud9kucKMfq5+9FjCLSYft7e8pgOH8Rvb3AvNkaL1fpP45Gba0GTkseygH39bd2AwDGJsY73LH6kdVzEDc6GnvetN8leqCW5nZs+sUH+PGGRRg7UeGLUr2KI7hERERERCPY31895lK4nXRLPH7ym/sEwy0AzFSnI/3WFMxUp3uzxCHBuvtydnY2AEAulyMvLy+wRYmYO0uD9FtTMC4xQbDPPQ/fjkdWz8HXM7IFtd/owObffAjj1TYvV+l9HMElIiIiIhqhDpScxtF9Xzjtl6YZh7zntAgNEx8fm6Geihnqqd4qL+AMBgOKi4tRVFQEg8HQ/7pSqURJSQlUKlXAanNmyaJMl/rNumcyYuIisfWlUnR39Qj2u24y408b9uLp/7gfUaMiBPsFGkdwiYiIiIhGIP0hAz74y0mn/abfnYx/+tcFTsNtMDEajVi3bh2Sk5NRUFDQH26zsrLw2muvwWAwQKPRBLRGb0qfMR4//PVCSGXi459XG65j82/2odPS7afK3Ddy3qVERERERAQAOFdRj79sOuS034Llt+F7T89zOoU12OTl5aGwsBBA31TktWvXora2FjqdbkhPSx4MVVoCfvLb+xAdK36M0CVDM/78Xx/Z7Tw9VDDgEhERERGNIHXnGvHq7/Y7DSgPrLwD9z2msXv9RHklXtnyBmrqLgy6Fr1ej3Xr1iEuLg4SicRucyeDwYANGzYgOTkZEolEcFdjbzIYDNixYwcAYOXKlTAYDCgsLPT7dGSj0YiXX34Z06dPh0Qi6T+6yBu2v/ketr/1nt3rYycq8NP/uB9xCdGi11efbsBfXznstXq8iWtwiYiIiIhGiKb6Vvzff37ktN+C5bfh7vunOGyrqbuI+oYm1F9ucrg7r6s0Gg3Ky4V38M3Ly0NxcbHH9/fUwLW2hYWFAdkpeeAZvb5w5lyNYFtcQjRW/2ohNv3ifbRd7xDsd/LjWsTERWLpihm+KNFjDLhERERERCNAS3M7/rhhL8xtnaL9ps9Pdjhya3VP5mxMTUsZVLgFAJVKhfLycjz44IPQ6/Woq6uzabcGS7VaDaPRaNfuD2IBHOibvuyLtbjW0WK1Wg2FQoHS0lKv3n/Nqu+Jto9OHIXVv1qI//n1P0TX25btqsS3EkZh7uJbvVrfYDDgEhEREREFuZ6eXvz5Pz9CS3O7aL809Tg89pO5on3iFLGIU8QOuqbCwkIUFRVBoVBAq9XaBdiCggLk5+dDpVI5bPcHZ1Ois7KybM7F9ZacnBxotVqoVCoUFBR4PeAmiRwdZDVOFYd/+pcF2PLbD9HTIzydveTPxzFmXCwm3z7WmyV6jGtwiYiIiIiC3O7tJ3Cprlm0z8TU0Vj5nNaraz3FqFQq0em/CoXCp+teVSoVsrKykJWV5bNneMrXf3dXpU5LxONr5zvtt/3lg2hrtfihIucYcImIiIiIgtiXn1/Gwd1nRPskJMVi1fP3Iix85MSDvLw86HQ6uxFYrVaL3t5elz58MXo71GTMmYScf5ol2qet1YLtLx/0U0XiRs47mIiIiIhohGk1mbG9UDx4xMZF4ofrF0IWFW7z+onySryzcx/M5qExMke+J/Q9n7v4VmQumyp67ZenLqN0V6Uvy3MJAy4RERERUZDa9lKp6NTRkFAJfvBvCxAbF2nXtr/sGE5UnMGlhkZfljgkbdy4MSBrfgNN7Hu+dMUMTL5NfJ3tB2+cxCWD+FR4X2PAJSIiIiIKQgdKTsNQJR5Ol+XegSRlnMO2JYsysSBz9qB3Sx5uCgoK8LOf/QxZWVkjLuRav+fjBDahWpE/HzFymeD1PT29KH5RB4u5y1clOsWAS0REREQUZL6qvoo9f9OL9klTj8O8b6cJtk9NS8U9mbO9XNnQ9+GHHwIA6urq8NVXXwW4Gv+yfs9lMqnD9qgYKXKfyYLYPmTNjTfw5v8e9lGFzjHgEhEREREFEYu5C1tfLBU92iU2LhLfz3e+Oy7RzVRpCbjn4QzRPqeOncenumo/VWSLAZeIiIiIKIi8v/0ETNfaBNtDQiTIe05rt6kUkasWPpIBVZr4Wbo7XvsENwJwdBADLhERERFRkGi81IIj+86J9ln8mAYTUkf7qSIKRhIJkPtMFqJiHE9lBvpmErz/+gk/VtWHAZeIiIiIKEi89ccjou2p0xKR/eA0m9fqGxrxwqbXcKI88Ee80NDTbGzBC5tew+69ZTavx8hlWOFkmvsnB6pxqc6/uyoz4BIRERERBYGKI3WiuyaPksuQ+7Msu9drDBdhNLWisqrGl+XRMNVsavn6/WG/pnbybWOR5eR83Hc2H/VVaQ6F+fVpRERERETkdd1dPdi17TPRPst/MAtRoyLsXp83W4M4RUxAjwMqLCyE0WiESqUSbVcoFH6tayjIy8uDVqsN2PNTlBPw/e8sQZLA0UHf/t50fH78K1xtaHXY/tWXV3HiYC1mzE/2ZZn9GHCJiIiIiIa5j0o+h+mq8MZSqrQE3D57kmD71LRUX5TlMo1GM6j2YKZSqQSDv7+IvT9CQiVYtnImin6vE+yze/sJ3D57EsIjQn1Qna2w3l7h7cOJiIiIiMg9u5r8+7xWYzs+evdz0T7f+dFdfqqGRqKpMyfgltuT8MWpeoftrcZ27P/7Kdz3mMbntXANLhERERHRMLaz6FN0d/UIts9ZeAsSxsX6sSIaiR5aNQsSiUSwXbfzNIwiswy8hQGXiIiIiGiYavjKhPIjdYLtUlkY7n98Rv/XZrMFH5UdQ32D8GZURK44UV5ps/HU6MQYzL3vVsH+Pd292Ps3vc/rYsAlIiIiIhqmPtohPjV58Xc1kEWF93/99s592F92DK9s+Qs+Kjvm6/IoCNU3NOKVLW/gnV0f4vW3dtv8suS+x6YjMtp+IzOrEwdr0dLc7tP6GHCJiIiIiIahluZ2lB8yCLZ/a8wozPt2Wv/XNXUXcObcN0cB7WfAJQ9UVtWgvuGbheYDz8eVysJE19n29PTi4O4zviyPuygTEREREQ1Hpbsq0dMjvGHs/Y9Pt1sTKZVGwGLpAAAsyJzt0/po6NLr9TCZTHavy+VypztWz5ulwaFjJ/vfRzKp1KZ9zsJbodt5Gs2NNxxef3TfOdz7SAakMt9EUQZcIiIiIqJhxmLuwpG95wTb4xKicfscpc1rKcoJeHrV49hfdgzNxhbMm6XxcZU01BiNRmRnZ0Ov1wv2ycnJwbvvvivYLpNJsXRRJg4d02PebA1mqKfatEskQNayqSj58ycOr7eYu3BkTxW0D07z6O/gDAMuEREREdEwc+iDs+jq7BZsX7D8Njja0DZOEYtHHljo8nOKioqwY8cOGI1GrFy5Enl5eTbtRqMRxcXF0Ol0MBqNNm0qlQoajQZr1651+XnkW/n5+f3h9ubRWuuobklJCYqKiuy+1wPNUE+1C7YDzb73Fux7uwI3WiwO20vfq0TmsqkICRHeddlTLgfctuoOtOjb0dvFc3PJsRCpBLHToxCpDHfemYiIiIg80t3dI7qOMTpGiju0qR7f32g0Yt26dSgpKbEJrVlZWXZ9tVotysvLRe9XUlKCAwcOeFwPeY813GZlZUGn09m0GY1GqFQqmEwm6HQ60YDrTGhoCO6+bwr2vOn4vXGjxYLPSmtwZ7bn71MhTgNuj6UXDSUmmC90ev3hFHzaqjsQlRqBMUtiIQn3/m9kiIiIiEa6T3XVuNHqeGQM6JseGhrq+V6yCoUC7777LkwmE+RyucO1mkDf6K413K5duxYKhcKmXa/XY8eOHdDpdNDpdNBqtR7X5G933XUXjhw5EugyvM76/XL0vVAoFNBoNCgtLYXBYBj0s+bel4b9734uONNAt+O0/wNubxdw+W0jLJe7vP5gCl5t1R1o2NmCsQ/LA10KERERUdAp3VUp2CaVheGuxWmC7a4qLCyEQqFATk6O3UZVViUlJQAAtVqNwsJCu3aj0Yi4uDgAGFYBNzU1FefPn8ePf/zjQJfiddaRdJVK5bD95mnmgxEZHYG5i29F2XuOZxs01rfgzGcXkT5zvNeeCTg5Jqj1VDvDLXmk3dCB65XmQJdBREREFFSqyi+hqb5VsH3et6fY7U576JgelVXVbj0nLy8POTk5on2sYejmkVurga/fPB12qGptbYXFYoFOp8Pbb78Nszm4fp7VarXQarUOA25JSYnoCK+Y+oZGfFR2zOZMXADIXCq8ThcAPv7grFvPcYVowGVAocG4fkZ46gwRERERuU8vcu5taGgI5i9Jt3mtpu4C3t9Xhtff2u31WkpLSwFA9FgZR+t2h7L//d//xd/+9jcAQGNjI5544glUVgqPmAeDoqIiZGdnY/ny5QD6Np9yd/1tZVUN9pcdw3t7ymxej42LFJ2G/MWperSavJs5Baco9/b0wtIgPHrb3tmOyoun0N3b49WCaPiICI2AZtIMwfbOaxz9JyIiIvKmz4+dF2y7IzsV0TG2Z5KOS0xA+q0pmJqW4rOahEZwh6Oamhqbr9va2nD9+vUAVeM7BoMBGzZssNtITK1Wo6ioSHAKs5CpaSmov9yIe7Lsz1bWPjgNnxwQnkFQcaQO8+4b/LR6K8GAKwmRAAIbJn94Zi/+5e183LAE3zeb3BM/KgGvPL4Zmkkz7dp6mW+JiIiIvOb0J1/BYhb+AWtmpn2IlcmkWPHoUl+WFfR6e4PnFBnrDtlFRUU2rz/44IPIz8/3eJ10UmKC4PssISkWylsTUHeu0WG7/pDBqwHXo+3VfvXuzxluCQDQdL0Rv3lvfaDLICIiIgp6J0WmJ8tHR0GVluC/YmhYysvL6w+3SqUSGzduRG1tLUpKSny6CZhmrkqwre5cI4xX27z2LLcD7tXrTWhuu+a1Amj4+6KhKtAlEBEREQW1rs4eVH76lWC7WiRAEAF9o7c7duwAAKxcuRIGgwH5+fluT0f2RMZcpWh7+WGD157l+QFZRERERETkF58fP4+uTuG9b8RGyHxFLu87ElLszFRvHjtDg6PX6/v/nJ+f79dnx8hlSJ2WKNgutnmau0TPwSUiIiIiosATCwCjE2MwIeVb/ivmaxqNBqWlpaIB13rsTDBtRBUMTCZT/y7YjsjlctHdsT2hvkuF6tMNDtsu1l5D0+VWxI+NGfRzGHCJiIiIiIawDksXzuovCrZr5qlsvjabLaitu4ixifGIU8T6rC6VSoXS0tL+EHuzgcHX22GJBsfZetusrCyPzy4Wev+p5yrx7v8dF9y0q/yQAfc8fLtHzxyIAZeIiIiIaAg7e/ISerqFd/K9Q2u7e3JlVTXe2fUhVJPGY9UTD/usrry8PBQXF8NoNGL69Ol2o7QDA66756qS9ykUCpfPJR7MLySE3n+R0RG4JWMszpXXO7zuzMmLDLhERERERMGu9qzjaZ0AkDhRjtGJttM6k5UToJo0HimqCT6tS6vVYuXKlSguLrZZ33mz9evX+2UjIxKn0Wg8HpV1R7JyAsaOicfUtFT7GuaqBAPuheqr6OrsQVj44LaJYsAlIiIiIhrCas9cEWxLn2EfYuMUsV4duV2/vu9ISEfTWouKipCfnw+dTme3oZRCoYBWq+X05BEmThGLp1c/7rBt6h0TARxx2NbT04u6c42im1G5ggGXiIiIiGiI6rB0ob6uWbA9ecoYn9dQUFAg2q7RaBhiySVRoyIQnxSDpvpWh+21Z68MOuDymCAiIiIioiGq9swVCOzJA4kEgw4DRP4m9ksZsdkKrmLAJSIiIiIaomrPCv/AnzhRgQgpJ2TS8JKcLvxLmdqzDYK/0HEVAy4RERER0RAlNqKVku776clE3iY2gtvV2YOLNVcHdf9h9SsfhUKBLZs3QyGXu3Xdtu3bsXXbNh9V5dyLL7yAjIwMl/tv274d2wZRr1qtxou//73L/Y0mE1atXm23MQARERERBY510x0hYiNhREPV6MRRiI2LREtzu8P22rNXMCF1tMf3HzYBV6FQYO+ePVC7ERStMjMzASAgIffVLVuQu2KFW9dkfV2vJyFXrVZj7549bv8SQLlnDxYtXsyQS0RERDRE1J1rRE+P8HzNlKm2AXd/2TGcKK/EikeXIikxwdflETm1Zes7sFgseCr3Ychk0v7Xk6eMQfmROofX1Jy5gvlL0j1+5rCZoqxUKj0Kt1ZPr1nTHxz9JTc3Fw8sW+bRtT9dswZKpdKta9RqNZ5es8btcAsA6owMPLBsmd0B3UREREQUGJdqhXdPHp04CjFymc1r9ZcbYTS1ov6y8KgvkT/VNzSivqEJ7WaLzetisw8uGa4N6pnDJuCWl5dj1erVHl1bUVGBrdu3Y++ePdiyebOXK3Ps1S1b8Ormzdi6bRtMJpNb11ZUVGDrtm04d/YscnNzXbrGOnKbkZGBXbt2uV3vsz//OdasWdM3+suQS0RERBRwTQ0tgm3jVN+ye+2RBxbiB7kPYYZ6qi/LInLZ06sex5pV30OcItbm9XGqOMFrmhtviM5ccGbYTFEG+qYYezLNWK1W4/jRowCAJ3JzcfDgQZ9OV356zZr+aclPr1mDO2fPRkVFhcvXZ2Rk4JNjxwAAr27ejPLycqfXW6clKzIycL6uDtLISLdqfvvNN/tHyF/dvBmPPPqoW9cTERERkXddvXxdsG302Bi712QyKVKUE3xZEpFbbg62VvEO3r8DXW1oRUKS42udGTYjuINx85Rdd6f+Wrm6lvbmEVB3R0Q9uX7g31HuwQjswGs8uZ6IiIiIvOvq5VbBtvhE8YBANJSNkssQFh4q2C723ndmRARcb9iyeTNe3bIFL73wQqBLISIiIqIRoEnkh3xHI7hEw8mY8cIjtGLvfWcYcF2wZfNmPPH1Wtg1a9b0/5mIiIiIyBeaG2+gt1d4HaKzKZ5EQ53Ye5gjuD6UlZlpF2i3bN4MtVodoIqIiIiIKNg1XRbeYCo0LATy0VF+rIbI+8RmIXAENwA8OYqHiIiIiMgVYj/gOxr5aja2wHzTUSxEQ0Wz0f4XNvFjhacocwSXiIiIiCiIiP2Af/PIV7OxBS++UoQXNr3m67KI3LZ7bxlefKUI+8uO2bwuNoJ77YrwDuLOMOA6UV5RYXdEz7bt21FaVhagioiIiIgo2LWazIJtMQrb4yAjZVJIpRFQyD07VoXIl5IS4wEAcXLbQBujkAle09PTixstns1IGFbn4AaC0WjEwsWLsW/PHmRkZGDb9u14atWqQJdFREREREGsw9wl2CaV2f4IL5NJ8evnfuTrkmiE0uv1MJlM/V+r1Wq3jkGdoZ6KGeqpdq9LZeGi13VYuhANqcvPsWLAdYE15D69Zg1+89vfBrocIiIiIgpynRaRgBspHgxcodPpUFpaCoPBAIPB0P+6VquFQqHAypUr3QoxFFx0Oh2efPJJm/fGzTZu3Ij8/HyPnxEhE4+iYr/kEcOA6yKj0chwS0RERER+0SEWcKWD+xG+qKgITz75pMM2nU4HACgoKMDJkyehUqkG9azhpK2tDTNn3oE331yIsLC+/8ZGoxFtbW0Brsy/jEYjli9fDqPRKNpv3bp10Gq10Gg0Hj1H5uQXNWL/BsQw4A5B6owMvz8zIwDPJCIiIiLHxEavIpxM7XSmoKAAACCXy+1G4IxGI15++WUYjUYUFBSgqKhoUM8aLurqzuPUqVNISEhAZGQkoqO/OYbJaDTh6NFjmDNndgAr9B+dTtcfbt99913k5OTYtOv1ekyfPh0AUFJS4nHABYDwiFB0dnQ7bBtxAfeJ3FzkrljhUl9DXR0qKiqQkZGBiooKbHrlFZ/WtmPnTjy9Zg3kcjm2bd+OMjc3pNq6bRueyM3tr7e8vNzpNdu2b0fuihUwmUx49rnn3K75ueeew5bNm/vutW2b29cTERERkfeIjuBGev4jvMFgQF1dHQCgsLAQeXl5Dvvs2LEDpaWlHj9nODGZTDh16hR6e3sxZ85sJCUl9be1tbXhs88+Q319PSoqTiEj4/YAVuofer2+/883h1sAgwq0N4uQhQkH3JE0RfmJ3Nz+MOaKTAA7d+1CeUUFnn3uOafD7YNVUVGBexctwhO5uR6FTZPJhHsXLcJLL76IZ5591mZRt5CnVq2CyWjE1u3bXQrEN9s6INRuZcAlIiIiCijRgHvTCG59QyPM5g4o5DGIU4jvpDxwTaXQ9GONRoMdO3aIrr8MJl9+WY3Ozk67cAsAUVFRmDNnDg4ePIjq6mpMnpyKqKgogTsFB61W6/V71tRdgAQSJCXGQyb7ZuMoWWS44G7JI2oENzMz0+1rVEolnlq92ufh1qqiogI7d+3y+HqTyYTf/Pa3LoVbq63bt/f/Rs4Tg6mXiIiIiLxHfIryNz/CnyivxDu7Puz/es2q7yEpMcFrdRiNxqDfbOr8+fOIjIy0C7dW4eHhSE2djBMnTuDSpXpMnpzq5wr9S6vViobcgSO8rozmbn/zPZw5VwMAUMhj8NzT36z/Fptu72nAHZbn4D61ahW2bd/ucv+Kigps3b4dx48exfO//KUPK/vGq1u2YN+ePcjNzfXo+tzcXJw7e9bl69VqNfbu2YO9e/Z49D8hhUIxqOuJiIiIyHvM7Z2CbQN3UW42tdq0tZvFzw4d+HPewKDibp9gYR1MGrjm1hFre2en8PclWOXn5yM7OxvZ2dlITk7uX3+7cuVKh1OYbzbwPWm86f0qttHUiBrBBfpCrqvn0arVahw/ehQA8Kvnn4eppQWbNm3yWW1Pr1nTvz741c2bUV5ejoqKCpevz8jIwKtfT8F29fq9e/ZAIZdD8fW1jzz6qFs1v7p5c//mVp5cT0RERETeEyENE/wBv6vT8ZpFV2g0GsjlcphMJmzYsMFutqDRaERJSYnH9x9u5HJ5oEsY8vR6vd16bJVKheTk5EHfu7u7R7AtJFTi0T2HbcB1h+KmN+7NX3v9eTeNgLo7Inpzf5VS6TTgDvw7yT0YgR14zSSl0u3riYiIiMh7pDLhgDtw+vK8WRqbtnEuTE/Oz8/Hhg0b+ndKvllWVtaIWX8LAJGRkWhquorOzk6EhzseUbx0qR4Agn79rSOFhYU2yzytxwgVFBRAqVQ63KhsoKWLM1FZ1TdFOSkx3qbNYhaZqeDhbuEjIuB6g0KhwJqf/AS//d3v/P5stVrt1/WxgTimiIiIiIi+ESELB0xmh22WAQFXJpPinkz3jq8pKCiARqNxOP3YuvYyOzvbrXsOZ0qlEmfPnsVnn51weBSQyWRCdXU1IiMjoVROCkCFgeVona1SqURdXR1KSkqcBtykxATBdeFia82lMs+iKgOuC6zrU9UZGVAqlVi1enWgSyIiIiKiICb2w32HyKiXq3JycgTXTxYWFvb/2ZtHwgxV6elT0NTUiPr6enz00QFMnpyKpKQkmEwmNDU14csvqwEAd9wxM8CV+kdBQQE2bNgAhUKB5uZmh31UKhXq6uoGvYGvRWSteQQDrm8MDLdA3xFFABhyiYiIiMhnxH64t3h4PqiVVquFRCLBxo0bHQbYgaFlpGw+OmfOHFRUnML58+fx2WcnbNoiIyMxZ85sxMfHC1wdnMTCq7emsIu9lzlF2UfUGRl2U3afyM3F9u3bUVpWFqCqiIiIiCiYiQVcsWmdrrBuGFRSUuIw4Op0OgB9y+RGivDwcMycOQOTJ6fi0qV6NDU1Ij4+AVFRURg3LklwbW4wGng+cnFxMbKysvpfMxgMKC8v7z+adDAj/L29QHeX8CZTDLhEREREREFC7Id7T49PsVKr1SgvL8eGDRvsdsc1Go39a3NdOQIm2Mjl8q93Vp4S6FICJicnB/n5+TCZTE7X1w7mPWJu6xBt5xRlPzPetKU6EREREZG3iE9Rtl+3eOiYHnGKGExNS3V674KCAixfvhzAN6O1N1Or1cjPz3epVgouCoUCOp0O+fn5dr8AsbLunmzdlExMs7EFJyvOYHpGOuIUsf2vO5tqz02mfKS0rAzbtm/vP9cW6Ft/W15eHsCqiIiIiCiYif1w32pst/m6vqER7+/rWzr3u+d/6vTeOTk5qK2thU6nc7iWUqvVuhRcKHhpNBrBX3646/BxPQ4f16PdbMGSRZn9r9/8Pr6ZNJJTlH3mqVWrAAC5K1Zg1erV2LptW4ArIiIiIqJgFiOPFGy7ernV5uukxAS70TFnVCqV0+mnRN6QnpaCdrMFM9TpNq/f/D4eKEIahtCwEI+ex4DroqdWrcK2bdu4sRQRERER+Vx8knBYbXIQDB55YKEvyyHyWIpyAlKUE+xeFwu4iRPkHj/Ps1g8QjHcEhEREZE/jB4bI9hmbutE23XxDXqIhrqmBuGAK/b+d2ZYjeAqFAps2bwZCrl7id5QV4eKigpkZGSgoqICm155xUcV9vnDpk14YNmy/uc9kZuL53/5S5ev37Vrl029f9i0yek1q1avxpbNmwEAFeXl2Ldnj8vPM5pM2LlrFzLnz++/FxEREREFTkKS+A/4Vy+3ImryaD9VQ+R9YiO4YjMYnBk2AVehUGDvnj12Z9K6IhPAzl27UF5RgWefe0700GJvMJlMuHfRIrz04ouQy+U2G1S5IiszE88+9xzUajWeefZZmFzYsdm6LlidkYEVublu/xJAqVTi2Z//HCajkWuMiYiIiAJMGhmO6BgpbrRaHLZfbWjFRAZcGsZEA+4gRnCHzRRlpVIJlVLp8fUqpdIv4dbKZDLhmWef9bjmJ3Jz8dSqVS6FW6ut27ahvKLC7XAL9AXjuro6hlsiIiKiIcLddbhEw0V3Vw9aTWbB9hERcMvLy7Fw8WK3Ap9VRUUFFi5e7Ldwa2Udya2oqHDruoqKCty7aJFHz9y6bZtHU4xXrV6NnTt3evRMIiIiIvI+sR/yxUa/iIa6hovimW4wAXfYTFEG+kLumLFjA12GW0wmE+6cPduvz9y6bRtHYomIiIiGOdGA62CDnhPllThRcQYPL1vo1pFBRL6ye28Zmk0tWPGdpTavOzsiKCpG6vEzh80ILhERERHRSCK2k2x9XTN6e21f+6z8DGrrLqK27oKPKyNyzWfllThTVYP6hkab1y/WXhO8ZswgjggChtkILhERERHRSDE++VuCbRZzFy7UXMXE1G82mnrkgYWorbuAqWmp/iiPyKkVjy6F2WxBUmKCzes1lQ2C14xXCb/vXcGAS0REREQ0BCWMi0XUqAjBM29rKhtsAm6cIhZxiqn+Ko/IqRTlBLvXujp7cP6LJuFr0scM6pmcokxERERENESlThPef0ZsFIxoqKo714ienl7B9skZSYO6PwMuEREREdEQlSwymlVT2WC3DpdoqKsW+cWMIj4aMXLZoO7PgEtERERENESlpCcKtlnMXbhkEN6sh2goEpt5MNjpyQADLhERERHRkJWkjINUJrxtDqcp03DS09OL8180CraL/ULHVQy4RERERERDlETiZJrymSuOX6+7gGZji6/KIhIl9P6rO9eIrs4ewevE3uuuYsAlIiIiIhrCkkVGtb48VY+ebtuFuCfKK/F/2/6Ot3fu83VpNMzl5ORAIpH0f+h0ukHf0/r+2723zK7tzImLgtdFRkcgYVzsoJ/PgEtERERENISJrUu0mLtw+tOvbF5LGpuAsWPikaKyP6KFyKqgoAA7duzw+n2t77+ksQl2bScP1gpeN/k24R3D3cGAS0REREQ0hE26JR6R0RGC7fpDBpuvkxIT8PTqx3FP5myvPD8/P99mlO/mj+zsbBiNRq88i/zDYDBgw4YNAID169d79d5C77+6c40wXWsTvG7K9PFeeb7bAXf0qHgsmHKvVx5OweHROx8PdAlEREREQUsikUA9VynYfubERXR1dvvk2QUFBXj55ZdF++h0OuTn5/vk+eQbeXl5AIC1a9dCq9X65Zn6wwbBtpBQCTLuEn6Pu0N4SzYRLz76Ct785A20mrlwfaQbE5uI7975/UCXQURERBTU1HepcHTfFw7bujq7ceroeUyfn+z155aUlAAA5HI59Ho9VCpVf5vRaEROTg5KS0tRXFyMoqIirz+fvK+oqAilpaWQy+UoKCiAXq/3y3Nvnmkw0BTNeNHdwt0hepfQUSHovm6/y1VURBTy5j3llQIoeIVGSQJdAhEREVFQSJ2WiBi5DK0ms8N2/WGDTwJueXk5AECj0diEWwBQKBTQarUoLS31+nPJN4xGI9atWwcAKCwshEKh8Mtzq0834EaLRbBdbIaCu0SnKEdODPfag2jkiUyRBroEIiIioqCRIRICqsovof1Gh9efKZfLvX5PCpyCggIYjUZkZWX1T1P2h5OHhDeXCgsPxe2zJ3ntWaIBV35nlNceRCOLJBSIzZAFugwiIiKioDF9nvAIbU93L04dPe+wrb6h0eMzca3rM+vq6hy2GwwGAIBS6b0ROPINnU7Xv566sLDQ6/evqbsg2FZxxPH7BwCmzhyPsPBQr9UhOkU5IiEMCd+OReMHXGtL7hmzVI4wuffeqEREREQj3aRb4qEYHQXjVcc70ZbuqsSseybbvFbf0IhXtvwFMmkEfvXcj9x+ZkFBAXQ6HQwGA+Li4qDRaPrbDAZDf8AtKChw+97kX9aNwNauXWvzffSGQ8f0eH9fGaZnpOORBxbatH1WWgNzW6fgteq5Kq/W4nQl76ipUoTFKNB8+AbMF4QLIwKAyEnhiJs3CtJx3lkkTkRERETfUM9VoXRXpcO2xvoWVOkvIU0zrv81mVQKqTQCCnmsR89TqVRYvnw5ioqKYDQaodPp7Prk5OQgJyfHo/uTfxQVFfWvpy4tLUV2dnZ/28AjntatWweFQgG1Wu3WKG+cIgYAECmzX6K4/91TgteFhYcifYZ3jgfqv6crnWQTw5H0XYVXH0xERERERO6ZmZkiGHABoPS9SpuAG6eIxa89GLm1ys/PR3FxMZRKJQoLC6HVavs3JtLpdCgsLERJSQkMBgNOnjzp8XPIt6wj7QBEd022tvX29rp1/6lpqfjd8z+1e72q/BKa6lsFr8uYM8mr05MBD48JIiIiIiIi/xs7SYHUaYmoPt3gsP3LU5dx+bwRYycpvPK84uJiAI5Haa3rc3fs2AG9Xg+9Xu/1qa/kHXl5eaLn3VpHdDdu3AiNRuO13ZVLdwr/MgYAsh+8zSvPGYgBl4iIiIhoGMlaNk0w4ALARyWf4/Gf3u3VZ7oSeAZOdaWhRaVS2R3z5IhGoxENwu5o+MqELz+/LNieOi0RiRO9v0u36C7KREREREQ0tEyZPg4JScJraiuO1KGlud2rz2R4JXeJrb0F+n5R4wsMuEREREREw0x2jnA46OnpFV2nW1N3AZVV1S49x3oObnFxMUpLS22C7sBjZwBwevIIYjZbcPi4HmazxWF7S3M7yg8bBK+PT4rBlOnjBNsHg1OUiYiIiIiGmRmZKdj9+gncaHEcMI7v/wKLHlVDKvvmx32z2YLde8twouIMAOAHuQ8hRTlB9Dn5+fnYsGEDjEaj6NTVrKwsr63bJP87cOAAANd/SbHtzfdgOH8Rh46dxJJFmZialmrTrtt5GmL7VC1YfrunpTrFEVwiIiIiomEmJESCzKVTBdst5i58dNMU0cqq6v5wCwDv7Nzn9DkFBQVYu3Zt/0juzeRyOVauXImSkhLXCqchSavV2uyQLeZEeSUM5y8CAIymVuzeW2bT3mpsx5G95wSvj46RYsb85EHVK4YBl4iIiIhoGJq7OE30iJXSXZUwXm3r/3pqWioU8pj+r9sFppferLCwEEajEb29vXYfRqMRRUVFHL0dQdrNHTZfz5013ebrHa99gu6uHsHrsx6YhpAQiU9qA4AwicR3NyciIiIiGml2Nrp3hqinpLIw3LXoVhzcfcZhe093L0r+7zjyfq4FAMhkUixZlInX39qNubM0uCdztl/qpOAyb7YGSWPj8c7OfZBJpZg3W9PfZqhqRMXR84LXWt+zviQB4J9/gUREREREI4A14C6L9/2zWprb8R///Hf09Aj/SL/q+Xtwy+1Jvi+GRrwX1u1E46UWwfbMZVOxdMUMnzx7V1PfZ05RJiIiIiIapmLjIjFnofiI2N+3HEev2I4/RF5weM850XArlYVhwYO+ORpoIAZcIiIiIqJh7NuPT0dUjFSw/WpDKz5+/6wfK6KRxtzWiX/89aRon8WPaUTfp97CgEtERERENIxJZWG4//Hpon32vlmOG62ubSpF5K4P/nIS5rZOwfaEcbGYd1+aX2phwCUiIiIiGuZmLZiMCamjBdst5i68//oJh201dRfwmxf+iBPllb4qj4axZmMLXtj0mt1xQFaNl1pwdN8Xovf4zo/ugr82Nw5z3oWIiIiIiIa6R390F/77ufcE2z85UI3pdydj8m1jbV6vv9wEs6UDlVU1mKEWPlvXF/R6PdatW+dS340bN0Kj0fi2oADT6XQuBcGsrCw/VNOn2dQCo6kVlVXVWLIo06atu7sHrxceFF3jrZ6rhCotwddl9mPAJSIiIiIKAmMnKTBrwWQc/+hLwT7bCw/i5xsfsFkLaT32ZVyi/0KIldFohE6nc7lvsMvOznapnz83DUtRTsAPch9CnDzWru3910/iUl2z4LXhEaF4YOUdvizPDgMuEREREVGQWJo7ExVH6wTXQ7a1WrC98CBW/+pem9dTlBP8UZ4dlUqF9evXC7YXFRWhrq4OSqUSWq3Wf4UFwMCgr1aroVAoAlbLzRy9P86evCR4BrPVvQ9nIEYR6auyHGLAJSIiIiIKErKocNz3mAYlf/5EsM+Xn1/GR+9+jgXLb/NjZY6pVCoUFBQ4bDMYDNiwYQMAIC8vz39FDQElJSVQqVSBLkNQq8mMN/5wULTPt8aMQtYy/055B7jJFBERERFRUJm7OA3J6WNE++z5mx5fVV/1U0WesQZfuVyO/Pz8gNbib0M53Pb2AtteKhXdNVkiAb6fPx8hof7ZWGogBlwiIiIioiCzYl0mIqMjBNt7e4GtL4qHFAAwmwNztJDBYEBxcTEAID8/f0hN1x3p9r9TAUNVo2ifRY+qMVFkV29fYsAlIiIiIgoyMXIZvvf0PNE+pmttotNMN21+A7958U+obxAPM74wEkdvB67B1el0WL58ObKzs20+NmzY4NPNtjZtfgO//O0fBL/nhqpG7Hu7QvQeqrQE3PPQ7b4ozyVcg0tEREREFISmTB+Pu++fgo/fPyvY5+zJS9jzZjkWP6q2a5PJpA6u8D2O3grvpqzT6aDX6/Huu+/65Lli3/NrV66j6PcHILaBc1SMFLnP+O8II0ckAPy3xzQRERERUZDb2dj34/Wy+AAXgr5zSjf94gNcMggf5QIA3/nRXbgzO9VPVYnLy8tDcXEx5HI5DAbDiAm4Op0O+fn5MBgMyM/Pt9s1Oj8/H+Xl5QCA2tpav67TvdFiQeG/7obpaptov9W/utfunGV/2dXU95kjuEREREREQSo0NAQrn9XixWd2otPSLdjv7T8dQXSsFFNnBua4ICuj0YgdO3YA6Au6IyXcAoBWq4Verxdsz8/Px5NPPgmgb5TbXwHXYu7CHzfsdRpuM5emByzcDsQ1uEREREREQSwuIRoP/WC2aJ++nXHLUH26wU9VOVZYWNi/xtSfa29LSkqQnZ2NuLg4SCSS/o+4uDhkZ2ejpKTEb7UIGRhofbkOd6Du7h68+rv9aLhgEu03ThmH+78/wy81OcOAS0REREQU5GZmpUAzTyXap7u7B3/+r4+cTmf2FaPRiJdffhkAsHLlSr+NUJaUlGD58uXQ6XR2wdFoNPZv+GQwGHxah1arRXZ2NoqKipz29cfItnWn7bpz4puMSWVhWPmcFiEh/j8SyBEGXCIiIiKiEeDRH891enRLp6Ubm3+zD1cbrgv2OXRMj1e2vIGaugterW/g6K11F2V/sD5LqVTiwIEDNh8bN27s7+frUVxrmB64m/JA3gzYW7a+g1e2vCHa563/dxhnTlwU7RMSIsGT/5KNuIRor9U2WFyDS0REREQ0AoSFh2DV8/di0y8+QGN9i2