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 β | choices_pic listlengths 2 4 β | answer_idx int64 0 3 |
|---|---|---|---|---|---|---|---|---|---|
math | grade-7 | simplify-expressions-by-combining-like-terms-with-algebra-tiles | false | true | These tiles represent the expression 4+3xβ9x. Which expression is equivalent to 4+3xβ9x? | "iVBORw0KGgoAAAANSUhEUgAAAb4AAABoCAYAAACOnZVvAAAJeUlEQVR4nO3df2yU9QHH8c/zPFdaudYipYVCQYEptnVbKANmUWZUEnVxmat/7A/i/ph/bHFkZtbETfYPyWQky8Yf4w8XddmSZcNYSXRsi6XJgoNmxZXhQgurxd4o7dnWlNTe0dJ77tkfjQ3o9dC77921932/EhLuIM/7CT/y4e6ehzpBEAQCAMASbqFPAACAfGL4AABWYfgAAFZh+AAAVmH4AABWYfgAAFZh+AAAVmH4AABWCaX7QX+kTUGs13jUCdfLq2kpeA8AYB9nvv+5ZfrUNgX+uBzXNx4N/EBOqFqlW7sK1jOpe7Rdw/ELxo9bu3SDmqp3WdczZfrkCfmDg8aP69XVqbR5Bz169BZQ7/NIOXz+SJtm+p+RW7kuq4Onk5wYVsmGn8uracl7z6QXTn9bU8mP5IbMv2ucTCRV5lboJ5v/ZE3PlPHWH8mZnJTrOMaPnQwCBeXluuUXv6RHj94C6H1eKd/qDGK9crzcfvznuL6CWI+klrz3TOkebddU8iOtWXGrsWN+0qWxiLpH29VUvavoe6ZMnzwhZ3JS4VWrjB3zk2LRqKZPnlBp8w569OgVsJcJLm7JwnD8gryS3P4SeiFXQ/F+K3qm+IOD8nLwL81reY6jxMWL9OjRK3AvEwwfAMAqDB8AwCpZD19kaEp79r2n3a3mb0NYCD0AQHFJex/fjXR0juulV6NaWVVi6nwWVA8AUHyyesV3+Oionn2yTju3VZo6nwXVAwAUn6yGb3/rejU1Vpg6lwXXAwAUn6yGr2pZft9yzHcPAFB8uKoTAGAVhg8AYBWGDwBgFYYPAGAVhg8AYJWMb2CfjPuKXJqSJEXHZuT70tm+mCSpsiKkulWlZs6wQD0AQHHKePj6Bq5o36HIdc/tPTggSbp/+zLteWJNVidW6B4AoDhlPHybG8p15FCjyXNZUD0AQHHiMz4AgFUYPgCAVRg+AIBVGD4AgFVSDp8TrlfgJ3MaDpKunHBDQXoAAHulvKrTq2lRInJAyYkhOW5gPBr4vpxQjbyaloL0AAD2mvd2htKtXfJH2hTEeoxHnXDDp0Yo3z0AgJ3S3sc3Oxb5G4x89wAA9kk7fLOvwHqNR51wPa/AAAAFMe/wTZ/apsAfl+P6xqNBNFAickClW7uMHxsAgHRSDp8/0qYgMSK3cl1Ooo6k5MSw/JE2XvkBAPIq5e0MQaxXjpfbW/wc18/JhSwAAKTDDewAAKswfAAAqzB8AACrZD18kaEp7dn3nna3mr/tAQAA0zL+QrSS1NE5rpdejWplVYmp8wEAIKeyesV3+Oionn2yTju3VZo6HwAAciqr4dvful5NjRWmzqVodbzyrv740+PXPdf52jm98vQxTYzG6RVQMgj0/Tf/rBdPvXPdc88f69CP248pkTT7VUPo0aNXuN7Hshq+qmW8xflZND28QePDkxrsGZMkXTj9gc60D+jhp5p0c/VSegXkOo6+WX+n/j4woPjMjCTpt92nNRaP67l771HINXv9Fz169ArXm+vm5Ki4zi215Vq/eaXe7Yjo8gcxdbx8Rvd95y7V3r6c3gLwwIYNuqmkRO39/fpH5H/qeP99Pf+1naosK6NHj16R9aQsL27BZ7flkY167YVOjQ9P6q77btWdzXX08ix29erc913H0U0ls+9YhFxXj266Q2+cO68riYSeab5b6yqz/9yaHj16heulw/DlybJVYS0pCyk+Ma3tj91OL89mfF+7216fe1wdDus333h07vGmqhX6/ZUzaqqt1ZbVq+nRo7eIezfC8OVBMhnorRf/rRVrb9bIwGX1vxPV7dtz95tb7L1MlHiefvbgA3OPl3je3PcvT03pV52d2rJ6tc5EoxqNxVQdDtOjR2+R9m6Ez/jy4OThXo1HY3roqSZtal6j7r9eoFcADdXVc9++sHz288cZ39f+429r4/Llen7nvaqtqNAb587To0dvkffSyXj4JuO+zvbFdLYvpujYjHxfc48Ho9Mmz3FR6zl+UT1vX9QjP9iisnCJvvTgbfpwcEKR/4zSWwB+/c8uTSUSevrur8pxHD266Q4du3BBE9O5+TNMjx69wvU+lvHw9Q1c0d6DA9p7cEDtJ8Y1dTU59/jIW2Mmz3HRunT+Qx3/w1k98N0vq6pu9n7HW1aV69Yv1qj7L/30Cuy1sz361/Cwnrv3HpWFZt/1v++227TE83T0/H/p0aNXRL1rZfwZ3+aGch051GjyXIrOmk1V+t6LD33q+a//8Cv0FoDHGxv0eGPDdc+VeJ5+963H6NGjV2S9a/EZHwDAKgwfAMAqDB8AwCoMHwDAKimHzwnXK/Bz879ifyxIunLCDTf+iQAAGJTyqk6vpkWJyAElJ4bkuIHxaOD7ckI18mpajB8bAIB05r2doXRrl/yRNgWxHuNRJ9zA6AEACiLtfXyz48RAAQCKR9rhm33F12s86oTrecUHACiIeYdv+tQ2Bf64HNc3Hg2igRKRAyrd2mX82AAApJNy+PyRNgWJEbmV63ISdSQlJ4blj7Txyg8AkFcpb2cIYr1yvNze4ue4fk4unAEAIB1uYAcAWIXhAwBYheEDAFgl6+GLDE1pz773tLvV/G0PAACYlvEXopWkjs5xvfRqVCurSkydDwAAOZXVK77DR0f17JN12rmt0tT5AACQU1kN3/7W9WpqrDB1LgAA5FxWw1e1jLc4AQCLC1d1AgCswvABAKzC8AEArMLwAQCswvABAKyS8Q3sk3FfkUtTkqTo2Ix8XzrbF5MkVVaEVLeq1MwZAgBgUMbD1zdwRfsORa57bu/BAUnS/duXac8Ta7I6MQAAciHj4dvcUK4jhxpNngsAADnHZ3wAAKswfAAAqzB8AACrMHwAAKukHD4nXK/AT+Y0HCRdOeGGnDYAAPiklFd1ejUtSkQOKDkxJMcNjEcD35cTqpFX02L82PlUu3SD/LHc/gPBTyS1eulGK3qmeHV1uhqY/3N7LT8ItGTtWnr06BW4l4l5b2co3dolf6RNQawn44PPxwk3LPrRk6Sm6l362+DLujQWUajEM378xIyvMrdCTdW7rOiZUtq8Q/HX2xSLRhVyzb+bn0gmFZSXq7R5Bz169Arcy4QTBDmeZgt0j7ZrKN5v/Lirl25MOQrF3jNl+uQJJS5eNH7c0Nq1Kf/S0aNHr3C9z4PhAwBYhas6AQBWYfgAAFZh+AAAVmH4AABWYfgAAFZh+AAAVmH4AABWYfgAAFZh+AAAVmH4AABW+T8REtIhINnW/wAAAABJRU5ErkJggg==" | [
"β\n6x+4",
"7xβ9",
"β\n2x",
"12x+4"
] | null | 0 |
math | grade-7 | apply-addition-and-subtraction-rules | false | true | The number line shows an unknown number, p. Is p+1 positive or negative? | "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" | [
"positive",
"negative"
] | null | 0 |
math | grade-4 | compare-fractions-in-recipes | false | true | Does this recipe call for more vinegar or mayonnaise? | 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" | [
"vinegar",
"mayonnaise"
] | null | 0 |
math | calculus | domain-and-range-of-exponential-and-logarithmic-functions | false | true | What is the range of this logarithmic function? | 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" | [
"$\\{y \\mid y>-4\\}$",
"all real numbers",
"$\\{y \\mid y \\geq-4\\}$",
"$\\{y \\mid y<-4\\}$"
] | null | 1 |
science | grade-4 | use-data-to-describe-climates | false | true | Which statement best describes the climate of Honolulu? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Honolulu, Hawaii, is a city in the United States. It has a tropical savanna climate. | 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" | [
"Winters have slightly lower temperatures and less precipitation than summers.",
"Winters have slightly lower temperatures than summers. Summers have less precipitation than winters."
] | null | 1 |
math | grade-7 | classify-rational-numbers-using-a-diagram | false | true | Use the diagram to help you answer the question below. Which of the following is a whole number? | "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" | [
"66",
"β81",
"β 5 1/9",
"β7"
] | null | 0 |
math | algebra-1 | domain-and-range-of-exponential-functions-graphs | false | true | What is the range of this exponential function? | 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" | [
"$\\{y \\mid y \\geq 0\\}$",
"$\\{y \\mid y>0\\}$",
"$\\{y \\mid y<0\\}$",
"$\\{y \\mid y \\leq 0\\}$"
] | null | 1 |
math | kindergarten | hexagons | true | false | Which shape is a hexagon? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAG3klEQVR4nO2dy05bVxSGl7mpTZNW6qBVK3XYVOoLZNIH6TNGIJDIAAagZECAGJwooKI0IBEVCcrAx5djMPgcnw5MUsIlvu299l5r/Z8UKcYY78AHMfv8a/+loiiKk0ui/TOiZk6UFQTA2EyViB5NEv36gOjHGaLSyUVRvGqEXhbQzJNviaben/Vu/DRD9Ns3PQsBGJdmTvSuRXR8SfT3GdFEI+vdAcmASx5N9pwiIkpzoon82h0AuOSjU52CaCLsUoAVIBpgAaI... | 1 |
math | algebra-1 | perimeter-area-and-volume-changes-in-scale | false | true | Look at this cube: If the side lengths are doubled, then which of the following statements about its volume will be true? | "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" | [
"The new volume will be 64 times the old volume.",
"The new volume will be 8 times the old volume.",
"The new volume will be 2 times the old volume.",
"The new volume will be 16 times the old volume."
] | null | 1 |
math | grade-2 | interpret-tally-charts | false | true | Molly washed some vegetables. This tally chart shows how many of each type of vegetable she washed. Did Molly wash fewer pea pods or beets? | 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5mlbTtUYEHyFgzPZStuY+AxJHlecKbKcaoUaCN74G1f1RXfdTfd/bcflXSiKp/txBMeOZ2vXVGt+jOnVNkw7E/KSriQg+QkCUB55CL2M7Min8nPdRgGsleNOY801qMtZUk6CjloUwq+d7DRJ4oG7BIy64Sz3WpGkQYz5Cgyu15vHfC/O9Bp5yJ4u2M7T1owGqleBLXd5I69pl56vlU542vT3bOQfJn6ADztbO3R2fadDWRV0CdnNr9YAIPkIDy9Lv5qdL72C2l1V5zmK1o5BXNL5l6hKx0sFVoi5vpA3RZVe+lM7evE3VjudUNihmPGPbzQ7I0jW+0qirU11a+7WoUYJPpt7OiJ9LiVBI2DE0hAiFnx9fhCah1JpHgTmD49r15F5ePudKGedM4IAObVVux/fnr+Lm1i8GoppCA6nPLrs07UF2ZH9R7YoHVxoUM55BrSfUaeyppprb2mx1Ve/BZ2OuhRStjSc7qrwGlY05FjL1dgCmH9KzYVCwx/OEpkkpDUEpDaa1ug+t1X0w28s4lLOLgrJCTBYJBYUmtDpntluLcDktwmWuspmGn8g1poi060YWH9x4Yz56q46jBTvZkrmsRislOBzQM3Iwkzu/KAJBE1CvCQdPHTVw574yXjlpZHWW2et509opSbr8hrMx18LGXEt9VuOaYLPZGDt2LFu2bGnsqtSYUhpCG3US/VpMpV+LqWgLI0nJKOL8RSkXCxyUlFb8bqSc1HOxwP3n7+ymKw10tYVKGmUMQuIMIH/bM4w1qf/wP/A4nGWRwOi2M0TgaSLqJfgUWxzcua+MxWdMbse8iVBIWN1f43o856ihVvcdOHAg7du3p3379nTq1InBgwczc+ZM9u/fX6vrXW1OnDhBYWFhY1ejTs6XnmDDyY+RXB4ZNhgNOBwVvxtWGxw9ZSTlVEUQMtl0ZOn3NEp9hcBylP+7/IW/CQTlZcuDDg7nf01Vc5tgCvUQfMrHb3y1XjL1dvpu17kFmeRwGS93U7ue99VS8uW2225jw4YNrF27lr///e8YjUYefPBBfv3111pdT6g/RmsJHx2ci+Pyr5nRaMRmtXo891KBjaOnjJxJjWBq4kY6h4wOZFWFAMsuTSUlf6crdvgbdCJVbRjTbhYzur/pDDbeP+MKV7k6jfkc0doY8XOpz1YOwOosM0e0No5obbTTSHmqk3OQeVo7JfNPGQFYfMbEtHbKGtehZcuWJCcnux6PGTOG0aNHs3btWgYMGFDj610tJDX5CHgVMlpL+DT1PlRBduKCwGgwUCbXolLa0JaqKCn1/LO22gNcUSFgysdytmevrfEKzn2ihjO49QTXkj9p2oMNUcVaa26LgtaHWgef1Vlmpv+m9+vcK4NMefBJ1Eh5qK2Sz846g1Om3k6ipm6NMblcTrdu3cjIyHAd0+l0vPHGG2zfvh2A4cOH89JLLxEc7Ex0OH/+PKtWreLAgQNkZmbSqVMn/vGPf9C/v+f5Cmazma5du/LFF1+wd+9etm3bRnFxMUOGDOHVV18lIiLCdW5JSQlvvvkmP/30EwaDgQEDBjBv3jzatm3rds0TJ06wYMECjh07RkJCAo8++ihyufuPJzc3l9dee429e/eiVCoZNGgQTz/9NO3a+Vj3vhEYrSV8fvo+lBorcRooKyul0FyI8vIwgkphw2SWYTLLfF9IaHDZXvbFqe97bD//hXO30xqkSUeq2jCo9QQGx0y46sdxrvb6XY38Cj6rs8zMOWaotoXjTaJGysvd1Mw/ZXR1sZW3coZHy/nsrLPLbecla61aP5U5HA7OnDlD167ObB2z2cxdd92FRqPhrbfeQiKR8Pbbb/PYY4+xevVqAJ555hmCg4OZMWMGkZGRrFixgunTp7N7925CQ70PvM6cOZMRI0bwzDPPkJ+fz9tvv83UqVPZtMm5oZTBYGDChAnY7Xbmzp2LRqPh448/ZsyYMWzbts0VgE6dOsXEiRPp3bs3b731FgaDgY8++gjrFV1UTz75JMXFxSxatIjg4GDWrVtHRkbGVRV8ygOPVOWsu96gp7DIfdxKJnXQKlLPubyq39sOLboFpJ6Ck97qfzCo6XXrq5UjXJv8Cz5nzbUOPOWe6qRytX525lcEmeSISmm2+tr3uZjNZlcLJj09nRdfdM4V+fTTTyksLOSrr74iLCwMgMTERG666SZSU1Pp2rUrn3zyCWq12nWtqKgobr/9dn766SfGjh3r9Z4PPPAA8+bNcz1u0aIFjz32GLt37+aGG25g2bJl5OTksGPHDuLi4gAYMWIEI0eO5PXXX2fFihUAvPnmm7Rs2ZK1a9eiVDq/L+PGjXMFUHAG1ZSUFObMmcOf/vQnAIYMGVLr71dDuGRMZ2PWE0hVNsDZ4inWFns8V6OyolLaqrR+5DLRGmrqUvJ3siP7ixq1cnCAQwLtQ3szu+f7DVc54aoRsLXdIhQSV3p15SCTHF634LNmzRrat29P165dGTlyJD///DOLFy9m6NChAOzatYthw4Yhl8vR6/Xo9Xqio6OJjo4mLS0NwBV48vPz2bFjB7t27QKc3Vy+xMfHuz0ePnw4ACdPngRgz549DB482BV4AJRKJRMmTGDv3r0A2O129u3bx9133+0KPACyK96EJRIJo0ePZunSpSxbtgytVluj71NDyy79ja/PzkaqrAg8hUWF2O3ef6YWa9Vfv4SI5rfGVVNX/rG0PInxfFmq34GncsaaBFBI69bzITQdAV3hoLqVDGoTfMaOHcusWbOQyWTExMQQFRXl9nxGRgZ79+5lw4YNVcqWlJQAkJWVxYIFCzh+/DgjRoyge/fuSCSSKt1e1QkKCkImk1FUVATA2bNnXQGpstjYWEpLSyksLMRoNGIymaoEMk/effdd/vOf/7B06VI++OADpkyZwuOPP45Go6m2bENKyf+avYUfoVA4A6ZOp6NYW+SzjN4kx26v+vvQOTq5IaooNIDs0lQc5SnOkpplrA1qPYGMkhROFe1rVhlrgRhjayquqrXdarPMTlRUFL179/b6fExMDEOHDuXtt9/2+Lxer2fSpEmMHTuWpUuXulocL7/8co3rkpeXh81mIzExEYCEhAQuXLjg8bzg4GBatGiB0ejsiszPz6/2+kqlkqlTpzJ58mS++eYbXn31VddYU2PZk7eS42X/cQWewqICysqqruN2pdIyRZVjSoWCDpHd672OQv0pX9hzX94msstSazQv58qxnPdTZjZQLa9e+pp0RV7jAhp8duU7WxKVg0zlsaTKXXD1ZeDAgaxfv56ioiJatGhR5fmUlBQuXrzIPffc4wo8Op3OZ3dROZvN5vb4q6++QiqVurLkBg8ezIoVK8jNzaVNG2cqpsViYdOmTQwaNAiJREJQUBAdOnTg+++/Z9asWa5rXbx4kStZLBYUCgUKhYK7776bw4cPu7rvGsP/O/MXSjiDVCrDZrNRUJSPyWiqviCgLVNVOdY9pld9V1GoJykFO0nJ38G+C5tqVK4pZawJgeVX8EnUSNlVxxtVnkQ6PLritjvzK7q2GmKB0SeeeIJt27YxefJknnzySRISEvjjjz84cuQIL730EjExMUgkEj744ANmzJhBZmYmH374odv4izeLFi1Cp9Nx3XXXcfDgQZYsWcKUKVPo0KEDAI888gjffPMNDz74IHPmzEGj0bBq1SoKCgpcCRHldXzqqaeYM2cOEydO5Ny5c3z00UcoFBWtg/379/Pkk0/y17/+lX79+pGRkcH333/P6NGBn4xptJawJv0+ZGorUmSYLWYKiwqxmP2bKKwtU3nscusbO7S+qyrUQbr2ECn5OziSv6NGa6yByFgTqudftlt/TZUU6FdOGl0tGX+8ctLZvRQux+1aOy9VXOOO2KpdMXUVGhrKli1bWLRoEQsXLqSoqIhOnToxadIk7HY7HTp04I033mDJkiXMnDmTgQMHsnTpUp5//vlqrz1z5kxOnz7NJ598QmRkJHPnzmX27Nmu5zUaDZs2beLNN99k4cKFGI1GrrvuOrZu3erqmgO4/fbbsdvtrFy5kkcffZSkpCQ+/PBDt0y6AQMG8MQTT7B+/XreeustQkJCGDduHM8880y9fr+qk5L/NXvzP0Chdv6s9AY9RdUkFlwpv1hd5ZhSoWB4h7vqrZ5C7TkcMHf3sJplq4ErY21k3P3c0zGwv5dC0+N3t1vl1grAzqEhPHXU4Laemzc7861kGZxvTk91UrtaOMUWh2uOT7sgaY0nmB44cMCv81q0aMEbb7zh9fl7772Xe++91+2YpwSFK7Vs2ZK5c+f6PCciIoI333yz2mvdeeed3HnnnW7Htm7d6vpaKpVy//33c//991d7rYZQbDrP5rNzMUovoVA5A09RcRGlpTV7g9KWqbB6yHK7Ln4YKrnIdGosVyYO1CTwOKhINpBQ9/18hOahTmM+/+wTRHK4rNqVDoZHy3morfON5ZXuFZ96N+ZYXGM+dZ1cKjScH7Pf5ozxe2RyKVJkWK1W8gvz/e5mK2ezSzy2egAmJz1WH1UVqqG36kjXHiK7NJW04oP8UeLcb6mmqzmVj+Vsy1re7NZYExlr9aPOCQfT2ilJjpAx/CcdWh+9cJVXsQZnq2fOMedCo+FyXEvuCFePU0Xf8fPFxUiVNmQyKTabjdJSHSW6klpdr6BY7bnV03YI0SFibayGorfqXLuA1nTs5kpXjuVsy1peH1VsUgwNtCpEc1Mv2W7J4TKO3BzGHfvKSNHaqi8ATDukd7V6KnfFCY1PZ85ly7nn0UtzKZ/zV1ZWSolOi9Xq38/3SnqTnCKd57GemQP/XpfqCj5szVrO9uy1NR+/qURkrFXPYBX7T9VUvaVaJ2qk7BwawrRDenZesvhMHjiitfHN5S0YksJlbl1xTYFSqeSPP/5o7Go0iO/OvcxZ025kssvbIJhMlOiK/U6h9sRml3D+YojH527rei/h6uhaX1vwbu+FTWzNWlbr8iJjzX81Xb9OqOd5PhEKCRv92BI7OVzGTdFyMsvsfp0vNLxjhd+wP38pEoUdmUyK1WqlsLigTkEHnIHn3IVQj6nVseEJ3JcsxnoaQnZpKp+n1nyidHnG2usDtzZKK6fA6HtJq2tVgTEHwhu7FoHVaCsc7Bzq+ZOwEFiXjOlsO/d3rPISJAqwWq2U6LR+rVLgj7yCYI9bJygVCv4+YnG93EOoavv5tTUr4MC10mNjZqzVdUyqqSowNr/XfVUtryMEjtFawrfnXyDfehKp3JlMUKIrqXHqtC+5+cGU6j13v0677m8iyaAB+fNmppaF0FqTSKbud9dW1OWyy1LpEt70tnZuji2Ipipgq1oLV4/9Fz/h88y7KLSn4nA40GqLybuQW2+Bx2aXcPZCCCVlntPnx3a/jxEdJ9TLvQTPOkd4DxxqWQhj2s3i9eu30SPyhnq/d3px4+0y2pgtiObYeqkL0fJpRnL0KXx3fh4OuQUHdrRaHaVlpTVanaA6FquU85dCvO5Sel3bITzY/8l6u5/g2bh2zpU2tmevxWhzZmKpZSGMjH+AkXEPoKmmW60x04nTtAev6lZX54jrSNceqnK8wJRT63Gy9OKDcPXsCRkQIvg0AzpzLt+df5kSMrFJbJQ2QNAB0BkU5OUHe0wuAEiK78vcYe/W6z0F78a1m83IuAdIKdgBwOAY/1ub50pTa53l1phJA405AVTM/6kZEXyucT/mvEGG4UccDgelpQ0TdGx2CXkF3sd3wBl4nh/+Ub3eV6ieRh7qM+h4+6ReWIcuJH+TBry1ILJLaz/eVNiIgc+fgO3tdWWXpjVEla5qIvhcoyp3sRkM+jpNEPUlX6umqETttbUDMKT9zTx+w+v1fm+h7rwFH3/fDNWyEFe3XmV16TrzZ+zE65t4I863qUury2DTobfqqu0OvZaIhINrUGbZXrbmzqXUVERu3nkKiwrrPfBoy5ScOR9OQXGQ18Ajkyp5oN+jIvBcxTQyz2922WWp6P3oRkoI6eq5vB9vxN7KpuTvrLasL2nahk146OIlmSO9uGorzpO4YM9bxZd3jzYXIvhcgzJKdnEx/2K9Bx2LVUq+Vk36uQjy8oM9rtNWLjwoimdGLmRcjyn1dn+h/sV7CQDg35uht/Ip+dWXjVJ56fIz5fjV+ukc3r/W964Lb/U22HR+BV1vrc3GzBJsDCL4XIOGtHwUqa1+Vgm3WKUU6lRk5oaRUU1Lp9zAtiNYfPt6klrXfxqvUP/6RA33eNyfN0OvrQAPYzlXig/pSqTK81wvfwKft3Tyhk46iFLHeq23P62upGjP40J1bfE1NSL4XIPU8jAe6f8NrYOGodMrMHpJe76SxSpFb5STr1WTmx/MmfPhZJwP51KhxmvqdGWtQuN5evibzBm2UOzN04R4ezP0q2zUCNSy2q9W4i14+cNbIoU/3YV1Nah17e/tbbzK0Zz2pUAEn2tWhCqO2detYETCs+TmR5Ga1YLUrBakn4vg7IUQt3/p5yJIzWpBxvlwzl0IpaA4iJIypc9utco0qlBu7/Ugi8auZUD8TQ38yoT6NjhmgsdxCH+D0rjE2VWOeesSu9LYdrOrBC+1LMSvNO8odSwj4qpurliXYOqvkXEPeAy6/qSze6v3YC8B7Volgs81blyPKSy5fT1/6nI7GpVzgU+DUeH2r7puNG+iguO4vdeDfHTnFu5Lfky0dpqwOUmrXN1vccFdmNXzPb/n+YyMe4Ax7WahloWgloUwKGY8s3q+71fZKHUsTyetcgW/PlHDmd3rfb8na45tN5tBMeMB59YPY9rNck2wbUgaeShPJ61yBdm44C48lbTS73rf0/EZRsTdj1oW4qr32ADU+2oiWbf1e8c9Y0Y3dj2EADBZzXyfvoY9GbvI1p7FZq/ZTqTgTCTo3LIrwzpMEK2cRvDlth8Qf69CU1b+Oyzm+TQjKrmSCd1nMqH7TExWM0fz9nLo3I8U6LUU6nMpM9nRGs8jkyoJUbZELoPwIA2tQ9sSF9aR6xNuJi6ibWO/DEEQrgEi+DRTKrmSAfE3idaLIAiNQoz5CIIgCAEngo8gCIIQcCL4CIIgCAEnB2f2gSAITYP4exWuBXJApG4KQhMhUq2Fpq78w5PodhMEQRACTgQfQRAEIeBE8BEEQRACTkwyFQQvXvtpLUfyM0i35qBz6DFILADEyqKw2qz00bRnYochTOxxYyPXVBCaHhF8hGZLaynjd20Wx87/wY1tetKrVSLgDDqf5P5AsUrv7Bu4Yr3UP8gDGZyz5rMt9Vde+X0tD8ffyuNDbg/4axCEpkoEH6HZOau/yH073+CkObvi4B+gsaoINqjIDynBoap4SiGXo1EHoVDIUcgUWGwWrFYbRpMJo9nEOWU+/7j4b77ZuJf/3fFm4F9QHaVpD7IvbzNpxQeJUsfSJeI6RsTdj0bueYvtyvRWHfsubCYlfwcGq44odSx3d/yb36s7pxTsYF/eZgqMOQTJQxnceoJrlerqFBhz2HH+C9KKDxIkD3Xd2596C41PBB+hWfm9MIsRPz2LFXuV5/RyE/pQk+uxRCIhLDiEEE2w23kqqQqVAoKDNJgsJoq0JdjsNg5xhkH/9yTf3bGQiKDgKy9/VdqStYxtWctdjwtNOaRrD5KSv4Onklb6fCMvMOaw8NB9GGwVG6hll6WSUrCDKV3nV7u3zfspM6vseJquPUha8UGmdp3vs2xKwQ6WH3/6irLOLbTnJK30uT24cHUQCQdCs3Ln9lfdAo9EIkGtVBIaHIxS6d6/FhESWiXwXEmlUBHdogUSiXNPpNSgHG7dOK/+K95ACo05Ho9nl6Wy/fxan2ULTDlugaeyrZnLPR73x74Lm6rdRvucl62yDTYdW7KW1freQuCI4CM0G0fP/0G+vMT1WKNW0zqqJVERkYQFh9IyIpKYqGgUcjlqpQpNkMav68plcqIiIlyP09Q5vLfvq/qufoOI9NE9ll580GfZKJX3soUmz0HNX96CSzlf228XeAmowtVFBB+hWcgqvMhft3/oeiyTymgRFoFU6v4nIJfJiQyPICS4Zt1mKoXK1fpxSGBJxma0Rn3dK96IOvt4gwd8jut42mK6JuX9HTPyRIz5NA0i+AjXtPUnfqHPukfot/OvHAvNch1XyL0Pd8plclSKmm8JrlAoXF9rVXr+tOYlfjn9O8WGshpfK1B8tSAS6jBu4uu65Xy1uqrbwlsj8x5gkqL92/5baFwi4UC4Zk1c/yo7JcdweIgjNrvNazm7wzkmJJXU4bOZDE5Lcxj/+3zkR2SE2FTEKiK5Nfo6Xhr2QO2vG0DVBQCfZesQAOKCu1TbevGVUNAlvPrAJzQ+0fIRrjnFhjIG/d+T7JAewyHxfI7FakVvqNotZnfYKdAWY7Faa3xfi8Xi9tihcIAFrHIbxSo9J6TZvHdxPX2/ePSqbg0BdA7vX6fydek286fV5IvIdGsaRPARrjn3bl1IalD1g85FuhKKSoopKdOhN+gpKdORl38Js9lMaVnNgoPBZMThcLgfVNnB6P4n5sDBGc7T85uZrD/xS43uEUhBdRw3qUvroy73jlS1qXVZIbBE8BGuKe/t+4pfZWl+n683GtGVlVGkK0FXVuYKIEazyWPLyBOLxUJRibbqE2oHEpP7n5hELkMClOi1PHzkn2QVXvS7roHUmK2Huow11aXFJQSWCD7CNeW9Mxu9drXVVJGuhJIyz/NYyhlMRgq0xVVbPZc5VFUns0o1SsCBSV/KiK+frI+q1ru6ZIzVtcuuLi0f0eXWdIjgI1wzfjqdQpmyftObdWVl5OVfoqRMh8lixmKxYLKYKdWXcam4kEJtsc/kBUKrBh8AiUIGwCWKeOSbd+u1zvWhLm/iTbXLTgisRgk+xRYH7b8voe92HcUWz58YBaGmFuxfi93m+c2+Lmx2G7qyMvKLCrlYVEB+USHaUh1ms7n2F5U5g49DAl/l/VRPNb06BKL1obd6bpHWpctOCKx6Dz4bcy3MP2X0GVR25lvJ1Ns5orUx/VDTnojXGGw2G3l5edjt9f9G25Qp5XIc5ppnqTU2MxbOFJxv7Gq4iQ++ut/Es8s8r4AgWj5NR70Gn6eOGrhzXxmvnDSyOsv7p8Lh0XKSwp2f/DbmWtiYa/F6bl3l5+czfvx4vv766wa7RyD99NNP9OvXj8GDBzNx4sQqz3/66adMnjy5EWpW/xYvXsywYcNcj6v7WRab9djNVhz+tH4s4ChtvODtsFQESZvMzt4zvzdaXTwRqwQIDa1egk+xxcGd+8pYfMbkdsybCIWE1f0r1s2ac9RQq/sOHDiQ9u3b0759ezp16sTgwYOZOXMm+/fvd51jsVi4dOkSJSUlPq7UdLz88st07NiRPXv2sGLFiirPX7p0idRU3+tiNRUmk4nS0lLX4+p+luFK55I49jKTx+crc5jAVmoBR+ADkMNmx2FxHyfamX0k4PW4GtU1WUFoOuocfDL1dkb8XOqz9ZKpt9N3u84tyCSHy3i5m9r1vK+Wki+33XYbGzZsYO3atfz973/HaDTy4IMP8uuvvwLQpk0b9u3bx/Tp02t1/auJ2WwmMzOT0aNH06ZNG1q1atXYVQqo6n6WM3rfBkiwm63Y9D5+nxx27HoTOBzYdNUHqupUbsX4w6ar+mErS3+pzvUQhKakTsHniNZG3+06jmh9ZPsAq7PMHNHa+OcZE/88XfHHPq1dxbonlVtNNdGyZUuSk5O5/vrrmTBhAqtXryYhIYG1a30vB98UWS/Pug8LC2vkmlydJva4kTCpc0FLu96ErcRQpQvObrRgLTLgsDlb5nazFbux9t2+Np0Bq9aArcRQfSvKYcemM+CwVj1vVo+xta6DIDRFtQ4+q7PMfmereQsyiRopD7V1PndEayNTX/cuELlcTrdu3cjIyACcrYX27duzZs0at/MyMjKYMWMGSUlJjBo1imXLllWZq3H27FkeffRRBg4cyKBBg3j22WcpLCx0Pb99+3YmTpxIr169mDBhAjt37nQrv27dOkaNGkWPHj0YP348X3zxhdckAZvNxrJly7jlllvo3bs3kyZNYs+ePa7njxw5Qr9+/QB44YUXaN++vVv3YmVKpZKjR48ybdo0kpKSGDduHJs3b3Y7Z9GiRfz5z38mKyuLGTNm0KlTJzIzMwE4ffo0M2bMoG/fvgwbNoz58+dT5mHG/549e7jvvvvo06cPo0aN4l//+pdriRmHw8GaNWsYN24cvXr14s4772Tbtm2usiUlJcybN48bb7yR/v37M3v2bM6ePevx9ZTz9rOsbFzMEMA50cdutmItKsNaXIZVq8dSUIqt1IjDbschsyKxOpc2tJUaaxWAbDoDdpPVdS9LoR67weKxJeSsS8X5lUns0DehS43vXx+yq9m6QBAail/BZ3WWmRZbtEg2FLv+Tf/N/yy1RI3Uaxfb8OiKtU13Xqp7ppLD4eDMmTMkJiZ6PScjI4Px48cTGRnJypUr+etf/8rKlStZvrxiA6wzZ85w6623kp2dzUsvvcT8+fPJyckhO9u59fKGDRt45JFHGDlyJGvWrOGWW27h4Ycf5vDhwwDs3r2b5557jltuuYW1a9cyefJkfvnlF6/B5+mnn2bx4sXcfffdfPDBB7Rv354HHniALVu2ANClSxe++OILAB577DG2bdtG7969PV6rsLCQWbNmMWzYMN59913atWvHE088wf/+9z+387Kzs3n00Ufp0aMH8+fPp23btpw8eZJx48ZhtVpZtGgRjz/+ON9++y2TJk1yW7ts/fr1PPDAA7Rq1Yr333+fhx9+mL1792IwOLuUnn/+eV599VWGDx/ORx99xIgRI/jxxx8BMBgMTJgwgV9++YW5c+eycOFCCgsLGTNmTLUBqDqLRv6FGHW02zGH9fIYS+UPF1IHkkqzUW2lRv9aLzi72ayFZVUDicOBrcyIVWvAkq9zD3olBhxefvZKuYqOLeP8f5H1yFvKsiA0NL9WtV591lzn+ThPdVIx/5QRcKZal7eGkiNkrnPq0vIxm82cP3+eVatWkZ6ezosvvuj13Ndee41+/frxzjvvuI5ZLBYWLlzI7NmzAXjppZeIioriyy+/RKVSAXDLLbcAoNfrWbBgAU888QSPPfYYAP369SMjI4MVK1awdOlSUlJSCAoKYu7cuUilUvr27cv999/vsT579+5l06ZNLF68mAkTnFsP33TTTRgMBubPn8/o0aPRaDR069YNgNjYWLp37+719SkUCjZv3kx0tPNN+Oabb+bWW29l+fLljBo1ynVeWloab7zxBvfdd5/r2CuvvEJCQgKffvopsstzUZKTk7nlllv4/PPPmTFjBjqdjvnz5zNu3DiWLFniKnvvvfcCcODAAdatW8frr7/OAw84V3CunLW2bNkycnJy2LFjB3FxzjfdESNGMHLkSF5//XWPiRT+iggKZtmQOdz7y3zMZt9duXapHWxSkDl/7+xmK/ZCG1KlDIlKgVQhhcsrWzssVhw2B3aj2WO3mSf+ntc3uJtf5wnCtSRgk0wjFBJXenXlIJMcXrfgs2bNGtq3b0/Xrl0ZOXIkP//8M4sXL2bo0KEez7darezevZsxY8ag1+td/3r06EFxcTGXLjkXljxw4AD33HOPK/BU9vvvv1NQUMCtt97qdo1evXqRluZcV2z48OHYbDamTZvmtXus3J49e1Cr1YwbN87t+N13301+fj7p6ek1+p6oVCpX4AHnVtE33XQTJ06ccDsvJCSESZMmuR6bzWYOHjzIxIkTXYEHoHPnziQnJ7N3717X6y8pKWHKlCke7797926USqUrGHl6vYMHD3YFHnB2FU6YMMF1j7r4U4d+vNfzMZTyqj+7yhxKEzKT+oqDDuwmK7YSA5aCMiz5OmcrRmtwdtn5GVD8FSzV8NWEf9TrNQWhKQjofj4RCt+LbtUm+IwdO5ZZs2Yhk8mIiYkhKirK5/nZ2dlYLBbmzZvHvHnzqjxfUlJCaWkpNpuN+Ph4j9coH0+q3IooV/6m36NHDzZt2sSSJUuYPHkyycnJPPvsswwaNKhKmbNnz9KqVasqu2rGxjoXSczKyqJnz54+X1d1QkND0ev1mM1mlEpnq1OhULjd8/z589jtdlq3bl2lfGxsrCuwlo8Nefv+ZGZmEhMTg9zLhm1nz55l+PDhHu9RWlpKYWEhkZGRNXl5VUzrP5q4FtE8uGsBZTYvK1RLHdhlViQWBQ5Fw80180bikLCw90wigmq2a+q1Qow3NW9X1WZy1QUnT6KioryOfXhSnp78zjvvcNddd3k8x2g0IpFIyMvL8/h8TEwMAL/88ovbp/crde3alQ8//JCMjAzeeustpk6dyvfff0/79u3dzktISOC///0vDofDtRUz4Lp/QkKC36/Pm/PnzxMbG+sKPJ7ExsYilUq5cOFClefy8vJc9Sh/zXl5ea4AWVlcXBzff/89dru9SkAF5+vxdo/g4GBatGjh9+vy5U8d+pHaZg2jvvobqaZMHFTtOnaozMhKQ7BhB4XvrM36JHHATWH9+POAMQG759XGIMabmrWAru22K985QFs5yFQeS6rcBddQNBoNvXr18rnigVqtpk+fPnz99ddVNggD6N27NyqViq+++srrNSqX69ChA6+//joWi4Vjx45VOXfw4MEYDAa+/fZbt+Pr168nMjKSLl1qlgl1ZVJDaWkp3333ncdWV2UqlYp+/frxzTffuF0jIyODw4cPM3jwYAB69epFUFAQ//d//+dWvjxbcODAgZhMJjZs2ODx+cGDB7N3715yc3Ndz1ksFjZt2sSgQYPcAnBdRQQFc3DKUrbd9DatLGpkHpa8toWUIjMFgaV2v38yh4z+mp7IVCrKM+18UVhkvNJlOlvuXVCr+wnCtcCvlk+iRsquOt7Ia4ZbfkXGUG1aPrXx2muvcc899zBr1iymTJlCSEgIR44cQSaTucYxXn75ZSZNmsSDDz7IzJkzAWfq9I033shDDz3Es88+y8KFCzEajYwaNQqr1cquXbsYPnw4AwcOZNq0aURHR3PXXXcRHh7Ov//9b1QqFX379q1SnxtuuIFx48bx7LPPcvHiRTp37sy3337Lhg0bWLx4scdxJ190Oh2TJ09m+vTpSCQSPvzwQ6xWK08//XS1ZefPn8+dd97JzJkzmTp1KsXFxbzzzjt07tyZqVOnAhAZGcnTTz/NggULkMvljBkzhkuXLvHxxx/z9ttvM3z4cG6++WZeeOEFLl68SHJyMidOnGD9+vV89dVXPPLII3zzzTc8+OCDzJkzB41Gw6pVqygoKHBLFImJiaG0tJS0tLQaB+ArDe3ci4zOG3l+443sSi+iQNWCMocCi1wOEglBIWA1tKDMrMca7H8mp9KhYO2Il2ipyGbRt5+zR9IXnUJedaVrByhsMuKl0Xx116t0bdWuTq9HEJo6/7Ld+mvc5uoAvHLS6GrJ+OOVk85Mt3C5+7yfyunVd8Qq/L5eXSQnJ7N582YWLVrEk08691Pp1asXf/nLX1zn9O3bl40bN7Jo0SKeeeYZNBoNN9xwA2PGOLtJZsyYQXx8PMuWLePzzz+nRYsWDBgwwDXms3DhQpYsWcJLL71Efn4+Xbt25eOPP/bahfbPf/6T5cuXs3btWnJzc+nWrRtr1qzxmjjhy4gRIxg/fjzvv/8+58+fp2/fvmzatMlnF2G5Hj16sHnzZhYuXMhTTz1FaGgoN998M88884xbl93MmTNp3bo1q1atYtOmTbRp04bx48fTqVMnAJYuXcpHH33E+vXr+eCDD+jUqROzZ88mKCgIgE2bNvHmm2+6Avh1113H1q1b3VLkR44cyYoVK1iwYAGfffZZjb8Pnrw0Zgu6r3phKHXf6VShVvDe1DQ2nzjMsztXU6TKx+GjG06ChARpG/ZM/hcRQcE89sUdhEgtjOYAZpMcrTGEM7TGiJz2IZE8cf1cBiZ2Jzo4AoUsML/ngnA1k6zb+r3jnjGja1X4qaMGrysTvNxNzSvdnZlEO/OtjPi5tMrx8q0Vii0O2gVJybxVzNwXGl5mwRFe3zISu6miy9eBg3axPXll3G4A/u/oj6w9uZ1ThgwKzcXY5c4uOaXBgsZmYtmo57m1x60A/HL6M1bt/CtSu/tnOQcOWkbFs+iu+ls09MttP1Dbv1dPtmQtY1vW8irHPxp22K/yj/5UtSU/pt0sxrWbXW3Z91Nmkq495Hasc3h/5iStqrZsmvYg/0x5uMrxp5JW1mk/IKHhlf8O1ynh4J99gkgOl1U74XR4tNy1kkF54AHYmGNxjflc2bIShIaSGJXMDZ0n89PJfyOxOYc9JUjIuvg7l3SZtAxNZHKfm5nc52ZO5O5k0ZbxSC+vhoAC5KEyV+AB+Pb4YjRyBSaLw20eq1wl5eXxvwTypQlCk1HnhINp7ZQcHhlKeDVhbHV/jdtK1sUWB3OOOWfDh8udk1AFIVCmD/mQ2OguaMI0aIKD0AQHEaQK4usjr7id1zIkEYnUfSxSo45we6wz5qJSSgkJkqJUSJBKwCY1M/eWTQQr3c8VBMGpXrLdksNlHLk5zDWJ1B/TDuldrZ6nOqkDlmwgCOXm3fZfWrdsT9uObWnbsS2JHRMpMmW5ndMyNBGFwr1VrlGGu77emf4xdovzQ5RUKiFIJUUTJKFfx9vo1vrGhn8RgtBE1VuqdaJGys6hIdzeRkG43HfyQKbezjeXt2BICpe5dcUJQqAEKyPoET0avbGi29gkL2DvH+4p5EqlGqlMiiY4iJCwEGJbVOzyuS/jPyik7s1+mSqEmTdUP24hCM1ZvU4yjVBI2Dio+tnaiRopN0XLySyz+3W+IDSUiUn/4MjWLXD5849GreHbE+/TKXowLUMTuaTLJDo6Bk2i88OU2WyiU/T1rvIXStxn6dvsdoZ3niG622qpwJhb/UnCNaHRVjjYOTSksW4tCG5u6jSDXdlLCAl2ZluGRElZvGcC4Yo2lFoKCQ6vaMWbLSbatkgC4JIuE7NZh1JS0d0sU4UwMfmVgNa/IeitukbZSrvQlFP9ScI1IaArHAjC1ejmrrMJcsS4HQsL1+DQaAn2MY7585nVbism2HHQqdW1Mc6TXdY0110rMIrg1VRcVWu7CUJjiQ3txXnbPuRS30kzSoWKg2fXk1eSyk/pnyCrtHadVeJgbK9nG7qqV7304oPQSAs4iODTdIiWjyAAA9rehdHgZfXrSpRKFRmGnXx34jUklivnt8lIjEpukPoFWmMu+pmmPdho9xYCRwQfQQB6tBmOxOpf8otGrSHIwzYIYUExHs5ums7VYbuDxkwaENs0NB0i+AhCLcg9LPaqkDW9idJR6qpbYgAU1qH7yt+kgc4RnpfBqUsAKRTZck2GCD6CUAuqIE2VYxEaz5vrXc28BZ/s0jS/yqtlnrNW69J15s+4jbf125pqokRzJIKPIFzWJqJzrcva7HY6txxcj7UJDI3Mczp1dlkqej/GfRJCuno87k/rxVvZlPyd1Zb1RYwZNQ0i+AjCZXpD7QfZbdjo2NL3Zn1Xo3gvAQAgpWBHrcun5FdfNkrlpcvPlONX66dzeP9a31tofCL4CEIz1ydquMfj6cXVtyC6eBm3uXKrBE/iQ7oSqWrj8Tl/Al9DjBkJgSOCjyDUgtVadXv1piopekTty0aN8Dru4w9vwcsfg2MmeDzuT3eh0PhE8BGEWjAbDG6PJXIlPdoMb5zK1NHgmAnEBVfdptzfoDQuserGcd66xK40tt3sKsFLLQshKar6e0epYxkRd3+V43UJpkLgiOAjCLVQWlTg9rjyJnJN0ZykVa7ut7jgLszq+Z5fAQBgZNwDjGk3C7UsBLUshEEx45nV832/ykapY3k6aZUr+PWJGs7sXu97zcK70th2sxkUMx6ASFUbv3dRFRqfWF5HEC7rEn0jx/K+w0wJCo3U61I7xRfzsFltKNVqLDgIVrciPjwpwLWtXxp5KLP9DBiejGs3u9Zv+vEhXXmh//+rVVmNPJSpXV9latdXa1VeaDwi+AjCZeN6Pce4Xs9xSZfJjtMrOXNpPyplEAqVnMKSbADUqhBahvVBGaUhVNGSYR3/fM0sqSMIgSSCjyBcoWVoIpP6LmjsagjCNU2M+QiCIAgBJ4KPIAiCEHAi+AiCIAgBJwf4ctsPjV0PQRD8JP5ehWuBHOCeMaMbux6CIPjhy20/iL9XoUkr//Akut0EQRCEgBPBRxAEQQg4EXwEQRCEgBOTTJuYzYf/xfYTnwEwuNNEJl0/r8bX2PrrCo6f3YveVMLw3vcyvPek+q6mIAiCTyL4NCHr9i9g+4k1rsfbT3yGwVzCQ0Pf9Kt85oXfWbR+Bpe051zHjp/dwx8XjjF91Gv1Xl9BEARvRPBpIvTmErfAU27v6Q3ozToeGvoGGmWY1/IXted4+Yu70JtKqjy37eAqEXyasTTtQfblbSat+CBR6li6RFzHiLj70cg9b7Fdmd6qY9+FzaTk78Bg1RGljuXujn/ze1VqofkSwaeJyC486fW5lLP/4+m1/yM+shsaZRhd2lzPyB5T3YLRh1ue9Bh4hOZtS9YytmUtdz0uNOWQrj1ISv4Onkpa6TMAFRhzWHjoPgy2is3bsstSSSnYwZSu871u9iYIIBIOmoxzBd6DT7nswlOk5R1gy+F/sW5/xcKYW39dwYlzexuyekITVWjM8Xg8uyyV7efX+ixbYMpxCzyVbc1c7vG4IJQTLZ8mIiGqe43O33d6I5hUHD+7h8yLx92eU5jlWJRWt2OZF34nMaZXXaspNDGRPrrH0osPQjvvZaNU3ssWmjwHNUEoJ1o+TURUSFyNzrdabGw9uLJK4IkoDq0SeABW//hyneonXHs6R1zn83lf4zpXbo0tCFcSwaeJiAqJ93hcbvK826bFUjXAKMxygvVBHs8/fnYPW39dUfsKCk1SFx8BJiGka4NcVxBABJ8m45yXhAO1TuUxAClVCpC4H2t/No6L0YVe77H14Ko61VG4tiRFjah92ejalxWaBxF8moBzhSd579spHp8rjdbTJrVVleMymZTwFhoUSmdgUpjlaAxBHrvcylWe/yM0b53D+9epvEi1Fqojgs9VrqA0m/e+nYLB7DmrCKA0qoyWf0RWOS5XyAlrEUxwmJquZxLJaX3R573GXDezzvUVrg1Bfszx8aVLuOh2E3wTwecqt/rn530GHoCiuBJa5HqfYKoOUqJSK7jY0nuX2z03zhUTTQWX+DqM9wiCP0Twucql5/3q13m6yDJC8jVen7/U3nvg6ZEwmEk3/q3GdROuXf6sbuBNXbvshOZBBJ9rxKX2hbQ95j0d26A2BbA2QlNXl5ZPXbvshOahUYJPscVB++9L6LtdR7HF0RhVaDLiW3Tz6zyrygZ4T702mc1ey544t5eLItlAqCeiy07wR70Hn425FuafMvoMKjvzrWTq7RzR2ph+SF/fVbimPDTsTdQK/ybsXUos8Jh4EJofTInd9/d53c/v1Kp+wrUpPlgEEKFh1WvweeqogTv3lfHKSSOrs7x/0h4eLScp3PkJfWOuhY25lvqsxjUlIbI7Cyft4KEb32BQpzvo3HoAkcGe01iLYrW0yopyOyYpkZCwu/rVEUSatVBZXcZ8BMEf9bK2W7HFwfRDercg4qvlE6GQsLq/hr7bnVlcc44auKONosb3HThwIJcuXQJAIpEQHR1Njx49mDVrFoMHD67x9apz4MABSktLGTlyZL1f2xeNMozBnScyuPNE1zG9uYSUrP+x+fC/KCxzrqNlVdmQmSp+pAa9ifhjrTEpvH8QKNcyPKH+Ky4IguBFnVs+mXo7I34u9dl6ydTb6btdx5yjBtex5HAZL3dTu5731VLyZdy4cWzbto2NGzeyYMECHA4HDz30ECkpKbW6ni8bNmzgq6++qvfr+istbz9bjnzAliMfkHL2RwZ3nsiLd3zjNi5UGl1KSL6Gbm2GoNeZiNCGo9dU37U5bsDDDVl1QRAEN3Vq+RzR2hjxc2m1SQOrs8wc0do4orXRTiPlqU4qAKa1UzL/lBGAxWdMTGunrHEdIiMj6d69YsXnm266ib59+/Lf//6XpKSkGl/Pl8LCQmQyzwP69WVv+nqOnP0RgJt7TqVL6+udQefwB6TlHXA7d8vhfzH75g95esznrNu/gH2nN6KLLKNFTjhTHnmN3Ue+I1gfRGbbbK/3iw6LZ/qoV8WK1oIgBFStg8/qLDPTf/MvWeDKIFMefBI1Uh5qq+Szs87glKm3k6ipW2NMoVCgUCiIinIf+8jIyOD111/n0KFDtGzZkrvvvptZs2YhkUiqPUer1TJ06FBKS0sBaN++PQCpqakolUrWrVvHihUryMnJoWPHjkyePJn77rsPqbRmr2Xpj4+ScjnwgHOTuCBlKBadHrVOBdHu5xeUnue9b6fw4u0bmTb0LQxmHWfy99LxUFuiQuKJDounVUEkx1pIuefGuQzvfS+twhMoM2rJvHicluEJtBLdbc1admlqY1dBaKb8Cj6rs8zMOWaodVp0okbKy93UzD9ldHWxlbdyhkfL+eyss8tt5yVrrVo/ABaLhfPnz7N06VKCgoK45ZZbXM9lZGQwfvx4brvtNlauXElOTg6vveaczT979uxqz3n44YdZt24dc+bMITo6mhdeeAFwBrrdu3fz3HPP8eijjzJq1ChOnjzJL7/8wqRJk/wOPnpzCVsOf+AKPHKTjND8YORmOaEFwViUISjMcmLTWhGSH4JE4uBiYiH5iYUYQnVsPvwvpg19i4eGvsm83BFEnA8HIF7SFoB3/vYLwepw1/2C1eH0bDukVt9n4dqit/pePUMQGop/weesuc7zcZ7qpHK1fnbmVwSZ5IiKbqxMvb3G112zZg1r1qxxPZZKpbz99tvExlZkhL322mv069ePd96pSCe2WCwsXLjQFXyqO6d79+5oNBrCwsLcuvlSUlIICgpi7ty5SKVS+vbty/3331+j17D0x0fdVjKwqmwUxTm3vPa0MkGQTkX0H5H029SLolgtB02bGd/3caJC4pk29C0OfL2UvOMn6CLpSWSS2i3wCIIgXA0CNsk0QiFxpVdXDjLJ4XULPhMnTuSXX37hp59+YsOGDcydO5cXX3yRl156CQCr1cru3bsZM2YMer3e9a9Hjx4UFxdz6dIlv87xZvjw4dhsNqZNm8b+/ftrXH+9ucTvJXTKGUJNnOuTy/67j2AMNXHD2uv4bfV/AEhuNwp1+xac+mk7PWX9CI2LqXGdBEEQGlpAt9GOUEh8Pl+b4BMSEkJcnHMeS0JCAsnJyYSHh/Piiy8ye/ZsLBYLFouFefPmMW/evCrlS0pKKCsrq/acli1berx/jx492LRpE0uWLGHy5MkkJyfz7LPPMmjQIL/qn+1lnx4AtSIEjTLMlUp9JavKRsZ157iYWMDQXZH8d//LDHjpzwwadi+ZO/ZSrHIQ0VmM6QiCcPUJaPCpTnXByV/l3WK5ubn06NEDgHfeeYe77rrL4/l6vb7ac3zp2rUrH374IRkZGbz11ltMnTqV77//3pWY4Et8ZHcGdbqDfac3uh1PanszDw19kx+Pf8bWIx94Ld+59QDG3/Y4XZ65nhMrN/K/qa/Q4c7h6H+/gDVUhzwqnJTVm93KhLaNocPIgTV+nYIgCPUloMFnV75zI7PKQabyWFLlLri62LNnDwCdO3dGo9HQq1cvvv76a6+BxZ9zAIKCgqp0wVksFhQK5wTZDh068PrrrzNw4ECOHTvmV/DRKMOYNvQtpg19i7Q8Z7ddVEica9vs8X0fx2AuYU/6eowWZ7ZdfItudGkzkMGdJ5IQWTH+1OPhO9AWFnPk398hNdsIkqnQpV3weN9fAXOonJghPRk090HC4kX3nCAIgeNX8EnUSNlVxxtVnkQ6PLritjvzK3bWrE3Lp6ioiLS0NOx2OwUFBezYsYPVq1czffp0wsOdA+2vvfYa99xzD7NmzWLKlCmEhIRw5MgRZDIZU6ZM8fucnj178tlnn/H//t//IyYmhiFDhjB9+nSio6O56667CA8P59///jcqlYq+ffvW+LV0aX29x+OTrn+BSde/4LVcSfYFdj7/IbrfMpAjJRg5yKr/0Sp1Voq+T2H9dwfpOPdOhs6cVOM6C4Ig1IZ/2W79NVVSoF85aXS1ZPzxyklnplu4HLdr7bxUcY07Ymu+xM7mzZvZvNnZrRQREUFiYiILFizg7rvvdp2TnJzM5s2bWbRoEU8++SQAvXr14i9/+UuNzpk9ezanT5/m1VdfpXXr1qxcuZKFCxeyZMkSXnrpJfLz8+natSsff/wxCQmBGWv55oGXKPvtD2QSKfJa5o8ESRQcfuPfHP/uZx76eCFB4WJdL0EQGpbf3W6VWysAO4eG8NRRA4vPVL9PzM58K1kGZzLBU53UrhZOscXhmuPTLkha4wmmBw4cqP6ky7p168Ynn3xSp3MiIyM9Pv/uu+/6XY/6cv7X4+yY+RYKC8gkdU9ajFFFkHrgJMvueZw5P6yuewUFQRB8qNO71j/7BPFpP++7Z5YbHi3nobZKHmqr5JXuatfxjTkW15hPbSeXNkfpm39m19Q3UNTzYuAxqnByjp/mh3c/rt8LC4IgXKHOH5mntVNyeGQo4dW0oVb317C6f0WgKrY4mHPMudBouBzXkjuCbxdPZPDrs8urtHbUyiBUyuo/CPgSoQgG4L/vfUrhudw6XUsQBMGXeplkmhwu48jNYa5JpP6YdkjvavVU7ooTfNv++HtugSc8NJr41p1p1bIdMS3b0jauG5ERbZDWsisuVOZsmR5ct61e6isIguBJva1wkKiRsnNoCLe3URAu9508kKm3883lLRiSwmVuXXGCd+mbf0aSW+J6HBXRmvCwaKRXrLQdEhxOdFT1G8h5Eip3/iyOf/9z7SsqCIJQjXqd5xOhkLBxUHC15yVqpNwULSezzO7X+YLTmW17XF+rlUEEB0d4PVetCkahUGGxVJ8Q4knO8dO1KicIguCPRlvhYOfQkMa6dZOVf+AU5e1JlaphgrbNUTHpt/BcLpEJbRrkPsLVTW/Via20hQYVsIVFhfqlN/peCt9k0teq1aO3VZQpEkkHzVZ2mdjnR2hYIvg0URaLCZ2u6nYL4Aw8lwq8717qi85mdH0d27Nzra4hNG/pxQcbuwpCE3BVLSwq+BbaLR7j4SzX46KSi5QatGjUoSgUKmxWCwajDqPZUKvr55sqWlMRcTFipYNmzCA2mRMamGj5NCHtbr6uyjGLxYRWl09+4XmKSi7WOvAA5JgqWlIdh/Sr9XWEpu9cHbbXLjCK7lqheiL4NCHJM27HJLE1yLVzjIWYHRXXHiYWGW0WotSxHo8XGj3vIeWPQlPtywrNhwg+TUzi1FH1fk2dxUCOqdj1uMOgZGJ7ifGe5sBb8MkuTfOrvFrmOWs1TSvGfQTfRPBpYoY9Nx1baP2tg6ezGDitr9jzRx0azLRP3qi36wtXN43M87hedlkqej/GfRJCunouX4duO6F5EMGnCRr39QIsckf1J1bjgqmYVH0uNiq2L7/3ny+IRINmJN5L8ABIKdhR6/Ip+dWXFZo3EXyaoLD4GCZse6fWAUhvNZFamsM5Y0WCgTo0mNlfLqHXrcPqq5pCE9EnarjH4/6kTHeJqJoEA5CuPVSXKgnNgAg+TVRYfAx3/fwRymFdyDfpsNl9JyLY7DbyTTpSS3M4XprtNp+nw6BkHvnqA5Hh1kwlRY+ofdmoEV7HfQTBFzHPpwkLCg/lzmUvcmbPb/zw7idc+vUUABqZCpnEuUq4yW7FYDOht1vA4QBJxerhEXExDHv4XoY+LDLbmrPBMRPYnr2W82XuSQb+BqVxibP56sw7bsc6h/evt/oJ1yYRfK4BHYf045Eh/Sg8l8vBdds4s+cwGfuOeD1frlRw7z9fIKZTIuePpweuosJVa07SKtak/oOjBTuJC+7CuMTZJEX5F3xGxj2A3qpje/ZaAJKjR3B3x2casrrCNUCybuv3jnvGjG7seggNwKDVkXM5uASFhWIo0bHsnidcz6tDg5nz39Vi8dAm5MttPyD+XoWmrPx3WLR8rmFB4aFVxnEmvTePTS8vJrZnZ26f/6QIPIIgNAoRfJqZAfeOYcC9Yxq7GoIgNHMi200QBEEIOBF8BEEQhIATwUcQBEEIODk4sw8EQWgaxN+rcC34/zwq2tTkRXVIAAAAAElFTkSuQmCC" | [
"pea pods ",
"beets "
] | null | 1 |
math | grade-2 | select-three-dimensional-shapes | true | false | Which shape is a cylinder? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJ8AAACfCAYAAADnGwvgAAAP3UlEQVR4nO3cf3CT933A8bdkSZaEbMvINvhXwMY2ZINhfpQsIQFaky7bwgLZXVh6u6XZdZdL7nrLkl5v7S2X9bbLrblu17V3TbuuW3LLpaW3S0ggyZrFTUICNIQfZpDin2BjG8tYsiVZlvXL0v6QJSwsAjF+nq+MP69/jB4/0vexeOv5oeeRDMlkMumOQncIxqcgnkQITZgMUFQAjXZYZgGDO5JMHguoXiyx2NxRDKauUOpGpQVWL0mVKYQWxqegYwKGotAZAmM... | 0 |
math | grade-3 | fractions-of-a-group-unit-fractions | false | true | What fraction of the shapes are rectangles? | "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" | [
"1/2",
"1/4",
"1/8",
"1/6"
] | null | 2 |
math | grade-1 | identify-faces-of-three-dimensional-shapes | false | true | Does this shape have a circle as a face? | 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vdxCJaPhRRESknlT0TucXjseJxSxSSx6LC5Xphd6yLcy27WEAbt7IcvmDNJ6n0qKUx+atYQ4fiWPZMHo9y9d/f0K97CIiInWmogE7FDK8fDoJBHuxK6W902H3vgiWFVzj/v5/pMhmNfz4MONjOd2K+Yxa22z6jicIRwyzMwW+9uUJbo1q+FFERKReVDRgAxx/KU4kYlicL5BKVS64JZts9h2MEgoblhY9LpxPsbSkyuJqruvRf9Xl4oVUpY9S82Jxi2MvJkg0WWRcn//69Sl9XUVEROpExQN2OGzx0qvFKvbtyg4aRqLB9erxhEUu6/P+z1LMTOcreqZq090T4rkd6lMvBccxHD2WoKPTxvfghz+Y5e/+vzkNP4qIiNS4ig45LnNdj//yf4+Ty/nsPxQlGqts7vd9nxsjWWaLF4Ns3xVl6zZdBS7lc/N6lusjGQC274rwibfaCYc1/CgiIlKLKl7BBohGLY6/nACC2x0rzRjD9p0RtmwN4wPXh1yufKjhRymfrdvDHHw+hrHg+lCGb/zBJPPazy4iIlKTqiJgA7x8KoHjwNzdQtXcrtjZ47B7bzD8OD2V5+KFFLlc44Vs1/WYqOAQaqNo73B44ViCUNgwM5Xna783yZ0Kt02JiIjI+lVNwI7HbfpOBFXs8SqoYi9rarbZezBKKGRYXAhufkylGquyODGW49pVt6KbXhpFImnRdyJBPGHhpj2+/YeTfHgxXeljiYiIyDpUTcAGOHk6iWXB3ZkC2Ux1VLEhaGHZdyhKLG6Rzfi8dz7F7N3GGX5MJG26e0L09KoPfSOEw4ajxxO0dzh4BfjL79/lR387X+ljiYiIyBpVxZDjan/1l7O8dz5Fe6ezcgFMtfA8nxvD2ZWLQXbuibJ5i0KnlM/IkMut0eAnB7v2RviVT7UTCmn4UUREpJpVVQUb4NUzSYyBmal81fU7W5Zhx+4IvZuDUD084NJ/JU2VPUeROrJjV5T9h4Phx6H+DN/8ymTFbj0VERGRtam6gN3S6nDoSAyAiSrqxV6tZ1OIHbvDGAMT43k+eC9NPl9/IXt8LKdrvKtAZ6fD0b4EjmOYmsjztS9PqB9eRESkilVdwAY49VoTEGzuqNbg2tLqsPdAFNuB+bkC751fqqsrxPN5n+EBl8sfpKr296CRJJss+l5MEI1bpJY8vvXVSa5c0vCjiIhINarKgN3e4bD/UBTfh4mx6h0mjMUt9h+MEo0aXNfnwvkl5mar97zrtXlrmOd2RHAc9fxWg0jE0Hc8QUubTSEPP/jeXf75RwuVPpaIiIh8RNUNOS6bmsjx1d+dxBg4fDSGXcUhz/N8RgYzLMwHFew9+6PauCFlNTTgcudW0CZy5o0mTr/eVOETiYiIyLKqrGADdHaH2L0vqGJPTlR3VdiyDLv2RunudQAYuOoyNOhSlc9cpC7s2hNl74EoAP/8owX+25/dJV/df01EREQaRtUGbIAzbyQBmBzPUShUf1zdtCXM9l3B8OOdmzk+fC9VE+deLZ/36b/i1lU/eb3q7glxpC9OKGy4/EGab311ktSSft9EREQqraoDdu+mMNt3RfA8mJqsjW0WrW0Oe/ZHsG2Ymy3w3vlU1Vz9vha3b2YZH8/pavQa0dxir9z8ODGW42tfnqj6n/iIiIjUu6oO2ACnzga9pZPjWTyvNqrB8YTNvkNRIhFDOh1cr74wXxtPELp7Q3T3hNi8tbou+ZFHW775sbXdZnHB45tfmaT/qlvpY4mIiDSsqh1yXO1bX53k9s0cm7eG6OqpneHBQiEYflxc8DAG9h2M0tlVO+eX2rP65sfXPtbMq2eTFT6RiIhI46n6CjbA6debAZgYy9VMFRvAtg2790Xp7Hbwfbh6yeX6sCqLUj47dkXZdzAGBv7p7+f58+/NUKiNH56IiIjUjZoI2Lv2ROjpDZHPw8x07fWXbtkWZtv2oOXi5o0clz9IV90ThempPDdGMrpUpg50dTsc7YtjO8GTum//4STpdO3MAYiIiNS6mgjYAKeKe34nxvLUQFfLA9o7HXbvi2BZwZOE9/8jRTZTPaFneMDlxvVspY8hJdLUbHPsRJJo3GLsdo6v/d6khh9FREQ2SM0E7L37I3R0OeSyPndnavNn3skmm30Ho4TChqVFjwvnUywuVMfnsvdAjF27dWtjPYlE7938uDBf4JtfmWSwP1PpY4mIiNS9mhhyXHbpgzR/8Wd3CUcMBw5HMaY2w2A+7zM8kCG15GEs2H8wSkenhh+lPHxguN/lzu0cGHjjPzVz8rSGH0VERMqlZirYAAcPR2lusclmfObuVkfl92k4jmHP/git7Ta+B1c+dBm9ofYMKQ8D7NpbvPnRhx/97Tx/8f27Gn4UEREpk5oK2MYYThd7scfu5GqyF3uZMYbtOyNs2RrGB24MZ7jy4cYPP168kNKlMg1i+eZH24FLF9MafhQRESmTmgrYAM+/ECORtMi4PvNztR8OOnscdu8Nhh+np/JcvJAil9uYkD0+lmNursDsrEqZjaK5xabveJJI1KwMP05PafhRRESklGqqB3vZz/59ib/54RyxmGHfoVilj1MSrusxdC1DLucTjhgOH40Rj9tl/7jjYzlaWm2i0Zp7riXPIJ+HSxdTLMwXCIUNn3irnR27IpU+loiISF2oyVT1wvE4sZhFOu0zP1cf1ddo1GLfoSixuEU24/Pe+RSzd8tfWezpDSlcNyDHgSN9cTq7g808f/ztaf79x4uVPpaIiEhdqMlkZduGV4pXQI/fqZ/+4eXhx5ZWG8+DDy+muX1Tw49SHsbA/oMxdhYr13//18Hwo1f7nVciIiIVVZMBG+DYiwkiEUNqyWNxoX4SgWUZduyO0Ls5BD4MD2a4ejld0oHOudkC/VdcXLd+vm7y9DZvC3Po+TiWHQw/fufrU7huzXWOiYiIVI2aDdihkOHlU/VXxV7WsynEjt1hjIGpiWD4MV+i4ccbIxnGx+vvayZPr63d5uixBOGw4dZolq9/eaJmL3QSERGptJocclyWzXr8zv81Ti7ns/dglHi8Zp8vPFI65THY71LIQyRiOPxC0H/+LPJ5n7nZAh2dTolOKfUil/P54P0UqUWPcMTwq5/W8KOIiMh61XQiDYetlSr22K36rMjG4hb7D0aJxgyZjM9755eYm3224UfHMQrX8lChkOGFYwnaOxyyGZ8/+fY0P/3XpUofS0REpKbUdMAGePGVBKGQYWG+QCpVnz3FobDF3gPBLZaFAnzwXppxXQ4jZWJZcPD5GNu2h/F9+Lu/muOHP5ildn/WJSIisrFqPmBHoxbHXkoA9dmLvcyyDDv3ROjuDQEwcNVlqN9d12Nc/iDNjZFMOY4ndei5HRH2H45hrODGz+9+Y4pMRilbRETkSWo+YAOcPJ3AsmB+toBb51c/b9oSYvuuYPjxzu1cMPyYf3LoWVosMD2dZ063Nso6dHY6vHAsQShsGL2e5eu/P6E/QyIiIk9Q00OOq/3tf5/j/L8t0drmsH1XuNLHKbvUUoHhgQz5PESjwfDjky6MmZst4DiQSJb/hkipL9msz4fvp0gteUSihk/9RgdbttX/3zMREZGnURcVbIBXziQxBmbv5sk0wH7neMJm38Eo0ajBdX0unF964q2WLa22wrU8lXDYcPR4gtZ2m4zr81+/PsWHF9OVPpaIiEhVqpuAnWyyOXIsDsDEWPmvGK8GobDF3oNRmpotCnm4+F6KSe23ljKxLTh8JM6WbWF8D/7y+3f5h7+Zr/SxREREqk7dBGyAU8Xr02em8+RKdClLtbMsw669Ubp7HfDh2hWX4cEMy5+963r89CeL6puVktmxK8K+gzEw8G//c5HvfWe6Yf6+iYiIrEVdBeyWVodDR2JAfW8UeZhNW8I8tyMYfrx9M8uH76UoFHxu38ziavODlFhXt8PRvji2A0P9Gb75lUkWF+q/NUtERGQt6mbIcdnMdJ4/+J0JjIFDR2M4jqn0kTZUaqnAUH+GQgFiMYvDR2MsLnq6WEbKIuP6fHAxhZvyiCcsPv12Bz3FVZIiIiKNqq4q2ADtHQ77Dkbx/cbpxV4tnrDZdyhKJGJIpz0unF8iHG6sJxmycSJRwwvHE7S02aSWPL711Un6r65vP7uIiEi9qbuADXD2jSYApiZyFNawI7rehIvDj8kmi3w+uCRkarKxWmZk4zg2HD4aZ9PmEIU8fP+PZviXf1yo9LFEREQqpi4Ddmd3iF17I0EVe6Ixg+Wt0Sw+0N7p4Ptw9ZLL9WFVFqU8DLBrb5S9B6IA/POPFvjz782Qb7wfIomIiNRnwAY4+2axij2ep1BorCp2Ie8zN1sgm/HYtj0YfgS4eSPH5Q/SDff1kI3T3RPiSHH48eoll299dZLUkoYfRUSksdTdkONq3/3mFDeGs/RsDtG7qbEGrwp5n2zWJxYPnkMtLQY3PxYKEI8Hw4/hSN0+v5IKc9M+H7y/RMb1STZZfPrtTrq6NWgrIiKNoa4T1qmzy1XsHJ5Xt88jHsp2zEq4huB69H0Ho4QjhlTK48L5FIsL2o0t5RGNGfpOJGlqtllc8PjmVyYZ7M9U+lgiIiIboq4D9vadEXp6QxQKMD3RGM2gjxvqDEcs9hWHH3M5n/cvpJieaswedSk/x4EjfXE6ux3yOZ8//e40//bjxUofS0REpOzqukUEYLA/w59+ZxrbDvZiW1b9rqwr5H0uvpeid1OI3s3hx77trRtZpiaDJx2d3cW3X/VHYeWXy1+uVX9KHv06/7Hvt/xrv/g6s/zfy2/sg3/vhffz773f41/n3//hV51n+dcPvs485HX+A+/30c/jYa9bOf6qz8N/4HWrzl38iA9/nf/I160cxS++VfEg/vL7+ib4ZPzi51L8Nau+vP6qw/mYe683weP5K78OHv7eq1ZOtvrBgvMV39Avfm1M8f3cjEcm7eEDsZjN//F/9iIiIlKv6r4pcvfeCB1dDtOTeaanCnXdB7q4GLR8hMNP/sHElufCROM2N69nmJrIMdWg21ZkIxkMkE6rNUlEROpb/abNVc6+2cyf/8kME3eydHbZGFOfVeyWVodDz1trHl7s6LRxUw6TkzksY9HabrH6K3Ov0mxWipUrr3/Il/CjrzOAb+6v0N73OKsKoMF/3l8OXv3btPx7tlJYNg9/uwfO9JFDmdVV50d8TmZVRfxhn9NHXnT/236kOr/6c/zon7sHjv2wz2nV53uv4H7/e1rW6o8f/F6Zj57nI69bfmHxqxo85qrXffRr799791WPaYpv59972aoH/+jbX72cZmHO42hf7KOfuYiISF1piIC970CEtnabuzMFZqYLdX1t+Ho3g2zeFmJ+vkA249PTE2b7rkiZTiaNbHY2z8JcAceBN/+XlkofR0REpKzqeshxmTGG0683AzB+J0e9tZ0/y22Vxhh6NwX92kODbsNtW5GN0X8l2CBy7KXkfdttRERE6lHDfKc7dCRKc4tNLuszO1NfF19MTuS4dPHp1+61tluEwoZsxufWqHqxpbTm5wvMTOWwbHj1TLLSxxERESm7hgnYxhhOvRbsxR67k62rKnY67VEoQCz2dL+dxhh6ihfxDA2kVcWWkuq/kgbg2ImEqtciItIQGuq73ZG+GImkRTbjMzdbP1Xsnbuj7D8YxXaefnizvcPGcYIb+MZuq4otpTE/X2BqIo9lwyvFi59ERETqXUMFbMsyvFr8Jj92O1vh05TWs157HlSxg17swWtuXVX4pXIGr7kAHD0WJ5lsqP/diIhIA2u473h9J+LEYhYZ12d+rrZvd8xmSluFb++0sW1IpTzG76iKLc9mcdFjYiyHseDVM6pei4hI42i4gG3bhpOng0GrsVu1GyILeZ+rl12GB92SPaZlGbp7g17sAVWx5RktV6+ffyFOc4td4dOIiIhsnIYL2ADHXooTiRjSaf+pN29UWjodVK+fdrDxUTq6HCwblhY9JsZru8IvlZNa8oM2LANnXlf1WkREGktDBuxw2OKlV4Mqdq22QiSbbA49H6OrO1TSx7Vts/KYyxVIkfUauBZsDjl8JKbqtYiINJyGDNgAJ04mCIUMiwseS4u1WcW2HfNMm0MepavbwbJgYb7A9FRtPgGRynHTHneK1evlC55EREQaScMG7GjU4sTJBADjY7XVClHq4caPsh1DZ3dwnfxgf6asH0vqz8A1F3w4eDhGW7uq1yIi0ngaNmADvPRqAseBhbkCqVRt7MWemcpz6YM0c7PlfVLQ1RPCGLg7nefuTG09AZHKcdMet24GKzCXL3YSERFpNA0dsONxm74Xi1XsGunFzmbLM9z4UY5j6OwKqthD/erFlrUZ6g+q1/sORlf+/IiIiDSahg7YACdPJbEsmJ8t4Karv4rduznMkRfiz3yxzFp09QZV7KnJfM3vDJfyy2R8bhar12ffVO+1iIg0roYP2Mkmm6PH4gCM36mNEFmOwcaHCYUM7R3FXuxr6sWWxxvqd/E92LNP1WsREWlsDR+wAV45k8QYmL2bJ+NWZxU7nfIo5Df+4pfu3iAoTYznanZnuJRfLuszeiN4EnbmTfVei4hIY1PABlpaHQ4fjQEwUaUbRYYHXS59kN7wkB2OWLR1BJsgtFFEHmVwIIPvwc49EXp6S7ubXUREpNYoYBe9ejaous1M58u+Bm+9shmPcNiipdXesPaQ1ZYD09jtLEtLqmLL/XJZn9GRYBD2tG5tFBERUcBe1t7hcOBwsYpdZVeEhyMWe/ZHeW5HpCIfPxK1aG0LWkWGB1TFlvsND7l4HmzfGWHL1nCljyMiIlJxCtirnH4tuD59ZipPLrfx/c7VrGdTELBv38ySrpGd4VJ++RzcGAmedKl6LSIiElDAXqWzO8SefVF8HybGqmMvdrkvlFmraMyiucXG92F4UFVsCYwMuxTysHlrmG3bVb0WEREBBewHnH4jqGJPT+YrsrVjtcWFAsODGW6NZit6jmU9m4Ne7Js3MisX3kjjyudhZCjovT6rzSEiIiIrFLA/ondTmO27IkEVe6LyVexw2NDVXR07heNxi6amoIo9NFAdoV8q53qxet3dG2LHrsrMB4iIiFQjBeyHOP1aUI2bGs9TKFSuip1ssjl0ZGNubVyr7k1BFXt0xFWfegPzPH+lev3ax3Rro4iIyGrVk9yqyLbtYTZvDeF5MDlRHT3Q1SLZZBFPWHjevfYAaTzXh7Lkc0H1evdeVa9FRERWU8B+hNOvB1W5yfEcnrexldp0yqvqWxN7i73Y14cy5Cvcpy4bz/N8hotPrs68od5rERGRj1LAfoRdxRvpvAJMTW5sFfvWzSwD19yqXYfX1GwTixkKBbg+rI0ijWZ0JEsu69PR5bB3f7TSxxEREak6CtiPsbzXd+LOxlaxk8ng1sZYvHp/e3o2ByvZRgYzFe1Tl43leTA0WNwc8oZ6r0VERB6mehNcFdizP0JHl0OhADNTG9ey0bs5zM7d1V0ZbG6xiEQN+bzP6Iiq2I3i5o0M2YxPa7vN/kPV/WdURESkUhSwH8MYw6niRpHxO1l8X5XaZcYYeosbRYYGMhvepy4bz/dhsF/VaxERkSdRwH6Cg4ejtLXb5PMwM13eKvbcbOUvt1mPljabcMSQy/ncvKG92PXu1mh2pXp98PlYpY8jIiJStRSwn8AYw6tnl6vYubJVsbMZj+HBDDeu1067hTGGnmIVe7DfVRW7jq2uXp9+rQljKnwgERGRKqaAvQaHj8ZIJC1yWZ/ZmfJs9igUoKXVpqs7VJbHL5e2dptQ2JDN+Ny+WfmbL6U8bt/K4qY9mluCy49ERETk0RSw18Cy7vVij5WpFzsWt9i5O0qyyS75Y5eTMYbunuUqdlp96nUoqF6nATj1WhOW/q8hIiLyWPpWuUYvHI8Ti1lkMz5zs9W5n7pS2jttbBvctM/YbVWx683YnSzpJZ9E0uJIn6rXIiIiT6KAvUa2bXjlbBKAsdulG+jLZjxmpmv7OnbLuteLPXDVVRW7zgxeK/Zev67qtYiIyFro2+U6HHsxQSRiyLg+c7Ol2SgydifHjZEMM1O1HbI7uhwsG1Ipj4nx2v5c5J6xOzmWFj0SSYujxxKVPo6IiEhNUMBeh1DI8PLpoIo9XqIqdjJpk0zatHc6JXm8SrGsVb3YxYqn1L6Bq0Hv9StnmrBrazxARESkYhSw1+nFkwlCIUM67bO48OxV7PZOhz376+NGvM5uB8uChfkCkxOqYte6ifGgeh2LW/SdUO+1iIjIWilgr1M4bPHiK8GPysfvaKBvNds2dBWr2EPFrRNSuwauBj+JeOV0EsfR4msREZG1UsB+Ci+fSuI4sLjgsbT4dFXsyfFcSSrg1aar28EYmL1bqPnhzUY2NZlnYb5AJGo4/rJ6r0VERNZDAfspRKMWx14q9mKPrT9EFvL+ynBjvbEdQ0f38l7s+vv8GsVy9frk6SZVr0VERNZJAfspvXImEfQbzxVIpda/F7ur22HLtnAZTlZ5Pb1BFXtmKsf8nKrYtWZ6KsfcbJ5I1HBC1WsREZF1U8B+SvG4zQsnnq4X23YMvZvDtLTW9uaQR3EcQ0dxK8rANVWxa81Q8ScPL72SJBxW9VpERGS9FLCfwamzSYyB+dkCblq3O67WXbx4pl57zevV7Gyemek8obDhxZPJSh9HRESkJilgP4Nkk83zLwTry9bSi13I+9wYyZDN1H8YD4UMbStVbO3FrhXLvdcvnkwQiap6LSIi8jQUsJ/RK2eCKt/sTJ6M+/jgPDmRY2Y63zDbNXp7g4A9fifH0pKq2NVufr7A9GQex4GTp5oqfRwREZGapYD9jNo7HA4+HwNg4glV7PYOh/YOh67ilo16F45YtLYFIXtIVeyqt1y9PnEyqeq1iIjIM1DALoFTZ4Mq9sx0/rHtH+GIxXM7ItgNtPasZ1MQsG/fypF+im0rsjEWFz0mx3PF6rV6r0VERJ6FAnYJdHaH2HsguO58Yrwx2j/WKhqzaG61ARgaUBW7Wg1cDW7e7HsxQSyu/y2IiIg8C30nLZFTrxWr2FN5cjn/vtdNjucYu5OlkPcf9q51r6e4UeTWaPaJfeqy8RYXPcbv5LDs4GIZEREReTYK2CXSuynMzt0RfB8mxu7txV6+tXGygSvb8bhFU4uN78PQoPZiV5vBYn983/EEyaT+lyAiIvKs9N20hE6/HlT/pifz5IvVatsx7NwdYcvWcEP1Xn9UT3GjyM3rGbJZVbGrRWrJZ+xOFmPBq6+pei0iIlIKCtgltGVbmG3bw/h+0BayLNlk095Zn7c2rlUiaZNssvA8GFEVu2oMXkuBD0ePxVW9FhERKRF9Ry2xU8Uq4NREnkKhMXuuH6W7N+jFvjGSeaBPXTaem/a4fTuHseDUWVWvRURESkUBu8R27IrQ0xvC84IbDHVN+D1NzTaxmKFQgOvDqmJX2sA1F3x4/mic5ha70scRERGpGwrYZXDmzaAamE55zNxVwF6tZ3MYgOtDmZU+ddl4btrj1s0sGHhV1WsREZGSUsAugz37ooTCYDDMz+ZxXQXJZS2tNpGoIZ/3uXE9W+njNKyhgQz4cOj5GG3tql6LiIiUkgJ2mbzzm110dTsUctB/Oc3CvCrZy3o3B73YIwOu+tQrIJPxuTkatOiceaO5wqcRERGpPwrYZdLVE+IL73Zx6EgMz4Oh/gxTE427C3u1llabcMSQy/ncvKEq9kYbGnDxPThwWNVrERGRclDALiPLMvzSJ9p4/ePNYIKbDG+MZPD9xq7aGmPo2RT0Yg8NuHheY389NlIu63PzelC9Xt7bLiIiIqWlgL0BXjmd5JO/3o7jwN3pAoPXMg3fGtHWbhEKG7IZn1ujuSe/g5TE0KCL58HeA1E6uxp7N7uIiEi5KGBvkN17o3zut7pIJC2WFj2uXXbJZhr3RkNjDD3FvdhDA2lVsTdAPgc3hlW9FhERKTcF7A3U1R3i3G930d3rkM34XLvc2Huy2zpsHAfctM+d26pil9vwUBrPg917IytPbkRERKT0FLA3WCJh884Xu9izP0qhAIPXMsxMNebwo2UZupd7sa+5Dd+bXk753L3Lfc5+TJtDREREykkBuwIcx/Brn2lf+TH96PUst0Ybc5tGR6eNbUMq5TE+pip2uVwfdinkYcduVa9FRETKTQG7gs680cQn3mrDtmFqIs/gtcbbC21Zhq5i4Bu46lb4NPUpn4eR4eBre+YN9V6LiIiUmwJ2he09EOOdL3YRj1ssLnj0X3bJZhtr+LGzy8GyYWnRY2JcVexSuzGcIZ+D53aE2bI1XOnjiIiI1D0F7CrQsynEF367i84uh0zG59oll9RS4ww/2rahq1tV7HLwPJ/hoTQAp19X77WIiMhGUMCuEk1NNp/7rU527YlQKMDA1Qyzdxtn+LGr28GyYGG+wPSkqtilsly93rw1zHM7VL0WERHZCArYVSQUsvjUZzs4eTqJ78P1oSy3bzXG8KPtGDq6gir24ECmwqepD54HQ4PB11K91yIiIhtHAbsKvfHxZn7xV1sxBibH8gz1N8Z14t29DsbA3ek8d2cap3pfLqPXM+SyPt29IXbujlT6OCIiIg1DAbtKHT4a57PnOolEDQvzwfBjrs6HHx3H0FG8vntoQL3Yz8Lz7n0NX/uYqtciIiIbSQG7im3ZFubcu120dzi4bnDzYzpV3yG7uzeEMcHawvk5VbGf1s3RDNlMUL3evTda6eOIiIg0FAXsKtfS6vD5L3WyfWeYfB76r7jMzdZv8AyFDG2dQRV7sF+92E/D92G42Me+fJmRiIiIbBwF7BoQDlu89U4nJ15O4PswMpit61sPe3qCgD0xlmNxoXHWFZbKrdEsbtqjo8th3wFVr0VERDaaAnaNMAY+/vMt/Px/DoYfx27lGBnM1OXwYzhi0dZuA6pir5fvw2B/8dZGVa9FREQqQgG7xhw9Fuczn+sgHDbMzRYYuJohn6+/kN2zKVjZN3Y7W/d956V0+1ZQvW5ttzlwOFbp44iIiDQkBewa9NyOCF94t4vmFpt0yuPaJZd0ur5CaCRq0dK2XMXWRpG1CKrXwa2NZ97QrY0iIiKVooBdo9raHc6928XmrSFyOZ/+Ky7zc/XVr9xbrGLfvpkl49bXE4hyGLuTJb3k09puc+h5Va9FREQqRQG7hkVjFp8918mhIzF8D4YGMkyO18+GkWjMornFDiqzut3xiQavBZX+U2ebMKbChxEREWlgCtg1zrIMv/SJNj72c80YE1R7rw9n8P366Mvu2RxUsW9ez5Ct84t2nsX4WI6lRY/mFpvDR+OVPo6IiEhDU8CuEy+9muSttzsIhQyzM/Uz/BiPWySbgir20EC20sepWv1Xgt7rV882YelvtYiISEXpW3Ed2bErwue/1ElTs0VqyePaZbcuepeXN4qMjrjkcrX/pKHUJieC6nUiaXH0mKrXIiIilaaAXWc6OkOce7eb3s0hctngevVav6wl2WQRT1h4HowMaqPIR/VfKfZev6bqtYiISDXQt+M6FItbvP2bnew/FMXzYPBahpmp2h5+XK5iXx+uj9aXUpmdzbMwXyCRtHjheKLSxxEREREUsOuWbRt+5VPtnP1YcJvf6PUsN2/Ubg9zc4tNLGYoFIKQLYHBq0H1+pXTTdh2hQ8jIiIigAJ23Tt1tolPvNWGbcP0ZJ6Bqy6FQm1WgHs2hwEYGczU7OdQSgtzBaYm88TiFn0vqvdaRESkWihgN4C9B2K888UuEkmLpcVg+DGbqb3hx+YWi0jUkM/7jF5XFbu/uPf65KkkjqPF1yIiItVCAbtB9GwKce63u+judchmguHHpcXaGn40xqz0Yg/1Z/C8xq1iLy56TI7nCIUNJ06q91pERKSaKGA3kETC5p0vdrFnf5RCAQauZrg7XVvDj61tNqGwIZfza7qn/Fkt770+/lJC1WsREZEqo4DdYBzH8GufaefVs0kAboxkuX2zdoLq6ir2YL/bkFXsxUWPibEcjhO0h4iIiEh1UcBuUK99rJlf/mQblgWT43mGaiistnfYOA5kMz53buUqfZwNN1jsve57MUEsrr/CIiIi1UbfnRvYgcMx3v7NTqIxw8K8R/9ll1y2+ocfjTErG0WG+l18vzaeGJRCasln7E4Wyw42xIiIiEj1UcBucJu2hDn3bjftHQ6uGww/ppaqf/ixvcPGtiGV8hi70zhV7MFrKfCh77iq1yIiItVK36GF5habz3+pk+07w+TzwfDj7N3qHn60LEP3ci/2tcaoYrtpj9u3cxgLXn1N1WsREZFqpYAtAITDFm+908lLrybxfbg+lK36/ubOLgfLhqVFj8nx6n5CUAoD11zw4WhfnGRSf3VFRESqlb5Lywpj4GM/18wv/morxsDEWI7hgerdN21Zhu6eoIo9UBz8q1du2uPWzSzGglOqXouIiFQ1BWx5wOGjcT57rpNI1DA/V6D/iksuV50hu7PbwbJgYb7A5ET9VrEHB4Lq9fNH4zS32JU+joiIiDyGArY81JZtYc6920Vrm42bDoYf0+nq2zBi24bObgeAof50hU9THpmMz63RLBh4VZtDREREqp4CtjxSS6vDF97tYtv2MPmcT/8Vl/m56tsw0t0TwhiYvVuouZsp12Ko38X34NDzMdraVb0WERGpdgrY8liRiMVnPtfBkb4YvgfDAxkmxqorxNqOobO72Ivdn6nwaUorl/UZvRF8TmfeaK7waURERGQtFLDliSzL8Au/3MbHf74FY+DOrSwjg9U1/Njd62AMzEzlmJ+rricAz2JwIIPvwf5DUVWvRUREaoQCtqzZiZcTfPrtDkIhw9xsgYGrGfL56gjZjmNo7wx6sQev1UcVO5f1GR0JtqOoei0iIlI7FLBlXXbsivD5L3XS3GKTTnlcu+TiutUx/NjdEwTsifEciwvV1yu+XsODLp4He/ZH6exyKn0cERERWSMFbFm3js4Q597tYvPWELmcT/9ll4X5ygfacMSivSMIorW+FzufgxvXl3uvtTlERESklihgy1OJxiw+e66TQ0dieB4M9WeYqoI91N29QcAev5Njaanyof9pDQ+5FPKwa0+Ent5QpY8jIiIi66CALU/Nsgy/9Ik23vh4Mxi4NZrlxkgG369cX3YkatHavrwXuzar2Pk8XB8Ozn7qdVWvRUREao0Ctjyzk6eTfPLX23EcuDtdYPBahkKhciG7p1jFvnMrRzpVHf3h6zEyHFSvt++MsGVruNLHERERkXVSwJaS2L03yud+q4tE0mJp0ePaZZdMhYYfozGL5lYb34fhgdqqYufzcH0oOPNpVa9FRERqkgK2lExXd4hzv91Fd69DNhNcr16pbR49m4K+5Zuj2YoF/adxYyRDPgebt4bZtl3VaxERkVqkgC0llUjYvPPFLvbsj+J5wU7qmamNH36Mxy2amotV7MHa2IvteT4jxer12TdVvRYREalVCthSco5j+LXPtK+slxu9nuXWaHbDz9GzySl+/AzZbPVXsW+MZMhlfbp7Q+zYFan0cUREROQpKWBL2Zx+vYlPvNWGbcPURJ7Ba+6GDj8mkjaJpIXnwchQdVexPQ+GBoIzvvYxVa9FRERqmQK2lNXeAzHe+WIX8bjF4oJH/2V3Q6vJy73YN4Yz5HLVca37w4xev1e93r03WunjiIiIyDNQwJay69kU4gu/3UVnl0Mm43Ptkktqgy6BaWq2icUMhUIQsqtRUL3W5hAREZF6oYAtG6KpyeZzv9XJrj0RCgUYuJph9u7GDD/2bAm2cYwMZcjnq6+KfXM0Qzbj09HlsO+AqtciIiK1TgFbNkwoZPGpz3Zw8nQS34frQ1lu3yr/8GNLi00kasjnfUZHNn7Y8nGCXd1BZf2MqtciIiJ1QQFbNtwbH2/mF3+1FWNgcizPUL+L55W3stxb7MUeHtzYQcsnuXUzi5v2aG232X8oVunjiIiISAkoYEtFHD4a57PnOonGDAvzwfBjrozDjy1tNuGIIZfzuXmjOqrYvg+D14Le6zOvN2NMhQ8kIiIiJaGALRWzZVuYc+92097h4LrBzY/pVHlCtjFmZaPI0ED5K+ZrcftWUL1ubrE5dETVaxERkXqhgC0V1dxi8/kvdbJ9Z5h8HvqvuMzNlmf4sa3dJhQ2ZDM+t2/myvIx1sr3YbA/DQSbQ1S9FhERqR8K2FJx4bDFW+90cuJkAt+HkcEs42OlD8DGGHp6gyr2YH8a369cFXvsTpb0kk9zi83zL8Qrdg4REREpPQVsqQrGwMf/txZ+/j8Hw49jt3KMDGZK3srR1mHjOOCmfe7cqlwVu/9qUL1+5UwSS38LRURE6oq+tUtVOXoszmc+10E4bJibLTBwtbS7qy3L0N0b7MUevOZWpIo9fidHesknkbQ4eiyx4R9fREREyksBW6rOczsifOHdLppbbNIpj2uXXNLp0g0/dnTZ2DakUh4TYxtz2c1qy9XrV882Ydsb/uFFRESkzBSwpSq1tTuce7eLzVtD5HI+/Vdc5udKc716UMUOerGXw+5GmRjPsbToEYtb9J1Q9VpERKQeKWBL1YrGLD57rpMjfTF8D4YGMkyOl6bi3NHlYNmwtOgxObFxvdgDV4O916+cSap6LSIiUqcUsKWqWZbhF365jY/9r8FFLLdvZrk+nHnm3mnbNnR1F6vYV9xSHPWJJifyLMwXiEQNx19S9VpERKReKWBLTXjplSRvvd1BKGSYnSnN8GNXt4NlwcJ8gemp8lex+68E7SgnTzfhOFp8LSIiUq8UsKVm7NgV4fNf6qSp2SK15HHtskvGffrhR9sxdBar2EP9mVId86GmJ3Mr1esTL6t6LSIiUs8UsKWmdHSGOPduN72bQ+SywfXqiwtPP/zY1eNgDMxM57k7U76NIv1XgwD/0itJwmFVr0VEROqZArbUnFjc4u3f7GT/oSieB4PXMkxPPl04dhxDR6cDwFB/eXqx707nmZvNEwobXjyZLMvHEBERkeqhgC01ybYNv/Kpdl77WDMAN29kuTHydMOP3ZuCNpGpyfwzVcMfZaDYfvLiyQSRqKrXIiIi9U4BW2raq2eTfOKtNmwb7k4XGLyWoVBYX8gOhQztxSr2wLXSVrFnZ/PMTOVwHDh5qqmkjy0iIiLVSQFbat7eAzHe+WIXiaTF0mIw/JjNrG/4sac3CNjjd3IsLZWuij1YDOzHX06qei0iItIgFLClLvRsCnHut7vo7nXIZoLhx6XFtQflcMSirSO4+WXwWmk2iszPF5iayOM48Mpp9V6LiIg0CgVsqRuJhM07X+xiz/4ohQIMXM1wd3rtw489xevT79zKkk49/fq/ZYPFWxv7TiSIxfVXTUREpFHou77UFccx/Npn2jn1WtDvfGMky+2b2TW9byRq0dJWrGI/40aRxUWPifEclg0nz6j3WkREpJEoYEtdOvtmE7/8yTYsCybH8wz1u3jek4cfe4sbRW7fzD7TJTYDV4NbG184liCZ1F8zERGRRqLv/FK3DhyO8fZvdhKNGRbmPfovu2Szjw/N0ZhFc4uF78PQwNP1Yi8ueozfyWEsOPW6qtciIiKNRgFb6tqmLWHOvdtNe4eD6/pcu+SSesKWkJ7NYQBGr2eeGMgfZnlzyJEX4qpei4iINCB995e619xi8/kvdbJ9Z3hl+HH27qOHH+Nxi0RTUMUeHlxfFTu15DN2JwsGTqt6LSIi0pAUsKUhhMMWb73TyUuvJvF9uD6U5c6t3CPfvndTUMW+MZwhl1v7xTWD11Lgw+EjMZpb7Gc+t4iIiNQeBWxpGMbAx36umV/81VaMgYmxHMMDmYcOPyabLOIJC8+DkaG1VbHdtMft27li9bq51McXERGRGqGALQ3n8NE4nz3XSSRqmJ8r0H/FfWiVuqe4UeT6kEs+/+Qq9sA1F3w4eDhGW7uq1yIiIo1KAVsa0pZtYc6920Vrm42bDm5+TKfvH2hsbrGJRA2FAtwYfvwubTftcau4b3t5B7eIiIg0JgVsaVgtrQ5feLeLbdvD5HM+/Vdc5ufu3zCyqbhRZHjQpVB4dBV7qD+oXu87GKWzyynruUVERKS6KWBLQ4tELD7zuQ6O9MXwPRgeyDAxdm/DSHOrRThiyOd9Rq8/vBc7k/G5Waxen31TvdciIiKNTgFbGp5lGX7hl9v4+M+3YAzcuZVlZDAYfjTGrOzFHh58+EDkUL+L78Hufapei4iIiAK2yIoTLyf49NsdhMOGudkCA1cz5PM+bW0WobAhm/G5NXp/L3Yu6zN6I6hsn31TvdciIiKigC1ynx27Inzh3S6aW2zSKY9rl1wyGZ/e4kaRoQH3vir2YLF6vWN3hJ7eUKWOLSIiIlVEAVvkI9raHc6928XmrSFyOZ/+yy5OCBwH3LS/ckFNLnuvL/vMG6pei4iISEABW+QhojGLz57r5NCRGJ4HwwNZEslgt/VQv4vv+wwPungePLcjzJat4QqfWERERKqFArbII1iW4Zc+0cYbH28GA3OzBYyBVMrj9miOG8XqtW5tFBERkdUUsEWe4OTpJJ/89XYcB/xi+/XVy2kKedi8NcxzO1S9FhERkXsUsEXWYPfeKJ/7rW6STQYguFrdqPdaREREHqSALbJGXd0O597tIRoL/to4tmHn7kiFTyUiIiLVRgFbZB3iCYt3//de2jsc3vy5lkofR0RERKqQ8X3/wavpRERERETkqaiCLSIiIiJSQgrYIiIiIiIlpIAtIiIiIlJCCtgiIiIiIiWkgC0iIiIiUkIK2CIiIiIiJaSALSIiIiJSQgrYIiIiIiIl9P8D/jI/Gi24plQAAAAASUVORK5CYII=" | [
"yes",
"no"
] | null | 1 |
math | grade-7 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines parallel? | "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" | [
"yes",
"no"
] | null | 0 |
math | grade-8 | similar-and-congruent-figures | false | true | Are these shapes congruent? | 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" | [
"no",
"yes"
] | null | 1 |
math | grade-5 | compare-decimals-using-grids | false | true | Which decimal is greater than the one shown in this diagram? | "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" | [
"0.74",
"0.72",
"0.76",
"0.6"
] | null | 2 |
math | calculus | determine-one-sided-continuity-using-graphs | false | true | Is f(x) continuous from the right at x=6? | 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" | [
"no",
"yes"
] | null | 0 |
math | grade-8 | front-side-and-top-view | true | true | If you look at this object from the front, what will you see? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA1AAAAE0CAYAAAAi4dJUAAA8GklEQVR4nO3df3jT9b338VfbFNpaaCsKBSltMw1c9NpoxSlMoK04V5xK2eb0TF3LERX13JJyH/XoVILT6YFtDW474pEzg5sTxXtUB+dmyo+AMOrkR6pSsHC3oWBbp4VIS1Poj9x/RHJEoLQ07TdJn4/r8qpJk29epXpdvvy8v59PlM/n8wkAAABAUERFRRkdAX0o2ugAAAAAABAuKFAAAAAA0E0UKAAAAADoJgoUAAAAAHQTBQoDzvLly5WSkqL8/Hy5XC6j4wA... | 1 |
engineer | grade-8 | identify-laboratory-tools | true | false | Select the Erlenmeyer flask. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAA7SElEQVR4nO3de5hcVZkv/u/7rrX3rnvfEnIhCfcQuYW7EUm4hIAjIioQEBwRZhTROTPq+JuR4+M5zOjMHByHn8c5o+BvEEcJkkaIDorOb8QoMtyTYEJIgAQIuZF0+lrdtWtf1nrPH52OIeTSSbq7qrvX53nydFd1ddVbVf3Nrr33Wu8CHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHKe+UK0LcIbPnXfemQ2CoIGIcrtd7TGztdYa3/e7lFL2ppt... | 0 |
math | grade-7 | front-side-and-top-view | true | true | If you look at this object from the front, what will you see? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA1AAAAEkCAYAAAAhN9DPAAA3MElEQVR4nO3deVjVdd7/8RerBrKoHTSBANNqhFScBsJsACtRR9M2Hct+SundNpba/ZtCZxJrtPrN5DKNTd7jgte0TNjilqU1geOCmiUmai6jh1FMZKzDKtvh/P4gzh2j4AEOnIXn47q6gLN8vm9Er4tX7/f38/GwWCwWAQAAALALDw8PR5eAduTp6AIAAAAAwFUQoAAAAADARgQoAAAAALARAQoAAAAAbESAgkOZTCbNnz9fHh4eSk1NlclkcnRJAAAAQJMIUHC... | 1 |
math | grade-6 | which-figure-is-being-described | true | false | Erica saw a 3-dimensional figure that had a round base. Which figure could Erica have seen? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIcAAABSCAYAAAB+FMeWAAAVTElEQVR4nO2dW4wdV5nvf7VWXfalL7bjOI5J6LaDnXPiiO6TAeGYkd2OGIgZR+7AmQcUkN1cggQ82FIkCFIkUB4QICUGISIQ4IYnFCC2mYyYCAidwCiRc7Mjg8chk3SGBJs4xHa3u3fVup6HVXs7ndAHu7sdM7h+UmnvXbtW1aqu//7W933r0pH33h9T8Ow0TFownoqLkDiCbgmrG3BZGvZFxwrv909c2IpV/G3xrh5YlkL8++mw4/IUrm4G9VRcfExaODIFRxU... | 3 |
math | grade-3 | correct-amount-of-change | false | true | You pay $4.81 to buy a laundry hamper costing $4.73. You receive the following change:Is this the correct amount of change? | 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" | [
"yes",
"no"
] | null | 0 |
engineer | grade-5 | identify-laboratory-tools | true | false | Select the test tube. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAAGp0lEQVR4nO3Zy6tdZxnH8fdd+3auaVKrvUkFwYo40omK4AUER6FUm0NTUeofoCOHYvEvcOLATpVCSmkHKghCQYQW24lOFCFatFebxpxzmuSke++11+vEuaQ5Ocee3+cz2qOH52HtL2uwSgEAAAAAAAAAAACAD5R63Atw+z311K/PjEaLB1pXP9PV4cFhqHd3tZxppW3UUjZbLZPWaq2tLUst+620f5fa/twN05drnf9hZ2fnxnHfwK0R+gn05JNPTk6duetbk9H... | 0 |
math | grade-7 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines intersecting? | "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" | [
"no",
"yes"
] | null | 1 |
science | grade-7 | identify-ecosystems | true | false | Select the temperate deciduous forest ecosystem. This ecosystem has:
year-round rain and warm temperatures
soil that is poor in nutrients
many different types of organisms This ecosystem has:
hot summers and cool winters
a medium amount of rain
soil that is rich in nutrients This ecosystem has:
warm, wet summers and cold, wet winters
soil that is rich in nutrients
only a few types of trees | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9edRtaVnejf6eZnare5vd166idlFVFJRQUBQgCIISmpPgdzLEPggD0aGJw8TYkGAzwkm+fEoGMZ/REHVEQRqTmE+jmEQ0BkFQEEEoukLa6nft7u1WN7unOX88z5zvencVNjlROal1FWusvbrZrpd1zeu+r+sWHzzw/pYhjBVrrLHGGmusscYaa6zxl4KZhU8vQEyN92viucYaa6yxxhprrLHGXzZmFoT33v91b8gaa6yxxhprrLHGGo8O6NUH//o... | 1 |
math | algebra-1 | perimeter-area-and-volume-changes-in-scale | false | true | Look at this square: If the side lengths are doubled, then which of the following statements about its area will be true? | "iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAA30lEQVR4nNXTMY5FYBDA8b+1xYfeBXydRusKOkegpnAETqAjcQK9aBUSBYVK5QAcgthik5dsscm+fbbY6SaZ/GaSmVGu67q4Md7uxL6A8zwjpSSKotfBYRgIwxDXdV+cD94BTNOk73vyPGff92+Lfd/HcRymaWJZFoIgQNM02rZl2zbquv4EpZQ/6q6qKuM40jQN67pi2zZVVdF1HVmWURTF80vxPA9FUbAsi+M48DwPAMuy2LbtedAwjMe0ALquP/LzPP/wbG4FkyRBCEGappRliRCCOI5/BSr/5/Xuig9ku0auwwp5SAAAAABJRU5ErkJggg==" | [
"The new area will be 9 times the old area.",
"The new area will be 8 times the old area.",
"The new area will be 2 times the old area.",
"The new area will be 4 times the old area."