C/tusd+NOGvfjpf96PUXKZXXt9QyPqG5pQf7kJKUrvrNkN1OgtgP6Nm/Ly8uw2dtJqtVi3bl1/jb6kUqlQXl6OHTt2YMOGDTa16PV6m5FdjUYzqGcZzosH1z1/K8enpTVO7/P9/PlImZo4qFq8jbsoExERERF50VDaRdmRluZ2/OHf3kdLc7tov9GJMVj9q3vtRufMZgsuNTR6LdwCfaOoGzZsAODfHYJ1Ol3/kTyvvfYa8vLyHPYB+gKoL+saWIuYtWvXorCwcFDPsp5zm5SYYNf2j7/q8dG7nzu9x0NPzcachbcMqg5vsu6izIBLRERERORFQz3gAkBjfQv+5/l/oO16h2i/6FgpfvjrhRg7UeHTevR6PYxGIxQKxaBHJ90xMFQeOHDAbgTX33Q6HYqKihxOR1YoFMjJyXEYwr2htxf46yuHcPLjWqd9Fyy/Dfc9pvFJHZ5iwCUiIiIi8oHhEHAB4JKhGf/z63+IHh8E9G0i9INf3ANVmv1o33B3c8A1GAwoLi6265eTk4O1a9f6uzy/6ersQfGLOlTpLznte0dWCh7957l+qMo9DLhERERERD4wXAIuAFSfbsCW336Inh7xSBAaFoLvr52P22ZNFO1nNltQ39CEZOV4b5bpMwMDrkqlEt3IyRtTg/2p2dgCs8XicBryQOb2Tmz+9324UHPN6T3TZ4xH3s+zIRkaGybbsAZc7qJMRERERDRCpU5LxONr5zvt193Vg60vleL4/i9F+729cx9e3fYOTpRXeqtEv1Eqldi4caPNLsrr16+HUqkEAIcju0PZpi1v4JUtf+lfb+uI6VobNv3bBy6FW+WtCXji2awhGW4H4i7KREREREQjWMacSfjOj+7CW3884rTv25uPornpBhZ/V+2wPU4RC6k0Akljh9905vz8fOTk5Ni8ptVqoVAosG7dOp/vouxtKcoJqG9oRJw81mF7w1cmbP7th2g1im82BgCTbonHU79YgNDQoT8+yoBLRERERDTC3ZmdilFyGba+VIrurh7Rvvv/fgoXa6/h8bV3QxYZbtO2ZFEmlizK9GWpPqPX6+0CLjD4I3kCZcWjSwXbKo7U4c3/dwQdli6n90nTjMPKZ7UICx/64RbgFGUiIiIiIkLf+sof/nohZFHhTvuePXkRLz2zCxdrnU9ttWo2tuCjsmNoNgqfwetvA8Or0AjtUB65PVFeicPH9S737+rsxlt/PILthQddCrfT707GP/3rgmETbgFuMkVERERE5FXDaZMpRxovteCPG/a5NHU1JESC+x7TIOuBaU7XZm7Z+g4M5y8CAO5fmIl5szVeqHbwVCoV6urqoFKpcPLkSSgUCpv2nJwc7NixA3K5fMiE3WZjC15/6z3UN/TtrPSD3IecnkvcWN+Cov/SobHetV8wZOdMw7e/N33QtfoLN5kiIiIiIiI7CeNi8dP/+DYSxjleuzlQT08v3n/jJDb/Zh/aWi2C/SqrqvvDLQDsLzvqlVq9wXqurMFgQFxcHCQSic3Hjh07AMDh9OVAqayq6Q+3APD+3jLR/sc+/AIbn9vtcrhd/tSsYRVuB2LAJSIiIiIiG/LRUXj6d9/GxNTRLvWvPt2AF5/ZherTDQ7brZtPWd2TOccrdXpDQUGB0zNus7KyhtQRQTPV6VDIY/q/HitwFFCHpQvFL5binS3H0NUpft4xAISESpD3nBZ3LbzVa7X6G6coExERERF50XCfojxQV2c3in6vw7mKepf6SyTAguW3Y+F3MhASYjtnudnYgv1lx2A2W0Q3QAoknU5n95pWq/V7Ha6orKrGoWN6zFSnY4Z6ql37xdpr2PpSKZobb7h0P6ksDE/+6wKkpI/xdql+YZ2izIBLRERERORFwRRwgb5pyB++cwr736lAr4vJIXGCHMufmu1WWGo2tuBkxRlMz0hHnML59OiR4ER5JWQyKaampbp8Tdv1Dux7qxxH9p5DT49r37DECXLk/TwboxNHeVpqwDHgEhERERH5QLAFXCtDVSO2/XeZS5tPWU27cyKW5s50KTjt3luGw8f1mDtLM2yPGvKm+oZGvLLlLwCA3z3/U6f9e3p6cWTPOex9qxztNzpcfs68+9KwZMXMYbVTsiPWgMtzcImIiIiIyClVWgKe/e9l+MumQzh78qLzCwCc/uQrnD1xEfOXpuOe5bdBGil8BFF6WgouXW5EelqKt0oe1pISEzA9Ix2RMqnTvl9+fhnv/t9xNF5y/QimyOgIfO/peZgyffxgyhxyOIJLRERERORFwTqCO9Chf1ThvW2foburx+VrRslluO8xDe7Mnuz0SCFHzGYLTlScQfqtKUExhdlstqDyXA2SJ433+O/TVN+KncWf4OzJS25dp0pLQO7PMhGjiPTouUMRpygTEREREfnASAi4ANBwwYSi3x/A1Ybrbl2XkBQL7YPTMCMzGaGhrk+LPXRMj/f3lSH91pQhu0mVOyqrqvH6W7uhmjQeq5542K1rGy6YsP/vp1BxpM7ldbZA37nFCx/JwIKHboPEk98yDGEMuEREREREPjBSAi4AdFq6UfLacXxyoNrta2PjIjF/STrmLLwVUpnzlZPNxha8vXOf4K7Bw4317zM1LRXzZmtcuqb6dAN0O0+jSu/eiC3Qd/RT7rpMTLolON+YDLhERERERD4wkgKulSdrQK1kUeGYuzgNmUvSERXjfL2pmC1b34Hh/EWsWfU9JAmcDetMs7EFRlMrACBZ6fn6VG/UAgC9vX1rmXU7T+P8F01uXx8aGoL5S9Nx78O3I0IavFswcZMpIiIiIiLyism3jcUzLy3D4T1V2PtmOcxtnS5fa27rxEfvfo6y9ypxp3YytA9OQ1xCtEd1mM0Wp3127y1DpEyKBZmzHbZv2vIGLJa+XYiFdnSuqbuAk+VnMHe2RjC8ulKLmO7uHpwoq4Vu52mPfnEAAFNnTsCylXcM6+N/3MWAS0REREREgxYSIsHd356CGfNT8I+/nsSxD79Er6sH5wLo6uzBkX3ncPTDc0ieMgbqeSqo71IhalSEy/d4evXjaDa2CG7aVN/QiMPH9QAgGHCt4RYALl1udNjnTFUNTlScgUIRKxhwndXiSG8vUFPZgPIjBlQcPY+2Vs9CcsK4WDy8eo5b5xAHCwZcIiIiIiLymqhREXjoqdmYd98UvLP5KAxVjkOikN5eoObMFdScuYIdf/4Ek28fC81cFW6bNQmyKOFjhqzEAmVSYgLuX5iJOEWMS7UI3WuGOh0ymRQzMtI9rmWg8180QX/IgIqjdWhpdv2c4ZtFRkdg4XcyMHdxGkJCgmsTKVdxDS4RERERkReNxDW4YiqOnsd72z6DsenGoO4TGhaCNM04aOaqMPWOCT5bT3romB5mS9/I6dS0lEGtnxVzsfYayg8bUH6kDs2Ng/tvI5FIMPveybjvselujXgHE24yRURERETkAwy49rq7enDykAEHd59BfV3zoO8XGhaCiamjkTxlDJLTx0CVNsal0d1A6e3tRX2dEbVnr6D27BUYzl4Z1EitVYQ0DHdmp+Lu+9NH1DpbRxhwiYiIiIh8gAFX3JefX0bZe2dw9uRFr9537CQFVGkJSElPRNKkOCROlHv1/u5oaW7HlYsm1FU1orbqCgxnG9Fh6fLa/eWjo5C5JB13Zk8e0sHenxhwiYiIiIh8gAHXNU2XW3HwvTP4tLQanR3dXr+/RCJBXEI0EsbFIiEp1uZz7LeiIBnkEtXOjm5cuWhC46UWNNa39H2+1IKm+hZYzN4LswNNTB2N+UvSkXGXcsSusRXCgEtERERE5AMMuO5pu96Bo/vO4eiHXwx6na47wsJDEBYWirCIUISFh/Z9Hd7354iIUHR19aCrsxtdndbPfR+dnd3otHg/kIu5ffYkzF+SDlWab9YDBwMGXCIiIiIiH2DA9dz5L5qgP2xAxZHB7SY83IWESL7ZPXr2JMgiOQ3ZGQZcIiIiIiIfYMAdvN7eXtSeudIXdgdxHuxwIpEAyemJ0MxVQT1XicjokbkbsqcYcImIiIiIfIAB17t6enrx5anL0B824PPj52Fu6wx0SV416ZZ4aOapoJmrwii5LNDlDFsMuEREREREPsCA6zs9Pb24VHsNhqpGGKquwFDVOKymMoeGhWBCymio0hKgSktAcnriiD231tsYcImIiIiIfIAB17+aG2/AcLYv7NZWXUHDV0b0DpGEEzUqAsq0BKjSxkCVloCJqfEICw8JdFlByRpwwwJbBhERERERkefiEqIRl5CM6fOTAQDd3T1ovnIDzU3X0dx4A81NN2BsutH358brMF1rQ0+3dxJw1KgIxCWMgiI+GnHx0YhLiO77c8IoxCVEIzpG6pXnkOsYcImIiIiIKGiEhoYgPikG8Ukxgn0s7Z0wt3f2fW7rRIelC+03OmBu6+xvCwsLgTQqHLLIcMgiIyCLCoc0su9DFhXO8DpEMeASEREREdGIYg2qFHw4AZyIiIiIiIiCAgMuERERERERBQUGXCIiIiIiIgoKDLhEREREREQUFBhwiYiIiIiIKCgw4BIREREREVFQYMAlIiIiIiKioMCAS0REREREREGBAZeIiIiIyIvCJX2fW7sDWwfRSGH9txYuYcAlIiIiIvKqUaF9n6tuANcZcol8qrW7798a0PdvTwKgN6AVEREREREFkcuWXhxvCXQVRCPPbDkDLhERERGRV/X29qKhA/iirW90qYs/bRP5TLikb+T21ihgTATw/wNnZuIxOoQNVgAAAABJRU5ErkJggg==", "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" ]
1
math
algebra-1
identify-direct-variation-and-inverse-variation
true
false
Which table shows inverse variation?
null
null
[ "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", "iVBORw0KGgoAAAANSUhEUgAAAdwAAAA/CAYAAABKBHltAAAO1klEQVR4nO3df1DU9b7H8ecqCZHyw0WBsTyEhIgZWIrgDJYoP/wRKnKAfhhJOo3aD39UZpL54xamdj2RhmZ6vRSIgGiW12SmESPx5HWZMSXd9GAiHlCBTUQgEPf+4WHn7EXS6sv3C+z7MbN/fD/f7+7nxbwd3vv97GdRt3hUthkhhBBCdCg7gJTsv2qd464ticth9d+7Tl5b92aw1KsrkXp1LVKvrqWH1gGEEEIIWyANVwghhFCBNFwhhBBCBdJwhRBCCBVIwxVCCCFUIA1XCCGEUIE0XCGEEEIF0nCFEEIIFUjDFUIIIVQgDVcjx44dY/ny5bi7uxMeHt7udRkZGQQHB+Ps7Mzo0aPJzc1VMaVoT3NzMytWrMDb2xsnJyfGjh2LwWDQOpa4C+np6eh0OhYsWKB1FJt1+fJl5syZg5+fH3q9nujoaM6cOdPmukOHDjFmzBhcXV2JiIigpKREg7TKkYarkfXr13PgwAEaGxvbvWbdunUkJiYSHh5OdnY2YWFhLF68mOvXr6uYVNzOO++8w6ZNm9i8eTPFxcX4+/sTERHB5cuXtY4mfsPVq1d54403cHJy0jqKzSorKyMoKIhz586RkpLC9u3bKS8vZ9y4cdTV1VmuO378OBMnTiQwMJA9e/bg6upKWFgYFy9e1DD9n2OndQBblZGRAdDu3a3JZGLFihWkpqYyd+5cACIjI0lOTsbBwUG1nOL2MjMzmT9/vqV+qamp5OXlkZ+fz7PPPqtxOtGepUuX4uvry82bN7WOYrPuv/9+VqxYwYwZM+jR49Y939ChQxk0aBD79u0jPj4egA8//JCAgABSU1MBGD16NIMGDWLbtm28/fbbmuX/MxS/w016bSZO/n0YMekxy9iaTWtw8u/DYxMf5VrdNaWn7Ja2bNmCvb09SUlJVuPSbDuHvn37Ul9fbznu2bMnDg4ONDQ0aJhK/Jbi4mI2bdrEu++++5srS6Jj9ejRg8TEREuzBfD29sbBwYHy8nLLWE5ODjExMZbje+65hyeffJLs7GxV8ypJ8TvcmAnT2Z6zneKTxZw+e5pr16/x9rpkHO91JCM1kz69+yg9ZaeUlZXFxo0brcY8PDzIycm5q+cfPnyY4OBgS4P99ddfsbe3VzynuD2j0cisWbPajOfk5ODh4cHMmTNZunQpQUFBTJo0iSNHjlBVVUV0dLQGacWd6mU2m5k7dy7PPPMMoaGhtLS0aJBStMdoNNLY2MjDDz8MQHV1NXV1dfj6+lpd99BDD/HZZ59pEVERijfcqMej6Kfvx5XqK+R9ncfnuz/j5s2b7PgoCz8fP6Wn67QSEhJISEj4w88vLy9n5MiRpKSksGHDBiorKxk+fDibNm1ixIgRCiYVtzN48GAKCwvbPf/yyy9z7NgxJk+eTEhICBcvXiQvLw93d3cVU4pWd6rXp59+yk8//cTevXtVTCXu1scff4ynpyehoaEAVFRUALdWkv6dXq/n2rVr1NXV0bt3b9Vz/lmKLynb2dnxVPRTACxf/w6nz57m/SVriHoiSumpurWGhgZ27NhBVVUVR44coaysjIEDBzJlyhSrjQVCG5mZmRQVFbFr1y70ej1lZWV8/fXX8tlgJ1RdXc2SJUtYvXo1/fv31zqO+H8MBgMbN25k1apVODo6AqDT6QAwm81W17Ye//tydFfSIZum+rvdepd/48YNIsZEsHD2wo6Yplvz9PRk+PDhfPDBB5axtLQ0PDw8OHz4MJGRkRqms20lJSXMmDGD77//nhEjRhATE0NBQQGTJk3CxcWly27o6K7efPNNXF1dCQ0NxWg0AtDY2EhNTQ1Go5FBgwZhZyf7R7Vw6dIlYmJimDRpktV+FU9PTwBqamqsrq+ursbZ2dnSmLsaxd8mHDh0gHf+cxn3Od4HwKmzp+Rd/x/g5eVFVVWV1Zi7uzu9evWyLLcIbezbtw9PT0+rpf0nnniC+Ph48vLyNEwmbic3N5ezZ8/i7++Pn58ffn5+nD59mvT0dPz8/Lh06ZLWEW1SQ0MDU6dOxd7e3vLd6FZ9+/bFycnJ8gapldFoxMvLS+WkylG04Z40niR+XhxOvZ34n//eD8CFf17gm8PfKDmNTYiNjaWgoMDqO2cnT56kqakJf39/DZMJFxcX6urqrHYpA7S0tHDvvfdqlEq0x2QyYTabrR6BgYHMnz8fs9nMgAEDtI5oc5qampg+fTqlpaXs378fZ2fnNtfExcVZvYFtamriq6++Ii4uTs2oilKs4V66coknkyZTe62WT9dsJTQolGF+wwD4r+xtSk3TLZhMJgwGAwaDgdraWmpray3HN27cAGDChAmEhIQQHR1NQUEBRUVFJCYmMm7cOIKCgjT+CWxbTEwMffr0Ydq0aRw9epSff/6Z1NRUMjIymDNnjtbxhOjUWlpaePrpp8nPzyclJYXKykoOHTpkebT+DnzllVcoKSnh1Vdf5fDhw8yYMYMbN24wc+ZMjX+CP06RDy4aGhuYMiua8+Xnmf/CfKZFTQMgIfopTpw+we4Du6n5pYa+Ln3v8Eq2IT8/v80O5tblyaqqKvR6PQD79+/n9ddf5/nnn6exsZHo6GjWrVunel5hzc3NjcLCQpKTk4mJiaG2tpYhQ4aQmZnZpd99C6GG/Px8du3aBcALL7zQ5nzr78Bhw4axf/9+3nrrLdLT0wkKCuLgwYOWz3e7It3iUdnmlOy/ap3jri2Jy2H137tOXlv3ZrDUqyuRenUtUq+upWvurRZCCCG6GGm4QgghhAqk4QohhBAqkIYrhBBCqEAarhBCCKECabhCCCGECqThCiGEECrQLR6Vbb7zZUIIIYT4M+wA5A9fiI4iX8zvWqReXYvUq2uRJWUhhBBCBdJwhRBCCBVIwxVCCCFUIA1XCCGEUIE0XCGEEEIF0nCFEEIIFUjDFUIIIVQgDVcIIYRQgTRcIYQQQgXScDuJRYsWodPp2jwMBoPW0QRw7Ngxli9fjru7O+Hh4be9pry8nOjoaPR6PSNHjiQ3N1fllAKgubmZlStXMmrUKJycnAgJCeGbb75pc53Uq/NKSkpCp9PxxRdfaB1FUXZaBxC3mEwmHn30UdasWWM17uvrq1Ei8e/Wr19PaWkpjY2Ntz1fX1/PmDFjePDBB8nJyaGwsJCEhAS+/PJLJkyYoHJa29XS0kJkZCSVlZUsWLAALy8vtmzZQlRUFAaDgUceeQSQenVmRUVF3a7RtpKG20mYTCZ8fX0ZN26c1lHEbWRkZAC0e3e7c+dOKioqMBgMuLq6EhYWxsmTJ1m7dq38AldRz549ee211xg9ejQuLi4AjB07Fh8fHzZv3szGjRsBqVdn1dLSwty5c1m4cCHJyclax1GcokvKZrOZfoFuOPn3IXNPptX4mNhQnPz78EnmJ0pO2W2YTCb69++vdQzxB+Xm5hIWFoarq6tlLDY2loKCAq5cuaJhMtszceJES7MFsLOzY8iQIZw/f94yJvXqnDZs2EB1dTWzZ8/WOkqHUPQOV6fT4dHPg5KfSrh46aJlPPurbL773+94ePDDJMUlKTlll2E0Gpk1a1ab8ZycHDw8PKipqeG7777jscce4+zZswQGBrJ69WpCQkI0SGt7srKyLHc/rTw8PMjJybmr55eVlTF+/HirMV9fX8xmMxcuXKBfv36KZRW/v15Go5GpU6dajqVenU9lZSXLli1j69at2Nvbax2nQyi+pOzr7UvJTyVUXq4Abm1gSF67FICPVm7Azs42V7EHDx5MYWFhu+cnT56Mg4MD06ZN4+rVqyxZsoTx48dz4sQJvL29VUxqmxISEkhISPjDz6+oqECv11uNubm5Wc4JZf2eeh09epRz584RERFhGZN6dT6LFi0iKCiI2NhYrl69qnWcDqF8w33w1iafyiuVAKR9nsY/zv+Dp6Y8xePBjys9Xbfx3nvvWR3v3r0bLy8v0tLSWLt2rUapxN3S6XSYzWarsdZjnU6nRSTxLwsXLiQ4OJioqCjLmNSrcykoKCA3N5fjx49rHaVDKd5wH/pXw62qqeJ6/XXe/eg/6H1fb9a8JU3j93Bzc2PYsGGcOnVK6yjiLnh6elJTU2M1Vl1dbTkntLF8+XKKi4spKiqyGpd6dR7Nzc3MmzeP2NhYdDodRqOR2tpa4NZXt0pLS7vNKp/iDXfwoMEAXK+/zkfbP+JK9RVWL3mfAR4DlJ6q22toaLDa/CE6r4EDB2I0Gq3GjEYjOp2OBx54QKNUtm3Hjh2sXLmS7du3ExgYaHVO6tV5/Pjjj5ZHZmam1bmXXnoJHx8fzpw5o1E6ZSn+hy9al5QrLlfwwSfr8PX2ZX7SfKWn6VZOnTrV5h/UqVOnKCkpISgoSKNU4veIi4vj4MGDmEwmy1heXh5hYWGWzwaFerKzs0lMTGTVqlU899xzbc5LvTqPgIAAzGaz1eOXX34BYM+ePd2m2UIH3OH20/fDxcmFcxfOAfDZ3z6nV69eSk/TraSnp5OWlsa8efMIDQ2lqqqK5ORkfHx8ePHFF7WOZ/NMJhOlpaUAlqWu1r8AFhAQgJ2dHbGxsaxatYq4uDiWLVvGt99+S15eHvv27dMst63atm0bs2fPJi4ujvDwcA4dOmQ5N3ToUNzc3KReQhMdsmXYx8uHYz8cY2rkVKKeiLrzE2xcSkoKfn5+7Nq1i61bt9KzZ0+ioqJ4//33u+32+K4kPz+/zY7YESNGAFBVVYVer8fR0ZGCggLmzJnDlClT8Pb2ZufOnURGRmoR2WbV19cza9YszGYzWVlZZGVlWZ3Pzc1l+vTpUi+hCcUbruGEgR9O/4BTHyfWL/ub0i/fbSUmJpKYmKh1DHEb8fHxxMfH3/G6AQMGsHfvXhUSifY4Ojpy8+bNu7pW6tV5OTs7t9lF3h0o1nALjhRQfLKYtZvX0NTUxNa12/jL/X9R6uWFEEKILk2RhnvhnxeInBFBc3MzvXr1YsOqjTwz9RklXloIIYToFhRpuJVXKnkp8SU8+nsyfcJ0vAd2j+9MCSGEEEpRpOGODBjJyICRSryUEEII0S3Jf0AvhBBCqEAarhBCCKECabhCCCGECqThCiGEECr4P38QYduSwS9bAAAAAElFTkSuQmCC" ]
1
math
grade-3
interpret-line-graphs
false
true
A national trucking company carefully monitored U.S. gas prices throughout the year. In which month did a gallon of gas cost $3?
"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"
[ "November", "July", "August", "October" ]
null
3
math
grade-4
transportation-schedules
false
true
Look at the following schedule: Savannah just missed the 10:30 A.M. train at downtown. What time is the next train?
"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"
[ "1:30 P.M.", "10:15 A.M.", "1:00 P.M.", "2:00 P.M." ]
null
2
math
grade-5
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "yes", "no" ]
null
1
math
grade-3
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
"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"
[ "no", "yes" ]
null
0
math
calculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x= – 3?
"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"
[ "yes", "no" ]
null
1
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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", "iVBORw0KGgoAAAANSUhEUgAAA5AAAAEJCAYAAADiusiGAABpzElEQVR4nO3de1iUZfoH8C+Igw6MGMNBKHVABU1GKyrAPKCUWhtY6ZZStgfErdbStrQNd7faXey4LXTYX+tht10L3dJMsU0pFNQETCwdPIA6jKaDg4ynYVAGlN8f7EyMzOGdYU7A93NdXsK8z/u+NzhTc8/9PPfj19bW1gYiIiIiInIJPz8/b4dA5Db+3g6AiIiIiIiIugcmkERERERERCQIE0giIiIiIiIShAkkERERERERCcIEkoiIiIiIiAQJ8HYA5H2XDVfR1NwK/ZXW9r+b2/8O6OOPoMAAiAMDENSv/e8QcV9vh0tERERERF7CBLKHOn5Ghxr1pfY/py/i+BkdzusNZkmi/kr7384YGCT6X3LZB0H9+iK4XwCibuiP+BtDMDxqAOKi2/9IJYEu/smIiIiIiMhb/LgPZPd1WtuEo3WXTIni0f/9rdToYGi95u3wAAChwSLERYdgRJQEcTeGIC56AEZEDcDIm0LQX9TH2+ERERERuRz3gaSejAlkN3H1Whv2HtNi5yENdh7SYNdhDc41GrwdltP8AIy6KQQTbo7ExNGRSE0YhOhQsbfDIiIiIuoyJpDUkzGB9FFXDFex+0g9dh6ux85DGpQdqUeT4aq3w3KroeFBmHhzJCb878/Im0K8HRIRERGRw5hAUk/GBNJHXGxqwY6DZ/5XYaxH5fEGtFzt3f804QMCTcnkxJsjcUtMKPz9+R9kIiIi8m1MIKknYwLpRbrLLfjkGxUKdihRUnUG1/gvYVOYJBAP3yVD5sRYjBsZAf63mYiIiHwRE0jqyZhAelhzyzUUfvsDCnYo8d/KU2j2kWY33c3Q8CBkTozF3NRhGMWprkRERORDmEBST8YE0gOuXWtD8YE6FOysxWdlJ3Dpcou3Q+pR5EMG4tFJw5A5MQaDw4K8HQ4RERH1ckwgqSdjAulG+1Xn8c/io/jPLhXOXLjs7XB6hbtGRuDxycMwe3wMBoj7ejscIiIi6oWYQFJPxgTSDbbsO403NlRhe9UZb4diEnVDf8RGSjBA3BdBgQEI7v+/v/sFIKhfAIL79UVQvwDTMUm/ADS3XoP+Siv0za1ovNxi/veVVrNjmguXodQ0Qt/c6u0fFQAQFBiAX6QNx5IHE1iVJCIiIo9iAkk9GRNIF2lpvYaPSpX4y8aDOPjDBY/fXxTgD1lEMIYNkpj+xEb++HU/UR+PxFF/8QqOn9H9+KfukulrzcUrHomhowB/PzwyPgYvPJQA+dAbPH5/IiIi6n2YQFJPxgSyiy42teD/vjyCd744jLrznpumOn5UBCYnDMLE0YMwPEoCWUSwx+7trKbmVhyt0+HgyfMoqTqDr/fXoba+0WP3v3tMFBam34z7b7/JY/ckIiKi3ocJJPVkTCCddErbhLc+r8Kqr4+i8Yp7p23269sHyfHhmDQ6EqkJg5ASH4HAvv5uvaennDl/GcUH6lB68AxKD2pQo77k9nvKhwzE8w8kYM6EGPQN6Bm/RyIiIvIdTCCpJ2MC6aDvlOfw+mcKrCs7gatu2rhRLOqDlJERpoQxKS4col6S6Jy9eAXbFGdQUnUGpQfP4PCpi267142hYiy8fxR+NS2eDXeIiIjIZZhAUk/GBFKgE2f1eHbVHmyoOOmW6wcFBiD9jsF4+C4ZfnL7TV5LGLVaLVQqFdRqNSQSCaRSKeRyuVdiAdorvWt31uI/u2qx97jWLfe4IUiEl2ffgl/fNxJ9/PkffCIiIuoaJpDUkzGBtKOpuRXL1inwl40HcaXlqkuv3V/UB/cl3oRH7pIh/Y7Bbm10o9W2J19SqdTqmOrqapSVlcFgMJg9LpVKMXXqVEgkEovnGQwGaLVaSKVSiEQi1wV9nZNn9fh4hxL/2VWL/arzLr/+yBtD8MGTKZg0OtLl1yYiIqLegwkk9WRMIG34uFSJF/5didPnmlx2zcAAf0y79UY8Ml6GGXcOQVC/AJdd25aSkhJotVrMnDnT4nGtVov169dbPT8qKgrp6ekWj6lUKhQVFWHOnDlWk0xXO35Gh49L25PJQy6e5vpA0hDkZd2JoeHc/oOIiIgcxwSSejLPZC/dzH7Vefz67+X45ki9y66ZOEyKp6bH4+HxMQh2QdJoMBigUqkQFRUlKGmTSCSoqamxenzv3r02z6+rq4NarUZ0dHSnY8bqptDkUaVSmabHOmvYIAn+8MhY/OGRsVCcOI+CHbX425dHcOlyi9PXNPq84iQ+rziJ3z4kx+8fHgNxIF8mREREREQA0Ds6swjUcKkZ897fjdt+s8klyaMfgIw7BqP0z9Ox96378cu7R7gkeQQAnU5nqioKYW9qqZDr1NXVCbqXPXv37sXu3btdci0AkA+9Aa/OvQ11/3wY72YnITbSNVuavPaZAiOe/AwflSpdcj0iIiIiou6OCSSA1qtt+MvGgxj+5Hqs+vooutpctV/fPsi+ZwRq/vYQNuZMwUQ3rKkzVu+EJpDG8Wq12uWxNDQ0IDQ0VPD4c+fOWaxkdpU4MAAL7huJo397CJ8uTsWdI8K6fE31+cuYm7cTyUu+cMu6SyIiIiKi7qTXJ5DFB+pw89Mb8PyHe3GxqWvTH6WSQPz+p2NwatVPsfypcRge5dh6QGMHVKGioqJclhAKmU4aFRVl8XGDwYDAwEBB9zHGK3T6qk6nQ01NTafGPrb4+/th1rihqHjjJ9i57F5k3DEYXV2JUHG0Abc+uwm/fPcb1F+80sWrERERERF1T702gbxiuIpfvPsN7n6pCEfrdF261vBBErw/Pwk/rPwp/ph5K6QSYcnU9aqrq1FUVCQ4WZJKpYKnlRorftYqlrfffrvN86OioqxWDXU6neDuq0K6wXakUqlQUlKC5uZmQeOvN35UBDbmTEHN3x5C9j0jENiF7VHaAPxz2zHEPfUZvth7yunrEBERERF1V70ygTx48gJueXYTPtx2rEvXSYkPx7olqaj520N46t6R6N/FbThkMhkAoLa2VtB4e0mhJdaSU6lUikmTJllMBENDQ5Gammr1mo2NjQgLEzZdVKvVIjg4WHDDnerqaoSGhna5u+vwKAmWPzUOP6z8KX7/0zFOJ/kAcLGpBffnFmPRqj1oab3WpbiIiIiIiLqTXtde8oMt1Xj2H992aU/HmIhg5GXdiYw7B7swsvaEUCQSQaVSIT4+3u74jusahVT07r//fpuJWHx8PKKjo1FTUwO1Wm3qlCqXy7t03Y4aGhocmr567tw5pKSkCBovRHhIP/wx81YseUiOPxR8h3e/OIxWJxe95m8+jJKqM/j8xSmQRbimcQ8RERERkS/rNQlk45VWzM3bic8rTjp9jX59+2DJgwnImTUGgX2FF2+tbX9hiUwmM635szctVCKRIDg4GDqdsCm4QmKQSCRITExEYmKioGsKva5RY2MjYmJiBI01rgc1VmbtMf4ehCSzwf0C8PYv78C8e0Yg+/3d2F19VtA9rrdfdR7yhRuxasFdePguYXESEREREXVXfm1tbV3sOer7Ko9rMeuNEqjqG52+xrRbovHBkykOV5oqKytRWVmJOXPmCEpsVCoVioqKMHXqVMGJU09VWFiI5uZmzJo1S9D43bt3o6qqSvDvuqOPS5V4/sO9OHPhsjOhAgDm3T0C72YnoV8XpzITERFR9+bn19X2fUS+q8evgXzr84NIeeELp5NHWUQwPn9xCra8dI9T0xTj4uIAAAqFQtj9ZDLTNNbezGAwoK6uTtBUXuP4mpoaxMXFObVe8tFJsah+/0EsSr8Zffyd+4/+yq+P4pZnN6H69CWnziciIiIi8nU9NoFsuNSMaa98hcX/2ouWq44XWQMD/PH7n47B4XcfwIwurHWUSCSIi4tzaCsKmUwmeFpqT9XQ0ACRSCS4CltdXQ2DwWBK2J0xQNwXf/3lHTiQl4Fx8eFOXaNafQm3/mYTVn191Ok4iIiIiIh8VY+cwnr8jA6pv9uCU9omp853drqqNWq1Gps3b0ZKSordhjTknIKCAkgkEqSnp7vsmqtLjmPxh3uhcXLfxyenx+P9+cngLBYiIqLehVNYqSfrcU109h7TYtorRTjXKHzjeSOxqA/y5yVh3j0jXBpTdHQ0oqKioFAovJpAajQanD1r3ixGLBYjNjbW7rl6vR5VVVVQKpWmx5KSkgSd627V1dVobGx0qPGPEHNTh+H+2wdj9l9KUfS92uHz/29LNdTnmvCf51MdarpEREREROSrelQF8st9p/HQa9ud2qIjPnoANuakIf7GAYLPUavVMBgMCAwMRFRUlM2x1dXVKC0txaRJkwSv63O1rKysTglkQkICli1bZvO8FStWYNu2bdDr9Z2ORUREYOHChV5NjAsLC6HT6ZCZmWlznE6nQ2NjI5qbm01blAiVV3gIL/y7EgYn9n1MiQ/Hl3+4ByHivg6fS0RERN0PK5DUk/WYCuQ/vj6K7L/thjNb+v0ybTjen58suHumTqdDYWEhGht/bMwTFRVlc/pkfHy84EY67lBQUNApeRQiNzcXFRUVVo/X19dj6dKlWLhwIdLS0roSolOM60rtJbAqlQolJSVm61Ad2a5kUfrNmCyPwgOvbnO4IVNZ9VkkLd6Mr/84DTdJxQ6dS0RERETkS3rEvLo/FHyHrPcdTx7Foj74z/OTsGrBXQ5tvaBQKMySRwCoq6tDdXW1zfNmzZrltepjbW0tEhISkJCQgPBwYQ1iiouLzZLH8PBwzJ49G7Nnz0Z6ejrE4h+Tofz8fK8kyCKRCOnp6XYTyN27d3dqYlRZWelQs6KxshugyJ+BB5KGOBxntfoS7nh+Mw6evODwuUREREREvqJbVyCvXmvDz/J34eMdSvuDrzNWdgPWvzAZwwY5vuWDVqu1+Pj1SaUvWbp0qenrgoICrF271u45BQUFpq8TEhKwdOlSBAUFmR7LyMhATk6OqbK5Zs0an20SZO3fRqfTObTtR3C/AGz47WQsL6rBwpV7HJoufebCZaS88AUKf3c3Jo2OFHweEREREZGv6LYVyCuGq5j+yldOJY9PTY/Ht2/e71Ty2FsolUqzKa8LFy40Sx4BIDIyEosWLTJ9X1VVBY1G46kQvWr+1Djsfcvx55DuSivueWkrPv1G5Z7AiIiIiIjcqFsmkOd0zZiQ8yW+PlDn0Hkh4r7YvDQN7/8qGX0DnP/Rre01KHTPwu6g43TU8PBwREZarphdX3Gsr693a1zOsvRvFhwcjOjoaKevOXrIQBzIy8DPpwx36LyWq2145K1S5BUecvreRERERETe0O2msJ44q0faH7bi+Bnha9cAYLBUjG1/mo7hUbYrRmq1GjqdzuZaxfj4eDQ2NqK2thbnzp1DVFQU5HK5Q109fV1ycrJpi47rK4/d0bhx4wD82Dk3KioKt99+u93zdu/ejdtvvx0ikcjicXFgAP759F1IHCbF0yusNxu6XhuAZ//xLWrUl/C3XyULPo+IiIiIyJu6VQJ5rE6H8S/+1+GN3UfeGIKvXpkqqANmZWUltFotoqOjba6Nc6SDZ3cUGRlpterYUXFxsdn3vroGUiQSITU11aFzdu/ejaqqKkRHR9utLi+4byQG9O+Ln72zy6F7/N+WauivtOJfC8c7dB4RERERkTd0myms6nNNmPL7LQ4nj7fGhGLXq/cK3j5h2rRpAICioiKHY+xt9Ho91qxZY/o+KSnJi9G4lkqlQlVVFRISEgRPTX588jAULk1DoIPTo/9dchxL/rXXiSiJiIiIiDyrWySQWl0zJv9+K37QNjl03uSEQdi57F5IJYGCzzFWqrRaLXbv3u1oqL1KQUGB2ZrHjIwML0bjOgaDASUlJQgNDTVNfRXq/ttvQvEfpyEo0LHi/pufH8T7/z3i0DlERERERJ7m8wmk7nIL0v6wFTXqSw6dd//tN2HrS/cgqJ/js3RlMhkSEhJQVVUFlUrl8Pm9QXFxMQoLC03fT5kyxWenrzpq69atAIDJkyc7df5doyIc/uACAJ5eUcHurERERETk03w6gTS0XsP0V77CftV5h8772eRh2PjilC51Wr399tsRGhqKkpKSThvQ93ZKpRIrV640fS+TyZCdne3FiFxHoVCgrq4OKSkpXWqKdGtsKMpf/wmibugv+Jw2AJlv78A2B7sLExERERF5is8mkFevtWHm69uxu/qs/cEdLH5gND58Zjz8/f26dH+RSITJkydDJBJBrVZ36Vo9iV6vx7Jly6DX6wEAYrEYixYt6hGdWoH2tY9Dhw612YVXqOFRElS88RMMd2CvyNZrbchYtg3fKc91+f5ERERERK7mk11Y29qAuXk7sXnvKYfOezc7CQvuG2n1uLGSaG1LhutJpVLMmjVL8PiNGzeiosJ8K4eYmBib1TmNRoP8/PxOj8+bN8+0jYYvyc3NNVv3uGjRIp+Is6CgAFVVVWaP2fvdW5Kenu5wxVmn01nt2Ds4LAjlb/wE97xUhO9qhSWF+uZW3PNyESre+AmGOZB8EhERERG5m08mkC+t+Q5rdtY6dI6Q5LGgoAASiQQzZ84UfF2hyaNGo8HatWtNlTmhVq5c2SnxAeDwdTwhLy/PLNasrCwkJ3t/D0Pj795VhP6bA+37Sm7evBkpKSlW14BKJYEozZ2OCTlfCp6OrdU1Y8rvt2LPm/cjcmA/wfEQEREREbmTz01h/XLfafzp0wMOnfPSI2NtJo9Ae1KQkpICrVaLkpKSLkRo2cqVKx1O+hQKRaeKpa8qLi7Gtm3bTN9PmTIFM2bM8GJEP7JUwfUErVaLoqIihIaG2p3yKunfF8V/nIa46AGCr3+yQY+7X9oK3eWWroZKREREROQSPlWBrD59CQ+/WeLQOQvuG4mXZ98iaGx8fDwMBgPKysoAwOGN5W3JyMgwbWNxfbJlTVBQEHJzc03fL1261GXxuJJSqTRL0mQyGRYtWuS9gK4zZ84c09dCf/ddpdVqTV1oMzIyBFUtpZJAbP/TNCQv+ULwljRVJy/gvj99jeI/ToOoC02hiIiIiIhcwWcSyItNLbjvT1+h8Uqr4HPmTorFu9mObV4vl8uh1WpRU1MDqVTqsq0nOl5HoVAIOscX1g7ao9FozBJbmUyGV1991YsRdebM774rjPtEAu1rJh2Z8hodKkbJn6cj5bf/Rf3FK4LO2XW4Hs+sqMAHT6Y4Ey4RERERkcv4RAJ57X8dV5WaRsHnPJA0BB8+M96p+xkrj2VlZRCJRC7puNkTXd9xFQCamprMqqbX89XmP65iMBhQWFgInU6H9PR0p7b6iB0kwbY/TsP4nC9xQS+sYc/fi2ow7dYb8WDyEIfvR0RERETkKj6RQOZ8tA/FDux9d/eYKHy6OLVLW3WkpqaioaEBdXV1TCCtWLFiBWprzZsZ1dfXm3VhvZ4vNv9xJZ1OB51O1+V9IkcPGYiil+5B6u+2oMlwVdA5P8vfiVtjZ0AWEez0fYmIiIiIusLri6o+rziJ1zd07kJqzc03hWDT0jQE9OnaPo9A+9o1V66D7EkKCgo8spawu5FKpcjMzHTJhw53jAjDuhcmQ+gzWXelFQ++th2tV9u6fG8iIiIiImd4tQJZdfICMt/eIXj8DUEibHnpHvQX9XHJ/R1Zu9aTpKWlmdYNBgUFWRwjl8udWh/ak6evGrnyeXPvbTfi1bmJ+O3qSkHjv689hxf+vRd/+cUdLouBiIiIiEgoryWQVwxX8cCr23BZ4PS9Pv5+KFyahsFhlhMerVaLrVu3IjExkVNS7YiMjERkZKTNMa5qLkQwNdyxVu1+4aEEfKfU4j/fqARd7+1Nh5A2Jgr3Jd7kmgCJiIiIiATy2hTWFz/ah+NndILHf/BECu4aFWH1uEQigUgkQmlpKaqrq10RIlGXGAwGrF+/HjU1NYiKirI59l8LJ+DWmFDB1370rztx5vzlroZIREREROQQrySQu4/UI7/wkODxT06Px7x7RtgcIxKJkJGRgaFDh6K0tBSVlcKmBBK5g7Fbq1arxaRJk+xWxQP7+uOL39+N8AGBgq5/QW/AT98swbVrXA9JRERERJ7j8QRSf6UVc/6yA0Lf9t4SE4p35gnb61EkEmHatGmIi4tDZWWlaeogkSdptVoUFBRAp9Ph/vvvFzylOuqG/li3RHhTnV2H6/HS2u+djpOIiIiIyFEeTyCf++e3ONkgbKsHsagPNvx2ssMdV1NTUxEXF4eamhomkeRRWq0WhYWFAID09HRER0c7dP7E0ZHImTVG8PjcTw/gqPqSQ/cgIiIiInKWRxPI4gN1+HtRjeDxKxfc5fSed6mpqZg0aZJT5xI5SyKRIDg4GOnp6U7vE/nnR29Fcly4oLFtAObm7UQbZ7ISERERkQd4LIG81NSCuXk7BY9/PHUY5kyI6dI94+Pjuc8jeZRIJMKsWbOcTh6NPlk8CZJ+wpokVxxtQJ4Da4qJiIiIiJzlsQTymZUVqBPYNVIWEYz/eyLZzRER+a7BYUH45zPjBY9f+vE+qOob3RgREREREZGHEsgdBzX41/bjgsaKAvyx4beTIQ702haVRD5hZspQZNvpPmx02XAVP8vf5eaIiIiIiKi3c3sC2dYGPPlBmeDxrz52G26xsh+eSqVCUVERDAaDq8Ij8irjc9qad+YlIS56gKBr7TikwUelSleFRkRERETUidsTyJVf1eDQqYuCxqbEh+M3M0ZbPa7T6aBSqbBu3Tqo1WpXhUjkFbt370ZRUREuXboEnU5ncUw/UR98/OxEwVt7vPCvvWhqbnVdkEREREREHbg1gdRdbsHSj/cJGhvg74d/Pm17zZdcLsfMmTMBAJs3b0ZlZWWXYyTyNK1Wi/Xr16OqqgoJCQnIyMiARCKxOv724VL8+r6Rgq6tPn8Zy9YpXBUqEREREZEZty40/NMn+3H2UrOgsc8/kID4G+1P1ZNKpZg1axa2b9+OyspKqNVqpKam2nwD7mmRkZFISEgAAMTECO8kazwHAIKCglweV2/g7O/eU6qrq1FW1j6le+rUqZDJZILOW/bYbVi3+wTOXLDfiOqtz6uQPTUOQ8P5HCIiIiIi1/Jra3PPDnInz+ox/Mn1aLlq//I3ScU49n8zEdjXsYKo8c24SCRCZmams6ESeUR1dTVKS0sRFRXl1Icen36jwsNvlQoaOzNlKNYtSXUiSiIiIuoqPz+hi0+Iuh+3VSAXrtojKHkEgJW/vsvh5BFo3+cxLCwMzc3CqpxE3hQTEwODwQC5XO7U+T+9S4Z7tx3Dl/tO2x27vuwESg9qMGl0pFP3IiIiIiKyxC1rIPccbcDnFScFjb33thsx7dZop+8llUoRHe38+USeIhKJnE4ejf7viRQEBgh72T67ag/cM7+AiIiIiHort1Qgcz4S1jjHD+3bFBCRMEPDg/DcjNFYtt5+o5zvas/h84qTeDB5iAciIyIiIqO2tjacMQDHmgDdVaCVH+hSNxbgB0j6ACPEQKTIDRXIHQc1KD5QJ2hs1t0jMDzKd5rfEHUHS386BuEDAgWN/d3H+1iFJCIi8jCNAfj2EnC+lckjdX+tbe3P5T2XgHqDGyqQi/+1V9A4sagPlj12m80xCoUCBoMBABAVFcWpqtSjCX2+iwMD8MbPbscv3v3G7jUPnbqIT3er8PBdMleGSkRERDYcbWr/O0oExAe1V2+IuivdVaBaD9QZgJomFyeQX32vxp6jDYLGLn4wAeEh/aweLywsRF2deSXTkW0PiLoTR5/vP5s8HG9uqMKhUxftXvuVtd9jVspQ+PuzIxwREZEnXGpt/5vJI/UEkj7tz+U6A9B41cVTWH9X8J2gceEDArHkwQSrx9Vqdac30wBQWVnpdGxEvsra812hsL7O0c8P+POjtiv4RodOXcTaXbVOx0dERESOufq/v5k8Uk9hfC63tLmwAllSdUZw9TH30dsgDrR+a+M0vutptVqnYiNyp/LyctTW1kKpVAIAYmNjERsbi6QkYQ2irD3fLSWVHT2QNAS3xoTiu9pzdu+R++kBZE6MFRQPEREREZE1Lksg39l8WNC44YMkmHdPnM0xIpHI4uOhoaEOx0XkLkqlEsuWLUN9fb3Z4xUVFQCAiIgI5OTkIDbWduLm7PPdzw/4U+atuD+32G6sh05dREnVGaQmDLI7loiIiIjIGpckkKe0Tdi4R9i+j3/KvBV+dpZiRUdHIzg4GI2NjWaPx8TE2DxPo9Hg7NmzZo+JxWK7b+A7UiqVpgQAABISErq8dx/1PEqlEosWLbI5pr6+HkuXLkVubq7N56Czz3cA+MntN+G22FDsU9qvQr6z+TATSCIiIiLqEr+2tq43+V/yr7148/ODdsfdGCqGavksBPSx38zDYDBg79690Gq1EIlEkMlkiI+Pt3lOTk4OqqqqzB5LSEjAsmXL7N5Po9EgPz+/0/lA+xv5nJwcREZG2r0O9Q5ZWVlmH1ZMmTIFycnJANrXLhYWFpqOBQUFYeXKlQgKCrJ6PWee70ab955CuoAqpL8foFo+C4PDrMdBREREXVf4v1Vd6WHejYPIlYzP6y5XIJtbruGDLdWCxj5z/yhBySPQPq1v3LhxguMoLy+3mPwJoVQqsXTpUuj1eovHa2trsWjRIruVJOodysvLzZLHnJwcU/IIAMnJyUhLSzNVKPV6Pb7++mvMmDHD6jUdfb53dP/tN2H04IE4+MMFm+OutQHvfnEYb/zsdqfuQ0RERETU5S6s/9p+DLorrXbH9Rf1wZPThVVUnFFeXo6EhAQkJCQgPDzcoXPz8vLMkscpU6YgKysL6enpEIvFANqTACGVTOr5ysvLTV/LZDKz5NEoNjYW6enppu87Tot2h5dn3yJo3N+31qC55ZpbYyEiIiKinqvLFci8wkOCxv1iynBI+vft6u2s6rgeraCgAGvXrhV0XkFBAVQqlen7hQsXIi0tzfR9WloacnJy0NTUhPr6ehQUFCAzM9NVYVM31LFpjqXk0Ugul5umsl7faMfVZqYMxZCwIJxssFxFN7p0uQX/2n4M86fabmRFRERERGRJlyqQJVVncFjARuYAsCj95q7cym02bdpk+jo9Pd0seQTaK0nZ2dmm7wsLC61OdaXeYdmyZdi0aRM2bdpk88MEjUZj+joiIsKtMfn5AQvuGylorNCOyURERERE1+tSAvlRqVLQuPtvvwkjogdYPFZSUgKdTteVMJxWXFyMpqYm0/cZGRkWx6WlpZmmxer1erMpjETWdJy2aquBjiPUarVZxbyjX949AgH+9tcYH/zhAiqPc09VIiIiInKc0wlkS+s1fLKrVtDYZ61UH9VqNWpqarBmzRoUFRVBrVY7G45TFAqF6eukpCSbXVY7ViY7nkdkyfVNna6vbDuquroaBQUF2Lx5M/bu3WtxjFQSiNkT7G/9AQBrdwp77RIRERERdeR0Arn1e7Wg5jnx0QMwZUyUxWPR0dGYM2cOEhMToVarsXnzZqxfvx41NTXOhuUQpfLHCmpCQoLNsR33gqyt5ZtvR9XX13v8AwJv0ev1yM/PN31vrdGOPQaDAZWVlfjwww9RWloKAJg0aRJmzZpl9Zyn7hU2jfWTb1QOx0NERERE5HQTnf8IrD7aW/sokUiQmJgIuVyO2tpaVFZWoqSkBNXV1WZdLN2h41RAe9tzdFzDxgRSmNOnT+Py5csoLCzEunXrkJGRgSVLlsDPT9hWLt3Viy++aLZOtmODJ6GMH6gAQFRUFBITExEdHW33vJT4cEFbepxs0KOs+ixS4h3rWExEREREvZtTCeRlw1WsLzthd1wffz88Ml7YlDqRSIT4+HjEx8dDpVKhubnZmdDcxtb0Vurs6NGjyMnJwbp160yPXb58GZmZmRg8eLAXI3OvvLw8sw8msrKynNo7NCwsDHFxcUhMTIREInHo3DkTYvC7gu/sjlu7s5YJJBERERE5xKkprF/sPYXLhqt2x6WNicINwSKHry+TyRAf7749I8n9ioqKzJJHAPjuu+969DTW4uJibNu2zfT9lClTMGPGDKeuJRKJkJqa6nDyCABzU4cJGvfJNyq0tTl8eSIiIiLqxZxKINcKnL46W2D1kXqWEydO4P3337d47J///KfPVZddQaFQdFr32HH7F08aEh6E24dJ7Y47c+EySg+e8UBERERERNRTODyFVXe5BZv2nLQ7rm8fP/z0LpkzMfkk7v0o3J49e3D4sOW9Bm+44YYetwZSqVRi2bJlpu/Dw8Px6quvumzrDmfMnhCDvQK26li7sxapCYM8EBERERF11YHTLdhxtBkt9icCUi/VX+SH1LhAjIx0utWNXQ5feeOeH9By1f68t/sSb0JwP/cF7goJCQmmrRaUSqVZp9XrdezYKpPJ3B1at3X69Gn85S9/sXisb9++yM7Ohkjk+LRmX2XsuGr8gEEsFmPp0qVeTR4B4NGJsVj84V7Ye6V+uluF93+VjD4C9o8kIiIi77jc0oYPduhx7Kz9HRCIFKdbIL+xL36REoRAN6RjDk9hFdp9tTtMX42J+THGjnv2WdJx70dnmqL0FocOHUJFRYXFY3PnzsWgQT2r2pWbm2vWlXfZsmU+8fwYdEN/3DUqwu64c40GfL2/zgMRERERkTNargLvbm9k8kgOUZxuwcpvGt1ybYcSSN3lFmz97rTdcf369sEDSUOcDspTOr7Rr6qqsjlNtbi42PS1rUplb9bQ0IA33njD6vHnnnsOYrHYgxG5V15entkHDwsXLvSJ5NFIaAdkoR8KERERked9c7wZJ85xzio57lBdKypUBpdf16Gi5pf7TguavjrjzsHoJ+rT6XGtVouamhrExcVBKrXf5MPdkpOTsWLFCjQ1NUGv12Pjxo3IzMzsNK64uBhnz54F0D5F0ZlN4XuD48eP4+uvv7Z4bObMmbjxxhs9HJH7XN9xFQDy8/PNGulcb9OmTS6PQ6VSQavVIjExsdOxWSlD8cyKCrvTWDd9+4PL4yIiIiLX2OOGBIB6j70nDEiSuXb5mEMJZGmVsI6NcyZarsI0NDRAoVBAoVAgODgYMTExXk0mg4KCkJGRgbVr1wIA1q5di+TkZLMqklKpxMqVKwEATU1NCAgIwN133w2tVovXXnsNDz30kFdi9zUXL160WX1cvHgxQkJCPBiR+1zfcdWTDAYDVCoVVCoV1Go1DAYDRCIR5HJ5p7Wlg27ojyljolB8wPYUVa2uGUdOXcTIm3rGvw8REVFPca0N+OG89epja/NlNJw4gLZrrFD2Vn0CAhExvHMhwejMxWsuv6dDCeSOQxq7Y4L7BeC+2yxXmuLj4xETE4Pa2lqoVKpOyWRKSooj4bjEjBkzsGnTJjQ1NQEAli5dirS0NMjlcigUChQXF5umtvbv3x8bNmwwnTtz5kxMmjQJ+fn5GDt2rMdj9yWnT5/GZ599ZvHY3XffjWHDhO1N6Ouu77jqKVqtFpWVlVCpVADa94mUyWSmP9bMHh9jN4EE2l/bTCCJiIh8i78frO7ZrNq3BaUrnkbLFfesc6Puo39IOO5e8A9EDr+907HWa67f9FtwAnlO14yqkxfsjpt6SzT6BlhfWikSiRAfH4/4+HgYDAZTMnnp0iWhobhUUFAQli1bhpycHNNU1k2bNnWabigWi5Gbm4tdu3bhwoULpsdLS0tx2223ISsrC3/+858REWG/cUlPo9frrXZeBYAlS5YgLCzMgxG5T2xsLNasWePx+4pEIjQ0NCAuLs5u0tjRfYnCpg3vOKjB/KlxXYiQiIiIPGnXh88zeSQAwOWLZ1H28e/wwEtbPHI/wU10dh6uFzRu4mjhXTaNyeS0adMwbdo0wee5WmxsLJYtW2b1TblMJsOyZcswbNgwPPfcc52OX7t2DStWrMCwYcPw+uuvuzla31NXV4fVq1dbPJaUlISbb77ZwxH1PBKJBJmZmUhNTXVoG5noUDFiI4PtjtuuYCdWIiKi7uLypQZc0dnf75l6j3OnjnjsXoIrkDsOClv/OEHA1gHuZpyCCkDwfnyxsbF45513UF5eDqVSifr6ekRERCA2Ntasac7vfvc7pKenY+HChSgtLTW7RmNjI377299i+fLleP/99zF9+nTX/VA+ymAw4IMPPkBLS4vF488991yPap7THU0cPQhKzTGbY9TnL6NW04gYAckmEREREfVeghPI0oPC1j/eEhPapYBcITIyEpGRkU6dm5ycbLfL6tixY1FSUoINGzbg+eefh1KpNDuuVCpx7733Yvr06fjrX/+KkSNHOhVLd3Dq1Cn84x//sHjs5ptvxp133unhiOh6E0ZF4MNtthNIoH0dJBNIIiIiIrJF0BTWxiut+E5pv0x+18gI+Pv7dTmo7uLBBx/EoUOH8MYbb2DAgAGdjm/ZsgVyuRwLFy7EuXPnvBChe129ehXr16/H+fPnLR5/9tlnMXToUA9HRdebcLOwD1OEzjIgIiIiot5LUAK565AGQhr4CH2j2pMEBgZi8eLFOHr0KLKzs+Hvb/4rbW1txTvvvIMRI0bgvffeQ2trq5cidb0TJ07gvffes3hs8ODBSEtL83BEZMmI6AGQSgLtjtshYJYBEREREfVughJIIdt3AL0zgTSKiIjA8uXLsW/fPiQlJXU6fu7cOTz99NOQy+XYssUzHZLcqa2tDdu3b8fJkyctHp8/fz6GDBni4ajImskJ9ptbHTujg/pckweiISIiIqLuSlACWVplf2pbgL8fxo30fgMdbxs7dizKysrw8ccf46abbup0/MiRI7j33ntx7733dlo72Z2cPHkSb7/9tsVjAwcOxCOPPII+ffp4OCqyRvg0VlYhiYiIiMg6uwnkFcNV7DnaYPdCSXHhCOjTef2jwWCAVtu72gz7+fkhMzMT1dXVePnllyEWizuN2bJlC26++Wb89re/hU6n80KUXfPtt9/i0KFDFo9lZWVx7aMX2HqtCU4gBc42ICIiIqLeyW4X1qqTF9AqYAGktTeo1dXVKCsrAwBERUUhLCwMUVFRkEqlkEgkDobbvYjFYrz00kvIysrCiy++iI8//hhtbT/+Lpubm/H666/jww8/RG5uLn7xi190WkPpi06fPo233nrL4rGAgAA88cQTEIlEHo6q99FqtVCr1dBqtaY/QPv04euNld0ASb8A6K7YXoP7nbLnNXsiIiIiItexm0Aeq7sk6EITbrY8fVUmk0EkEpne4CoUCigUCgCASCTCz3/+c+HRdlM33XQTVq9ejQULFmDhwoWoqKgwO67RaDBv3jy8++67yM/Px6RJk7wUqTCHDh3q9DMYzZ07F1FRUR6OqHeprq4224NUJBJBKpUiMTERUqnU4jn+/n64a1Qktnx32ua1hb7eiYiIiKh3sptAHhX4hvLWWMtvXCUSCeLj480eM1ZNDAaDoGv3FElJSSgrK8M//vEPLF26FBqN+XTB/fv3IzU1FQ899BDefPNNxMbGeilS6xoaGvDmm29aPf7cc88hKCjIgxH1PmFhYUhISIBUKkV0dLTgSv6tsaF2E8gGXTMu6A0YGMQKMhERERF1JqACaX99XmCAP6Ju6C/4ptHR0YiOjhY8vifx8/NDVlYWHn74YeTm5iIvLw/Nzc1mYz777DN88cUXWLRoEf7whz9YXEPpLSqVCl999ZXFYw899JDFxkHkWlKpFOPGjXP4vGGDhCWax8/okDjM8gdCRERERLaMHTsWQHthxFsenzsXcx97zCXXen7JEod+loEDB2LF8uUYGBLitnt4m0umsMZFD3BJML2JRCLBa6+9hvnz52Px4sX47LPPzI4b10d+/PHHeP311zFnzhz4+XVuUuRJFy9etFl9XLx4MUIceLGQZw2PEvY6PVbHBJKIiIgcN3bsWBRt3Qqg/X3hv1ev9kocCxYswMkTJ5Cent6l62TPn+9w8li0dSvGjhnj0H2Ktm7F1GnTuk0Sabdji5AprMMEvjGlzmJjY7F+/XqUlJSYPrHp6NSpU3j00UeRkpJidd2hp9TV1eGTTz6xeCwtLQ3Dhw/3cETkCKEVSK6DJCIiIme89eabGBgSgoEhIVixfLnX4hg7ZgyGDB2KwsJCp6+RPX++QwnwwIED8fSCBQ4njwAwMCQEjz/2WLfZxcBmAtl4pRVnLzXbGgIAGC7wjSlZN2nSJOzbtw8rV65EZGTnjrYVFRVISUnB3LlzcerUKY/H19TUhPz8fKvHn3vuOYSFhXkwInLUjaFi9BfZ35vz2Jnut60MERERUUddSSKdSR6Ltm7FggUL8N577zl8v9UffYQBISHYU1FhsaDka2wmkDWnLwq6iNCpcWSbv78/srKycPToUTzzzDMICDCfYdzW1oaPPvoI8fHxeOWVV9DU1OSx2M6cOYNVq1ZZPHbHHXdg9OjRHouFnOPnB8REBNsdxwokERER9QRjx4zBiRMnENi/v0N/HJ16u3L5cowdMwYDQ0IwYeJEh+938cIFPD53LgaGhJimAPsymwmk0EqE0KlxJIxEIkF+fj4UCgWmT5/e6XhTUxNefvllxMfHo6CgwO3xGAwGrFy5Ei0tLRaPP/vssxgyZIjb46CuE/Jhz3FWIImIiMgHjB07tssVuTEeqOiFDBxo+tqZKawdY3Sk+Y632Ewgj6qFVSKGRzGBdIeRI0fiyy+/xJdffomRI0d2Om5cH5mamurWRbc//PAD/v73v1s8NmrUKCQlJbnt3uRaQl6rdecv47LhqgeiISIiIrLM2JCnaOvWbrM2sLfocgWyj78fZAKmxZHzpk+fDoVCgXfffRehoaGdjpeWluK2227D/PnzUV9f79J7X716FRs2bMC5c+csHn/qqacQExPj0nuS+widLSD0wyMiIiIiVzMmj8aGPJ9+8gkGdqjykXfZTiCFdGC18oZUq9WirKwMlZWVUCgUqKurQ11dnXNREgICArBgwQKr6yOvXbuGFStWYMSIEXjzzTc77S3prBMnTuDdd9+1eOymm27C9OnTvb69SG+n0+lQV1cHlUqFyspK0x9LhG/lwQSSiIiIvMPYzdVo7JgxWOnFrq5kzuY+kGfOX7Z7AVsVDYVCYfXY/fffj+joaLvXJ3OhoaHIz8/Hk08+iSeeeAKlpaVmxy9duoQlS5bggw8+wFtvvYUHH3ywS/crLS3FyZMnLR6bP38+YmNju3R9cl5hYaHVD2WsTfUQWoE8c8H+a5+IiIjIU0JYgfQZNhPIxiutdi8waGB/i49LpVLMnz8fQHs1srm5GQaDAVqtFkB7oxihNBoNKioqUFtbC41GA7lcjoiICCQnJyMoKEjwdXqSkSNHoqSkBBs2bMDzzz8PpVJpdlypVOKhhx7CpEmT8MEHH1hcQ2nPqVOn8Pbbb1s8FhISgjlz5sDf3+5WomSFUqk029szIiICCQkJFrdxsUQulyM6OhoikQhSqRQAEBYWBpFIZPUca6/X6wl57RMRERFR72MzgdRfsdx1s6OgfjYvAQCmN7cAIJPJ7EfVwYoVKzrt31JVVQUAWLlyJebNm4e0tDSHrtmTPPjgg7jvvvvwzjvv4M9//jMuXTKfelhaWgq5XI6nnnoKL730ksU1lNbs3bvX9Lu+3i9/+Ut2XnWSUqlEfn4+amtrLR7PyMjAnDlz7H44IpPJHH49CXm9AkDjZfuvfSIiIiJ3WL16NSZOmGD6/uLFi3h+8WIvRkQd2Swf6QRUIYL79XVZMNfLycmxufmnXq9Hfn6+R7ay8GWBgYFYvHgxjh49iuzs7E5VwdbWVrzzzjsYMWIE3nvvPbS22v93raurwxtvvGHxmL+/P5588kmblS6yTKPRYOnSpVaTRwDYtGkTcnJyoNfr3RJDUKD9JJIVSCIiIvKWf69ejez/zWS8ePEi7pk2za07DpBjrCaQQtv4C61oOGrFihVm1a/w8HDMnj0bWVlZSE9Ph1gsNh1bu3YtysvL3RJHdxIREYHly5dj3759mDRpUqfj586dw9NPPw25XI4tW7Z0Om5sfFRYWIgvvvgCDz/8MH7zm99gypQpZr/vxx9/HOHh4W79WXqq/Px8s8RwypQpyMrKwuzZs82qibW1tdi4caNbYhDymm0UMPuAiIiIyF2MSSSTR99j9Z2k0ClswW5IIJVKpVnlccqUKcjOzjab0peZmYkXX3wRKpUKQPsbc7lc3mvXRHY0duxYlJSUoKCgAC+88AJOnTpldvzIkSO49957MX36dPz1r39FbGwsdu/ejZqaGrNxYrEY8fHxiI+PR3p6Ov71r3/h+++/x7PPPstWyk7QaDRmH4pkZWVhxowZpu8zMzORm5trWhdZWFiIzMxMl8cR3C8A9Rdtj2EFkoiIiLzt36tXezsEssBqBVLoG0h3TGEtLi42fR0eHt4peQSAoKAgLF261FQZ0+v1rEJeJzMzE9XV1Xj55ZfNKohGW7ZswZ133okPPvigU/J4PbFYjCeffBK//vWvMWjQIHeF3KN1TB7FYrFZ8mg0b94809d6vd5mJ2NnCZrCyjWQRERERGSB1XeS+mZhCaS96XAKhQJarRY6nQ5hYWGIi4sza6pjScf1YbY6rUZGRkIul5sqNhqNRlDMvYlYLMZLL72ErKwsvPjii/j444/R1tZmOj5z5kz069dP8PXGjBkjaA0ldZaQkIDc3FwAsPmcdlR1dTXq6uoEv8aC+9v/0IcVSCIiInJUx+Y3xjWM3nZg/358tXWr4PEXLl5E9vz5uHDhguBzuvpzP794Mb7auhUhISFY/dFHDp/vaW6bwmowGFBYWGjatgNob8yiUCiQkpICuVwu6Pr2pqTGxMSYbYVAlt10001YvXo1FixYgIULF6KiogKDBw9GSkpKp7ENDQ3w8/NDc3MzQkNDOyWYJSUlbpla2dNFRkbaTRCvb5wTERFhdayt11hiYiISExMtniekAin0AyQiIiIiI+OU05CBA31i+ul7772Hx+bOxcCQEIfOG7p1K6ZOmyY4iez4szrzc+/fvx/3TJuGxx97DM91g26zXa9AWnkzunXrVrM3th2VlZVBKpUiOjra7vXr6+ttHu84LZDrH+1LSkpCWVkZ1qxZg2+++abTcYlEYtq/EwDOnj2LFStWICwszPRYY2MjtFqt3UoyOW7FihWmr2Uymc2Ec/v27VZfY5WVlZBKpRa3+RBUgeQUViIiInLCpsJCDB061KsxBPZv3/f6L2++6XDyCABjx4xBRno6NhUWCk4iN9nYOUKI/fv34x0Hqp7e1PU1kBbejKrVatTV1dk8r7Ky0uqxmJgY09cVFRVWp6YqlUqzBFJoVbO38/PzQ2ZmZqdOrc3NzZgzZ47ZY+Hh4XjwwQc7XcPYvIi6rqCgAGvWrMHChQuxbds20+O2qrxarRYnTpyweV1rrzFu40FERETuMHDgQBRt3YqirVsxduxYb4eD5xYvdmpK6PNLlmDBggUo2rpVUOPIjj+3M8nzwIED8dXWrdhTUeETvzd7rG/j0YUKpLWqiNAxGRkZpq/1ej2WLVsGpVJpNsa4GbtRQkICYmNjhYRM/3P9JyotLZarTqNGjYKfn58HIuqd1q5dizVr1pit/V24cCGSk5OtntPQ0GD3utZeY0I6JzdxCisRERE5aOXy5Rg7ZgwGhoSgyIF1h+40Lzsbgf37O/Rn0oQJGDtmDMaOGYPqI0fs3sP4c48dMwZ7nFhat3L5ckycONGnfm+2WH0nKQqwmluaudIibL9IR0RGRiI9Pd20lUdtbS0WLVpkShKvrzwC6FQ5I8fdcsstVo91bLxD7ldVVWWzgVRXGFqv2R3Tx58fGBAREZFjQjpU65yZOuorHP05uvpzd7ffm9UEUsg6KcDyVDchaxvtrZ/Lzs6GXq83m9JXVVXVKXEEgPT0dE5fdUJoaCjOnTtn+v7MmTMWx/3www+dHgsODnZbXL1Nbm4uFAoF6uvrTc/34uJiiMViZGdnWzyn45pUa0JDQy0+3njF/vpGoa9/IiIiInd5fO5c7D9wAPv37/d2KNSB1TKjkGlugOVmG1Kp1O78X2sdIjtatGgRFi5ciPDwcKtjwsPD2RHUSdcn+o2NjSgqKoLBYDA9ptVqzfbltHYuOU8ulyMzM9P0fDcqLCy0uv5XyGts3LhxFh8Xsr5R6OufiIiIyB0enzsXK5Yv95n1lPQjGwmk8xVIAJg8eTKioqIsHktJSRGcgKSlpWHVqlVYsWIFcnNzkZSUZHZ86dKl7L7qJEtVW5VKhQ8//BCFhYUoKCjA+vXrzRJKAIiLi4NEIvFUmL1KWlqaWefU8vJyq2MnT55stcpo6zUmpMOq0Nc/ERERkasZk0cApnWBTCJ9h/UprAIrEHor0+FEIhHS09PNNjmPjo6GTCZzavuHyMhI6PV6sz0fZ8+ezcY5XSCRSJCYmGixW6e1LroikchqZYtcIzIy0tTl9vp9ITsSiUSYNWuWw68xViCJiIjIl82dO9fs+4EhIXjrzTdxz9SpXoqIOnLLGsiO4uPjER8f71hUFhi7sRolJCRw6qoLJCYmQqfToaamxu5Y44cCIpHIA5H1PAUFBaZuthkZGVYr5x2TRlsJpJGjrzGugSQiIiIiZ3W5AinkzagrrFixAvX19QAAsViMpUuXeuS+vUFqaipkMhl2796NxsZGi2OGDh2KcePGcepqFxQXF+Ps2bMAgIiICKSlpXUao9frzbbziIiIcHkcrEASERFRd3Pxuu3nyHusvksUC9hsHPDMhuPFxcVm3VgXLVrEdY8uJpPJIJPJoFKpoNVqoVarER0dDZFIBJlMxsTRBeRyuel5vHLlyk7bdOj1euTl5ZlVHd3RXVjHNZBERETkw55fvBhfbd2KkP9taXHgwAHMmz/fy1GRkc0sUdIvADo7CaKQhhxdodFosHLlStP36enpNjdYp64xJpJCuuSSYzIyMkwJpF6vx7x585CWlmZKIouLi01VdgBISkpyyxpfViCJiIjIl+3fvx/3TJuGr7ZuxYkTJ3DPtGm4wAqkz7D5LjGoX1+7CaS+2b0VyNzcXFNFRiaTWd0Xj8jXxcbGIisrC6tWrQLQnkRu2rTJ4liZTIZFixa5PAa9wBkDQUwgiYiIyIuMSeSJEyeYPPoYm+8ShVQhhFQz1Go1/Pz8oNPpoNPpYDAYkJCQYHdaZMepfGKx2C1vqIk8acaMGYiMjEReXh6amposjklPT0dmZqbdadrV1dWmNatSqRSBgYEIDg62+boSOuWcU1iJiIjI2/bv3+/tEMgC2wmkgE6MZ85ftvi4Wq3G5s2brZ43dOhQuwlkUFAQ3nnnHaxYsQIRERHcsoN6hOTkZKxduxbl5eVQKpWmxyMjIzuti7RFpVLhxIkTFo9FRUUhPT290+NnLlh+vV6PU1iJiIioO3t87lzMfewxh8+7cPEiNhUWYuKECQCAbAFrL9997z3T+OeXLMGnn3yCgf9bvynE6tWrMXbMGISEhGD1Rx85HLOn2XyXOGhgf7sXOFp3yeLjxj0GgfY3s8bHnGnGwmmr1BMlJyd3aT3vtGnTTF+r1WoAgE6nQ2NjI4KDgy2ec1Rt+fV6vahQsdNxEREREXnT43PnYsXy5U6fP3ToUDy/ZAkuXriAf69ebXf8pk2bkD1/PkIGDsTcxx7D2DFjHLrfmLFj8fzixRg7ZgyeW7zY2bA9xmYCOSJKgi3f2b5A3fnLaG65hsC+/maPd0wgici9oqOjBY07ZuUDn+sNH8Suu0REROSYA/v3mypx3qykPb1gQZfOHztmDP584oTVXhWW/Hv1amRkZDicPALAwJCQbpM8AoC/rYPDowYIusiR0xddEgwRuZe1GQPXGxEt7LVPREREZPTc4sV4fskSrP7oI8zz4gzCe6ZNw4EDB5w+P3v+fIeSRyNjJdJRqz/6qNskj4CdCuTwKGFViGN1lzBWdoNLAiIi9zlWp7M7JiYiGH38/TwQDREREfU07777rrdDwIULF3BHUpJX7v3v1asFTXvtzmxWIEcIrEAKXVdFRN4lpAIp9IMjIiIiIup9bCaQsYMkgioRx87Yr2oQkXc1t1xDnZWuyR0J/eCIiIiIiHofmwlkH38/yCIsd3PsSGhjDiLyHqFrlbn+kYiIiIissZlAAsK6MXIKK5HvE/pBDyuQRERERGSN/QRSwJtJ9f+28iAi3yWkgQ4gvPsyEREREfU+NruwAsKns1WfvogxAjqxGgwGaLVaqNVq6HQ6pKamCro+EbXTarVQKBSQSqWIjo6GVCoVdJ7QLTzYRIeIiIiIrLGbQArdUPy72nMWE0idTgeVSgWtVmv6YxQcbH99JRGZM76mampqTI9FRUUhLCwMUqkUMpkMIpGo03nfKbWdHrtebCS38CAiIiIi6+wnkAKns+08pMHPJg/r9LharUZZWRlEIhGkUikSExNNb3YtvcklIttkMhl+/vOfQ6fTQa1Wmz6YUSgUAID5FjawbbzSiu9rz9m9NqevEhEREZEt9qewRkkg6RcA3ZVWm+N2HDxj8fGYmBhER0dDIuG0OCJXkkgkiI+PN3usY4W/o12HNLjWZv+at8UKmw5LRERERL2T3SY6/v5+uGtUpN0LHa3TQatr7vS4SCRi8kjkIdbWQ+48pBF0/sTR9l/rRERERNR72U0gAeFvKrcdqOtSMETkHjsEJJD+fsCEm5lAEhEREZF1whJIgW8qhVY5iMhzWq+2obz6rN1xt8ZKEdzP7qx2IiIi8rL+A8Iw5Jap3g6DfMio1Mc8di9B7xaT4sLRr28fXGm5anOckCoHEXnW7iP1aBWwAFLoB0VERETkfZOf+D8cKfkILZeFbdNFPVf/gZEYlTrXY/cTlEAG9PFDSnw4tldZbpRjpDhxHrrLLZD07+uS4Iio67j+kYiIqPsK6e+HC5c7fxDcN1AM+bTOndeJOgoOFDTh1CGCryjkzeW1NmDHQVYhiQBAr9d7OwQAwmcGsAJJRETke0ZEsDBDzkuIdv3yJOEJJNdBEgmm1+uxYsUKb4eBa9faBH2okzBkIEIlgR6IiIiIiBxx9yj+/5mcE+AP3DXM9c8fwSnpuJERCPD3s7uWypF1kDqdDiqVCiqVCiKRCNOmTRN8LpEvW7FiBerr6112Pa1Wi8LCQshkMtMfIfYpz9lduwyw+khEROSrbhrYBz9LFuNf5U3eDoW6may7ghAW7PoprIITyH6iPrhzRBh22+nmuOdoA87pmq1WM4xJY01NjWnT8+DgYMFviIl8XXl5ObZt24aEhASXXVMkEkEmk5leOyKRCNHR0aZkUiQSWTzvv5WnBF1/4uhBLouViIiIXOtOmQgDxf74QnEFx862ejsc8nHxkQFIl/dHTFgft1zfoUmxE0cPsptAXr3Whk++UeGJ6fGdjikUCpSVlQEAQkNDkZCQgPj4eKubn7tCcXExysvLUVtbC71ej5iYGCQnJyMtLQ1BQUFuuy/1Tnq9Hvn5+S6/rkQiQWpqKgCYqvbGPwAwf77lRfSrS44Luv4kNtAhIiLyaXERAYhLC/Z2GESOJZD3Jd6I1z5T2B33HysJZHR0NFJSUiCTySCRSBy5tcM0Gg2WLVuG2tpas8erqqpQVVWFNWvWYOHChUhOTnZrHNS75OXlub15TscprCqVCjqdzuK4A6rzOHbG8rGObokJxaAb+rsyRCIiIiLqoRyaFDt+VCQGDbT/RrO06gzOnL/c6XGpVAq5XO725FGv11tMHi2NUSqVbo2Feo+NGzeioqLCo/eUyWSQy+UWj/1nl/Xnf0cP3yVzYURERERE1JM5lED6+QGPjJfZHdeG9iqkt2zcuNEseUxPT0deXh5WrFiBrKwsiMVi07GVK1d6I0TqYTQaDdauXevtMMwInb762KRYN0dCRERERD2Fw215hFYrhFY/3KG4uNj09ezZs5GdnY3Y2FhERkZixowZWLRokel4VVUVNBpuPUJdk5+f7zP7PgLA3mNa/KC1363ttthQDA7jWmAiIiIiEsbhBHLcyAhB01jLqs/i5FnvvKE+e/bHRj8zZszodDw5ORnh4eGm721NdSWyZ+PGjaiqqvJ2GGbWCp6+GuPmSIiIiIioJ3FqY5DMicLedAp9E+tK11eBrHVajYz8seukL1WOqHtRKpVYtWqV6Xtf2I6mrQ34SOD0VaGvZSIiIiIiwMkEUmjVwhvTWIOCgszWOCoUnbvG6vV6s4pRTAzfRJNz8vLyTF8nJSX5RFff3Ufqobl4xe6424dJOX2ViIiIiBziVAKZFBeGIQLeeO5TnsNR9SWHr19dXW0x8ROq45v4lStXmq1x1Ov1Zm/6w8PDERvLJiLkuIKCAtM+jGKx2GxtrSuUlJRArVY7fJ7w6asyh69NRERERL2bQ/tAdvTIeBne/Pyg3XEflSrxypxb7I4zGAxQKBSorq5GY2MjQkNDrW5PYE92djbKy8vR1NSE2tpaLFq0CAkJCQgODoZCoUB9fb1prKvf9FPvoFQqzbquLlq0yOp0aWdotVqoVCrU1NQgKioKcrlc8PTYTwR2QJ49gZV3IiIiInKMUxVIQPg01ne/OAxD6zWrx3U6HUpKSlBQUIDKykpIJBJMnToVs2bNcjY0BAUFYdmyZabv9Xo9KioqUFxcbJY8ZmVlOZ2kUu9l3EPUKD093eVTV6VSKTIzM5GYmAidToeioiIUFBSgpqYGBoPB6nmffKNCvYDpq3eOCOP0VSIiIiJymNMVyNuHSzEkLAgnG2w3oDmvN+AfXx/FE9PjOx3TarVYv349ACAuLg5yuRxSqdTZkEz0er2g/R3Xrl0LuVzOKazkkIKCAtMHEeHh4cjMzHTLfUQiERITE5GYmGia1l1SUoLQ0FCrH7C8+8VhQdfm9FUiIiIicobTCSQAZE6MxWuf2V+r+MaGKvxqWjz8/Mwfl0qlSElJgUwmg0Qi6UooZnJzc82a5CQlJSEtLQ1Ae1OdwsJCAD9WkvLz8106/ZB6ro7PH8D1U1etiY+PR3x8PNRqNXQ6ncUxh09dxK7D9RaPXY8JJBERERE5o0sJ5PypcXhjgwLX2myPq61vxMY9J/FA0pBOx1w9hVSpVJolj1lZWWZ7QSYnJyM5ORlLly4FANTX1+Prr7+2uF8kUUfXT12NiIhAVVWV2fOt49f19fVYs2YNAGDOnDkuiSE6OtrqsTc3CNuL8p6xUZy+SkRERERO6VICGRMZjAeTh2J92Qm7Y9/cUGUxgXS18vJy09cymcxiYiiXy5Genm6qJFVUVDCBJLvy8vLM9gztmCBa4o4E0ppzumYU7FAKGvvM/Te7NRYiIiIi6rmcbqJj9MKDCYLG7a4+i2+PNnT1dg6xVd3suO6xttbz+1VS91JeXo6Kigpvh2HVu/89gmYbzaqMYiOD8ZPEmzwQERERERH1RF2qQALAHSPCMGFUBHYKWHv1+oYqrFuS2tVbCtax4+r1Ou4NKRaLPREOdWMajQazZ8+2O67jlNbw8HDT2lt3umy4irzCQ4LGPv2TUZ3WIhMREZFr9fUDWtoA3VVA0sfb0RB1ne5q+999/VyQQALAcw8kYOfhbXbHbSg/gVpNI2Iig+2O1el0qKysNDUMiY+PR1xcnN3zOlYWq6qqoNfrLTY56TjVlV1YyR6hU5wLCgpMCWRkZKTgDq3OPt8B4P3/HsEFvfWtPYzEoj7IunuEoGsSERGR84L7AOdbgWo9MDKo/Xui7kp3tf25DLQ/l12SQGbcMRgxEcGorW+0Oe5aG/Dm51X4269s75lnMBhQWFiIxsYfr1dXVwedTofExESb58rlcojFYjQ1NUGv1yMnJwfLli0zJZHGLT5UKpXpHFfv4UfkiK4831tar+F1AZ2QAeCXd4+ApH/fLsVKRERE9o0QA3suAXWG9j9EPUVckIsSSD8/4IWH5HjigzK7Y1d9fRS5j96GG4JFVsc0NDSYvZk2UqlUdt9QBwUFITs7G/n5+QDa1zfOmzcPMTExCAoKQm1trdnUVplM5pFphtQ7dFx3GxkZKeicrjzf3/3iMBp0zXbv4Qfg2XQ2zyEiIvKESBFw5wDgaFN79abVzo4FRL6sr1975TFODET0dVECCQC/SBuOF1dX4rydqXSG1mt494vD+MMjY62PMVi+hlarFRRLWloalEql2X6PHbdXMJLJZKbtPIhcQS6XO7w1jbPPd/2VVuSuOyDoHg+lDEXsINfttUpERETW+bHhAPVgXe7CaiQK8McigRWOtz6vwtmLV6xfS2S5OhkVFSU4nuzsbOTk5EAmk3U6JhaLMXv2bLz66quCq0RE7uLs8/3Nz6twrlHYvJg/Z97qcFxERERERNdzWQUSaO/wmLvuAAx2thPQXWlFzkf7sOLX4ywej46ORlRUFOrq6swed7Syk5ycjOTkZGg0GtO01aCgIDbNIZ/izPP9nK4Zb31+UND1H0oegpE3hXQpRiIiIiIiAPBra2tz6azsX/+9HH/bUm3/xgD2vZ2OW2JCrY6prq42rQ2TyWSQSqWuCpPI5zjyfP/NP77FXwVu3XH43QeYQBIREXkQp7BST+byBLJW04jhT67HNQFXTRoRhvI3fuLK2xP1eKe0TYj91Tq0XLX/InsoeQjWvzDZA1ERERGRERNI6slctgbSKCYyGL9IE7bXXMXRBvyz+JirQyDq0V5e+72g5BEAch+9zc3REBEREVFv4vIEEgBefew2SPoJW175wr/3Qne5xR1hEPU439eew4fbhH3o8ujEWE5dJSIiIiKXcksCGR7SD38U2PXx7KVm/L7gO6fvpdVqoVKpnD6fyJMqKyudPrf1ahsefXsHrgqYHx4Y4I83f3670/ciIiIiIrLELQkk0N6R9WaB1Y/3/nsEh3644PA9FAoF1q9fj5KSEofPJfI0lUqFyspKrF+/XvCeph29uv4ADp26KGjsCw/JEXVDf4fvQURERERki8ub6HS046AGk363RdDYiTdHojR3uqCxBoMBJSUlUKlUiIqKwrRp06zupecNxcXFKC4udvr8OXPmOLxlSW+mVCrR1NRkc0xMTAyCgoI8FJF1KpXK9IFHSkoK4uPjBZ13rE6H0c98bneLHAAIHxAI1fJZEAe6dJceIiIiEohNdKgnc+s7zImjI/FQ8hB8Vn7S7tgdhzT49BsVfnqXzOY4tVqNoqIiGAwGpKSk+GSipdFoUFVV5dS5MpnMJ38mX7Zo0SK7Y3Jzc33i9yqTyTBz5kyUlJSgtLQUJ06cQGpqqs0PQNragEf/ukNQ8ggAb/78DiaPREREROQWbpvCavTXX96JwABht3nq7+VouNRs9bhCocDmzZshEokwc+ZMn0gIXC07O9vbIXQr5eXl3g7BYRKJBOnp6UhMTIRKpcK6deug0+msjn/vv4ex52iDoGvfEhOKn00e5qpQiYiIiIjMuL1MMSQ8CC88JMcfP9lvd2yDrhmz/1KKr16eCkuV/+joaMTFxWHcuHE+NWX1emlpaYKSW71ej2XLlpm+nzJlSo9Mit2pYwIZHh6OyMhIi+N8Yfrq9RITExEVFQWFQgGJRGJxzGltE3I+2if4mh88keKq8IiIiIiIOnHrGkij5pZriPnVOtSdvyxo/GtzE/HCQwlujsr7VqxYgcLCQgCAWCzGqlWrfDLR8WVZWVk4e/YsACAnJwfJyclejsi17n6pCMUH6gSN/dnkYfjwmfFujoiIiIjs4RpI6sncPoUVAAL7+iM/607B43/38T7BU/a6K6VSaUoegfapq0weHaNUKk3JI4AeV719779HBCePESH98M68JDdHRERERES9nUcSSAD46V0yTLzZ8vTC67Vea8PM17dDd7nFzVF5T15enunrhIQEpKWleS+Ybqrj9NWkpKQelYDvO67Fb/6xR/D4D58ZjwHivm6MiIiIiIjIgwkk0P4mN0hgd8hT2ib8LH9Xl+6nUCh8co/IjRs3QqVSmb6fN2+e94LpxjomkLW1tcjJyUFOTg7WrFkDjUbjlZi0Wi0KCgqc2ufR6JyuGem5xWi5Kmx2+aMTY3HvbTc6fT8iIiIiIqE8mkDGRAZj+VPCm3xsqDiJD7ZUO3WvkpISlJWVOXWuO+n1eqxdu9b0/ezZsxEbG+vFiLonjUZjloTX19ejqqoKVVVVWLNmDbKzs7Fy5UqvxGYwGFBYWOhUEtnWBjz42naoBa4XlkUE42+/6lnrPomIiIjId3k0gQSAzImxeDxV+DYDz/7jWxw8eUHweIPBgJKSEtTU1CAxMRGpqamOB+lGeXl50Ov1ANq7hs6YMcPLEXVPQvbZ3LRpE/Lz8z0QzY+kUikyMzMRHByM9evXo7rasQ9A/vTJfuw4JKx6Kgrwx4bfTubUVSIiIiLyGI8nkADwt18lIyYiWNDYKy1X8eBr23DFcNXuWGPlp6amBpMmTUJiYmJXQ3UphUKBiooK0/dsnOM84/TVKVOmIC8vD5s2bcKaNWuwcOFChIeHm8YVFxejuLjYo7GJRCJkZGQgNDQUpaWlgpPIHQc1eHnt94Lv88bPbsctMaFORklERERE5DivJJBB/QKw/oXJEAUIu/3ROh0WrKiwOUan06GwsBA6nQ6TJk1CfHy8K0J1qesb5/S0LSc8qaKiAgsXLsSiRYtMU4CDgoKQlpaGd955BzKZzDR2zZo1Ho/PmETGxcWhtLTU7nRq9bkmPPjaNgjdU+e+227EwvtHdT1QIiIiIiIHeCWBBIBbY0Px+uPCK4Srvj6K9/97xOrxwMBAtLW1IT093SeTx4KCAtOWE2KxGAsXLvRyRN3bpk2brHauDQoKQnZ2tun7+vp6KJVKT4VmIhKJkJqairi4ODQ3N1sdd/VaG9Jzi3Gu0SDouoMG9sfHv5noqjCJiIiIiATzWgIJAIvSb8bdY6IEj396RQU+/UZl8ZhIJMKsWbMglUpdFJ3raDQasz0fMzIyEBkpbEsTX+CN5Kur5HK52VTW2tpar8WSmppqdS1uWxswN28n9inPCbqWvx/w6ZJUDAwSuTBCIiIiIiJhvJpAAsCa5yZh0MD+gsa2Ach8ewe2Cdxc3R6DQVjFp6vy8/PNGudkZmZ65L6uUF5ejkWLFnllGmhXdUzSXbmthyufN0/9vRxrdgpPbn//8FiMHxXhsvsTERERETnC6wlk2IBA/Of5SfATOL71Whsylm3DdwIrNtYYG+64e5/I8vJys46hixYtcuv9XEmj0Zi6mK5ZswYbN270ckTOc1WzIp1Oh4KCAoe7q1ryp0/244Otwq8zflQE/vDw2C7fl4iIiIjIWV5PIAFg4uhIvDhTLni8vrkV97xchONndE7fc/v27dBqtYiKEj6F1lF6vd5sL8KkpCTI5cJ/Tm/rWDmVyWS4++67vRxRO6VSaXdarV6vN0vcXbXXZmBgIIKDg1FaWgq1Wu30dT7YUo0/rPle8PiBQSJ8ujgV/v5CP2ohIiIiInI9n0ggAeCVObciaUSY4PFaXTOm/H4rNBeuOHyvkpISnDhxwu3dWgsKClBfXw+gvXFOd6o+FhQUdKqc+sKWIwqFAkuXLsWyZctMya0lBQUFpq/FYrHLEveOW3QUFRVBq9U6fI31ZSfw1N/LHTrn42cnYNANwqZ6ExERERG5i88kkAF9/LAxJw1DwoQnKScb9Lj7pa3QXW4RfM7u3btRU1ODhIQEtyaPSqXSrHHOnDlzfCIBE0KhUGDt2rWm77OyslxWwesKjUaDpUuXQq/Xo76+Hjk5ORaTyI0bN3ZqWuRKxiQSAAoLCx1KIou+V2P2W6WCt+sAgD9l3or7Em9yMEoiIiIiItfza2trc+S9rNsdP6ND0pIvoNVZ3/bgeuNHRaD4j9Ps7itZXV2N0tJSxMXFWe2K6So5OTmmCp5MJsM777zj1vu5il6vx8KFC02V06SkJCxdutTLUf2ooKDALLkNCgpCcnIyIiIioNfrUV5eboodaP/dv/rqq25J3rVaLQoLCyGRSJCeng6RyHZn1G+PNmDi0i240nJV8D2y7h6Blb8e19VQiYiIyIP8/LjkhHoun6lAGg0bJMHWl+5BUGCA4HN2Ha7Ho2/vsDtOoVBg6NChbk8ei4uLzaZ/dtyT0Nfl5eWZErDw8HCfm3abmZmJ9PR00/d6vR7FxcVYs2YNNm3a5LHkEQCkUinS09Oh0+nsNtU59MMFTH3lK4eSxweThjB5JCIiIiKf4nMVSKNtB+ow7ZWv0HpNeHhTb4nG5y9OQX9RH4vHjdsv2KsUXX+OI+ONNm7ciDVr1iAtLa3bJJDFxcWmrqsAkJub67NNf8rLy1FQUACVStXpmFgsRkZGhtPbpTj6b67T6SCRSKwe33tMi7tf2oqLTcKnWgutqhMREZHvYQWSejKfTSAB4NNvVHjEwfVid44Iw9aX7nHJRutarRbr1693utmORqNBcHBwt1j7qFQqTesLgfapoTExMQgKCoJcLkdaWppP/hxKpRJ6vR4KhQJyuRxBQUFdWq9pXDvZscrZFV/uO42HXtvuUOUxPnoAvn3rfkj693VJDERERORZTCCpJ/PpBBIA3vr8IBb/a69D54y8MQRFL9+DwQ405LmewWDAunXrYDAYkJmZ6VQVsjt55plnLFbzjIKCgjBv3jykpaV5LigvUCgUKCsrQ0pKSperrx+XKvF4/k44UERH9A398e1b9yM6VNylexMREZH3MIGknszn58c9/8Bo/PrekQ6dc+T0RSQt+QJHTl10+r67d+9GY2Mjpk6d2uOTR2tTQTvS6/XIz89HcXGxZ4LyErlcjqFDh6KsrMypLTqMlq07gMfyHEseBwaJsO1P05k8EhEREZHP8vkKJAC0tQGPvFWCT3efcOi8gUEibH3pHtzpwP6SwI/dWhMTE5GYmOjQud2NRqMxW6Np3K8yIiICQHtFbs2aNWhqajKN8eW1ka5grD4DwKxZsxz6AKGtDfj18nL83xbbTXWuJwrwx85l9zr8XCUiIiLfwwok9WQ+X4EEAD8/oOA3kzBFPsih8y7oDUj93RZs3ntK8Dk6nQ5lZWWIiorq8ckjAKxZs8b0dXh4OFatWoXk5GTExsYiNjYWM2bMwLJlyyAW/1gV27RpkzdC9RiRSITU1FQ0NjZi9+7dgs9rab2GB1/b5nDy6O8HfLo4lckjEREREfm8bpFAAkBAHz9syknDhFERDp132XAV6bnFWPX1UUHjt27dCgBu3+rDV5SXl5u+XrRokcVGObGxsZgzZ47p+4qKCo/E5k3R0dFITExETU2N3em9AKC73IKpr3yFjXt+cPheK54ah4w7BzsRJRERERGRZwnfbNEHBPULwFevTMOsN7Y7VFUEgHnv74bmwmXkzBpjc9zkyZPR3Nxsc1sGAKisrER1dTUaGxshlUqRmJgImUzmUEzeplQqzaam2pqWev0xY9fT7sJgMGD37t1QqVQwGAyQyWRITEyEVCq1eo6xAm3v3/XsxSuY/PutOPjDBYdiCgzwx38Wp2IGk0ciIiIi6ia6TQXSKLCvPza+OAXZ94xw+NylH3+HB1/bjsYrrVbHSKVSREdH27xOdXU1Kisr0djYCKB9u4+ioiKo1WqHY/Im45YdQkRGRroxEvfbvn07ampqTHuBqlQqU7XZFnvTmHcdrsfYZzc5nDxK+gVg+5+nM3kkIiIiom6l2yWQAODv74flT43DK7NvcfjczytOQr5wIyqPO99hs6amxuLjdXV1Tl/TG4yNcow0Go3VsQqFwuz77lR9BIATJzo3YGpsbHQ66b96rQ1/KPgOk5Z+ibrzlx06N3xAIMpe/wlS4sOdujcRERERkbd0ywTS6A+PjMXyJ1Pg72CjK1V9I1Je+AJvbqiC7/egdZ/IyEiz6Zn5+flWxxYUFJi+7m5TdV2t7vxljH/xS/zp0wMObdMBAMMGSfDtW+kYPWSgW2IjIiIiInKnbp1AAkD21DhszElDYIBjP0rL1TYs+Xcl0v6wFQ2Xmh0619q6ueDgYIeu4wsyMzNNX1dVVSEnJ8esEqnRaJCTk2PWSKbjth/dhbV/G3trXa/3xd5TGP305yivOetwDLfEhGLPGz/B0PDOjYqIiIiIiLqDbrEPpBDfHK7HvX/8Cjob6xutiQzphzXPTcJkgduEGPcJNK6BBICoqCikp6fbPG/dunWQy+WIj493OEZ3ysvLw7Zt28weM3ZjvX6d5JQpU7Bo0SJPhWaXwWDApk2bEBMTY3O9okqlQklJiWkNJACH9vlsbrmG3/xjD/7m4BYdRnePicLGnCkQB3arvlVERETkBO4DST1Zj0kgAUBx4jymvfKVw2vSAMAPwJIHE/DnR29DQB9hL3rj+rnAwECb3TyB9sY7paWlmDp1qk9OAbWURF7P15JHo8LCQuh0OrNqqiUGgwENDQ0A2iuPQquP1acvYebr2x1ulGP003FDsea5Sejj6FxrIiIi6paYQFJP1qMSSAD4oUGPKb/fimNndE6dnzhMinVLUiGLcO101HXr1sFgMNhNcrxJoVBgzZo1qKqqMntcJpMhOzvbZxvnqFQqFBUVYdKkSS6v7q76+iieWVGBJsNVp85f/MBovPGz210aExEREfk2JpDUk/W4BBIALja14NG3d+CLSsf2ijQK7heApbPG4LkZo9HXwbWVlqjVamzevNktCY67GLuu+mrSeL2CggIEBgZi5syZLrneUfUlPPn3chQfcK6zrljUB/98ZjwevkvmkniIiIio+2ACST1Zt2+iY0mIuC82/y4N789Pcri5DgA0XmnFix/tw81Pf47Ne51LQjtSKBQQiUSIiYkRNL6kpASFhYVdvm9XyOVyryaParUaH374IXQ6YZXkxMREaLXaLu/Fqbvcguf++S1GP/O508nj6MEDcSB/BpNHIiIiIupxemQCafTUvSNR+Zd0DBvkWKdNo2NndEjPLcbdLxXhqPqSU9fQ6XQ4ceIE5HI5RCKRoHNUKpXD3UF7mrCwMBgMBrPur7bExMRAJBJ12q9SqLY24B9fH8WIJz/D25sOoeWqc4X5J6fHd+k5R0RERETky3p0AgkAo4cMxIG8jC5Vg4oP1GH0M59j8Yd7oXewy6sxoYmLixM0XqVSwWAwCG6007GraHchJGaRSIShQ4eipqZG0DVFIhHkcjlOnDjh8O+k8rgWdyzejKz3d0Nz8YpD5xqFiPtiw28n42+/SkZg3x7/siIiIiKiXqpXvNMVBwbgP89Pwj+fvgtiUR+nrtFytQ1vbTyI4U9+hn9tPw6hK0fHjRuH+++/X3BF0VhxE5pAFhQUoKSkRFgwPmD58uWCq4QymQxarVbwNFa5XI45c+YIrvTWX7yCn7+zC3c8vxmVx7WCzrEkcZgUivwZeCBpiNPXICIiIiLqDnpFAmn08ynDse/tDIwePNDpa5y5cLk96VgsPOmIjo4WfH2VSoWhQ4cKGqvT6WAwGOxuIWJUXV1tNxnTarWmNZiFhYVQKBR2K3pqtRparbDfRWhoqGkrDXuMvzeh01hFIpGgRL31ahve3FCF4U+sb/8wQNDVO/MD8NyM0Sh//ScYHBbk5FWIiIiIiLqPXpVAAkD8jQNQ+Zd0zJ8qbEqpNZXHtbjj+c3IyC3G3mPOV686cnT6qjFpE5qglpaW2pwSqlAosH79etTU1KCurg51dXUoKyvDunXrbCaImzdvFpzkhYWFoa5OWHMaiUSC0NBQwdNY7blsuIp3Nh/G8CfXY8m/K6FzcDpyRzcEibDlpXvw1s9vF7xvKBERERFRd9frEkgACOzrj78/mYINv52M4H4BTl+nDUDh3lO4Y/FmTMj5sssdW40dRIV2azWOF1qBBGB1eqdarUZZWZnFY42NjTanyQYHBwuuKkqlUhgMBsHTUuPj4x2axmrJ+UYDXvnPfgye9ykWrtqDE2f1Tl8LAMaPisDBdx/A1FuEV5aJiIiIiHoC57OnHuCBpCGo+dtDeP6f36JgZ22XrrXrcD125RYjYchALHkwAXMmxDpcmZLL5YiOjha8hk+r1SIqKkrQWHvJZmVlpd17qdVqi9VOiUQiuHGN8f5arVbQdFOZTAaJROJUV1r1uSa8/lkVVn19FPpm56uNRmGSQOQ+dhuy74kDt3ciIiIiot6oV1YgO4q6oT8+/s1ElL/+ky6tjTSqOnkBj+fvwrAn1uOdzYdx2XBV8LkSiUTw9FUAqKurc2h9pS1C1jBam3oqEokEJ5DGeIWumXT0dwIA1acv4fG8nRiavQ7vfHG4y8ljgL8fnvnJKBz7YCbmT2XySERERES9V69PII2S4sJwIC8Df38yBWGSwC5f72SDHgtX7cHgeZ/i5bXf43yja7fbcHT6qr31kkKrnpaEhYUJTggBICoqyhS/K+08pEF6bjFGLdiA1aVKtF5ztj3OjyaNjoQifwby592JEHFfF0RJRERERNR99eoprNfz9/fD/Klx+Ok4Gf74yX7kFR7q8jW1uma88p/9eP2zKsyeEINH7pJh+m03dvm6YWFhmDRpkuAE0l6FUCqVorGx0eYYodNl7ZHL5U5NSbWk4VIzCnYo8VHpcXzromZGADAkLAh5WXfiwWRuzUFEREREZOTX1iZ0R8Pe58ipi3jigzKUHtS49LphkkDMGifD7AkxmDAqAv7+7p8TWVJSgoaGBsyaNcvicZ1Oh/Xr11tNNIcOHYpp06ZZPKZSqVBUVISZM2c61NDHWRebWvDpNyqs3VWLkqozuOqCSqORWNQHv50px5IH5QjsywI9EREROc6P612oB2MCKcD6shN47p/fdrl7pyXRN/THT++SYc6EWCTFhbn8+kbGzqe2EjyVSoWSkpJOSWRUVBSmTZtmdZqrkGt3VeOVVmwoP4G1O2vx1X41Wq66/mn7yF0y/DXrTkTd0N/l1yYiIqLegwkk9WRMIAW6YriKNzZU4bXPFA41xnGELCIYj9zVXpm8JSbULfewx2AwoLq62tQlNTg4GPHx8V6J5YrhKjZ9+wPW7qzFl/tO40qLe37vowcPxN+fTMFdoyLccn0iIiLqXZhAUk/GBNJBZy9ewftfHsHfvjyCs5ea3Xaf6Bv6Y8LNkZhwcyTG3xwJ+ZCBHpnq6k26yy3YdbgeOw9psOuQBt8e07otaQSAiTdH4jczRiPjjsHsrEpEREQuwwSSejImkE5qbrmG1SXH8ddNB3Ho1EW33y9E3BfjRkaYkso7hod1+zV69RevYLviDHYd1mDnIQ0UJ87DhcsZLQrw98PDd8nw/AMJuDXWO1VeIiIi6tmYQFJPxgTSBbZ+p8ZfNlbhq/2W90l0hwB/P8QOkmDkjSGIv3EA4m8Maf8TPQDhIf08Foc9V6+1QXlGhyOnL6L69CVUn77Y/kd9CfUXr3gsjoFBIsyfGoeF949CdKjYY/clIiKi3ocJJPVkTCBd6NAPF/CXjQfxcakSza3XvBZHaLDILKGM/1+SOSJqAPoGuKdqebGpBQdPnkf16Uv/SxbbE8bjZy65peGNUMMGSbDw/lHIunsExIHctYaIiIjcjwkk9WRMIN2g/uIVvPfFYbz/5RGca7S9/6Kn9Rf1QVBgAIL7923/u18AgvoFILhfXwT1CzAdk/QLQHPrNeivtKLxSgv0V1qhb241fd94pdX02AW9b/2MADB+VAR+kzGa+zgSERGRxzGBpJ6MCaQbtbRew9bv1Vi7sxab9pyE7kqrt0Pq0UbeGIJHxsswN3UYhg2SeDscIiIi6qWYQFJPxgTSQ5pbrmHz3h/wn1212Lz3lNu2AultYiOD8cj4GDwyPgZjZTd4OxwiIiIiJpDUozGB9IKm5lZs3NO+v+GW707D4MX1kt3RYKkYD4+PwSN3yXDHiDBvh0NERERkhgkk9WRMIL3sUlMLPis/gf/sUuHr/Wq0unsfi25q0MD+mDVuKB4ZH4PxoyK8HQ4RERGRVUwgqSdjAulDGq+04pvD9dhx8Ax2HtJgz9EGr3Zz9aboG/qb9ryccHMk5ENvAP9bTERERN0BE0jqyZhA+jBD6zXsOdqAnYc02HlIg28O1+PS5RZvh+UWcdEDMH5UhClhZBMcIiIi6q6YQFJPxgSyG7l2rQ0HTpzHjoPtCeWuw/U4c+Gyt8NymL8fMFYWakoWJ8sHQSoJ9HZYRERERC7BBJJ6MiaQ3dzZi1dw7IwOx8/ocKzuEo7V/fh1g67Za3EF+PthaEQwhg+SYNggCYZHDcDwqB+/FgX4ey02IiIiIndiAkk9GRPIHkx3uQU16vakUqnR4YLeAP2VVjQ1t0Lf3Gr2ddN13zf+b8/KG4JEEAcGIKhfAMSBAZD0C0A/UR8E9euLoMAAiAPbvw7uF4BBA/ubJYtEREREvRETSOrJmEASEREREbkQE0jqyTiPkIiIiIiIiAT5f871syWXgr+fAAAAAElFTkSuQmCC", "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" ]
2
science
grade-3
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "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", "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" ]
1
math
grade-2
place-value-up-to-thousands
false
true
What is the value of the underlined digit?