] | null | 3 |
math | grade-7 | classify-rational-numbers-using-a-diagram | false | true | Use the diagram to help you answer the question below. Which of the following is both a rational number and an integer? | 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" | [
"9 4/5",
"99.7",
"β117",
"7 1/5"
] | null | 2 |
math | grade-2 | identify-thirds | true | false |
Look at the colored part of each shape. Which shape shows one-third? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAACbElEQVR4nO3dsU4UURhH8f/sLpggaKdBYqk+Ah2FWhhKXsHa0qegtPYRLE1IoDJWvAFiq6wtC5uAbK7FuIktd9cd3XN+3WTzZW9y5st0M00ppQyvk6/jZDRJbkq0RAZNstFPnqwlD1eTZnhVyvF518fSImzfSwan4/ZiczV5dre9G7Q8RpPk5DI5u06+jJPe+U37g7GX00a/bZskF5OkN/njBy2nadufJel1exQtmsFhDA5jcBiDwxgcxuAwBocZ1Ay9+Pghn4f... | 1 |
math | grade-5 | angles-of-90-180-270-and-360-degrees | false | true | What fraction of a turn is this angle? | "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" | [
"3/4",
"1/4",
"1 full turn",
"1/2"
] | null | 0 |
math | grade-2 | fractions-of-a-whole-modeling-word-problems | true | false | Mandy has ordered an extra-large pizza from Pizza Palace. She asks for her pizza to be cut into 4 equal pieces. Which fraction model represents one piece of the pizza? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJ8AAACfCAYAAADnGwvgAAAXRUlEQVR4nO2deXwU9d3H3zM7s7NnAiThiJxCiAJVLgFRDvHAx8erBW+lii1aVPCh3tdTfRTBl7a2FepRQVvR2qdPvWkV5RDBqyqgGAgQQO4kQJI9Z3d25vlj0ZdY0BB25rcb5v1P2GT3+/kEPvxm5ndKlmVZO1OwPg6RDBgWLi62oEgQ9kBFADp4QdqpW9ZHTaJtuRxpDC0CZV08+6KTFyqD2WS6uNhBJANrY7AjBdVxkJuM7A/c4LnYTdiTzRlANANy5ls/cHG... | 2 |
math | pre-k | one-more-with-pictures-up-to-5 | true | true | Count the cars in this group. Which group has one more than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABCEAAAB+CAYAAAAa5QvPAAByNUlEQVR4nOzdd5hkR3no/2+d1KdzT0/OszlnobAKqwyWQBIYm2sMCDDGAYfrgNO9tu+9Bts/28DFGLCvbYwNBhswQSABQkgoB6TNOUzOsXM4qX5/9MzsjnaVYHe1QH2eR5qd6dOnT5/q6qfqraq3BCBRFEVRFEVRFOW8kFIy7sDJEuR98FRrW1GUn1CGgLgOqyLQbNX+JlBBCEVRFEVRFEU5b8arkmdyr/ZVKIqiXFquSECTBcarfSGKoiiKoiiK8uPkRKn2s9W... | 0 |
math | grade-8 | identify-trapezoids | false | true | Is this polygon a trapezoid? | 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" | [
"no",
"yes"
] | null | 0 |
math | pre-k | represent-numbers-with-shapes-up-to-3 | true | false | Which group has 1 rectangle? | null | null | [
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math | grade-3 | compare-fractions-using-models | false | true | 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" | [
"<",
"=",
">"
] | null | 0 | |
math | grade-2 | how-much-more-to-make-a-dollar | true | true | You have these coins:Which coins do you need to make a dollar? | 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" | null | [
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math | grade-7 | identify-complementary-supplementary-vertical-and-adjacent-angles | false | true | Which angles are supplementary to each other? | 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" | [
"\\angle{3} and \\angle{2}",
"\\angle{3} and \\angle{4}",
"\\angle{4} and \\angle{2}",
"\\angle{2} and \\angle{1}"
] | null | 1 |
science | grade-4 | identify-magnets-that-attract-or-repel | false | true | Two magnets are placed as shown. Will these magnets attract or repel each other? | 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" | [
"attract",
"repel"
] | null | 0 |
math | grade-4 | parallel-sides-in-quadrilaterals | false | true | How many pairs of opposite sides are parallel? | "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" | [
"no pairs",
"2 pairs",
"1 pair"
] | null | 0 |
math | kindergarten | circles | true | false | Which shape is a circle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACbCAYAAACao4KyAAAMqUlEQVR4nO3de4wdVR0H8O85Z+7d3Xv37t3dtlu2T1qqQKu28hYFRaBCTFGCIAQMIDFA/yBBCILyCDE1GDBKEykJscYHRkBBTYylCZjSQkit0AJFCtjti3Z322737t29e1/nHP+YBbZQWu+Zx5mZ+/skTaHtnN8P5tszc2fOzGVaa91fBd4tAUUJ1DUI8cxhQE4An8oA09MA669ovXHEdlskyc7sAJx3Su6/9KaBE7NuCgnxqiiBbWPAvirwdgngI3X3NyhkxE8... | 0 |
science | grade-7 | use-scientific-names-to-classify-organisms | true | true | This organism is a tomato clownfish. Its scientific name is Amphiprion frenatus. Select the organism in the same genus as the tomato clownfish. | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOy9d5xnVX3//zzn3PKp85k+23uhdxRBSJAYBA02EqNEjRqTryX604SYmK/xS8w3JtFYghijxijRbzQmsWAJiA0BcSlLkbbA9tmZnT6fesspvz8+M8PM7uyyCyuouc/HY2U+t5xz7j3n8/G+7rsJ55zTWmOtJSMjIyMjIyMjIyPjFxMpJZ7nIYR4poeSkfGEyEyEZmRkZGRkZGRkZPziY61Fa/1MDyMj44jwMhGakZGRkZGRkZGR8cuBtZbbpx2bi1B... | 1 |
math | grade-1 | compare-money-amounts | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAlYAAACYCAYAAAAm2KfyAACP80lEQVR4nOz9Z2Bk53mfjV+nTS/AoPcObO99yWUnRYoUuwplNUu23O3EcYvtOHF/X8XJP3aS17FcJKtTlESRFMuSy+Vyl9s7gEVd9DqY3mdO+38YYKSVRHGXXDbnXF9YMDM4z3MG97mfu/xuwTRNc6EAoxlI6qCZWFhYWFhYWFhYXAWyAF4JulxQYwNhIW+aJxPv9mVZWFhYWFhYWLy/2ekDeSRT/I86G/S4i16XhYWFhYWFhYXFG5PUYSgN8wUYzoCY0Io/sJw... | 0 |
math | grade-2 | which-shape-illustrates-the-fraction | true | false |
Look at the colored part of each shape. Which shape shows one-fourth? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAXXklEQVR4nO2dd3Rc1bWHvztN0kgadcmyZFvdTXKRiyzABdvYuAGx6ZCQBEhZob4kQAovoeSF5EEgK7wFSV4gJNQHGBsb2wjb2Ma9yHJXsSxZXR6N+oym3/fHHY27Lc3cKbL0sVhamnLOtn73nHvuPnvvI4iiKDZZ4aQJuhxgFxniGkIlQKQSsrWQpAGhySKKezsDbdYQ/qBAB6oKk/RLsgZGh0tXwxDXDl0OKDNCoxXKTaDotEtvDIl9bRKplLQF6HaAwnHOG0N... | 3 |
math | kindergarten | one-more-and-one-less-with-pictures-up-to-10 | true | true | Count the snowmen in this group. Which group has one less than the group you counted? | 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" | null | [
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math | grade-3 | identify-three-dimensional-shapes | false | true | What shape is this? | 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" | [
"pyramid",
"cube"
] | null | 0 |
math | pre-k | fewer-and-more-compare-in-a-mixed-group | false | true | Are there fewer rectangles or circles? | "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" | [
" circles",
" rectangles"
] | null | 0 |
math | grade-4 | compare-area-and-perimeter-of-two-figures | true | false | Which figure has a greater perimeter? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJMAAACTCAYAAACK5SsVAAARsUlEQVR4nO2dbVCUZb/Af8vLKoIgLCSIuoggAvLiW9DzIFlU5guEyElOjFJ+KBtzaqov5uR0hk5zOs6U00lrrMNM+MGXwRcUSBE1Icc0cAQN9GQCGS5lOLE+vG0sez4s9woCAnIvu/fu9ftie9+71/3f7cd9vdzX9b9UJpPJ1GyAG+1wzwjdJgSCEeGmgsmuED4JpqpB1dxlMl3U2zosgdJJ8Aa3n9vNL4LUEOFpNk0gGAn3jHC9DXQG+L92cNF3m08IkQSjZbK... | 0 |
math | grade-3 | choose-the-appropriate-measuring-tool | true | false | Which tool would help you put the correct amount of pumpkin in a pumpkin pie? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJYAAACnCAYAAADzJ6XqAAAfcklEQVR4nO2de1gU193HvzMLKLsgyFVEEBQxIkaMYryFy6uNudTGtDZo0kZNnr6tmjY12r5tarw1SZNUU2saTZPGENPXS1595c3FJIoKxGBkia4RUBDMKuAFBAHZXW4z5/1js+vO7s7sLOzMLjif58kTZ86ZM2dmv5xz5pzf+f0oQgi51gVUG4FbDNBDoKDgNn4UEKwCxqiB6ACAutZJSEmbt6ulMJC4dwjgd8FoPogJAMZqzKpTUHCXWwxQaQCudgFVRoBu6zE... | 3 |
math | grade-7 | identify-linear-and-nonlinear-functions | false | true | The graph shows a function. Is the function linear or nonlinear? | 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" | [
"linear",
"nonlinear"
] | null | 1 |
math | pre-k | rectangles | true | false | Which shape is a rectangle? | null | null | [
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math | grade-8 | changes-in-mean-median-mode-and-range | false | true | Look at this set of 9 numbers: How would the mean change if the number 64 replaced the number 91 in the set? | "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" | [
"increase",
"decrease",
"no change"
] | null | 1 |