"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"
[ "80", "8", "800" ]
null
1
science
grade-3
compare-properties-of-materials
true
false
Which is harder?
null
null
[ "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", "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" ]
0
math
grade-6
identify-complementary-supplementary-vertical-adjacent-and-congruent-angles
false
true
Which angles are vertical to each other?
"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"
[ "\\angle{4} and \\angle{2}", "\\angle{3} and \\angle{2}", "\\angle{1} and \\angle{4}", "\\angle{2} and \\angle{1}" ]
null
0
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAClCAYAAABm8IozAAAc+ElEQVR4nO3dfXRV9Z3v8fc5Z+8EeUoY0AoiRCJFkoAFV2e0OHfsLd6HdavS29vpVCoVr1jG0Su4LG2VWq3YCp1WrF7qEldh7Ehn+rC0dO6aB9pV763odDryGIKI4VmxFIcEEkiy9zn7/rFBIqMV4UDOSd6vtVyBkCU/ztl/fM7v9/19v5kkSRIkSZIkFUW2pxcgSZIk9SYGbEmSJKmIDNiSJElSERmwJUmSpCIyYEuSJElFZMCWJEmSisiALUmSJBWRAVuSJEkqoqCnF6DepzWGb26PqR+YZVgFXD3Uz3GSJKnvMGCrqP5hf4HPN3axtytDSEwM3DYqx7cuCXt6aZIkSWdFxlHpKob9EXzh5YgVe/MATB+R4yPVWeZtiWjPw6RBGZ6+NKS2v7vZkiSpdzNg67St3Jdn9qaINyMY1Q+W1IVcPSwHQPPhAtPXR6w9lDAgB4+ND7l+RK6HVyxJknTmGLB1yvZ2JtzeFPGz3xUAmDUyx8JxIQNOyM9RAvdujfn2jhiAzwzP8tj4kIFB5mwvWZIk6YwzYOuULHstz7wtEQdjqO2f4Yn6kCuH/P7yj1X783x2Q0RLDGPOSUtGJg+2ZESSJPUuBmy9LzuPJNzaFPHzNwtkgDtGB3xtbEDlSebk3R0JMzZ08UJLQpCBBWMD5tZ411aSJPUeBmydlARYsivP/K0Rh/NQPzDD0vqQy6re/w50PoFvbIt5sDmmAFxzbpalDSFDQktGJElS+TNg6z292l7glk0Rq4/uOs+7KODu2oDTzcOrDxSYsaGLPZ0wshKemljBlPcoM5EkSSp1Bmy9qyiBh3fELGiO6SzA5MHprnXDoOKF4ANRwmc3pCUnWeCe2oAvjwnIuZktSZLKlAFb76jxUIEZGyM2tSVUZmF+bcBdFwWcif3lBHhkZ8w9r8TECXykOsNTEyu4sJ8pW5IklR8Dtt6mswAPbYtZtD0Nu1Oq0w4hFw8486Ubaw6mPbO3HUmoDmBpQ8i159kzW5IklRcDtt7yUmuBGzZGNB9O6J+DBWNDbh2V42zuI7fFCbdtjvjB3rS39i0X5vjmuJB+lmZLkqQyYcAW7Xm4/9WY7+yMSYCpQ7MsqQsZfU7PlWiseD3P7KaIzgKMH5DhJ5Mcsy5JksqDAbuPe/5AgZkbu9jVAVUBLBwXMvOC0ijLaGorcP36iM3tjlmXJEnlw4DdR7XGcM8rEUv35IG0F/WjdSHDK0vrYmFHAb6wJeKJ3ek6HbMuSZJKnQG7D1q1P8/NjRFvdMHQEB6vL/3LhCv35ZnV6Jh1SZJU+gzYfcj+CL7wcsSKvelu8PQRORaNCxkW9vDCTtLujoRPre1i7aHjY9bn1ARn9RKmJEnSezFg9xEr9+WZvSnizQjOr4AnG0KuHlbau9bvJErg3q0x394RA+mFzO81hHygxEpbJElS32XA7uX2dibc3hTxs9+lbe+mj8jx8CUhVUEPL+w0rdqf56bGiH1dcF4FfK9MPzBIkqTex4DdSyXA8tfyzNsScTCGUf1gSV3vCqG/7Uy4qTEdsw5wZ03AgrGOWZckST3LW2K90M4jCR/7l05mb0rD9ayROdZN6derwjXAByoz/N1lFSwcFxBk4Ns7Yqb+ppPdHe/wmbGlBe6/P/0qSZJ0BrmD3YsUgO/uyjN/a8ThPNT2T8ecXzmk93+OWnOwwKfWdrGnk3cesz5tGvz0p/C5z8Hy5T21TEmS1AcYsHuJV9vTMedrDiZkgDtGB3xtbEBl78/WbzkQJcxqPF5v/taY9e8shrlzoaoK1q2DmpqeXKYkSerl+lD86p2iBBZtj5n8YhdrDibUD8yw+o/Ssom+FK4BhoQZfjypgsfqQvpl4YndeT731L+k4RrSnetj4bqlJf2+JSOSJKnIyryXRN/WeKjAjI0Rm9rSvtB3jwm4uzYg7OOX/GaNzDGlOsPnn/8ddy+4BYDG//m/aJg27fgP3XhjWjKyfTs8+2xPLFOSJPVSloiUoc4CPLQtZtH2mDiByYMzLK0PaRjUx7as30P+czeSe+qv2DBmIlO/+Y/8h4v+gKUNIUP+9yOWjEiSpDPGgF1mXmpNa62bDydUZmF+bcBdFwXW+pxo+XKYOROqqvj7H/2C6dl62vNw9e71/N3Nl6c/88wz6eVHSZKkIjKXlYn2PMzbEjPl1100H06YUp1hzRUVzDNc/3s7dhyvu168mP969WX85ooK/phWHvzG5wFYO/N2EsO1JEk6A6zBLgPPHygwc2MXuzqgfw4WjA25dVSOPl5q/e7WrYMkgeuuS2utgdr+Wf5pxRfJNq9nw5iJ/OeP382HX+pyzLokSSo6S0RKWGsM97wSsXRPHoCpQ7MsqQsZfY6B8D0dq62urk5/361k5J+f+QXXJfW0xI5ZlyRJxWfALlEr9+W5vSnijS6oCmDhuJCZFxgCT8mOHTBpUtqSb9kyuPFGdnckzNjQxQst6eN/Z03aN7yvd2CRJEmnz4BdYvZ3JczedHxYyjXnZnm0LmS4ZQyn7rnn0suMV131tpZ8+QS+sS3mweaYAjBpUIanLw2p7W9VuyRJOnUG7BLyt2/kmbs54s0IhobweP0J47516nbsSMtFjpWMdLP6QIEZG9Ix6wNy8Nj4kOtH+LpLkqRTY8AuAXs7E25ujPj5m+mu9fQRORaNCxkW9vDC+pADUcJnNxx/Dz4zPMvjdSH9cp4cSJKk98eA3YMSYPlreeZtiTgYw/kV8KQX7npMAjyyM+aeV9IBPuMHZFhxaUjdQEtGJEnSyTNg95CdRxJmbuxi9dFLdrNG5njwgyFVNk7scWsOFpi+PmLbkYR+WfjLS0JmjfRDjyRJOjkG7LOsAHx3V575WyMO52FUP1g2oYIrh7hLWkra4oTbNkf8YO/xy6ZLG0KG2GZEkiS9BwP2WfRqezrmfM3B47vWC8eFDHBztGSteD3P7KaIzgKMrISnJlYwxQ9DkiTp9zBgnwVRAg/viFnQHNNZgNr+GZ6oD921LhNNbQWuXx+xuT0hC9xTG/DlMQHef5QkSe/EgH2GNR4qMGNjxKa2hAxwx+h0oEml2bqsdBTgC1sintidTtX8SHWGpyZWcGE/U7YkSXo7A/YZ0lmAh7bFLNqedqSoH5hhaX3IZVUm63K2cl+eWY0RLTFUB/DXE+36IkmS3s60d6oWL37XP3qptcCkFzr5+rYYgLvHBPz6ikrDdS9w7Xk5/vUjlUwalKElho+vifjyKzGRH1MlSdJRJr5TMW0azJ0L9933tm+352Helpgpv+6i+XDC5MEZfn15BV+9OMDmE73Hhf0y/OrySu6sSXsqfntHzB//cyfNhws9vDJJklQKLBE5Fc89Bx/9aPrr7duhpoZV+/Pc2hSxqwMqszC/NuCuiwI/wfRyq/bnuakxYl+XY9YlSVLKgH2q5syBRx4h/pOrmPXoP7Fib3r5bUp12iHk4gFG677it50JNzW+fcz6Y+NDBgYeW0iS1BeZAk/VffcRD64i+L/PMXTJYvrn4NuXhPziDysN133MByoz/N1lFXylNj2x+MHeAh9+sYs1By0ZkSSpL3IH+xTs70qYvSki89Nn+dH9n6ZtUDWt/7KGCy65qKeXph62+kCBGRu62NMJQQYWjA2YUxPgXrYkSX2HAft9+ts38szdHPFmBFUB/OuiTzPqH1fCVVfBL3/Z08tTCTgQJcxqjPjZ79Id7KlDs/z1RMesS5LUVxiwT9LezoSbu9XZXnNulkfrQoYfaYWaGmhthYcfTmuzJWDpnjx3vRzR4Zh1SZL6FAP2e0iA5a/lmbcl4mAMQ0N4vD7k2vO6dYp49ln4xCegujrtKlJd3TOLVclpaivwybUR2444Zl2SpL7CgP177DySMHNjF6tb0pdo+ogci8aFDAvf4Yfvuy8tE7nqqrO4QpWDtjjhts0RP9ibnn44Zl2SpN7NgP0OCsB3d+WZvzXicB7Or4AnGxyJrdPz/dfz3LE5oj0Pg4MMz0wKudKSEUmSep2gpxdQal5tL3DDxog1B9PPHbNG5njwgyFVvlI6TTeMyDFhUIb/8q9dtEQFqt7pJESSJJU9Y+NRUQIP74hZ0BzTWYBR/WDZhAp3GFU0P/lt2oHmQASQ4bUOmDCwp1clSZKKzYANvNRaYNamiE1tCRlgzuiAey8OGGBFiIrgWN/0Y2376gdmeGpCSMMgP7xJktQb9emA3VmAr2yN+c7OmASo7Z/h+xNCLqsy+Kg4fvhGnjlH+6ZXZmF+bcDcmgBbYkuS1Hv12YD9/IECt2yKaD6cEGRg3kUBXxoTUGm2VhGc2Dd9SnWGJ+pDLh7gAyZJUm/X5wJ2ex6+uCVi6Z484HG9iutY3/QvbolojaF/Dh4YG/IXo3KOS5ckqY/oUwF71f48tzZF7OrgrV3ru2s9rldxnNg3ferQLEvqQkaf4wMmSVJf0icCdmsMczZHrNib7lpPHpxhab271iqOE/umDw5g4QdDbhrpLVlJkvqiXh+wV+7Lc3tTxBtdxy+Z3XVRgNFaxXBi3/Rrzs3yaF3I8Ep3rSVJ6qt6bcA+sTWal8xUTCf2TT+/Ah6tC7n2PHetJUnq63plwP7bN9KBHm9G6SWzBWNDbvWSmYqk8VCBGRvTvukA1w/PsXi80z4lSVKqV0WCE1ujeclMxdRZgIe2xSzaHhMn6bTPJXUhVw9z11qSJB3XKwJ2AvzVa3nmHW2NNjiAReNCZl5g8FFxvNSa1lo3H3bapyRJ+v3KPmCf2BrNS2YqpvY83P+q0z4lSdLJK9uAfWJrNC+ZqdieP1Bg5saut/VNd9qnJEl6L2UZsE9sjeYlMxVTawz3vOK0T0mSdGrKKpIWgG9tj3ngaGs0L5mp2Fbtz3NzY9o33WmfkiTpVJRNwG48VGDWpuO71rNG5lg4LvSSmYpifwTztkQ8/brTPiVJ0ukp+YAdJfD15uOt0Wr7pwNjrhxi8FFxrNyXZ/amtG+60z4lSdLpKumA/VJrumu9qS1tjXbH6IAHxnrJTMWxtzPh9ianfUqSpOIqyYDdWYB7t8Y8crQ1Wv3A9Lje1mgqlmVH+6YfjJ32KUmSiqvkAvbzBwrcsikd6HHsuH5ujZfMVBw7jyTc2uS0T0mSdOaUTMBuz8MXtxxvjTZ5cDrQw+N6FUMCLOnWN70qgIVO+5QkSWdASQTs7gM9+ufggaPH9UZrFcOr7empiNM+JUnS2dCjAfvEgR5TqjMsm1Dhcb2KogD85faYBUf7pg8N4fF6p31KkqQzq8cCdveBHoMDWDQu5MYLvGSm4jixb/r0ETkWjQsZFvbwwiRJUq931gP2iQM9pg7N8mSDx/UqjhP7pp9fAU82OO1TkiSdPWc1YHcf6DE0hIfHh3z6fIOPiqN733RIp30++MGQqpK4aSBJkvqKsxI99nclzN50fKDH9cNzfPMSj+tVHJ0F+MrWmO8c7Zs+qh8sm1DhtE9JktQjznjA/uEbeeZsTnetPa5XsXXvm54B5owOuPfigAE+YpIkqYecsYC9tzPh5sbjAz08rlcxndg3vbZ/2jfdaZ+SJKmnFT3uJsBfHR1D3Rp7XK/iW7U/z61NEbs6IMjAvIsCvjQmoNJHTJIklYCiBuydRxJmbuxidUt6XH/H6ICvelyvImmNYe7LxzvQ1A/M8NSEkIZBJmtJklQ6ihKwC8B3u42h9rhexbZyX57bm9K+6ZVZmF8bMLcmILS7oyRJKjGZJEmS0/kfvNpe4IaN6UAPj+tVbCd2oJk8OP3wdvEAHzBJklSaTnkHuwB8a3vMA0fHUHtcr2Lr3oGmfw4WjA3581E5fMIkSVIpO6WA3X0MdWUWHhjrcb2K58QONFOqMyybUMHoc3zAJElS6XtfAfvEMdRTqjM8Ue9xvYojAZYf7UBzMIaqABaOC7nxghxGa0mSVC5OOmB3H0PdPwcLx4b8xSiDj4qjewcagKlDszzZEDK80idMkiSVl5MK2P+wv8B1a7oA+I9/kOXxhpDR/Qw+On0ndqAZGsLi8SF/er69HSVJUnk6qYBdmYUMcGE/eKwuMFyrKLp3oAG45twsj9eHDKvw+ZIkSeXrpIqnL+6f4UODMuzqgA+/2MWKo4M+pFMRJbBoe8zkF7tYczDh/Ar40YdCfjypwnAtSZLK3kkF7Av7ZfjV5ZXcWRPQnoeZjRE3buyiLT6tFtrqrRYvho9+9B3/qPFQgT96sZOvbE3bO04fkWPDlf249jxLQiRJUu/wvgfNrNqf56bGiH1dMOacDE9fGjJ5sF1EdFRLC3zoQ7BzJzz8MMyZA0BnAR7adrwDzah+sKQu5OphBmtJktS7nNIkx992Jtx0tE9xkIEFYwPm1AR2FFHquefSHezqali7lpeGjOKGjRHNh9NHbdbIHAvHhQwwW0uSpF7olEelJ8CDzTEPNscUSNuqfa8h5AO2VRPAtGnw05/S/Id/Qv0D/0AC1PZP+6ZfOcQTD0mS1HudcsA+ZvWBAjM2dLGnE86rgL+5tIIpBqg+78Ud/0bDhDEMamvlrtmLyM2Zy9fGBlT6aEiSpF7utAM2wIEoYVZjxM9+VyAL3FMb8OUxATk3s/uc1hjueSVi6Z48176wkh/d/2nyVdXk1q2FmpqeXp4kSdIZV5T9xCFhhh9PquCxupCKLDzQHDP1N53s7rDLSF+yan+eic93sHRPniADDZ/97yTXXUeutQVmzuzp5UmSJJ0VRdnB7q6prcAn10ZsO5JQHcDShtAWbL3c/gjmbYl4+mh/9MmDMyytD2kYlE27itTUQGsrPPNMWpstSZLUixW9IrZuYJbfXFHBZ4ZnaYnhU+sibt8c0VEo9t+kUrByX7pr/fTreSqz8MDYgNWXV6bhGtJOIsuXp79+9tkeWqUkSdLZU/Qd7O5WvJ7nts0R7XkYPyDDiktD6gZ6y6032NuZcHtTWncPMKU67RBy8YB3eX/XrUv7Y0uSJPVyZzRgAzQfLjB9fcTaQwn9svCXl4TMGmnJSLlKgOWv5Zm3JeJgDP1zsGBsyK2jcvZBlyRJ4iwEbIAogTtfjnhid1qje825WZZPCBkYGMnKyc4jCTM3drG6JX1kplRnWDahgtHn+D5KkiQdc1YC9jEr9+WZ1RjREjtmvZwUgO/uyjN/a8ThPFQFsHBcyI0XuGstSZJ0orMasAF2dyTM2NDFCy2JY9bLwKvtBW7YGLHmYPqYTB2a5cmGkOFO7JQkSXpHZz1gA+QT+MY2x6yXsiiBh3fELGiO6SzA0BAWjw/50/Otn5ckSfp9eiRgH7P6QIE/W9/Fvq50zPr3GkKuHmaA62mNhwrM2BixqS19NK45N8vj9SHDKvwAJEmS9F56NGAD/LYz4abGiJ+/mbZ7u7Mm4GtjA0Kz3FnXWYCHtsUs2h4TJ3B+BTxa56AgSZKk96PHAzakrd8e2RlzzytpsJs0KL0AWdvfC5Bny0utaa118+H0cZg+IsfDl4RUBT28MEmSpDJTEgH7mDUH057Z244kDMjB8gnvsnu6Y0c6gtvBJaetPQ/3vxrznZ0xCTCqHyyps1RHkiTpVJVUwAZoixNu3Hh8QuAtF+b45riQft03sz/0IVi/Hp55BqZN64ll9grPHygwc2MXuzrS388amWPhuJABZmtJkqRTVnI1GAODDD+eVMFjdWmofmJ3nstf7KSpLQ3c3HdfGq5Hj4arrurJpZat1hhua4r42G/ScF3bP8MvPpy+5oZrSZKk01NyO9jdNbUVuH59xOb2dMz60wde4ON/+rH0D3/5y+MBe8eO9D8D93tatT/PzY0Rb3RBBrhjdHqptLLkPmpJkiSVp5KOVXUDs/zzFZXccmGOyoMtXHnTJwHo+MpX3x6mp02Dj34Unn22J5ZZFvZHcFNjxMfXpOG6fmCG1X9UwcJxhmtJkqRiKvlo1S8Lj44P2fytP6O6rYX/N/GPqf/Yl1h9wJKRk7VyX56Jz3fw9Ot5ggzcPSbg11dUcllVyb/9kiRJZaekS0TesngxzJ1LoaqK//TDLfyKKrLAE/tXc8P0qenPdC8ZEQB7OxNubzp+YXTy4AxL60MaBhmsJUmSzpTST1rr1sHcuQBkly/n76/+AHfWBAxqa+Gaz/8PANrnf9VwfYJlr+WZuLqTn/2uQGUWHhgbsPrySsO1JEnSGVb6aeu++9Kvd9wB06YRZuAbHwzY0q1k5JKPfYlV+/M9usxSsfNIwn97qYvZmyIOxjClOsOaKyqYd1FQBm+2JElS+SuPEpH77jsetOGtkpGkqoprf7KFf8pXAX17zHoCLNmVZ/7WiMN56J+DBWNDbh2Vow++HJIkST2mPAJ2d+vWwaRJ6a+feYb8ddP4xraYB5tjCvTNMeuvthe4ZVPE6pb0rZw6NMuSupDR5xitJUmSzrbyS6GLF6dfj5aM5DIwvzbg5x+uYGQlrD2U8OEXu1jxeu8vGSkAi7bHTH6xi9UtCVUBPF4f8n8uqzBcS5Ik9ZDy28GGNGTPmfPvvn0gSpjVeLxrxmeGZ3lsfMjAoPeFzcZDBWZtilhzMH37rjk3y6N1IcMre9+/VZIkqZyUZ8B+D4t3xtzzSkycwJhz0pKRyYPLb7P+nUQJfL05ZtH29N83NEx3ra89zxnnkiRJpaBXBmyANQcLTF8fse1IQpCBBWMD5tYEPb2s0/JSa7prvaktfcumj8ixaFzIsLCHFyZJkqS39NqADdAWJ9y2OeIHe9OSkWvOzbK0IWRImbUZ6SzAV7bGfGdnTAKcXwFPNoRcPcxda0mSpFLTqwP2MStez3Pb5oj2PIyshKcmVjBlSHmUjDx/IO0Q0nw4fZtmjczx4AdDqsp7M16SJKnX6hMBG6D5cIFPro3Y3J6QBe6pDfjymIBciW5mt+fhi1silu5Ju6GM6gfLJlRwZZl8MJAkSeqr+kzABugowBe2RDyxOw2tH6nO8NTECi7sV1ope9X+PLc2RezqgAxwx+iAey8OGGBFiCRJUsnrUwH7mJX78sxqjGiJoTqApQ2l0YWjNYa5L0c8fbSHd23/DN+fEHJZlbvWkiRJ5aJPBmyA3R0JMzZ08cLR6Ye3XJjjm+NC+vVQll25L8/tTRFvdEGQgXkXBXxpTECl2VqSJKms9NmADZBPYP7WmG/viAEYPyDDTyad3THr+7sSZm86PhynfmCGpyaENAwyWUuSJJWjPh2wj1m1P89NjRH7umBADh4bH3L9iDNfMvLDN/LM2RzxZgSV2XTk+9yagDLrIihJkqRuDNhH/bYz4abGiJ+/eebHrO/tTLi52981eXBaa33xAHetJUmSyp0Bu5sEeOQMjllPgOWv5Zm3JeJgDP1zsGBsyJ+PymG0liRJ6h0M2O9gzcECn1rbxZ5O3hqzPqcm4HT2snceSZi5sYvVRy9VTqnOsGxCBaPPsR5EkiSpNzFgv4sDUcKsxuOXD6cOzfK9hpAPVL6/QFwAvrsrz/ytEYfzUBXAwnEhN16QO63ALkmSpNJkwH4PS/fkuevliI4CnFcBf3PpyY9Zf7W9wA0bI9YcTF/iqUOzPNkQMvx9hnRJkiSVDwP2SWhqK3D9+pMfsx4l8PCOmAXNMZ2F47vWMy/o+WE2kiRJOrMM2CepI58wuyniB3vTkpF3G7PeeKjAjI0Rm9rSl/Wac7M8WueutSRJUl9hwH6fVrye57bNEe35t49Z7yzAQ9tiFm1PO5AMDeHx+tIYwS5JkqSzx4B9CpoPF5i+PmLtofSl+8R5Wda3JWw7nP5++ogci8aFDAt7cpWSJEnqCQbsUxQlcO/RMesDc9CWh/Mr4MmGkKuHuWstSZLUVxmwT9OqNwskwK/+rcBdFwVUBT29IkmSJPUkA7YkSZJURE7oliRJkorIgC1JkiQVkQFbkiRJKiIDtiRJklREBmxJkiSpiAzYkiRJUhEZsCVJkqQiMmBLkiRJRfT/AeR316mgUII+AAAAAElFTkSuQmCC"
[ "rectangle", "rhombus", "trapezoid", "parallelogram" ]
null
3
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 5 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAACkCAYAAAAZtYVBAAADSUlEQVR4nO3cvY5UZQDG8efMfhTIR2MkXIDSQE1h4V6A3I93oNcj9qyFDS00gL1rtHEXNmHdybE42UQaEDNnzpOd36+ZOZnk/cj8581U7zCO43hykfx6npytk8sxsDX7Q3JrL/nyRnL3MBlO3o3js9OllwXJo9vJ/uvz6eHeYXL/s6lW2JazdfLybfLbRfLqPFmdXk4fiJEl3Nqb2kuSN+tktf7XB7CEq/b+HpPVskuB9wmSKoKkiiCpIkiqCJIqgqSKIKkiSKoIkiqCpIogqSJIqgiSKoKkiiCpIkiqCJIqgqSKIKkiSKoIkiqCpIogqSJIqgiSKoKkiiCpIkiqCJIqgqSKIKkiSKoIkiqCpIogqSJIqgiSKoKkiiCpIkiqCJIqgqSKIKkiSKoIkir7cwx69N3z/PzidI6hP2xMMmx/2p2bN8nRwzt5+v2DjY87ywm5SIzJYl/Ozs2b5Pj5X7OMO8sJeeXx0eZ/QR/y5PiFebc47xz8h6SKIKkiSKoIkiqCpIogqSJIqgiSKoKkiiCpIkiqCJIqgqSKIKkiSKoIkiqCpIogqSJIqgiSKoKkiiCpIkiqCJIqgqSKIKkiSKoMP/4xjkny+PMNDvrtL5sb7FMseBvYIhbe7/jT1xsb68mf0+ssJ+Q3D27PMezH7VKMybXc7yy3nx3/8HCOYT/q6mRe6jawTZ4Y/8XS+52D/5BUESRVBEkVQVJFkFQRJFUESRVBUkWQVBEkVQRJFUFSRZBUESRVBEkVQVJFkFQRJFUESRVBUkWQVBEkVQRJFUFSRZBUESRVBEmVWe72Wdqcd880uk77vVYn5GK3ri0093Xc7yz3Q8KnmvV+SPi/BEkVQVJFkFQRJFUESRVBUkWQVBEkVQRJFUFSRZBUESRVBEkVQVJFkFQRJFUESRVBUkWQVBEkVQRJFUFSRZBUESRVBEkVQVJFkFQRJFUESRVBUkWQVBEkVQRJFUFSRZBUESRVBEkVQVJFkFQRJFUESRVBUkWQVBEkVQRJldXBML05Wy+7EHbXVXsHQ7K6uTc9vHybvBElW3a2ntpLkpt7yXDybhyfnS67KEiSR3eSYRzH8feL5PX5VOvluPSy2CUHw3QyfnUj+eIw+Qc+Gn5g9giAoAAAAABJRU5ErkJggg==", "iVBORw0KGgoAAAANSUhEUgAAAKQAAACkCAYAAAAZtYVBAAADLklEQVR4nO3cvU5UURSG4TXDT4GCodFYWFioBS2JeCF2Xp6VXIIXgDG2FoqJpViRAJKATI7FCYnWjGd/bJ6nmskUexVvVjdrNgzDcHRZ9e286nRRdTUUTGZ1VrW5UvVso+rRetXs6GIYPp60HguqXm5VrR6ej18er1e9uDfWClM5XVR9+VX147Lq63nV/ORq/EGMtLC5MrZXVXW2qJov/voBWrhu7/dQNW87CvxLkEQRJFEESRRBEkWQRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFEESZTV1gMs06fXn+v4Q5s/CG2/2qrddztN3u5JVxuyVYxVVccH/im3DF1tyGvP3jyd9L3Dt98nfa9nXW1Ibj9BEkWQRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFEESRRBEkWQRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFEESRRBEkWQROnytk+rWzvvnxxM/mZvV9dsyFuut6trXW7IVtfPXF27ORuSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJ0uVtn1Y3b3q8tTO1rjbk9t5W6xG4oa425O5+mzuJ13chXT+7ua42JLefIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKJ0dduntR5v7UzNhiSKDblErp/dnA1JFEESRZBEESRRBEkUQRJFkEQRJFEESRRBEkWQRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFEESRRBEkWQRBEkUQRJFEESRZBEcdtniXq8tTM1G3IJtve27uTb/4MNuQS7+zutR+iGDUkUQRJFkEQRJFEESRRBEkWQRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFHma7Pxw+mi7SDcXdftrc2q5vdXxi9fflWdiZKJnS7G9qqq7q9UzY4uhuHjSduhoKrq5YOq2TAMw8/LqsPzsdarofVY3CVrs3EzPt+oerhe9QeqjHI9wEpNEQAAAABJRU5ErkJggg==" ]
1
math
kindergarten
one-more-and-one-less-with-pictures-up-to-10
true
true
Count the snowflakes in this group. Which group has one more than the group you counted?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABmCAYAAADxjOYpAAA+jklEQVR4nO3deXRc93Xg+e/vLbVjK6zEQoAE90XcJJGUKFKyrMWW7NhOLDuddNuJMz3pLT1n0m73nDlz2t195vS0M//M6XQ6pycZy+7YseXEim3ZjmWLkkiJi8RVJEEKBEgsBEDsOwpV9d77zR+/QhWKpNyWTAkgdT/n8AgqFKpe1cPv1MV993ev0lprhBBCCCGEELeFtdQHIIQQQgghxN1EAmwhhBBCCCFuIwmwhRBCCCGEuI0kwBZCCCGEEOI2kgBbCCGEEEKI20gCbCGEEEIIIW4jCbCFEEIIIYS4jSTAFkIIIYQQ4jaSAFsIIYQQQojbSAJsIYQQQgghbqMPZYDd1u/zt2+ml/owxCJaw//zYooZOS3LiqwVIYQQ4t370AXYGvjh6TQ/fivD4JRe6sMRORcHfM72ePz10fmlPhSRI2tFCCGEeG8+dAH2yase7dd9AL5+OIWWuGHJaQ3/36EUKDjamaWtz1/qQxLIWhFCCCHeqw9VgK01fPf4PGioL7doH/A52e0t9WF96B1qzzI2q6kvN7+O3zk+L8HcEpO1IoQQQrx3H6oA++/fyjA6q9mzzuXeDSFQ8J1j88xKiemSmU3Dc2/ME3XgiftCbG10uDYe8PxJOSlLSdaKEEII8d59qALsVFYDiuZqi0zWYk+rw9ispntEShKWSveoTyoDO1a5qAD2bHYAuDwYIEnspSNrRQghhHjvPlQBtlEI28IhtYTHIYD86ch45ouQZf6rNVImsuRkrQghhBDvxYcwwF6gQXKky8bYjF50OhSgkZBuuZC1IoQQQrwbzlIfwPtJL8RsGkZmNKMzi4OEQkDXO+ajLFhXa6MAZSHB3fto4ZxooGfMB5QJqTUoZYHWpLKmdV/MVaysssx5kZPyvpG1IoQQQtw+d22AHQTwpy+lmMvofKuxIqqQk/vuG7mdWxpQio9sdPmdvWEJ6N4Hr76d5WhHlt5c7XUhOlO5fwFgArn/+6dz+Z+LuvBPH42xucH+gI/47idrRQghhLi97toAGwWjM5reMZ+GCpuwo4mELNr6vIVvg4aoA/etcVAK3urxGZ/VVCWUBAzvEwW0X/dJJhQryi2qyyze6soW7qAVyYSiIm7TWKmYTmlOdXmkstBcJcH1+0LWihBCCHFb3bUBtqVgb6tD75jPjlU2jdUmENjQ6GDnNtKtqndY3eAQDWm0huFJzfisz84Wd4mP/u61s8Xl2dfmiTqKx3Y6WAq2toTpGQStNUrBo/eEqCw1JSFzaTjV5bG9ySEeWuqjvzvJWhFCCCFur7t6k+PCh/+VRZe9ays0ZQnzdSysiYZMAJHxoK3fpylpU1UiKbn3SzwE25sc+iYCsp55n10HWhsAZbKlVWWFeuvro+b8bG92JFP6PpK1IoQQQtw+d3WAXZVQVMYVbf0+Zzv9d3yxk7Pws1OmTCHiyqat95NSsK7OlHq8eCrD1Jxa9D2FzvXm08DFHvjZWxkAYmE5K+8nWStCCCHE7aO0vju7Dc+m4a+PzXOko1DfW19u8cg9IUpjmq4RRUuVpndI89L5jNlwl7N9pcOX9keJh5fgwO9yh9o9nj2cKrrt4U1hNq6EdNYiHgqY9+GlMx5Xhoo33H1xX4T966Uk4XaTtSKEEELcXndNBnthMIkGZubhaz+Z5UhHlvoyi2guJuufCDjSls0PMNHAC6cKAUN9hcXqapszPR7/6cezTKdMh4WFf3fnnyLvn/w5yZ2Xn53L8OzhFFEXNtUXNiy+0pZmZBJQ5g1u79VFwfX9rQ5RF559bZ6/PZEm0MXnRM7LuyNrRQghhHh/3fGbHNv6fC4N+LQP+iw0E5ud1/RNBGyqt9l/j8PMLPzVYdNezFp8TXtREJCMKz6+y8Vx4NWzpgfzv/z2dNF9K0sUX/1UQrJ1/wOzaXjxfIbeMZ+5TOFNbr/uE3XhM3vClMYBFG39uU4Vi86L1kH+68e3hmhtUKxdYfOt19L8+GyGH59dSKEq0Jo9rS7/+JHI+//C7nCyVoQQQogPxh0dYM+m4euHU4zOLkqzLQoKqsvMMIxEzFzy7p8IbvUwANSV2zi2eYyMp0jGFeUxk+AfmPBJZU0rs+dPpfndvRI1/DLPn0pzsG1RHcHCedGQykBJ3Ny8us6irZ/i+5EbNpP7/4oSC9AkYub/V1XbKAXzWW3Op4JjV7LsW+eySXpkvyNZK0IIIcQHZ1kH2H97Ik11qcX+dbeuu/3Z+UwhYACSCcVnHwyhFKTSMDGb+4aCiGuiifG5WwcO1aWFLOquNTaV5TZaw9w8fPOVQrnCwQsZdqx0bjnwRAP/6cdzfHRTiHtXLeu39j1r6/M50pHlDw7cOmPcNRJw8EKmKHh75oEwyVLI+tDR5+eDu+KNi7dIlypwXfO1UvDMg2GSJebrtm5N/0QhiP/64RRf/fStM6YzafjaC7P888dj1NylXS/+9s001WWyVoQQQojl4AP/ZAsCbtl6QKnim9v6/HwpQFXcuik7OTSleeFMmmTCjJkbm9WMzWr6R6GxGmIR84/c09WUKa4Mm/sVbi0EHItrRivLzLcU8HZvIWCoL7fpH/f57vF5vvqpONaiCnat4S9enaf9uk/v2DwrK+PUlBZeUddIwOlur/Aic8+3ts5myxJnXoOFOKqoTMOck8VlAjNp+C8H50hlTJnAZ+4tjmb9wAS6KFhVZXN1xLx3Jzo9Ht/hEHJgU3PhtYYWfvt07glv8YuRWDiHCipLc8erLd7oLGyUXF1tc2XY5/lTaTNVcNHPz6bhaz+e5dpEwJ/+fI6vPBXPB+Faw8WBgLevF0omFv6zrtZmc+MyOC+/6lp5S9aKEEIIsVx8oAG2Br72kxTtg17xjbnWbZ/cHmZjvc1sxgRyC/7LwTm+/LE4zZUWp7o8Tvd4vH3dPMaBzSFcC547aupGj1zKsN8JUVteXNfbWG2THPBN0KCKg4RNDQ6r64s/uDNZuNgTcLzTPE/UhY/f63C+S3Gsw+Mr35thXa3DzmaH9fUOPziV5mhnlmRCMTaj+dNfmGBOAz84mealixlu5f/6bOK9vp23hdbwn3+e4uy1G84JJsv5+d0RdraYX5Ov/Xg2v8nthbMZqkosHlrvMjyl+cWFLBf7s/l63gc2OfzkhCnjuDLkc6nHZk2Dwl30G5eIwc4Wh1NdHuksJBYdQNSFB9e7N/W+Hp2E1y8VNtvtbHHYucZh/GjAwbYM7f0e6+sdHljj0lRp8bWfzHFtPCCZUFwbD/jrY2m+tD/M8LTmO8fnOdPjcaOoA49tKfm139tfx6+8VtKyVoQQQojl5gNv09c1EvDvf2CuR6+uNpeWM76mb9ykUbc1OaSymvbrPgc2upTGFD86mSEagqirFmXVoKHC4pO7zSXx05d9jnUWgpFP3xemrrL4ubWG3mFNU61F1yC01GjGpsiXHSw2MAo/O50m5RU/XsaHv/x5+oYHBpSpXf34fWHaujyOXM6yrs6md8zPZ3wPbA4xl4XOfo+OQZ+PbAotixrVoSnNv/neDGDe07BjMp1XchnodXU2sZDiTI/Hpnqb7ascnn8jQyqraUqa17jYlx4LE7Lh+hg8fzydz0RuXGHz8Lab/6abS0NqHhIxRTykGZuGaISiYHzBmQ6fox2F8/ylR8OEXLg+Cs+/mTsvNyTDd7Y43LfO5oU3PfrGfbY1OZzt9UDD6hqbe1a7TMwq3u5NMzAZ8PT2EJ/ZtfTn5VdaK56mfUDWihBCCLGcfOAlIi1VFg+scTnSkWVtvU1zjcVMGrys5kSHZwIfTECwqdlcV97d6nC80yOV0Wyqt9m6ymV8KqB3xM+XMoQWSk8D+NTeCHUVheAi0KbUQSlYWbNosAmFsgOAdEYRCmkUsKISPnFfOJ/tC3IlDK6lqIgrHtsWIpuFt656dOYC0fvXOrh2wD2rLY5cznXNcOChDQ73tDh0DiuaqzSHLphuGp/auTwChppSxdPbQrxwNsPKSosdrQ4D03Bgq8ur5zO0L0z304q9m0ypx8d2hPj+8TS9Yz715Ra7Wl1cB145n8HNlQO4NrlAV7GqyuLAouA6CEBZ5tuxsPk3n2vDXLooUam1qRFeKGHYvsYm7SlOdZk7LwThrmNa/21vdZic1Rx9O5sPMHeusbEseHCDw3NHfc72eiQTFnvXuTRUKa5PaVbVwCvnA5JxxaeXyXmRtbL81ooQQgjxq1iS3UWf3xPhdHeWQxczfKokTHWZonscHt3hsmHE5tjbWSKulQ8IGqocyGXcGittkiWaZImiqaYwPru2wuaLj9hEwuSvaWc9aOvyOd3tsWddiPWNKnf/XBotV1qa9eBUh8+pLo/VNTZ7NziUxiBZCv/w4TDptBkPDaCU5jf3hnAd8zThvsLrSsSKN+3tbLG5b73D4KRm3oPGioATl02W7untIRLLKGZ4YmuYIx1ZjnZ4NFbbNJRD36Ti4a1h7k0FnOjwuDLsm6AZqCghnyUujykaqnIbEfeF8uckGobP7glTWQaeX6jkHRpXvHw+TTJusW+zQ+wd3of+Mc3hC1lSWc39rSHWNto4lgnKdrSG6RlctGmvFPZvNb8PJTFF6nzu9rgyHS8WeXhTiLUNFv1TGgeoiMIr50zA/smd4WU1kv1Wa6VnTNaKEEIIsZwt2STHn76V5XtvzoOGnasc7lvvELIUl4c0a6o1vWOwImk+10cn4bmjGUBTEVf8xu4Q0dA7P/b5qz62ZXG8s3jq3I5mh90bbEanoH1Qs77OIlmieeNtEzBEHfKXuVtrbFZV26xteudoa2QCXjiVzj/HHz5hgjOtYWwKSuKK6XmoKtX0Xtf8IjcFrylp8dVPx5fdmOkTVz3+7KDZPLil0WbXWofSKHQMWayq1PSPa+oqyL/GP/9Z4fL/Z/eGqSp758eemIFLvT6TKX3ThMYvPBwmGob2PvB9zcZmxXwanj2YLkTlCiriioij+I297ju+dxp4u0fzcq5N4Opqmyd2mb8j59JgYZHyIRHShBzNxV7NsctZUhnNtkaHP3o8uqwCbHintQKXh5C1IoQQQixDSzbJ8WP3uPyrJ2NUJhSnujy+eXCec90Ba+sUc1mFY6t8qUFJDBZ23o3Par57OM318ZsfU2voHNCcuOrxysUMaMVT20JUxs3H86aVJpXZMRCQ9RQduSEnG5ts8/AW/JNHYlQmLDqHfC72eYxOFs3YYOFILvXC946li4KSBY5lkVUQC2kSYfj7Ex4/OmWO5+ntIf7tp5ZnwHDvKoc/fjLGulqb89d8vvFympOXAxoqTM1vOiicEzB1tAu+dzTN2U7/pgl+Wpug7412j9PdHlcGfdbV2nxko4n6djS7xCKmPGRw0qfzusf0rCIahr1rTWD8yKYQT28PMT6rGZgMOHTOYy598zuY9eDweS8fXIMpV1g4JttSjM9rquIBU7Oa7xzO8PKFDGjNF/dFlmVwDe+0VjRr65C1IoQQQixDS5bBXqC1GaH9ozNpUlmTpXx4S4jGShiatgg7ASUR6B+DV89nijZu7V4bYmer+fidmoWfnjLfj7qwd02Ix7eEiIWVadM2HrCzxeH+9TZZH85fU2xtNI/105Nm89sDa1y+tD9CoOG//CLFmV7Tvm11jc3ejSabqzUcv2QupS9YXW2xf4tLSUzRO6qpKVHYtmZgDP7uDZPlrUwovvyx4nZky1Wg4bXLWX50Ks3orCYagt1rQmxuVsxnLcbmAhrLYXwajlwypSMLVpRZ+Qxz1oPXL5rgC0zru49uCbGr2eG1yx5fP5wiGoLP7DaTHSfnFPhQVqLpHda8dM5kMb+4L8L+9S4X+n2ePZTKHZNiz1qXDbmsaRDAN18pDuIe3uSwpsEm6kLHoGJ1rSYIoH/YdKsAaErafPnjsTuiBOGXrZXhKYtoWBMLaVkrQgghxBJbsgz2AqVg3/oQKNPea1uzQ2UJeAEk4wFlUbg2brGiXPHMvhAPb3SI5jZpDU8UArtrI6atWDKu+OMn4/zuA2FqShWJMHzlqThNFaZt2fFLpo64thxsCw6eLQ4YlDK3/4vHovyvT0RZV2tzZcind7DwXNO5FszJuOKZvWGe3OUSaMXQJDRUgG2bYGRFEn7/0QjJuGJ0Zkn/jnlXLAUPrS0MLLlnpUNjtSLQEHJMcH1tQhEOKZ681zGDZHKZz4HJQsZ4eg4u9nlEXcXT28J85akY97aYWuCH1jl8cV+EVAa+fzxNKg1hFyrLNNfHNC+cNMH17z1kgmuAzfU2X/tcgt+6Nwxa8/KFTFHGfCG4bq22+cIjYba22IxMw1xG0VKt8/2+62vgmb1hoi6MzPjEbj2bZdn5ZWulIhGQCGuzVioUn5W1IoQQQiyZJQ+wAU51ZUll4L5Wl40rrXxnCK0hnYX6chMZdY8qtrbY/M6BMDuaHWrLFh++CfDGZjXfPT5fdKk6Hoa1deZBS6ImUHEsjWUVLoXPZW7+UH/2cIr2weJ6YRS4tubhTQ7P7AtRVaq4OmJRHoeKuGZgxGRuF4RdzQO5APG1y9n3/iZ9wC72+4zOana2uOxotSmJmtu1hrkM1JVqYmHN1WFFVYn54+ejW1yizs3vYyprBp0MTxd/b8OKhRMNjg2WMt+vrVBU5DbBJePFv6IX+33+5oTJ4N6oImaCuCd2OTiWYnBK0VSpUGiGxkxmfuH5Kstge7NDKnNnnZdfaa1o6B1VbF1l8w9krQghhBAfuCWfURxoeKnNfJg2VtssVKz0j8CFXo/OIZ+dLQ5bW2xWV0PKU4ylYN9mO9+tAKCm3OLARodzPT6Xh3xm0+Qv+2sNl3MDO9KeCS7Ko2b33FRuHHTvqF9Ufzs8rRmb0yRjivK4RUnMBCgKeGCzQyys6BnT1CWguTLg+hi8ftEMWomGYGO9OebFBaQvtWX41I5Q0VS75UhrOJLrNd1cbeWHjYxNQed1n5NXTQeJe1sdmivNDsTuUcXGJovmunB++mM0Avs3Osyk4FSXx6muLE/eU9hxd7G/cAKzXmGyYyZQzHvm96B31C8atX0p1zJwRZmVH+kNYFnwuYdCWCgGpqCxXOM60DVQ2DBXEVdsbwmxssZ0NVmILF9qy7JvnVs0tXI5ejdrZVW1ydxPzstaEUIIIT5oS16DfXU44D/80AzTQJvpgSgYu+EycdSFPevCtK6AaAiuT5pL2rFI4dI/wIUun0OXPPa2uqxbYdNUYXO0I8tLFzNEXfjMHlPvO59VRFxN1ivUle5tdfntvRFea8/QOxpwtDPL4/eEaK1fFMgpmE4pNFAa1cyk4M3LPm19N08EvHHgCcA/+UiU+1Yt+d81v9RMGv7ov0/njz0ZV0RcRf9EUHxHDTtXuWxtsUhEKarP9oLCuPW5NHzj5TSNFRbbV7psWGEzOhvw8/OZXL2vy+4Nlvlrz1J4gaZ3SPPCKTM05Z9+JEZVwuL1Do+jHWlGpzV/8FgEd1G23LEVPeOa2oTCUmYoyuuXzHn9VfzHzyaoXeY1v+91rQxOKuIRs5EwWHRXWStCCCHE+2PJA+zhGU33sE/PmE/7gG+muS1cHb7Fh25lwmLvWoemWoVjweVBRdTSnO32eHyHw9wcfPNQrn3cDT8bDcHv7A+bzOaIornSBA3fPnzrDgcAv7s/TCIKF7o0TVUWs4GmOanI+pq2bnijo7hcoaHCyk/aA9jW6LB+hc3KSpsN9TaKmyfhLTezaege8bk04HFtLKB3zJSL/DKPbA6xeoUiFsrVZys43Zll22qHZAk899riTXcLvfeMhzY4bGmx8X1FJgPRqKZzQPPi2VuflIYKm0/cb85135imotwi6pogLu3BqctBfhDNgvpyq+gPhL2tLk1Jiw31DiuT1h2RKf2118qQIqI0b8laEUIIId5XS54eqk4oqhMO965y0Np0g/ifnp2mvtxi7waX8hIYHNUcac8yNqOZSwcs5CS9AFqqNEcv+kQjFoGviMc1n3swQvegx9luj2hEFTJ8uZZxdZVQV2Y+vNMZM1Y6lasrjbqQyir2b3CorbAoiUFqXjGW0ox3e+zeYJP1zX3rkoqKhE1q3Gdzvc3mZodkbtrdi6dMd41//tEo9g2DTpa7eBg2NdhsajDjuQMNf/KTFO2DHp/dEyYRh4lpOHu10EFk4c80LzD12W3dGjtkM5+2UKUBH9sRIhMovndknq0NFuf6CpnlvlHN5mYI25pwTOFpyGSLs+XJhEUqHfD0rjAhx5y7kRm4PqPRBKxrNJswHQvqk4qLuaEmGxsctq6yiYbM6/hvL2ZoSlp86UBk2ZeE3OjXXiuVslaEEEKID8KSB9iLKQWWbdq5tQ/6VOc+2JtqFM9Uh5iaNSOzXaf4Z1rrbOYzMDkPCkVVmaY0brN9jUPWh2+/Os/GBpeqUou6SpicgbY+n+Yqi/pK2L85xKELWcZmA35zbwTbMvW7YRdGphUhB9bVWmT9Qp0wQLJE88n7HVIZh2iokG0LNFwZ9mlK2qg7IDP6yygFtoLGpEX7dbAsUy5Ql4TapEMq7ZDOaioSxdHqqhWK+Z6A+kqTAV1TrfG05n9+whT7zmYg4poNkI/tMJ1FLvUrRid97t9osaHJZnBcc30yIJmweGyn2ZAYC4GjoGNY0VINc2nF6hU2SgX5422qUfzOgXBuk13hmGZTAJrGCuuOC65vJGtFCCGEWL6WVYAN5kp1Y6UJGl4953H/OodYxHwglyUK98v4io7egFUrFLXJhYIDTchW9IxCVUKR8TRhF77waBgFXO3XaG1GZ4cdm5Cj0cDYlM9n97nMZyAWNo/kB4recU1LJWQ8TSJijm5hVPTWFjt/XItHfY9OwsmFUdV3QSC3YGWl2ex4oiPLrlaHyjJzrmJhiIXNi9TA4DjYQHUF7FxjoXVgNqdmFSNzmpq46Xv8+E7zqzeTgt5hTXOtImRr4lFlsqdTsKXZ4UA5pHIDHUvCMDJrE7ICVldr/AA2NCmUMhvnJmY165sUiuLAEqB3SPP626Y+oTJxd5wUWStCCCHE8rTsAmyApgqTyuoa9mlM2qxpLP7kHZ2En7+VZnxWMzxt01ht09FvLoY/ttNhRbkJ8i4NKDbWayZSEHagsUZxqTdgw0qL9Q0mw5eaV6yut7EUuI7CUZqLg4rahOnTm/Y0b7wdMDkX0FztMDjh0dbnc7Hf56H1Lq0NxcemlGY+V2faWHH3pOSaKkwquHPIp7pUURq3i4LYuTQcvuBxZcgnGoJHN4foHw/oGvb5xP0homFNUzlcvAYrqxThsGYuZSYPjk2b4GtVLXiBhaU0mayivkqTyZp64HTW4tq4Zn2dT9Y3Lem+fzRLXbmiIWlz8qopizjTpfjkfSFikeLjj4VVvsy4ueruqUNoqrBAy1oRQgghlpMl3+R4I63hLw+lOdKR4eM7QzTX3JzWausOePViNlcDWvy9VdU2e9Y6lJeaLgZzacWbnT6NFYpVdQrfV7w9pJlNmczdbFazpQG6B+H6pGZtg0VVwnRbmJyF42+b9mfm4Cjsz1OwutrmiV1O0bcAZubhb15LE4tY/NvfiOcyene2759M88KZDPs3OGxuuTlAHZ2E546miTqQWmgSkXtTkgnF+nqXbatUrq8ynLiimJrx2LfJxrXh2BVT+z2bAaXh3haFRnP4vE9pqcOuFvACjVLQ2ac51+MxMFlcpx11FClP88wDESpLc3laXShHWDjGdXU2X3kqdseP4Ja1IoQQQixPyy5tNDytOdKRobXaoanKfAxnPegZ1Nz4l8DT2yJsb3L54r4If/xEDICrwz5v9/sMjSlmUhAJaVYmLeywYjatGJk1nSruaVRMpjSDkwHprEVgKyytcTGlB6NTmr4RnQ8YvrAvwhceivDIxhBPby+eq601vHEpYHTSfB0PK+5d4zA6E/DihXdouXAHmUmbvsRRF9Y2mo2PWkPfsCkjAFC5KPYjm0Jsa3R4enuY/+NTcdbV2iazfDXD2KSmZ1jjBdBYodm80qV3wvRbDruwokzRWqXIBpr+Sc21cUVzrYOf9vACTSoNo5Oa870muK5MKP74iRjP3Bdm75oQe9eGio5bAy+e9pjLmOOtKIXV1Q7t130u9v1q7fuWM1krQgghxPK0rEpEtIbvHJ8HYHzO5+dnNBHXBAKpDPzhE2bj2kLw0Fxl8eQ9bj5D+b9/Is7/+aPZ3FATj9/cEyEa1qysMVlM3zft57Y3m9Ta9ma40KdoHwzY2ggtlRZKwfAU/M2RhQ97xRf2hTmwvjBPu63f54WzsGLRZe3r4z6nurKsKLMYmAjyKbqX2tI8viWUH+RxJ3oxN6glGoKX3/KoiCmuDptx2597IEyyFBZCOqXgjx6P5s/J7++P8tdH5zl7zeO5YxlWV9s0VjtUloJSAdUKXr0UcGC9TYDJSO8rsfnBGY9PbHPQBDTXmIx5+zWfox2Fmt1/9liM2hLF5kbz/e+fNOcsmxtS43lwZcjnykGf1lqbzsGAhd+er7+W4mvPJO7YNnCyVoQQQojla1kF2Bf6fc70mABqbFYzNlucZbw2oqkqVbzZaa51L778D7C6xiIZV/l+yxe6stSWK1CKmgqXrnGfrQ0Wi3swr6m1OHYlYCJlkUlrLOBCT2EQRtSF/esKAQOAzlUmnLqaZU19mMlZ6M+VKwxMFgIGgFTG1Mduabwz636n503gA+a1XBkqPieX+33uS9iczAW+18aConNSU6qoLCkEVxNzARe7fJRSRMIWcwGEbPLBNYCvA0oiilcu+dy70iblaabngvzvBsD6FS61JcXR8bVRc2zH3s7yG3tczncVjrXzhjHeozOaoSlNbdmdGWHLWhFCCCGWr2UVYNeUWNw4hGRBQ4VFU7X5NC6LmF68N2Yfhyb1omEmcM8qh2SZeTilfKbnLfrGAlbXFH5mYEyzstyiJqFJ5+o/V9faXMxtBEOZSZGL+/MuPO99raZrQyxKvsZ1Ta3D2Ixv+gkr00Zt8x0cMCTCxb2PgaIi2i0tNpYFW5sdOod8GpPFVUdeANfGCsFfS7XN5hY7/xC2UvzwTIBjWXi5MYOuUkzPB3xmh4OvA2KBqeOu73foHDIBndb6pqBxwUObTKa2ttwcS9SBhqRD35iXrw9/YI17xwbXIGtFCCGEWM6WV4Bdqnh6u8sLZzJsXGGze6NDxIUr/ZreET8/zCQatgCfoemAnrd8mqvN/f7D382Cgh3NDmVxqC4zUwmvDGha6y2wNJ2DAeGQRVVcMTKtaR8OaKqwGJ5SXB8zA0uqyhQHNoYYmfS50O/zR9+a5j8+U8LodMCZXp9krPi4dWACiJU1NokYaG3z89Omo8Ynd4Tv6M10SsEnd4R59rV5Wqtt9m5yiEfg+rjm0AWPaO5y/uKex98/kWFjvU1j0ubf/2CG0RlNfbnF5iYn3y/72pDCsTXa0dSVWxy+HLBzpemIcao/YFW1xbm+gPIw+AHUV8GGRouGSodDFz0OXswwNhvwew9FaR/w6BkLaKiwONOzUA+uWVGl2NnisHONjWNDgM3fvJZlbFbzyR13dh2CrBUhhBBi+VpWATbA41vCvHQhQ9eoz4OWGUDS2qBYXW++1toMyAB4uS1L77gPOtcoWZls5boGh2SpNkUHWjE8p6mdg1VVmrEZi6vDFme6PRorLOpKLTbWQ2c/XJ+GlRlFLKLZ1KwYHHe5MmjGUf8v35rOH+NCH+WFjX1KwaZmu6hbxZUhn3W1Nhvr7/yM3L51Li9dyNA57HNv1sGKmmmJn9tXqOlNZ01E91JbhlQWXjhb+PmoA3XlFmsaCu/XWEqTTmv2rlfUlyhe74SXLga4DtSVKrbUKbTSHLoQUJqwWFmrWFkDGpveYc31CVMi8S//ajqfTa+IKVN3nIsuFbB7Q+H9f7vbZ2w24CObQtSU3vmhnKwVIYQQYnladl1EEmH46OYwqQwcueiRzV3SX/hAVgpKo+br3nGfVVXmsnLUVayutvlHj4ZJlmocCwYmQSvY3epQXmJ6KtcmYN+6gE21DjuaobFMYSlortOsrVXEQmbyoKOgtkLzjx4N01hh6lV3NDusKLMYndFEHUguqi1eHDC8dN5s+tq71r1lCcOdxlLwuT2mJuBwW5a0VwiWFpjqDkUqa0oA9qxxSMbMLrvPPhjm/lygGwSKa+OwcxVsaVb4GrqHNfvXwSfvUTy4xmJ7EwwvlA2ssNjUoBiahPFZhW3BE7scPrnbZKDrKyz2b3CJujA+p0nGVT6rvlhHn+aNTg9QPL45dPMd7kCyVoQQQojladllsAFm0yYDeXXIp7nWoaWm+Pt7N9msa7A50eHx0GaHaBj2KUXgm2AhlbG4ngpoqjC9kzUaNJy76rO91WYuBX3jPvWVipKYpr0P1tRDfaXphrG6GuayNpOpgBVlmt/Y7eLn6n1nUzbnuwvT6W6kgYqoxdiMz7Wx4OY73KG6h02d7fhsQGefx6bm4mxjY7XiC4+EOXfVo7rUYnW9YnurTdaDkGt6X3cM2axKBjSUg+dDNAyTsxal0QBfm8xoZRn4IZiY0cQjNnWVARpN0gU3N3kwGVckSzV/+EQ4H5RF3BBpL2BLi0NwQ2t3rc0o72jIIpUOuDTgUVNavBnvTiVrRQghhFh+ll0GO9CFTXGfeyhcFDAEAfna0soyeHyX2Tg1NgUTkwFhW9E5pIhHAqrikPHNhMFvHEzxxts+VaWmtVjfiMb3YXouN1Jbazr7NT84lmVu3tT8hhyfFWWaoSmL6XnzHKOTEI+asoOFgEFrmJsvHFdVGXw0Nwa8d9S/xRa0O9NobkPc0/eGi4JrTeG1x8Ka3RtsVtcr5rNmBLpjm4z1XMZmdbWPb0EAvPqWx4snPa4MZCkvNf2b+8d8hsbN5sXWFYpLPT5nO8w/rc0Y7hXlJnN7dUihUPRc12R9WF2v2NRs54PrrEdRRrepRvHoVhcU9NwlwZysFSGEEGJ5Wn4ZbA3tgz715Rbh3NHNzcO1Yc2Ryxk2NbhsbbGImja/ZDw49rZHScJihwurqjXD45qBcXijM0vENe2/TnV5TKZs6pIOaxsVdkhRVa6ZmoHX3jZ9ngHeaPeYSsHO1Q4NVYpkIiA1rzjXG1AShmSpymdNp+YUr5zL0jfms6nRZstKh4oS8LQimTA9g4MA7GX3Z8y7oykEcslSc1vWg+EJzeGLWaIhiwc3OFSWFX7mfFfAXFozOa/Y0QJTKZ/hWc2PTqRJJiz6xhdatUFVmel68fBWm5m0QinN2Q6fYx2FFnDzWega8fnsgyG01qyqhu7r0DOuyGpoXZE71twAnF/kSg821jtsXWUTC5MvHbk26hOwDP+6fLdkrQghhBDL0rIIsAMNcxmTxbo0YAK5/omAF97MUh5XXLhWGBBy8moWWznsWmfaw83OKzY2u3QPZk1f5TR85/VMfuNbKk3+6/6xgCBQoHS+W4HW+YcGyLcc6zvpg4bfORCmJKqZn/dprnToGrFYWxPgabg27NM37oOCtj6ftj6faKj4Of/kp3M0JW1WJi2akjbNVdYdUWua65jHpQGfnhGf9lwf6e+9lqGu3MoPNAFg1ue1S/D0fQ62ZTbWRaMWNgHVCdOq7/B50ykCRT64BhPQjUwENFXbZu9d7r2ZL8TWAJzuNjf8txfTNFTYfOJ+h3AIvIxHKOQyMAVN5ZpUFq4OFo5tYZDK4lHh7YM+X/vxHOtXOKxM2jQlrTtm0+N7XSu2krUihBBCfFCWPMBu6/P57hvz9C6+bJ9rktw3HtA3Xri5odziwY0uyVKzWa5vQtNcCWVxzapaBwV0DZjhFduaXNbXWaxf4fD1wymujZvR2ratFwUJCk1ANKxIZTXram32rnFpH/S5NubTOxYwPKkpjSmeuNcBDbYVMJsxAzruWWXRUhvmzXaftn4TAKYyFA3PaL/u0z7g52/74ydjbG5Y3t0SBqc0z742z9sD3k3fu3GoSdSFR7eGaKxWuBZ0DCtWVcLmRtBYKEz2+cqwT2WJYs9qlx0rXdoHPZ570wywWZG8+f2oT1qc6jKP/8DaME1JxevtWa6N+/SNB2Q9qEtCXaUD2tQTX5uAZFSxf6vDppUOr1/yTFBHIbhe0D7g03698Dr+428lln1f7Pe6VvxA0TetaU7KWhFCCCE+CEseYK+sshmZNgHDgY0hkiWKtKe51OtzJbexLurCQxtCrK5XuDa0DVisr9bUl4PnaywFo1OK4QlNey6r9tt7wvms5L9+Ks5Xnpvm2njAiXafPRvNh7bW0N4XMDZjuk/8m6dN0979612GpjT/29/M8GZHlmzWpbpMUVlmMoghR9OUhMEpRcSBh++x2dJs5wO6qKu4f43D2gYLx4bro/B3J9JUxhWb7oBWZDUlipEp8z7ubHGoS9qEHegeCjjVVYhU965x2NxiEw3lgtuYYlWVLqqlvditmUqZW7avdPnN+0ydxuraEKms5kdnMjz/ZpovPRbGcUxsNTcPL5wyKejP7Y6wPzd6+6F1Ls+fTPPC2QynOnzKYhYtdaZriBdAbQm4tqZjyKYpGfCJ+x2uDdscbfcYnQlIxhUPrHepS5p2fj3XNS+ey7Cu1r4jMti3WisZT3Pxmk/nkI/i5rVyYcBiQ7WmvkzWihBCCPFBWfIAOxGGvWtDHGzLUBqzqEualNzKGofJWZveoYANTYuDOJv1dT4DY3D1ugkAFHB93OPQRQ80VMYV1YvGaMfD0FRh037dp6W28KGt0FTl2oetryu8FUpBdamiKWnTO+bzcluGAxtdKsvMfY+0+dRVWKxeASFH0TUKVTHFJ+53GJt2KI3lNoTlzOWmID66KXRHXPJWyhzrc2+mSUQUzbnNc7UVFltbwgyMaVZUKhIRmM8oeic0TeUwldIcPOvx5K4QEKA1vNJWKEFYX1ccMDXlMtf15RbuotrbaNhMbhyb0aysXHS+FOxsMcNVFkpGPlcRJho2wdyPjnvs2+jQXOljacWVEcWaWkVt0mV6DpIlxa0FF4LVB+6QFnHvtFaaahymZmx6hm9cKxYb6gJZK0IIIcQHbFlsKVroS3yhJ0tmofMDUB5XbFttE2hF7zg0loPn+/z9SY/nj6eZmls0AnqhY0LC4gv7o0UfzgrTog0Fl3o9gtwV9iCAjlyZwMJgjgWWgi88GGFbU/HfIFrDzDy8+FaG517LMDyhqa+AaAi6hhU1ZSofMGhMN4UTnVnQsG/9ndN/ed/6EFEX3rySZS5Dfix5LAKt9Yp4SHFlWBELa6picKFb842X01wd9glyb/DCOYi68NS2ELtait/LqhIzubF/ImB6tnD72BSMzWiit3i7mist/uGDESrjxdGXAvonfJ47mua1Cx6znqa1FlJZxegM1FYUNtxpDb2Dmov9Hsm44qF1d07LvndaK2UJs1Z8bbq2mLUSyFoRQgghlsCyCLBjIUVFTHFl2Ofbr6YZHDO3K624PATxsKYqUQjirgyZD/qwY0YvA9SU2yTjitHZgP/60hzPn8zkg4C/eHWes71Z6sstHtziYFkwk9FYFjxyj0NDucWRjix/ecjUBM/Mw4mrHv/14Bxne80GuWTCvFVKmcveYOqR//r1NC+e9JiY07TWmU12AxPg2IrrY/CjN9OMzWoqSxQ9i0ZYL3fxEDRV2qQy8I2Daa70mwN3lBkuAtBcqem6rvnWoTQHL2TyP6vzkSzsaHFJZeHHZzP8p5/MMThpHqdrOOBPfmrGdT+9M0RpAuZ9RTZr2sp9YpcZoPInP5mla9ic5MFJzd+dyvA3J9KMzmjW1DpEFsVh0Vywdv6azzcOpjl92UcR0JCEoUkYm1U4tuJCl88Lp003DKWhe/TOadt3q7Vi8tiK8/2QCGsqZa0IIYQQS0ppvXQfY1rDyS6P7xyfZ2xWk0xYHNjs0lAB16YUNQmwLdMX+dmX0kWdJTY1ODyw0S66vKy1aVH20jkzrntdnc1T94T585fnSGXgix8x5QSnL/tMZW1KXJ+da22mZuFbh9NUJhRPbYvwwhlzPFCoM77xeS71al65kCnapPUHj4VxbbAsGJkyGdOIC29d8Th11QMF21c6fH53ZFnX/Lb1+Xz3+Dy94wFRBx7aGGJdo+LaJJRHFPGwJtDw6luFDWtgSj0+stWlJF54LK1hdFpx6nKWzmGfqAuf3x3h7es+Rzqy7Gh22LPRJpWG1855lJRa3LPSIhaBoxd9znR7PLIxhKXMGHYw5SMPrHNprFZF2desBwfPZrkyHBQd0yd3mxIQM6hGUxFTZD3NkYtevs5/7xqX39gZpqZkeZ6Xd1orjUnonYSahJK1IoQQQiwTSxZga22yZUc7zaa53Wsctq8JMTETEHIh4oBtmxZhWsOf/yyd/9nHt5pNXO9Uo9nRrzl5JcvYjHlp0ZDpWLBnjcuONRZXr2u6RmFDvcWKCs2xSz6nu7z8/QA2N9jEoza71rzzh/vwJPz4RNp0qNDwuQcjJEtNkDM9byYO9o5pknGLmZTmxOVsPqD7Jx+Jct+qJS+Bv8m3jqbzgezOFod719p4gWJwRtNQpvB9Tcg1WdMXTxYC1J0tDjvXFAdXiwUavvlSGpTpQhENKVIZ899nHgwRDcGh8z4lMZsdq03Xj28czJ3zXKeMZFxREbfYudqhqvzWz6OBzj7Nz88VMuoLEx+1NsNUyuLw1jXYVKcYndL84lzGlKQ48M8eiy27zXW3Wis7Wl0m5jSuDVFHY+U2iMpaEUIIIZbekpWIHG7PcrQjS0OFxW8/FGJzs8vghE9NKQyPB/zVy/P5+2YXZ+Pq7XzAsPhPg/5RbabEYdFab4K2T+8Ok4wrUhlYXW3TWmde7qo6xapaEzAAbFtls7PFyd/vS49G2L/VYdcahca8SfPZGwpVgeoy2L8pnL/NWvRuHmvz+MmJLGUxiIU0U2n42L0hPpXrovHcG/PMFF7istDW5/NSW4ZkXPHM3jB71jt0jkAsoomg+N7raabncnfWMJ8tnID71xeC64XzooGRiXx8zBc+GuaZfWF2trgmuHbgwEaXWNiUE3zkHptNK825jYXgt/aY84cy93tmX4jHdjpUloNWJlieW/Qeam2eZ02DYkW5lT+Ixb8/33wlzesXfFoqzHNOZxX/YF+Ix+4Jk/LgO8fml11pQtFa2RdiU7PD9emA6hKzVv77K4WAWtaKEEIIsfSWJC2kNfzwdBoUfGxHyHQ8iGtCCr71qqnDXNzrbTq16IctEwQo4NAFn8d32CgF18d9fvCmGV7x6d0RyuKaugp4Zl+IwXGoq6ToMReLhs1I542NNiUJ0zEBYHIW/j7XLm5Lk83mFhut4Y1LAWtWWJQnYGrWL/QiHvEoTxSyn51DPp0HfXa2OGxtsZnPgrZh/0aXQxezvHg+zWfuDd/Ot/Y9CzT88Ix5rR+9J8R0VlGhoa4EfvKml6/lXax/wpRiVMQtpmahJAbtfVBdauqotYbnjqaJhWHbSpMRjYU196+3WFMfpjQO7qJk8Y1Z1upyeOahEKl58uO2AY5d9BmaCugbD3hmb5hYxDzXofMe9693yXqaWCj3YApmUpB0yQd7p7o8Lvb77FnrsrZekfIsbEeza5XLyatZfnYuw5P3LI9NdjetlSloTcBsCv7q1TTjslaEEEKIZWdJAuznT5kg+qENDq6rqS2Dl895tPX5aKAqoRid0Vwd0LSsULzeZi6Na6DtmkfbNa+QFsV8SNu56CyVgVfOZXhks0tpri1bXZJ8wJDNgpNrGqE1zM5BPGbuV5ooHOPcHDx/PJ2/DJ7OtX9WCiZnA547Wjy5xHTc8Giqtpmcg85hn6akBQGcumoCuu1NNuGwRTbXiuyFsxkeXBeidhnUmL7WnqX9usfGFTbJEigLNOeuBhy5bLo6JBNmYMj5Ho/9WxzOdhbqnMdnA759OJ0PYD+dyzyq3L9UBs72ZCmNhWjNZVQrSwvP7WuYT0NZLPd4k5pETOG65ucXB9dnO/x8i778k2DGgLddMxMCAdBm02PKh8NtWT5+r8uFLvO9tbU2ozMBL1/IcOwybG9yCEWsfJb3R2fS7FsfIrEM4rkb10pNSW6tXPPRStaKEEIIsRx94AH2TBpeynWcOHTJ43CuHy8WrKux+fyeCFUlFv/uBzP87GyG1QMOfRMBD6xxeXRjKLc5LsO13Ljtiz0BaxusfKcJgIirbip+yXrQ0ac53pnhC48UIqdvHk6zq8Vh6yqb2KKASrmwu9XheIdHKgtv9Xq01tt4ngkIAJoqLPaucdm3PsSlAY8/+0WK7x9Lm+DOhS/ui9JcZfHa5Sw/PJXmaOfNkxG/e3yef/HR6DvWyH4Q8llS4OKAnx+BvVD3/Pv7o2yst/nq92dp6/NJZ03GsSlp8Xv7ovSMmc2Ib18379Ubl7M8lXS51F2YykdhgneR0Uk41elRnzRt5sxdFd86nObxrSHqq4vfmLVNNtcndb4+92SHx2M7HTr6cs+lzea47S0OD611+dbRNAcvZvj+MVNn3Vhh8UePxYiF4PmTpt78aIdXtAEvlYVvH53nHz8cYSn90rVSK2tFCCGEWK4+8E2OJ656/GJRS7cFe9e67F/v5uOcruGAf/fDWRTQWGHxr5+K5zOKGtMe7N/93QypLLRUWfmgcFO9zYF7bv674UJXwKFLJpP2h0+E6R5VNFdq/uvP0ijgwEaHTc03b27rGdT8+LQ53oYy0x+4byLgj5+MsbHexlr0YX+oPcuzh0yx6Bf3R9i/qL+y1phjXBwcaNN2raV6abslvnnFy29sXGxdnc2nd4XzAc3MPHzluWlSWZMd/vJTcVqqzLFrbf795SGzGW/XKoeTV0zgGnXhHzwcIWQX/6ppDX/+9ybzvX+Dw7bVNtNpxdyc5rmjJuD//UcjhN3inwsC+NGbHv25Meg7Vjqc7vZIJhRf/XSCeKi43OT/fcUcU9SFf/WxOKsWvd8z89AzdkP0v0zOi6yVRQ++TM6JEEII8av4wDPYu1qcmwaOwM31ty3VFl/cF+GlCxm+8lSc+OKMGVASMe3e/uxgqpBxBXauMY+ttbkEvpBpU+rWf0dUxBQTc5prI5qNK81xTExDPAqODXVJRdQ1Wc2+ydzkvzUumxtuDjD2r3PNSOkBvyhgWHh9m27xM8vBfasd7r1Fl4Ybz0kiAl/+WJyv/XSWL3+sEFwv3Fcp+O29Ec70ZDl5tZAV3tHi5oPrrA9h2yS0Z+YpCqIWTtHip52Z04TLzI2jE5AszU10XGXnA+zTPea5Pr87csuyjj84EEEpWFtnFwXXC69pU/3yDNpkrQghhBB3pg88wH43l3cPrHfZ1ewWBQyL7Wpx2N7kcqbXZNuirunti4KeER8CxeO7zAd1z8itg4Zk3GJizkctOrD+sYA3OrLUV5hNYalFJaRRFz6/551LBw6sdzmw/s6ZDLjgVz0vLdUWX/tcyTvWJyfC8HsPRfmzg4XddvNZzcVuTToTcKbb4x99JIxlQSbDovrgxQdDPqHsL5ok+NzRDA0VioirGJstHg6zvenWwejCa/uDA0tb7vFeyFoRQggh7kzLvrls4pfERUrB7++P8JXnPFIZMxnulYsZFiK0+1Y5+RZl6cwvr4TpGPR4OLBxbZhOmcfqHDJdD9bV2fn50B/dvDw2vy2l/9HrzwdzPVlQilNdxfW0ng8hK9dS7oYgsih5quBSv09NhannRWv6xnW+bnddbSHL+fm9kQ99ba6sFSGEEGJ5WPYB9v9IIgL/+XcTkAsO3h7wmctovn44xZtXPfxcrNA/uSjjuSgQy1egK/jJm1lqyyxOd3tUJhT/6sl4forcQqL1wx7E/SqUgn/xeAStI2aS44xmZCbgtfYsxzqz/P3JLDtaXV46V+jfvNDDeuHrBRd6PWpLbc50m35ze1tdvrTfBNM691xoOS+/ClkrQgghxAdjSUelv5+GpjV/+vO5fAeFBXvXOmxvtekaUbRUaQbHFT89OU9qUZK1qcLiyx+P/9KMoHj3tIZvH8vwUlu66PZkXPGxHSGqSmAyrXAszZE2n7a+4u4eT28P85ldy6M/9d1E1ooQQghxe921ATbAbBr+88/naB/0ibrw5I6w6fML+aABzGa71y+Ysd+VCcVXP5V4x1pW8ev76dkM3zthguydzQ4715lyg5AyAXY0ZEZodw/BK+fSpDx4anuI39wlJ+X9ImtFCCGEuH2WZ/uE2yQagrmMqdl95sFCwHCjRAQe2+VQX24xOmOmGor3Tzxi0tJ71zjcv8Eumua4QCloqYWnc0NrxmeKS0fE7SVrRQghhLh97uoAe2Rac208YHOjTTR3CTvrQ8bLTbJLmxHPYN6ILSsdQHO6O3vLxxO/Pq3hTG4SY2u9na/TnZ0v1GFfHy0E05WlpoTkdE+G2ZtbQovbRNaKEEIIcfvc1QH2pQETyM1n4Uq/Zmgcvn8kw+S0ydSl0vDtw2lOX/a51Aud102P4DPd3q2GDorbQGt4e9BMJLw2ohkchzMdAa9fMO+51vBWl8ePjme52KN5q9MnlTF9mk9JMPe+kbUihBBC3D53fBeRd6I1nO7yAUXnoG/aiOUMTvgkEoWXfqzTAwo7t0amg1v3Zxa/tlPdHqlcd7hXFk2PjLpQ+HVU9E349E3kvp9ryzcyFSBuP1krQgghxO111wbYSsEfPR5hJg09oz6pLJzpznKkI3tT+7BtKx0e2xSiqsSiKqHyUwnF7berxeEvfr+EnpGAuYyme8Tn4MUMozMafcN7/tl7wzRX22xYYUv89j6StSKEEELcXndtgA3mg78kQn5Uc8yFIx1Z0wd40f2aKiwZzfwBUcokO1tyI8s31tuc7fUYnQ3yddcL56a52mZTvZyXD4KsFSGEEOL2uatrsN+JuiEfOjorVaRLRd/iK7F8yFoRQggh3r0PZYCdzmjTazn3/6PTUtu7HGT9XMmBBNvLhqwVIYQQ4t37UAXYKyttoi6c7fEoj1gM5ibXNSTlkvdSsRSsX2He//M9Ho4F/ZNmk11VyYfq13NZkbUihBBCvHcfqggmEYFPbA+TysLxy1ne6MwSdeHTMiFwST22OUxlQnHkkseJy6bLyNPbQtSUyO65pSJrRQghhHjvPlQBNsDjW0M0VVi0XTOB3Ce2h0lIzLCkEhH43G4z3eR0t0fUhce3yElZarJWhBBCiPfmQxdgW6oQzCXjiie2hpb4iATArmaHdXWm/OCZ3RESkSU+ICFrRQghhHiP7uo2fe9kU4PNntUu+9a70sN3mVAKfm9/lGcPpXhonbvUhyNyZK0IIYQQ757SWn8oWzbMpiEul7uXnZk0UoawzMhaEUIIId6dD22ALYQQQgghxPvhQ1eDLYQQQgghxPtJAmwhhBBCCCFuIwmwhRBCCCGEuI0kwBZCCCGEEOI2kgBbCCGEEEKI20gCbCGEEEIIIW4jCbCFEEIIIYS4jSTAFkIIIYQQ4jaSAFsIIYQQQojbSAJsIYQQQgghbqP/H7EYbvLH2qXmAAAAAElFTkSuQmCC"
null
[ "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", "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", "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" ]
0
math
algebra-2
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the domain of this logarithmic function?
"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"
[ "$\\{x \\mid x \\leq-4\\}$", "all real numbers", "$\\{x \\mid x>-4\\}$", "$\\{x \\mid x<-4\\}$" ]
null
2
math
grade-2
identify-lines-of-symmetry
false
true
Is the dotted line a line of symmetry?
"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"
[ "yes", "no" ]
null
1
math
grade-5
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAEPCAYAAAB4ALMPAAAfXklEQVR4nO3da3Td1Xkn4Feybr5hGWM7wrKNjS/ENoRgiBNMgOAmtNPSJIVpmkwMGcrMUEJL62lpO4WEkMDQMiRp18yQNVmdNbMmdM0KENomaaCeAEmIIQRwE262MQaMjTAYJMsXfJGO5oOx9tGxZR1J56ZznueL/5KPpO3z6aef3713XV9fX18AAAAFUV/uBQAAQDURsAEAoIAEbAAAKCABGwAACkjABgCAAhKwAQCggARsAAAooIoJ2F/5h3fiim/sic495V4JAACMXEUE7LvWHYofrD8Qm1/vid/+m65yLwcAAEasIgL245sP9j/vO9gXj2zqKeNqAABg5CoiYL/e2dv/3Bd1ccf39pZxNQAAMHIVEbDf3N2XPuiLeKO7L3668eDgXwAAABWq7AF7/8FMHOhJAbuu7vCf/+X775RpRQAAMHJlD9g/3njsees3uvvikY2HSrwaAAAYnbIH7MdfTAF75pS6GN+Y/u6O7+8rw4oAAGDkyh6wN76WNjjOm9EQ//bC8f0fm8UGAGCsKXvAfr0rBez3n9IQ/2Zl84AW2yw2AABjSVkDdk8mE/uyCupVSw8n69/9iBYbAICxqawB++cvZvqf6+si2loPL+fT52qxAQAYm8oasH/6Qmqmp04YuBQtNgAAY1FZA/bz29L89dzpA5eS22Lf/j0tNgAAla+sAXvb22lEZOmccUf9fXaL/eZuLTYAAJWvrAF7z/50g+N5C5uP+nstNgAAY03ZAvbTWwfe4Lhs9rGXctUqLTYAAGNH2QL2I5vSNegnjK8b9HW/88HmmJhVbmuxAQCoZOVrsF9NGxzbTzz+Mn7/Yi02AABjQ9kC9is70wbHJe2Nx3llxCVnNcekltRy/9X39xdtXQAAMBplC9i79qWA/aGFDUO+/tqPtfQ/7+zOaLEBAKhIZQnYHV2Z6EsHiMQHFwwdsC85qzkmNWuxAQCobGUJ2P/8y7TBcUJT/l937cVabAAAKltZAvYvtqaAfXLr0RfMDOaSs5pjsllsAAAqWFkC9ktvpBNEFp+cf8COiPi8WWwAACpYWQL2W3vSAPaKPOavs+WeKHL797TYAABUjpIH7K59mehNB4jEBUuGF7AjBp4o8uZuLTYAAJWj5AH7h0+n+evmxrpoqB/+Ei45qzkmj9diAwBQeUoesJ94qaf/ecbkwa9IH8rnP6rFBgCg8pQ8YL+4I21wXPie4W1wzJbbYv+VFhsAgApQ8oD95u60wXH5/ONfkT6U7BZ7pxYbAIAKUNKAvf9gJg72pIB94Qg2OGa75KzmOEGLDQBABSlpwH74+TR/3TAuonXC6H/8NVpsAAAqSEkD9s9fTAF72qSRb3DMdslZzTFFiw0AQIUoacDe2JEC9qkzRzceku33tNgAAFSIkgbsjq50w8yZcwsXsHNnsf/yu1psAADKo2QBuyeTif3pjpm4aOnoThDJlT2L/dYeLTYAAOVRsoD96Aupva6vj2hrLeyPvuSs5pgyQYsNAEB5lSxgP/ZCapQLcXrIsfzHfzW+/1mLDQBAOZQsYD+/Pd3gOHd6cX7sqmVNWmwAAMqqZAF7+9tpROSM2SO/In0oWmwAAMqpZAF7z4F0g+N5i5uL9nNyW+zbtNgAAJRQSQL2+pd7Bny8ZFZxf2x2i/22FhsAgBIq3GHUx/HTF9L5fNm3LhbLqmVN8dUfvBNdew+35rd9d398d3HTsL9Pb29v3HvvvfHggw/G3r17Y+7cubF69epYvHhxoZcMAECVKEmD/ezWtMGx/cTSTKWs+bXRt9h33XVXrF27NlavXh033HBDTJs2LW699dbo7u4u5FIBAKgiJWmwt76dAvaS2YW9YGYwq5Y1xdf+6Z3o3DeyFruzszPuv//+uO6662LFihURETFv3rx46KGHore3d4ivBgCgVpWkTt61L21wPHdBSTJ9RET8Uc4s9g+fyb/Ffuqpp6KpqSnOPvvs/s81NTXFxRdfHFOnTi3oOgEAqB5FT7sv7uiJvpSv4wMlDNiHZ7H3R9few0cE/vUP9seqZfm12Fu3bo0ZM2bEY489Fvfdd1/s3LkzZs+eHZdffnksXLiwmMsGAGAMK3qD/aPn0zjFhOKdzjeoNb/W0v/81t78W+zu7u7o7OyMBx54IK644oq4/vrro7GxMW655RYz2AAADCrvgN3b2xvf/va34+qrr+7f9Ldx48Yhv+4Xr6YTRGa1Fu+CmcGsWtYUUyemf+Zf/yC/c7F7e3tj9+7dsWbNmjj99NNjyZIlsWbNmshkMrF27dpiLRcAgDEu74A90hM1Xn4z3eC4aFbpA3ZExB+NoMVuaWmJ1tbWaG1t7f/cpEmTor29PbZv316MZQIAUAXyCthHTtS46qqrYuXKlbF48eL4/Oc/H5/5zGeGPFGjc08K2B+YX7r562y5LfbX7x+6xW5ra4s9e/ZEX/YAeURkMplobCzNSSgAAIw9eQXskZ6o0bUvE70pX8eFS8oTsCMGttj5nChy5plnxqFDh2L9+vX9n+vu7o5t27bFnDlzirZOAADGtrwS70hP1PjnX6b56+aGumioL80lM8eyallTfP3+/fH2u4361+8//oki8+bNi3POOSfuvPPOuPLKK2Py5Mlx9913R0tLS1x00UWlWjYAAGNMXol3pCdqPPlST//zzCnFvyJ9KH/4q8Nrsa+99tpYsWJFfPOb34zbbrst6uvr48Ybb4zx48cf9+sAAKhddX25Q8bH8NWvfjUef/zx+MY3vtG/6W/Pnj1xzTXXxMc//vG49NJLj/l1l329Ozq6DjfGq5Y1xs2XTSzcykfoN2/vjrfePRf7xEn18d0/PqHMKwIAoJrk1WCP9ESNt7I2OC6fXxkbA68b5iw2AAAMR14BeyQnauw/mImDaUIkLjitfBscs61a1hQnTkr/7K/leS42AADkI6+APZITNX74bErXDeMiWieUb4Njrj+7JLXYncO43REAAIaSV+rNPlHj0UcfjWeeeSbuuOOO456o8fMtKWCfNLn8GxyzrVzcFNO02AAAFEHetfJwT9TY2JEC9qkzKmM8JNufarEBACiCvE4RGYmLbtkVBw4d/tbXfmx8fPrc5mL8mFH5+B3dsXP34Y2YUyfWx/f+xIkiAACMTlEGo3symf5wHRFx4ZLKOEEk1/W/ocUGAKCwihKwH9mQxkPq6+qirbVyNjhmW7m4KU6anNb2VbPYAACMUlGS789eTAF76sTK2uCYK7vF7tJiAwAwSkUJ2M9v7+1/nju9MtvrI1YuborpWmwAAAqkKOn3tc50g+MZc8YV40cU1J9osQEAKJCiBOy9B9IGxwtOq7zTQ3KtXNwUJ52gxQYAYPQKHrCfzLpgJiJiUVtlj4gccf2va7EBABi9gqffdZsP9T+fML6yNzhmOzyLndb7tX96p4yrAQBgrCp4wH56a9rg2D5tbLTXR/zJb6RbKTv39WmxAQAYtoIn4G1vp4B9envlXZF+PCsXN8WME7TYAACMXMED9q59aYPjuYsq8wbH4/njX9diAwAwcgUN2Js6MgM+Pnv+2GqwI7TYAACMTkED9k82HOh/ntA8djY45tJiAwAwUgUN2L94Nc1fn9w6tjY4Zsttsb/6Ay02AAD5KWgKfvmNNCJy2qzKv8HxeG74xIT+5669WmwAAPJT0IDdmbXBccWCsTd/nW35/MaYOUWLDQDA8BQsYHd0ZSKTSQH7/NPGdsCOiPiLj2uxAQAYnoIF7IefSzc4tjTWRUP92J3BPiK3xb7DiSIAAAyhYCl4/cs9/c8zTxi7J4jkym6xdzlRBACAIRQsYG/ZkTY4Lmwb2xscsy2f3xjvadViAwCQn4IF7J170hF9Z88fezc4Hs9/+k0tNgAA+SlIwN5/MBOHUr6Ojy4b+xscsy2f3xhtU1Irr8UGAGAwBQnYDzyT5q8bx0W0NI39DY65/vzjLf3PWmwAAAZTkCT81JZ0gshJk6tn/jqbFhsAgHwUJGBv6kjzIafOrL72+ggtNgAAQylIGt6xK10wc+bc6pq/zrZ8fmO0tWqxAQAY3KgDdk8mEwd6UsC+cEl1nSCS689/U4sNAMDgRh2wH34ubXCsr6uLttbqHRGJONxinzw1/Rvv+L4WGwCAZNRp+PEtKWBPnVg9Nzgez59dMr7/edc7ffHdpw6UcTUAAFSSUQfsjdvSBse506u7vT5i+fzGmJXVYt+5dn8ZVwMAQCUZdSJ+bVcK2GfMqc4j+o7lT7XYAAAcw6gD9r6sXPnhRc2j/XZjxvL5jdF+ohYbAICBRhWwH9vcM+Dj02bVxojIEV/4rQn9z1psAAAiRhmwH30hBewTxtfGBsdsS9sbot0sNgAAWUYVsJ/blq5Ib59WW+31EV+4VIsNAEAyqlS87e1M//PS9uq+YGYwS9sbBvxy8d+12AAANW1UAbv7nXSD47kLqveK9KF84ZOpxe7WYgMA1LQRB+xnXs0M+PgDNRywl7Y3xOwTtdgAAIwiYD/yQmppJzbX3gbHXDf+lhYbAIDRNNivpAtmTm6tzQ2O2Za2N8Qcs9gAADVvxMn4lbfSiMiiWbVzg+Px3GAWGwCg5o04YHfuTQH7gzU8f51taXtDzNViAwDUtBEF7I6uTPSlA0Ti/NME7CP+QosNAFDTRhSw/9/T6YKZ5oa6aKg3g33E0vaGmHNSej/+mxYbAKCmjCgZ/8sr6Yr0mVOcIJLrhk+kFnu3FhsAoKaMKGBveSMF7EVtNjjmWtreEHO12AAANWlEAfutPWkA+6z5tXlF+lD+QosNAFCThh2wu/ZlojfrEscLbHA8pqXtDXHKdC02AECtGXbA/mHWBseGcRGtE2xwHMyXLtNiAwDUmmGn4yezNjhOn2T++ngWzGyIeVpsAICaMuyAvbkjXZE+f6b2eig3abEBAGrKsBPym7vTBsf3n2L+eigLZjbEvBmp6f+v/6zFBgCoZsMK2PsPZuJgTwrYFy5xgkg+brp0fP/znv1abACAajasgP3w82n+ur6uLtpajYjkQ4sNAFA7hpWQf/5iCthTJ7rBcTi02AAAtWFYAXtDRwrYc6drr4djwcyGmD9diw0AUO2GlZJf70o3zJwxxxF9w/XFy7TYAADVLu+A3ZPJxP50x0x8eFFzMdZT1RbMbIhTZ46Lvjg8XvM3DwjYAADVJu+AvW5TZsDHp80yIjISN3xiYhyZXt93IBN/+7CQDQBQTfJOyT/bfLD/ecp4GxxHalFbfTSNS7+sPP1qz3FeDQDAWJN3wH5uW7rBcdY07fVoHOpNv6D8xvudJQ4AUE3yTsrbO1PrurRdKBypTR2Z6Mv6+MIlbsMEAKgmeQfsvQdSLDxvkVA4Uj/ZmHaKNjfURUO9/w0AAKgmeaW7J18eOCd89nwBe6Se3poC9swpZtkBAKpNXgF73aYUCic2C4Wj8dKbadRmYZuzxAEAqk1eAfvZV9MGx5NbjTSMRueeNGqzfL5ZdgCAapNXWt76VgrYi2ZpXUeqoysTvX0pYF9wmlEbAIBqk1fA7t6XQuEHFwiFI/WjDWnUpmFcROsE/xsAAFBthkx4ucfKna91HbH1L6XNotMn+Z8AAIBqNGTA/smGdJW3Y+VG58UdaYPj/JneRwCAajRkyvvhs6l1HW9P3qjs3J1m2d9/iv8JAACoRkMG7AXvSUGwa3/Env1FXU/V2ru/Lw6lfB0fWeK3FQCAajRkwL75svExblxd9EVdRF9ffPGevaVYV9V58Lm0wbG+vi7e47hDAICqlFfK++TZzVH37lbHxzYfirf2ZIb4CnI9kbXBceoEl/UAAFSrvAL2H/1aSzRkHXpxy9/vK9Z6qtamjhSwT5mhvQYAqFZ5J71PnN3S//yzzT1a7GHasSsddvi+2Y7oAwCoVnkH7NwW+8v3abHz1ZPJxIFDKWB/+LTmMq4GAIBiGtasQnaL/fMXtdj5emRDz4CPF7UZEQEAqFbDSnq5LfbNWuy8/OzFFLCn2OAIAFDVhl2lfvKc1GI/ocXOy/Pb0wHY7SeavwYAqGbDDth/+Ks5s9jf0WIPZXtn+iXk9DkCNgBANRvRMHB2i/3zLVrsoew7kDY4nrvADY4AANVsRAE7t8X+khZ7UE9uGbjBcfn8hkFeCQBANRjxcRbZLfaTWuxBrducrkif2GyDIwBAtRtxwM5tsW+6V4t9LE9vTRscT57qeD4AgGo3qsR36TnpwpSnXtJiH8u2t1PAfu8sGxwBAKrdqAL2H/zq+AEt9he12EfZtS9tcPzQgqYyrgQAgFIY9cxCdou9Xos9wKaOge/FuYuNiAAAVLtRJz4t9uB+suFA/3NzY1001AvYAADVriCJT4t9bL94Nc1fv2eKE0QAAGpBQQJ2bot90z1a7IiIV95Mv2gsanP+NQBALSjYzMJlK7JOFHm5J3Z0abE796QNjue4YAYAoCYULGD//scGtthfvq+2W+yOrkz09qWAvWqpgA0AUAsKuusuu8Ve/0ptt9gPP5ducGxqiGhpssERAKAWFDT15bbYX6rhFvtfXunpfz5psnANAFArCp78slvsX9Rwi/3ijvTvPnWmGxwBAGpFwQN2bot903dqs8XeuTsd0XfWKeavAQBqRVFmF377A6nF/uXW2mux9x/MxKGUr+NjZzSWbzEAAJRUUQL25y/Oud2xxlrstc+k+etx9RGtE8xgAwDUiqIlv+wW++kaa7GfeCkF7KmThGsAgFpStPSX22LfdG/ttNgvvJYC9rzpAjYAQC0pavobMIv9au202Du60wUzZ841fw0AUEuKGrBrscXuyWRi/6EUsC+2wREAoKYUfX7hX3+wtlrsRzak8ZD6uoi2ViMiAAC1pOjp79qP5pwoUuUt9qObU8CeMr6ujCsBAKAcSlKvZrfYT1d5i71hezoAu/0kNzgCANSakgTs3Bb7xnuqt8V+LeuXhzNmC9gAALWmZAPC2S32s9uqt8XedyBtcFy52AZHAIBaU7KAndti33DP3lL96JJ5YkvPgI/fN6ehTCsBAKBcSnrExaeyWuzntvXGq2/1HOfVY8+6TYf6nye32OAIAFCLShqwr8lpsb/8nXdK+eOL7pltaYPjyVMdzwcAUItKngKzW+xnt1dXi73t7RSw3zvLBkcAgFpU8oCd22LfXEUt9q59aYPjuQubyrgSAADKpSxzDANmsaukxd7UMfBUlBULjYgAANSisqTA3Bb7S/eO/Rb7JxsO9D+Pb4poqBewAQBqUdlS4O98KLXYz7829lvsX7ya5q/f02r+GgCgVpUtYP/erwxssW8a4y32y2+kEZFFbQI2AECtKuscQ3aLvWGMt9idWRscPzDfBTMAALWqrAG7Wlrsjq5MZDIpYF/4XgEbAKBWlX0nXjW02A8/l25wbGqoi5amsr+tAACUSdmT4O/9yvhoyip8v3jP2Gux17+cfimYcYIr0gEAalnZA3ZExO9knYu9sWPstdhbdqQNjqfOtMERAKCWVUTA/g9jvMXeuScd0bfcBkcAgJpWEQE7Yuy22PsPZuJQytexamlj+RYDAEDZVUzAzm2xv3D32GixH3gm/SLQMC6idULFvKUAAJRBRaXB7BZ70+tjo8V+aks6QeTEiTY4AgDUuooK2Lkt9o1joMV+oSPNh8ybaf4aAKDWVVTAjoj41LmpxX7h9d7YvKOyW+wd3emCmTPnCNgAALWu4gL21RcNbLG//J3KbbF7MpnYfygF7I+eboMjAECtq8jK9VPnNsf/+fGBiIjYvONwi72gAscvfrwhtev1dRFtrUf/vtLb2xv33ntvPPjgg7F3796YO3durF69OhYvXlzKpQIAUCIV12BHHN1if6VCW+yfbU4Bu3Xisd/Ku+66K9auXRurV6+OG264IaZNmxa33nprdHd3l2qZAACUUOXVwu/KbrFfqNAWe8P2tMFx7rSjA3ZnZ2fcf//9cd1118WKFSsiImLevHnx0EMPRW9v71GvBwBg7KvIBjtibLTYHV3pivRlc4++Iv2pp56KpqamOPvss/s/19TUFBdffHFMnTq1JGsEAKC0KqsSzvHpc5vjf1dwi733QNrgeN7C5qP+fuvWrTFjxox47LHH4r777oudO3fG7Nmz4/LLL4+FCxeWcqkAAJRIxTbYERH/PvdEkXsrp8V+YsvA4wOXzT76rezu7o7Ozs544IEH4oorrojrr78+Ghsb45ZbbjGDDQBQpUoasHt7e+Pb3/52XH311f2b/jZu3Hjcr/l01rnYm9+onHOx121KNzieMP7YNzj29vbG7t27Y82aNXH66afHkiVLYs2aNZHJZGLt2rWlWioAACVU0oA9khM1clvsmytkFvvpbSnot5947LexpaUlWltbo7W1tf9zkyZNivb29ti+fXuxlwgAQBmUbKB5NCdqZM9iv1ghs9jb3kobHJe0H/uCmba2tli3bl309fVFXV1quTOZTDQ2upQGAKAalazBHs2JGrkt9pfuKX+L3f1O2uD4oYXHDvtnnnlmHDp0KNavX5++rrs7tm3bFnPmzCn6GgEAKL2S1cCjPVHjMyub43/96HCLveXN8rbYmzoyAz7+4IJjr2PevHlxzjnnxJ133hlXXnllTJ48Oe6+++5oaWmJiy66qBRLBQCgxErWYI/2RI1/95GBLfZNZTxR5EcbDvQ/T2g6/muvvfbaWLFiRXzzm9+M2267Lerr6+PGG2+M8ePHF3mVAACUQ8kq4CMnatx+++39m/7WrFkT11xzTaxduzYuvfTSIb9Hdov90hvla7F/uTXNjJ/cevQFM9laWlriqquuiquuuqrYywIAoAKUrMEuxIkaR7XY9+wr8Crz88qbaURk8cnHD9gAANSWkgXstra22LNnT/T19Q34/HBP1PjMynQu9ktvZspyLnbnvvRvWDHI/DUAALWpZAG7UCdq5LbYXyxxi93RlYlMJgXsC5YI2AAAJCUL2Nknajz66KPxzDPPxB133DGiEzU+m9Viv1ziFvvh59INjs2NddFQX9G3zQMAUGJ1fbkzG0W0f//++Na3vhXr1q2LgwcPxsKFC+Nzn/tczJ07d9jf6yNf6YqD7+bquSfVx99de0KBV3ts1//d3vjpu9ekzz6xPv7vH5Tm5wIAMDaUNGAX0t8+9E78zx+l4/L+x1WTYml78cc1Lvva7ujYdfgUkVXLGuPmyyYW/WcCADB2jNn5ht/NmcW+5e9LM4v95p50RN/Zp7juHACAgcZswI4YOIv9ys5MPLutuLPYXfsy0ZPydZxvgyMAADnGdMDObbG/UuQW+0cbUoBvGBfROmFMv30AABTBmE+Inz0vXTm+tcgt9lNb0gkiJ02uK9rPAQBg7BrzAft3L2weOIt9X/Fa7E0daT5k/gzjIQAAHG3MB+yIgS32K28Vr8XesSsduHLWKQI2AABHq4qAndtif6UILXZPJhMHelLAvnCJE0QAADhaVQTsiJxZ7CK02D/O2uBYX1cXba1V89YBAFBAVZMSc1vsL3+nsC32Y5tTwJ460QZHAACOrWoCdkTE6qwW+9W3C9tib9qeNjjOnV5VbxsAAAVUVUnxypwW++YCzmK/1pXpfz5zzriCfV8AAKpLVQXsiIEt9rYCzmLvPZA2OH74tObjvBIAgFpWdQH7qBb73tG32I9vHhjSF7VV3dsGAECBVGVSHNBid46+xV6XFbCnTLDBEQCAwVVlwC50i/3stnRFevuJ5q8BABhcVQbsiIgrzi9ci73trbTBcVm7gA0AwOCqNmB/7vycFnsU52J3v5M2OK5c5AZHAAAGV7UBOyKnxX47E09uOXScVx/bhu2ZAR8vn98wyCsBAKDKA3Zui/2X331n2N/jJ5sO9D9PaLbBEQCA46vqgB0xsMXe3jn8FvuXW9MNjrOmVv3bBQDAKFV9YsxtsW8bZov98ptpROS9s2xwBADg+Ko+YEdEfC6rxX5tmC121960wXHFqeavAQA4vpoI2Fec3xzjsw7/+M//mF+L3dGViUxfCtjnnSZgAwBwfDURsCMiVn84tdgdXfm12A8/l17T3FgXDfU183YBADBCNZMYj26x9w/5NU+9nC6nmTnFCSIAAAytZgJ2RG6L3Ttki73ljRSwF7cZDwEAYGg1FbCParH/4fgt9s7daf76HBfMAACQh5oK2BEDz8Xu2DV4i921LxM96QjsWLVUwAYAYGg1F7BXf3hgi33rP+475ut+/FwaD2lqiGhpqrm3CgCAEajJ1JjdYr/e1XfMFvuJl9Pnpk2qybcJAIARqMnkmE+L/UJHmg85daYbHAEAyE9NBuyIoVvsHbvSBsfl88xfAwCQn5oN2Lkt9i3/kFrsnkwmDvSkgP2xMxoDAADyUbMBOyLi8qwWe8eu1GI/nLXBcVx9ROuEmn6bAAAYhppOjpcP0mI/viUF7Kk2OAIAMAw1nx6vuGBgi/3TjYdi0/a0wfGU6TX/FgEAMAw1nx5Xnzewxb7j+/tie1cK2O+bbf4aAID81XzAjshpsbv7Yt+B9HcXucERAIBhELDj6Bb7yPkhdXURp0x3BjYAAPkTsN/1uQtTi1337p9TJtQd+8UAADAIAftdn12Z02L3Rcyepr0GAGB4BOwsA1rsuojT2sxfAwAwPAJ2ls+ubI5x9e9OYPf1xUeWOkEEAIDhEbBz3P7pyTFran186tzx8b45RkQAABieur6+vr6hXwYAAORDgw0AAAUkYAMAQAEJ2AAAUEACNgAAFJCADQAABSRgAwBAAQnYAABQQAI2AAAU0P8HNa3MN+g2vK8AAAAASUVORK5CYII="
[ "yes", "no" ]
null
0
technology
grade
peripherals
false
true
What kind of computer peripheral do you see here?
"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"
[ "Modem", "Mouse pad", "e-reader", "USB ethernet hub" ]
null
2
math
grade-3
read-a-thermometer
false
true
What is the temperature?
"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"
[ "15Β°C", "40Β°C", "30Β°C", "25Β°C" ]
null
1
math
grade-2
find-the-next-shape-in-a-repeating-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAfIklEQVR4nO3dTYwc533n8V9VV1X3vJNjcjgiKdM0dxPZa4U+ZOVVrEXgWIq9i3jh6OIYgvawCAT5sj7QlwXsCJaFBLGwsC+yst7sQTf74hhZ7EZr0TKMlURJDhBLXtmE45EIixwNOdQMyZmenq63Zw/NJmc4r91d7/39AAasma6q53n013T/qv9VZRljjAAAAABUgmVZeQ+hkOy8BwAAAAAAaSP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAynPyHgAAAKi+ny7Femou1Bsrsa6HeY9mqylHOj1h66unHP3hNOeFgSqyjDEm70EAAIDq+sZcqKfmCph2dvDVU46+dopzwygvy7LyHkIhZRp8YkmLgdTyQ9nrTdXiWJbyz11GliLbVtQY06jn6LDbfw8gc8wPc+wNc8wPc+wNc8xPEnP86VKsP/5HX5OO9MS/dPXAdE3jtVSGO7DnFyN9/Z8D3QilH/2+xzc/KC2Cz/YyDT7zbSO/1ZIXrGd1yJ75bkON0RHNev0VDHMsBua4N+ZYDMxxb8yxGPqd44M/8/V/l2P9t495eqAEQeL5xUhnfhXo3x60dfZfe3kPB+gLwWd7mf0FMsao5QeF/qMuSV6wrlY7UD95kDkWB3PcHXMsDua4O+ZYHP3O8c2VWJJKEXok6YHpztdR3XEDqI5Mg4/TXsvqcAOx22t9v3kxx+JgjjtjjsXCHHfGHIulnzkW8UYGu+m24ZVt3AD2lknwMcYoiiLV4nKcPanFsaIo6umPO3MsHua4PeZYPMxxe8yxePqZIwAURWbBJwxD2SVpN7QtKQzDnt+80phjPGdklpLdp1SsOaaFOW6PWi0e5rg9arV4+pkjABRFZvdqjEtyNqurn/EmPcfg5VjxnJE8yfvjmqzpRHef2xyX4gt7vqZhTWnUOjjwsYrw7zFtRZgjtUqt7kcR5kit5lOrAFAEmQWfNM4OOeE7Cp2Tie9X6m+8Sc7x1puzJPmS/6NI7idrsu9O7BC5zfHl9b/d8zW/43xKv+t9euBj5f3vsYtaHQy1mtw2e6FWB0OtAkBxleMWKztorP29nPCdvIeRLF8KfhLdfnPe6+coBWoVZUGtAgCqqtTBx/NfV73147yHkRxf8v9PpPjdnV+y6YwlSoNaRVlQqwCAqipt8PH812Sbpjz/9byHkgjT7Lw5m+W9Xxu8HCt4mR7rsqBWqdWyoFapVQCosvIGn/VXJUm1+Erp2zLMkuT/z/29OXfFc4Y36ZKgVqnVsqBWqVUAqLLyBp8NZyTd8Bc5jmQwZqlzga383reN50zf2yI71Cq1WhbUKrUKAFVWyuDTbcfoqrdezHE0/Yvf7f/NucssdFo5eJMuJmr1Nmq12KjV26hVAKimcgafm+0YXU54QbX4ck6j6U88ZxT8JJk3VrPMm3RRUaubUavFRa1uRq0CQPWUMvi4wVtbfub5r+Uwkv6k0UdulqX2D6JUnkaO/lGrW1GrxUStbkWtAkC1ZPYA06Q44TuqxVe2/LzeelGtxn/IYUS9SfXiWV8KXo7kfaYmeekcYjfvx+/olfX/kci+fh3+RL8Of7Ln6z43+lQix0sDtboLarVQqNVdUKsAUBmFCT4j638vK17b83WOv/0Ft054QaNr39vXsULvY/Kdj/U0vkT4UvCzdO8YZJY7x3A/Wcov80qBWk0GtZo+ajUZ1CoAVENhgo/vfUIT1/5KTnSh732MNvd+g14b/UI+b866+eacQb94PGdkPiJZ0+kfaxhRq8mhVtNFrSaHWgWA8ivM6avIPqJr099Wq/Enqew/tkZ14+BTWhv7Yir739cY3s3uyeDhb3gWRVqo1WRRq+mhVpNFrQJAuRUm+HQ1J/5cN6b+i2JrNLF9+u5Hde0D/z23M5JS5xarWd4dyGT4YWBYUavJoFbTR60mg1oFgHIrXPCROu0Z16e/pbD2oYH3tTb6Bd048JeKrbHBBzaA+P1szxRueBwHUkStDo5azQa1OjhqFQDKrZDBRxq8RaMILRh54xas2aBWB0etZoNaHRy1CgDlVdjg09VPi4bv3Zd7C0YhBHkPYLhQqwOgVjNFrQ6AWgWA0ip88JE6LRpxbWb/r6//m9xbMO5k1a3sj3kk80MOPWq1z2NSq5mjVvs8JrUKAKVVmNtZ76YWX5YTXtj36732q1pv/FF6A+qD/UFL+ll2x8vjzXnEOqDfcT615+v28wC9aftDOmSfTGJYmaJWe0et5oNa7R21CgDlVorg4/mv9fj612WbZqHOTlpjkn1cii9mczz347VsDrTBqHVQv+t9es/X7ecN+pB9cl/7KhpqtXfUaj6o1d5RqwBQbqVodau3Xux5G6/d25t6FtwHajJuf9v2sp19yqIdIyfUKrVaFtQqtQoAw6bwwWendoyw9iFdO/gtNSf+07bbee1XUx5ZHzyp/pmarIO796UbV3I/tfnMov0Byb5n7352+x5L7icL/6+1kqjVDmq1+KjVDmoVAIZL4VvdtmvHaDX+RK3xLyq2xhQ6JxU492ri+l+qFi9u2K54bRmSZE1L3udsxXNG4S+NzPLtB+JZY52zis5HbQU/3/x8CrOgzhvvic7Tw6PfGlk37y5kXKn2QUvOv7A5I5kjarWDWi0+arWDWgWA4VL44LOxHSO2RrU6+WX53ic2vSZ0Tur69Lc1uvK3arRv9zl77dcKdzFul33Kkndq5zON8dtbnxAevhXLvc+We8SW+8k0R4d+UKu3UavFRq3eRq0CwPAo9Hf3G9sxfPejuj79rS1vzl2xNabVyS9rdeI/33o2RSHbMvYhnjOSv83Pt3nTRjFQq3f8nFotLGr1jp9TqwAwNAr9jU+3HWNt9Av7flL4euOPFHj/ShPX/kpO8Faaw0tNOBdv/wu/8+Zt73JGE/mgVu9ArRYWtXoHahUAhkahv/Fx2/9PNw4+te83567IPqJr099Wu/6pnm/ZmjfT7PSd72THN2/kilrdilotJmp1K2oVAIZDob/xWZ388kAX0TYn/ly2aSY4omx4n8n+WREYDLWKsqBWAQDDqtDBJ4k7BxXt7kN7scYklWvIPfvc6FN5DyFx1Go1Uavp7SNL1CoAQCp4qxsAAAAAJIHgAwAAAKDyMg0+kSnHbUMHGSdzLA7mmN62WWKO6W2bJeaY3rZZKss4AWA7mQYfP4yyPFzfBhkncywO5pjetllijultmyXmmN62WSrLOAFgO5kFH8uydMMPszrcQFb8UJbV+zMdmGOxMMedMcdiYY47Y47F0s8cJwt9G6WtVm9mu7KNG8DeMgs+tm3LsS29v7qW1SH78v7qmtyaJdvufWmYY3Ewx90xx+JgjrtjjsXR7xxPT3Re/7+vlOPbopeWOuPsjhtAdWTyX7VlWXIcR8cmGvLDUO++v6xmu60oLsZD46I4VrPd1rvvX1MQhbprvCHHcXo6q8Uc88cc94c55o857g9zzF8Sc/zaqc5XJ0/9JtA/XIlufaNSRM9fifTkPweSbo8bQHVYxmRzpWIcx2q321pdXVWz2ZTv+4qiSBkdfleWZalWq8nzPI2NjWl8fFz1er3ns1rMMV/Mcf+YY76Y4/4xx3wlNcdvzIV6aq4c7XyS9NVTDsEHlRCGgaIolJT/35PsWKrVHDmOu/U3WQUfY4ziOJbv+1pfX9f6+rqCIFBcgLNatm3LdV01Gg01Gg15nifbtnvuY2aO+WKO+8cc88Uc94855iupOUrST5difWMu1BsrsW4UMANNOp32tq+dcvSH07S5ofx8vy1jCvwVa8osqybPq2/+WVbBR+r8cTfGKIoihWGoOI4Lc0bLtm05jqNarSbLsvr6oy4xxzwxx94wx/wwx94wx/wkOUcA2QnDUFHk5z2M3FmWI8/zbv9zlsGnq/sHvmiS/IPOHPPDHHvDHPPDHHvDHPND4AHKxfdbhfxbkoeN3/zkEnwAAAAApKPdbkriZIVkFIaRXLfTqsuVewAAAEClEHo6LAVBINu25fuG4AMAAACgmnw/kOM4iuM4uweYAgAAAECWwjCQZd385ifvwQAAAABAGrq3M/B9gg8AAACAigtDgg8AAACAijPGEHwAAAAAVB/BBwAAAEDlEXwAAAAAJMZaeSHvIWyL4AMAAAAgOSs/kpqv5D2KLQg+AAAAAJIRr0qtX8gi+AAAAACoKqt5rvN/mq/mO5BtEHwAAAAAJKP7TU+8Wrh2N4IPAAAAgMHFq1L3Gx+pcO1uBB8AAAAAA7M2hB5JhWt3I/gAAAAAGNyd3/AUrN2N4AMAAABgMHe0uXUVqd2N4AMAAABgIFva3LoK1O5G8AEAAAAwmJ2+2SlQuxvBBwAAAED/dmhz67Jab2Y4mJ0RfAAAAAD0bcc2t5vMHr/PCsEHAAAAQP/2aGWzwstSey6jwezMyXsAAAAAAHI0aCvafr7Ruf5DaeKhvg9huTMyzmzf20sEHwAAAGCoWZaR3ntSipvpHWPlBWnlhf42HrtfZubMwGOg1Q0AAAAYYqZxWubEc9LIvXkPZQtz6DGZ2Scke3zgfRF8AAAAgGFnj8scfVqafiTvkXS4MzLHn5GmHk5slwQfAAAAAJIkc/BR6dhfS/ZYfoOYeFDm+Hek+qlEd0vwAQAAAHDLrda3sfuzPbA9Js2ckZn5SiKtbVt2n/geAQAAAJSbPS4z+4TMoceyOZ53UuboN2UGuPPbXgg+AAAAALY39XDnWht3Jr1jTDwoc+zpxFvb7kTwAQAAALCz+qnONTdJt76l3Np2p1yf4xOGgaIolGTyHEbGLNVqjhzHzeyIrHM2WGcAAFBZN1vfdP0Hsq5+d/D9eSc7gSflb3k2yi34+H5bxkR5HT5HRlEUKI5jeV499aOxzqxzurJdZwAAkLOph2WcWVkLT/a9C+Mcke5+NsFB7U8urW5hGA7ph8TbjInk+36qx2CdWeesZLHOAACgGKzWm4NtH16WFS4kNJr9yzz4xHGsOA6yPmwhGRPK99up7Jt1vo11zkaa6wwAAIrDNM8lsI9XEhhJbzINPsYYxXEsY+IsD1tgRkHQTvxMOet8J9Y5G+msMwAAKJD2nKzw8sC7sVbOJjCY3mT+jU/nQ5GV9WELylIQBIoiP/Ez5azzRqxzNtJbZwAAUAzWygvJ7Kj9thSvJrOvfco0+MRxrCCgLWgj3w8URZGCoK0wDBPZJ+u8FeucjTTWGQAAFEcSbW5dVoL72o/MW934MLRZGAayrO6Z8s7dsQbFOm/FOmcjjXUGAAAFsd82t+lHJO/k3q/L+DqfXG5ugNuM6TzzxfcDBYF/85qRwZ8DwzpvxjpnI611BgAA+duzzc2dkTn+jMzBR2Xuflaa+vzur2+ey7TdLZfbWWOrjWfKkR7WORusMwAAFbS+y22sx+6XOf6dTQ8kNYcel479tWSP7bhZlu1uBJ+CuH2m3K/Etwhx22jxey21zherFaxq61xUrDMAANVihQudGxLcyR6TZs7IzD4h2eNbfm0ap2VOPCeN3Lv9jjNsdyP4FEwQBKVvDYrbRu//3bqCq7GWz7a18nrxzvpXYZ3LgHUGAKAatn3ujndS5ug3ZSYe2n1je1zm6NMyhx7b+rsM292cTI6CfSv7h8RgMda1H7cVXL19ln/ldV/hjVgHH6znOLLNyrbOC/5v9PzS3/S83ax3Sp+d/lIKI9qfsq0zAADY3pbn7kx9vtPK1ouph2Uap2Vd/roUXLm97+a5vcNTAobyG5/E7j+OTYLFWO//cH1T6OlqnQ+1fJZnuwAAAJTNpjY3e0xm9i96Dz1d9VOda4EmHrz9s4za3YYy+GjlR5nfPq/quqEnbu98hr91PtTi91q7vgYAAADFcqvNbeTezvU6Y38w2A7tcZmZr0gzZzrXCGXU7jZ8wSdelVq/kEXwSUzrfKjF7+8v0ARXY73/d7sHJAAAABSHtXJWmn5E5ujT297AoF9m4iHp7mck72Qmd3cbuuBza1Gbr+Y7kIrop4WtG36CRe72BQAAUGjxqszhMzIHH01l98aZ7Tzzx51JZf8bDV3wudXiFq/S7jagldeDvq/bCa7evB6I8AMAAFBc9vimZ/OkxTROp36M4Qo+8Wqnh/Am2t3617lNtT/QPuK2IfwAAAAgE0MVfLb0DtLu1pfls+3EHkwat40Wv1+8B50CAACgWoYq+GxpbaPdrSdx22jxe+mElCTDFAAAAHCn4Qk+d7S5ddHutj9x23RuSLDNM3qS0mmfC1LbPwAAAIbX0ASfHW+RR7vbnoLFOPXQ07Xyus+DTgEAAJC4oQk+O7a00e62q+6DSbMIPV393CIbAAAA2M1wBJ8d2ty6rNabGQ6mPLqhJ4+HjbbOh1r83v4eigoAAADsxcl7AFnY60mwpnlOOvR4RqMph2Ax1uL3W/mO4eaDTg//2Uiu40jagj/X8zZL4Xxfx/JNq6/jedaIpt2jfR0TAACgiIYi+OzVymaFl2Xac5k8nKkMopXO83WKILgaa/lsWwcfrOc9lMQ8v/RsZsdaCub7Ot6sd0qfnf5SCiMCAABpM8bIsqy8h5E7YzZ3DpUj+AzairbHNz6SpOs/lCYe6vsQljsj48z2vX2RLP2vfNrbdtI6H8o9ZGv8427eQwEAACi8KIrkOOX4mJ+mKIo2/XMpVsSyjPTek1LcTO8YKy9IKy/0t/HY/TIzZ5IdUE5a58NMb2SwX6s/CzT6EUd2nbMXAAAAu5mfv6wPfvBY3sPI3cWL8xofH1UQdB6XUoqbG5jGaZkTz0kj9+Y9lC3MocdkZp+Q7PG8hzKwuG104zU/72FsK24bNd/gGT8AAAB7uXLliq5fv573MHK1tLSsxcUrsm1bzeaapJIEH0mSPS5z9Glp+pG8R9Lhzsgcf0aaejjvkSSm/U6kaKU4LW53ar4R5j0EAACAwhsdHdVLL53Tiy/+VM1mU3Fc3M93SYpjo2azqddf/0f90z/9XCMjI7Ltmt57b0FSSVrdNjIHH5U18nupt77tauJBmUOPV+Jbno3al6K9X5SjuG3kX4rkHavlPRQAAIDCmpyc1OjoqC5cuKD5+UuampracqF/FVmWJcuSPM/T5OSkJicndfHiRbVaa7Jtu3zBR+q0vunEc7Ku/Nf93bggKfaYdOhxmQFuglBk628XO/hIUuttgg8AAMBuDhw4oJmZGS0vL2thYUFLS8s6cuSwGo0RuW4pP/7vybIs2bYt1/Xkuo7i2Oitt36pWq2mu+6alW3Xyhl8JHVa32afkK7/QNbV76Z/PO+kzMxXKnvL62jFFOpObjsJC3jjBQAAgCKZmJjQsWPH1G63FQSB5ufntbBwRfV6XVW8y3X39t2d4OPK8zzV655GR0c1Pj6mqakpXbo0X+Lg0zX1sEzjtKzLX5eCK+kco6KtbRtFNwgUAAAAVVCvV+f5h0kqz80NdlM/JXP8O9LY/cnu1x6TZs50vumpcOgpkyLeahsAAADFV43gI91qfTOHHktmf95JmaPfrOz1PGVVhnY8AAAAFE/5W93uNPWwjDMra+HJvndhnCPS3c8mOCgkxT1UnawOAACA7FTyU6TVenOw7cPLssKFhEZTDrXJcpRCbaKCV+QBAAAgddX7xkeSaZ7ToB+PTfOVSj2cdC+1CUvuIbvw19CMnCp/yc56vd8Z0I/XtBS+1/N2ntXQtHus5+2mnaM9bwMAAFBk5f8Ueaf2nKzw8sC7sVbOygxR8JGk8Y+7Wj7bznsYO7I8S/WT5X+Gz2env9TzNgv+b/T80t/0vN20e6yv4wEAAFRNOfqbemCtvJDMjtpvS/FqMvsqiZF7HDmTxW0lG/+4I7te3PEBAACguCoXfEzzXGL7shLcV1kc/HcNWd5g4WLQ7bdTP1bTxH1e4vsFAADAcKhW8Nlvm9v0I5J3cu/XNV8ZfEwl4x62dfDBet/hZfQj239rNHba7Xuf7iFbB/89D+ICAABA/yoVfPZsc3NnZI4/I3PwUZm7n5WmPr/765vnhq7dTZIaH67p0J82em57m7jP1djvudveIMG/FGnmiyOqH+vtGp2x064O/9kILW4AAAAYSLVubrC+y22sx+6XmTkj2eO3fmQOPS5r/H7pvSeluLntZlbz3FA+xNQ9bGvmP46qdT7U6s+DHe/2ZnmWRk512tBqE5au/Xj7myMEV2PF60Yf+NOG1t+OtParQOvvRDsev3Gys0/3cKWyOQAAAHJSmeBjhQudGxLcyR6TDj2+Y3gxjdPSiedkLXxdav1i6wuar0hDGHy6Ru5xNHKPo2jFKLoRq32pE1bcQzXZdcnb8A1O3DZaf3vnMNN8M9CBT9fV+HBNjQ/XFLeNwqux/MVYxjdyJm3VJqxN+wQAAACSUJngY5qvbH12j3dSZuYrUn2P56bY4zJHn5au/0DW1e9u/l233W3DN0XDqDZhqTZR2zWUtN+JFLfNjr9ffztS/IC51bZm1zshh6ADAACAtFWmj8haObv5B1Of71zHs1fo2bTNwzLHn5Hcmc37HsK7u/Vj9efBrr+P20btXdrbAAAAgLRUIvhsanOzx2Rm/0Lm0OP97ax+Sub4d6SJB2//bAjv7tarYDHe8TqgjfYKRwAAAEAaKhF8TDeYjNwrc+I5aewPBtuhPd5pkZs507lGaEjv7taL5pv7CzTB1Vj+Jb71AQAAQLYqEXyslbPS9COd63QSvBbHTDwk3f2M5J2k3W0Xcdto7Vfhvl+/dn7/rwUAAACSUP6bG8SrMofP9HYtTw+MMyvd/ays9TdS2X8VRDeMJu5z8x4GAAAAsKPyBx97XKqnf8c10zid+jHKyj1syz3s5T2MSvOsUc16vYf7aedoCqMBAAAon/IHH2AITLtH9dnpL+U9DAAAgNKqxDU+AAAAALAbgg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKg8gg8AAACAyiP4AAAAAKi8XIKPMSaPwxZO2uvAOnewztlgHQAAQJHlEnyiKMrjsIWT9jqwzh2sczZYBwAAUGS5BJ/5+ct5HLZwLl6clyQFQZDK/lnnDtY5G2mvMwAAwCAyDz6WZenKlSu6fv161oculKWlZS0uXpFt22o21xLff3edl5auJb7vMmGds5H2OgMAAAzKyfJglmXJdV2Njo7qpZfOaWRkRJ/4xO9rZGRUtm1lOZRcxLFRq7Wmt976lVZWVnTkyIxsu6ZLly7qrruOJHamfOM6nzv3KuvMOqciq3UGAABIQqbBx7ZteZ6nyclJjY6O6sKFC5qfv6SpqamhuDDasixZlm6tweTkpC5evKhWa022bWttrSXXrQ98HNaZdc5CVusMAACQhEyDjyS5rqsDBw5oZmZGy8vLWlhY0NLSso4cOaxGY0Sum/mQMmFZlmzblut6cl1HcWz01lu/VK1W0113zcq2a5qfX9Dx48cTOd7O6zyjRqPBOrPOA8l6nQEAAAaVeaubbduamJjQsWPH1G63FQSB5ufntbBwRfV6XVYFO4SMMRs+KLryPE/1uqfR0VGNj49pampKly7Nq932ZduDX3a12zpfvnxZnsc6s879y3qdAQAAkpD56WjbtlWr1TQ1NaUTJ04oiiIZY7S0tKQoijQ+PqZ6vS7HqdqZ8s6HxVqtdvPDYl2e58qyLJ0//2s5jqOjR4/KcRxZCXxaZp1Z53Rlu84AAACDyuXTWK1WkyRNT09L6nx4/O1vf6tr166p3fa1vt7OY1ip23im3PM8NRoNeZ6nsbExjY+P68CBA3JdN7Gz5Kwz65ymrNcZAABgELmdht74YdG2bTUaDS0uLqrZbCoMQxljKn2BuOM4cl1X9Xpd4+PjmpmZ0dTUlDzPS/Q4rDPrnIWs1hkAAKBflsn501gURQrDUM1mU9evX9fKyoqazaaCIFAcx5VskzHG3DpLPj4+rqmpqVt3BqvVaqmcIWedWee05LHOAABgZ1X8vJGE3IOPJMVxrDiOFYahfN+/9SGx6jZeHO44jmzbTvVDIuvMOqcp63UGAADbI/hsrxDBR9KtVqCqtwTdqfMslNv/SxvrzDqnKet1BgAAW/EevL3CBB8AAAAAgyP4bI8+FAAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACVR/ABAAAAUHkEHwAAAACV9/8BwmbEX9eCLngAAAAASUVORK5CYII=", "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", "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" ]
0
math
kindergarten
identify-pictures-with-symmetry
true
false
Which picture has symmetry?
null
null
[ "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", "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", "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" ]
1
math
grade-1
subtraction-sentences-using-number-lines-up-to-20
false
true
Which subtraction sentence does this model show?
"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"
[ "10–5=5", "10–6=4", "8–5=3", "8–7=1" ]
null
2
math
kindergarten
count-to-fill-a-ten-frame
false
true
There are 8 shapes on the frame. A full frame has 10 shapes. How many more shapes do you need to make 10?
"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"
[ "2", "8", "4", "1" ]
null
0
math
grade-2
compare-clocks
false
true
The clocks show two things Nora did Saturday after lunch: Which did Nora do earlier?
"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"
[ "fed the fish", "talked on the phone" ]
null
0
math
grade-8
apply-addition-subtraction-multiplication-and-division-rules
false
true
The number line shows an unknown number, y. Is – 3y positive or negative?
"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"
[ "negative", "positive" ]
null
0
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
Some candy companies compared how many pieces of candy they have produced. Which company has produced the most candy?
"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"
[ "Goodman Candies", "Tasty Treats", "Sweet Things", "Candy by Katie" ]
null
2
math
grade-2
which-tally-chart-is-correct
true
true
Katie had a sleepover. She got breakfast for her friends. Which tally chart shows the right number of each breakfast food?
"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"
null
[ "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", "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" ]
1
math
grade-3
correct-amount-of-change
false
true
You pay $3.00 to buy a baseball costing $2.18. You receive the following change: Is this the correct amount of change?
"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"
[ "yes", "no" ]
null
1
math
grade-3
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines perpendicular?
"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"
[ "yes", "no" ]
null
1
math
grade-4
interpret-bar-graphs
true
true
An architect recorded the number of different types of buildings and the materials from which they were made. Which bar graph shows the same data?
"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"
null
[ "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", "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" ]
1
math
kindergarten
rectangles
true
false
Which shape is a rectangle?
null
null
[ "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", "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", "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" ]
1
math
grade-5
mean-find-the-missing-number
false
true
Carmen has the following data: If the mean is 27, which number could z be?
"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"
[ "27", "36" ]
null
0
math
grade-6
mean-median-mode-and-range-find-the-missing-number
false
true
Nina has the following data: If the median is 18, which number could g be?
"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"
[ "20", "17" ]
null
1
math
grade-5
identify-parallelograms
false
true
Is this quadrilateral a parallelogram?
"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"
[ "yes", "no" ]
null
1
math
kindergarten
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 4+2=6?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUQAAABKCAYAAADDly0CAAAMoklEQVR4nO2dS4wcx32Hv6p+zHt2yaWkJWlRgqiVTNFOpAQRJcu6GXKcxAEMw4phGEIOvhmBIRjOIUfnEMA5BEZyMHJLDonjwAhiOcolJzuCFCEBDMiKwEdomI/l8rHU7s6ze7qrcpgZcocc7k7PTs+j+f8AYme3u6v7I2p+XV3VXa2stXYjhAtNqMUQWQRBEB4KXAUVB9aK8JgPaiOw9v2dWR+WIAjCbDlTBfd8s/vLUR+eLXXTUhAE4WGgFsPZBlwL4VwT9E7UXSBhKAjCw0bF6WYfQD0GHe9aIAiC8LDRz76OBT3bQxEEQZgfJBAFQRB6SCAKgiD0kEAUBEHoIYEoCILQQwJREAShhwSiIAhCD/cgG1/ejPjhz3f46GrAhY0OYTxfNzP6TszTqx6njuf46qtVHl8Zrise0+Fh8zCblwje+Xviqx9iNs6jTTDlI90bo3Po1TWc46fJvfIGeuXE8PUy4jEK6ic3rQX44pFkG/74v2r89dtbFApFPM8F1NgHkS6WZrtDFLb41u8v86UXKwNLxWPaPBwewfs/Ivz3vyRfKOC6PmpONayFKGjQDiP83/tTcr/zlYHlWfHYj7dudX+O1UL80bs1/uqndbRX5sUTPkcq833lfavm8s45h+/9a51ODK+/3K284jEbsu4RvPcPxG//BWVXo068BJVHZ3ykD0YBXu0G7rmf0XrruwRxh9xLXwOy45GonKQtxMubEV///jUiXQYUxZyi4M/paaNHK7Q0AwtYXFPnn799jCCy4jEjsuxxJLpK42++TFmF3daUXwK/OOtD3ZuwCWEDa6FufUpv/hQ6QSY8dPWxkTYdu4X4L+/V6JBH9S5lmkG/UiwCig55fvzuDp0Y8Zg52fP4Y/tP5G2A0r0wDxvdfwuAUpA3AcF7P4Q4zIRH4bVvJdo2cSCeuxaitJ90s7lBaZcPr4S9z+Ixa7LmEeuz5PV8t2z3wtWK4MoHAJnxSLRd0g0ubHSAXOIdzQ+q5wDiMQ9ky8M45+Z24GEUlAKzcQ4U2fDAkmRgLnEgbjUVzuKeyIGuAyAec0KWPLTzMfjzPRi0H7r1cfdDJjySpfpiGwuCIEwQCURBEIQecxeI1kRYE836MA6MeMwXWfGIYksUL8ro+4OZV48DPbp3UKyNicMGJmwSd5pgzeAKSuN4RbRfwvGLKDVfj3D1EY/5IisesbHUQ0OzY6iHBntPfigFZV9T8jUlT+PM6ajwLD2C8++wux8xt/aZPdefSSBaa4iat4mCnfsr68CKhjisE4d1Okrj5pdwC4dQaj4atuIhHmlgjGWzFbPVju8Lj91YC7XAUAsMSsGhvMPhgoOek2CcB4/rP/jGwO/FU69y5Bt/+8D1px6IcdggbNyEpJcv1hC1PiYKavilR3D8UjoHOCLiIR5pUA9ibjQioj3yfBjWwu1WzE4Q82jJpZybbat3Xj2aH/18z+VTPSVGwQ5h7VrySrsbExHWrnVbATNCPHYhHhNjux2zXkseIruJDKzXIrbb8f4rp8Qie0wtEKNgh079xsTK69RvzKTyisdwxONgbLdjrtcnN+hzvT6bUFx0j6kEYtxpjFZplUZpF6VdGKE/p1O/QdyZ3vOV4rE34jEejXC0EFGq+0iaq9VIT5Fcr0c0wumFSRY8Uu9DtNYQ1m8OX6g02s2jtIPSDvffVW6xJsaaGBO1h3aUh/Wb5JcLqXeIiweIx+Qxxj4wRLSCgqvRuhsg91tAZCzGQCsymCEDF9frEU8u69QHWrLikXogRs3N+/t2lEY7Ptor7LO1unNm124O02lh4nCwApuIqHUbr5hwhtuEiAeIx+TZbMX39bUpBXlHUfD2DmMFeFqBhpzr0OoY2rEdGNGNTHcfj5TS/apnxSPV05+1MVFQG9yhm8fNV0eotPejvUJ3W3dwEoCovYPd6zaLAyIewxGPgxEby9Y9/WN5V7Gcd/YNkWEUPM1y3iHnDLaittoxZliza0JkxQNSDsQ4bAycdR2/1KuwB2n2KrRXRLv5u3+ypruvlBCPvRCPcbn3JuWyryl6+oAWUPI1BfduKdZCvZNesGfFA1IORBM273x2/BJqgtOZaK8wcEY3KVZc8dgf8UhOc9eXu+xrfGdy/WMFTw+0sBphekGSFQ9Iu4XY6VZc7eYnWmn7aK94p9z+vtJAPEZDPJLR/3LnXTXREOlT2hVOaQZJVjwg7dturOl2dI/RrzMqjl/s3kqRYl+PeIyOeIyOsd0R2OIY/WyjUvI1WjF05HZSZMUDUgzE/swiToqVtou60++Txmwm4pEU8RiF/kwvaYYIdPviCq4e2OckyYpHn9QsqkXdvSF2CtMga8e7u88JIx7JEY/9UcUltCKVS8x78Xr7UMWliZedFY8+qQViq9O9J2wq9L4grc7kdcRjDMRjX5xOcyohAtwJLCeF/tCseNzZR1oFRzEsV/P7rzghHjlUJErh6R7xGA/x2AcTka8eSqHg4RQOPXKwyS8eRFY8eqR64V8pTe/F1pVyetM2iccY+xKPfSmWyqmVfS/lciW1srPiASkHoud5aRY/QM5P7zJKPJIjHvvjedN7zaDnp/eK16x4QMqBqByPYi79/oViTtGx6U2IKR7JEI/R8ByF8tNv7Sq/iGs7+684JlnxgJQDcWMbnjtRTXMXADz3RJWN7fTKF49kiMdo6O11Sk9+Or0d9Cg9+Wn09npq5WfFA1IOxCiGVuyzUk3vEmel6tGK/HQ6vnuIx+iIRwJMRC5u4lTTm1HHqR4hFzdTHYjIjAdTmCD24k3D8yeXWErhXq6loub5k8uc20j3cR4Qj1EQj+SoG+epnPyt1O4RrJz8bdTGRxMv+759ZcQj9UCMYvjFJfjNk8u4E+yOcZ1umb+4NJ13u4rH3ojHmJgI9/L/UHnqBXAm2OJ1PCpPvYB7+b8nV+ZeZMRjKq8Q2GlZfrXp8LkXViZyRl8qaj73wgq/2nTYaU3vZdfiMRzxOCCtbfzbF1l6/rWJtLBUcYml51/Dv30RWil2gt5LBjym9hrSjS0DaF5+7jDnrtS4uBGMVc7JoznWjlf4cF31ypwu4jGIeEyI7XU8YOm5z9K4cpbOxoWxivFW1yh94hnc9Q8g5QGIoSy4x1Tfy7yxZWgGihdPHmLteMhHv65x6dZow+gnjniceqKCdnze/7+IndYMKm0P8RCPVNhexw0bVJ96mfDYszQv/ZL41q9H2tQ58gTFE5/CdxXq4rvTbRneyxx7FE+9uudy9ZOb3bluvzjiANFLf3Z1Ii/zfnxF8+xRTcE1rN8O2KoFhJFlu9kd1lsqOviuYrmS49jhHK1Ic/aa4fLmwStsfxZk8biLeEzG4z+c36XsT6An6vAT2NVTxF6R8PZVwtrH2CjENrcAUMVllOvjVw7hHz6O02l2Bx1ujxY8e1HvzTmYBQ/vjR8M/C239srQdd+61f05s0Dss1JWHF3WVIsa34Fqb1annRaEMew0Dde2DJv1yfXpTPIL2Ec8xidLHhMLxD7lI7B8DArL4PjYQrdvTrW2IQ6htQVb61C/NbFdTjQQ+8zIo/znH4y0bj8Qp3rJPIzNumWzHgPTf6n2JBGP+SIrHtRvDYTEdOaVSYEF8ZjKKLMgCMIiIIEoCILQI/klc5rvypgWWXAA8Zg3rMHYKd6/mBJZcIDxPBK3ED95zAUW+T/M8sljrnjMDdny0MdOs8h5Yi3oY6cz45GUxIG4dtRP5aU708KaiNMncuIxJ2TNw1l9lijtV8OlSGQszid+IzMeSUkciH/02SU82izm2dzi0eZLZ6riMRdkzyP3ma/TVrmFbF1ZC22VI3fmK5nxSEriQHx61eWbX1jGdBat8lpMp803v7DM06uueMycbHro1WfwP/8mrcgsVJhYC63I4H/+TfRjz2TGIylj3Yf4+ssVPAe+/29bhDaP0i7ze2eRxZoIX7X5kz9c5stn7r6TQTxmQfY9ci99jcDxqL/9PfImwNUKNaca1nYvL9sqh/8H3yH34ut3lmXFIwmJn1TZzeXNiH/82Q7/eyXg4o2IMJ6vu3h8J+bpVY9Tx3N89dUqj68Mz3/xmA4Pm4fZvETwn39HfPWXmOsX0Cac8pHujdE59OoazvHT5F55A71yYvh6GfHYi7Ef3RMEQcga/UCcr1OvIAjCDJFAFARB6CGBKAiC0EMCURAEoYcEoiAIQg8JREEQhB4SiIIgCD2017vzvLbgEwsLgiCMQz/7PAW63HvJ99kG1CUUBUF4iKjF3ewDKDugNgJr39+Z7UEJgiDMmjNLoKy19noI55vdtIwWaGYLQRCEg+CpbsvwmSI86sP/A9aioAOI8rrkAAAAAElFTkSuQmCC", "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" ]
0
math
grade-3
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
"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"
[ "no", "yes" ]
null
1
math
grade-4
fractions-of-a-whole-word-problems
true
false
Today, Jessica is working on her reading homework. She needs to read 8 pages. Jessica reads 2 pages in the library. Which model represents the fraction of the reading homework that Jessica reads in the library?
null
null
[ "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", "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", "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" ]
2
math
algebra-2
linear-functions-over-unit-intervals
false
true
How does f(x) change over the interval from x= – 9 to x= – 8?
"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"
[ "f(x) decreases by 1", "f(x) decreases by 2", "f(x) increases by 200%", "f(x) increases by 1" ]
null
0
math
grade-3
am-or-pm
false
true
Nancy is looking for shells on the beach. Her watch shows: What time is it?
"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"
[ "11:20 P.M.", "11:20 A.M." ]
null
1
math
kindergarten
count-corners
true
false
Which shape has 4 corners?
null
null
[ "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", "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", "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" ]
2