math | grade-1 | estimate-to-the-nearest-ten | false | true | How many marbles are there? Estimate. | 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fJ5Yn0traisrKSrz99ttRDaxXXnkFZWVlOH36dNjzYj2b8vJylJWVYWRkRJReDg1Grty6M6WlpcjKysLU1FTY81KE/YD4ujM0jplU+KjQ7Ows8vPzwyJCsRLhY0WFurq6VI0K8QrY/BbCWs+9rq4OwGqkmVfEJgl2HUeHhnkzFrTrR7FrMpy4BhbwjVGi1+uRn59PtWgfjZ4N6UYujcJ+NI6ZZLQUFaIJdh3HhvR5MxrxxlxUVITNmzfLMcS4rKys4Isvvkg6sMGuyXASGlgOhwP19fWYnZ3FkSNHcO/evYhJMh6dnZ0YGRnB3bt3E762qakJer0eNpsNOp0Oo6OjsnqNtHo2JCtT06j6T+OYaYH2qBBNsOs4PiTPm9FItL22devWpHpsSsHv9+PBgweoq6tLSrqBXZPhJMwmCy3P/vnPf05FeXYsaFSlBsjWIKJN/kLM3+VErU4FpFBdXY1Tp05hdHQUo6OjCAaDYQ/++VOnTjHjKkXYdRwfkufNtWhFP4pdk2sIimRwcDAIIAggePLkyaDFYgk2NTUF8/PzheelPvR6fbClpSX43nvvBU+ePCk8Pzg4KHZYSVFVVRUEEDQYDEGDwZD0+MU+jEZjsKKiIgggWFVVldSYh4aGhPc7ffp08Pjx46LPfUlJSTAvLy/hd9HR0RH2PXz00UcJx3X48GHFz5/Ux+HDhzU3ZgZjLew6Tgyp8+ZaQtfXRI/CwsKgwWAIlpaWyvowGAzBDRs2CMdJZh1m12Q4oushQ0X7+vv78X/+z//BkSNHYLFYcPLkSRw4cCChFg5AhmgfTZ4ND6nK1DQK+9E4ZgZjLew6Tgyp8+ZatKIfxa7JcBLmYK3F4XDAbDbjzp07yM/PR1tbW1jfsIWFhZh73eksz17L8PAwmpubAQCnT5/G5OQkLl++DK/Xm/B/S0pK8Pjx47iVg3q9HsePHw+7+T766KOUL8Dh4WGYzWbMzs7CaDSira0N+fn5QkXWrVu3En6GaBpENpstKQ0iGuUvaBwzg7EWdh2Lh7R5cy319fWS9acqKirw2ms/wJtvvoWHDx/Krh+VTB4WuybDkSwRG0+0r6amBhUVFWGGVCgkifbxns2JEyfQ09ODtrY29PX14erVq7h27Vrcmy3aRcGj1+tx4MABHDlyBHa7XfZeZbwytdlsht1uh9PpREtLi3D+eVwuV9T9+rVG7uXLl1MycmkU9qNxzAzGWth1LB7S5s21zM7OSv4fp9OJ1tbvCr/LrR+VzJjYNRmO5AhWKPHKs9duu5Fank26ZxOPtRpEocrUoaXxoSihQUSj/AWNY2Yw1sKuY+mQMm+GoiX9KHZNfkNKBlYofHXQ6OgoJiYmIgwuksuzQ7c9+b31mpqasD16sZ6N2tueJGgQ0Sh/QeOYGdIYHx/Hz372M4yMjGBychKPHz/GzMwMAGDz5s0oLi7GU089haamJrS2tmLHjh1pHrF02HWcHCTMm6FoST+KXZPfIJuBpQVI9GykkE4NIq0J+ymJUp0KGKv343vvvYeBgQE8fPgQTzzxRNQ+bisrK/D7/VhaWsLS0hJ8Ph9eeOEFfPe738Wf/MmfxLzfSYRdx6lBgnab1vSj2DW5CjOw1kCaZ0MTtAn7AXSOmRFJMBjE3/3d3+Hs2bNYWlpCVlaWpP/nm83Ozc2hoqICf/M3f4NDhw4pNFr5Ydcx3SST5J4seXl5aG1thdvtxsjISMTfGxsbMTIykrTYKA+7JkUIjWYaRUVF6OrqwsTEBG7fvo3e3l7U1dWhrq5O+PL4B/98b28vbt++jYmJCckiolqCRvkLGsfMCGd0dBRVVVX4r//1v2JlZUWycQUA2dnZ0Ol02LFjB6anp3H06FG88MIL+Md//EcFRiw/7DqmGzXXjMXFRQwMDEQ1rgAIz6c6JnZNsggWQ2ZolL+gccyMVe7fv48XX3wRPp8v6lZgKszOzqKoqAgffvghysrKZH1vJWDXMb3wieEkIccWW6ZfkyyCxZAVWoT9aB8zA/jlL3+Jb3/725iZmZHduAIAnU6HpaUl7N+/X7Xtm1Rg1zG9iKkyb29vR09PD0pKSqL+3Wg04tixY0mPobi4GO3t7cLvcskKZfI1ySJYDEWgUf6CxjFnKr/73e/wwgsvwOPxYMeOHdiwQbKknyQWFxfxm9/8hopKQ3Yd0wmfsxRL76m1tRWVlZV4++23o2oxvvLKKygrK8Pp06fDnherH1VeXo6ysjKMjIzInsOUqdckM7BUJBPKxkOhUf6CxjFnGnNzc6itrcXvfvc7AEioHC0HX3/9NYqKivDrX/8aeXl5ih8vVdh1TB9a14/KxGuSGVgKk4ll42uhUf6CxjFnAoFAAH/8x38clqC7fft2RbYIu7rOIhgMorv7hwAAn8+HP/zDP8TPfvazpNuSqA27jukhU/SjMumaZAaWQmR62fhaaJS/oHHMWieavk5xcTF0Op2sxykoKMDQ0GUAQHNzi+BVezwevPXWW2nX15ECu47pIVP0ozLlmmQGlgKMjo7iL//yLzEzM4Ps7OyU38/n84HjOOzevRs/+tGPsH//fhlGmT5IEPaTCo1j1hpLS0vYtWsXxsfHw57Pzc3Ftm3bZD9etH5uX331FTZt2oTf/e53SclBpBt2HZNPpulHafmaZAaWzLCycQZDGeKVshcVFWHz5s2Kj2FlZQVffPEF3nnnHfz5n/+54sdjZB4OhwP19fVCQjhv/Iils7MTIyMjuHv3bsLXNjU1Qa/Xw2azQafTYXR0lCoDhnToSCSgBFY2zmAox6VLl2L+jeM4UZVSqcL3jCNFyJChPaqrq4Xry2634+DBgzh+/HhCWQOeS5cu4bPPPov7Gr1ej46ODhgMBthsNgCrlX7MuJIXFsGSCVY2zmAox6NHj1BSUhK3+ez69euxZcsWFBQUKDaO2dlZPH78GOvWrcMXX3yB7du3K3YsRmYTmo/V1tYGo9GIq1ev4tq1a6KEOqOh1+tx4MABHDlyBHa7PUw/iqa8QlpgBpYMsLJxBkNZ3n33XfzFX/yFqNcWFhbiySeflL3SLxAIwO12w+/3AwDbJmQoTqbqR2kFZcMsGUAgEMDRo0cF4wqAIvlXQHjZeFZWFqamptDW1kZV2TiDkQy//vWvRb92fn4eS0tL2LdvH06dehXvvPMu7t+/n/IYpqenBeMKABHNZBnaxmQyYXR0FGazGXa7HU6nU9CPqqmpEV4nVj/q8uXLVOhHaQVmYKXIT3/604immUtLS7IbWAUFBXj++eeFnxcWFpCTk4ORkRH89Kc/ZeFdhqb58ssvJb3e7/djenpakDsJBAJJOyF+vx8ejwdLS0spjYmROcgpKl1dXQ2HwyHoR/X398Nms4XpR/EVh2uJpR+lhJAoIxK2RZgCrGycwVAHvnQ9FQoLC5Gfn4+CgoKo99JaFhYW4PV6MT8/H/Xv6ShpZ5CLGqLS6dSPmpycxPDwMP7pn/4Jv/3tb+F2u+HxeBAIBDTZiUQONGNgpaMNDSsbZzDUoaioCLOzs7K9X2lpqbDNHkogEMDy8nJEtCoaOp0OHMfJNiYGnaRLVFot/agLFy7gzTffxOeff56RnUhSgWoDKxmPYXl5GYuLi7J8+Ym86q1btyqegO73+/HgwQPmTTM0TW5uLnw+n2rHE9O/LScnR5QhFo9M60+qNbQqKs0bja+99hp8Pl/SRuP8/Dx+7/d+j/pOJMlCpYEVCAQwODiIv/7rv8by8rLkC/vrr7+G1+uF1+tFSUkJuru78R/+w3+QlKPhcDiwe/fuuK9Zv349nnrqKUWNLL5sHFgNCf/+7/++YsdiMHgWFhbwj//4j7h16xb+6Z/+CRMTE5iYmMDs7Cy2bt0qGAYvvvgi/vRP/zRlw2Dr1q34l3/5F5lGH5/y8nK8/PLLWFxcxJkzZ2K+7umnn04qDyvdjiFDHrQqKq2E0fj48WPs2bNHE51IpECdgfXll1/i6NGj+Oyzz2S5qPkv/9vf/jYuX76M4uJiUf8Xb3twLUr0SuN58OCBUNnEEhcZStPf34+BgQHcv38fubm5USfgtYaB1+vFCy+8gP/8n/8z/vRP/zSp48qRgyWWvLw8tLa2wu12RxSwAEBjYyNGRkaSihr/8Ic/RH9/PzZs2CA5KsA7hvPz8ygsLMR/+S//Bf/tv/03Se/BkIff/OY3OHToEPx+v2KpID6fD19//TWuXLmCb3/724ocYy280biysiKLcRVKJnYioaq23+FwYNeuXbIZV8BqmH/btm3453/+Z3zrW98SPWFKmVgfP36MBw8eoKSkBOfO/RjPPvtscoNdQ6gmj9QxMRhS+OCDD1BRUYG//uu/hsfjwcaNG2NOwNnZ2cjLy8PmzZvx9NNP45lnnsG9e/fwn/7Tf8Lu3bsxOjoq+fg7d+5M7QNIYHFxEQMDA1GNKwDC81JyWjiOw4EDB/DOO+8gJycnqYKUrKwsbNy4Edu2bcOGDRvw+uuvo6GhgeWBqYzD4UBjYyOmpqawceNGxY6Tk5OD/Px8fOc731FlbrdarSgrK8Ps7KzsxhWwmrPo9/tRWVkp5I1pHWoMLKvVioaGBgSDQUU0pvLy8lBYWIiXXnpJ1Jc/MTEh6f1Dy8ZTbemxuLiIR48eYXl5OaUxMRiJ4DgO+/fvx8mTJ5PKxQBWDS6dTocdO3ZgcnIShw4dkmwYkKjVI3ZMDocDpaWluH//vmzpAnl5edDr9bh37x6effZZ5lypBMdxaG5uFq5dpTt2AKvfdegxlcDhcAg7Mkp2QsjKysK2bdvwZ3/2ZxlxzVKxRehwOIQJWY02NPPz8/jwww/jTqCbN29O6YJfv3498vPzJZeNz83NxUysLSoqEhJkGYxUcTgcaG5uxvLysiI5Jps2bcLQ0JAoQ0VMzmN7ezsqKyvxxhtvwO12R/zdaDRi+/btcXsaxqO4uBgmkwkDAwMAVhPUE0XWhoeHceLECfj9fuj1+qSOmwjeaXv//fdRX1+vyDEYqzQ0NIRFYLdv3664qDSwul1YXl6uSA9aPqmed9DV6kSyfv163L59OynJCFogPoJFqseQqjcRCAQwPz+PyclJjI+P4/r16/jFL36BmZmZsMf09DQePXqE8fFxTE5Oxq1aYlsFDLkYHh4WnBqlGpcvLy/jxRdfFLVlWF1dLYgpxooCLS4uxo0OP/fcc9i7d2/E82KjSsXFxYLhVlVVldC4cjgcOHHiBDiOU1SyJTs7G5s2bcLRo0czIiqQLqxWa8S1mmoVaTR4Uen9+/cL0aScnBx88sknimytNTc3h+1+KFWt29V1FmfPvgZgNZK1vLyMw4cPK3IsUiA+gkWqx7Bu3TrZxxAPMWXjAOI2w2WQC8dxuHHjhqBtA3yz5csv5LyWTV1dnaJeH4kRYwDo6upCd3c3jEYjAMBut0s6Tl5eHvLy8oSqWx6x91YoiQpKWFRAe5SWlkakYagtKl1YWBghbJ0KoQ2leZQoyiooKMDQ0GUAQHNzi9DWx+PxwGazabYXItEGFslfvppVTWLLxpkWFn1cuHABAwMDuHfvnmgRv6WlJZhMJphMJnzve9+TdTwkGwYcx2Hnzp1YXl6OaiiphcFggMPhiDtWUh1DRnJEW4t41BaVHhwclK01mhaNRpIgeouwu7s74rlEncOTYWFhAefO/QTnzv0krGFmbm5uXKV2tXC73bh7925Mj72xsVH1MTFSg6/Ke+211/DgwQNs3Lgx5gIcWpW3bds2PPPMM7Db7fj+97+fdFVeLEjeLigqKoLFYsHi4qLqxlVFRYXwc1dXV9x7TatbSZlMX19fzL9xHJdy4ZIY+F0Tq9Uqy/tZrdaohVFLS0uK5PJev349Isc4NzcXExMTsn0m0iA2gkW6x2AymXDlyhXFxyCFw4cPs4mVcDiOw6FDh/D555/Lqvy8d+9eDA0NpWRkkxwxDoWPHvM5WWt7ssmN0WiEx+OB0+kUFSVmUQFtISaHbv369diyZYuiFXihotIzMzMpO9S7d++Oey2r2Ymkrq5OVkeRFIiNYJHuMZBYraPVfWytwFfCTUxMyKYzk5OTg6effhqffvppwgkzESRHjEOxWq3Q6XRwuVwwGAxh0SUxdHZ2orKyUtRrm5qaYDAY4HQ6odPpEnraLCqgPcQ4rYFAAJOTk0LzY7kJBAKYm5uTNKZ4cByXcK6YnJwMuz+VgH//GzduaLJIi0gDi4YvX4wx097ejp6eHpSUlET9u9FoxLFjx5IeX3FxMdrb24XfSTT6GKuQVpW3FpoMg+rqauE1drsdBw8exPHjx5Gfny/q2JcuXcJnn30W9zV6vR4dHR0wGAyw2WwAVr/DRIn4pDuGDOlIMWbm5+fhdrtlF5Wenp4OE5VO1cCSYjROT09TYTSSCJEGFg0ew86dO1FVVQWAnrJxRnoILddXWvk52XJ92gwDk8mEwcFBAEBPTw/WrVuHvr4+tLS0JDS03G53zM+j1+vR0tICi8UCr9eL/v5+AMDg4GBCB4YGx5AhHannMFRU2uv1prQ++f1+PHr0CPPz8ymNaS1SjJm5uTk8evQIO3bsINpoJBHlRaWSQKrHsLS0hH379uHUqVfxzjvv4v79+ymPIdqXvzYPy2w2o6OjA7W1tQAiy8YvXrwY9xgDAwNRjana2lpRZeNjY2PCa+SqKmHISzp13MSW64s1DJTOMVlrGCQau9lsRlFREcxmM2w2G1wuF9ra2nDkyBHcvHkTN2/exK1btxJuc+r1euzZswcVFRWoqakRDCu73S5sC4qJWEtxDAsLC/Hkk09KajAvhmiOIZsbUmN2dlby/zidTrS2flf4vbCwULKoNN93Uq4xhSLVQFteXobH4xGMxlTw+/3weDwRhR9adAaINLDk8BiSnbikfPlmsxldXV34+OOPk0oGjBXhkqrvYzAY2CRKKNGq8pQu18/KyoLP58Phw4dFletLMQw2bdqEJ598UoYRR75/MoaByWTC6OgozGYz7HY7nE4nWlpaUFNTg5qaGuF1LpcrauRo165dws9erxeXL1/G1atX4fV6UVVVBavVKrolDi2OIUMackjfzM/PC8bS9evXkZWVFbH1HggEsLy8LKriNNUxpWo0rl+/XjAa8/LyiDAaSYRIA4sWj4EvGz9x4oQqWyihVFRUwOl0AkhcNs5ID7HK9eU2sPhyff7nhYWFsHL9RNEXqdsFS0tL2Lt3LzGGQXV1NRwOB7q6umCxWNDf3w+bzYaamhoYjUbo9Xqh4nAtU1NTcLlcQsTL6/VCp9MlFBKNBi2OodYgSaRXDImqO5MRvpVKqgYa7xDxThEJRiOJECnTILdKemlpKbKysjA1NRX2vJQvH4itkk562TgjPdBSrl9fXy9ZmHJVw+sHePPNt/Dll19KH/C/EsswSLZsm+M4WCwWWK3WiPtQr9djy5Ytwu+8g8LDR4JPnTqV1CKcahUnIL9jWF1djdu3b6c0JlJRS6RXi6LSrBOJOmSEgZWIVL98h8OB+vp6zM7Ohhk/Yuns7MTIyAju3r2b8LVNTU3Q6/Ww2WzQ6XQYHR0VvYUhBdq8QtIgXcctlFQNgw0bNgiNy+XaLpDDMOCvXT5Ct9aIrKurA7C6zchfy6lAm2NIKx988AE6Ozvh9XqRlZUl6X/5aOHc3BwqKyvR29ubsHghGQckWfLy8tDa2gq3242RkZGIvzc2NmJkZCRl3SgtGo0AeesWkQYWjV/+8PAwmpubAQCnT5/G5OQkLl++LCohsKSkBI8fP467zajX63H8+PGwyqaPPvpIdmkG0lq30ApNIn7MMJAH2hxDMZC0YKVLpFeLotJaMxpJXbeINLBo/fJDoxZtbW0wGo24evUqrl27lnTlhV6vx4EDB3DkyBHY7fawsnE5k1fV9gq1DG3Kz1o0DNIBjY5hLEhbsBwOB5qbm7G8vCx7DuPs7Cw2bdqEoaGhqFFMi8UiSgBXTVKd/7ViNJK+bhGpg6XmdtPi4iIGBgaiGlcAhOfFjMlsNmNoaAg6nQ42mw02mw0HDx7E+fPn0dHRgQMHDogSQ9Tr9WhqakJHRwcsFgsOHjyI/v5+9Pf3Q6fTYWhoSDbjiuM47N+/HydPnoTP55N8kQKrvfJ0Oh127NiByclJHDp0SBDVzERo0HELhddzU4Py8nKYTKaY26c8ao5JLrTQn5TEHpnpFunVoqg0iQ6wlE4ktKxbRFYR1tfXE2ddi/3ySSobT4QSXuHa1i2xvEItQ1u5fjoMA14gdy18xJjGnL50OIaxkOIYApHbb6ksWDqdTliwUu2RGSrSu2PHjqTeQww5OTnIycnB0aNH8eGHH4bNWbyo9J07d5CXlxc1lUOMqHRZWRkuXboU9nys91uL3KLSJpMpYVSuvb0dlZWVeOONN6Ler0ajEdu3b4/4TGIpLi6GyWQSrmOxRh9N6xaRESzaPQa+bPzs2bNYXl5Gf38/Xn31VfT398PpdGJqagoGgwG7du2KeExNTeHWrVvC//z85z9HdnY2ent74XA4ZDNW0u0VahnalJ9pjRiTBq1RAVJ7ZKZTpHft/cI7J7W1tTAajRH/d/HiRZw5cyam4zAwMIDXX3894vna2lqUl5cnHNfY2Jhwb8ixe0FrJxLa1i0ic7CAb/IZYln4ra2tqKysxNtvvx31on7llVdQVlaG06dPhz0v1mMoLy9HWVkZRkZGUqpuSGfZeCwcDodwke7YsUPxiWt+fj7CK9QytJXrazHHJB1MTEygtLQ07mvUjgqMj4/HXbiGh4eF7VqlKlt9Ph98Ph/ef/99SUZoQ0ND2CK3fft2xUV6gdXxlpeXh+UBcxyHnTt3Ynl5GXl5eUJuo9oYDAY4HA5Z1gP+vucNRqkC13l5eVHPRTI6XmJ052hct4g1sGj78sWgdtl4NDiOE7xVAAkXBDn4+uuvsX79etGtW2iHtqo8Gg0DUqHJMSR5wYomc1JcXAydTifrmAoKCjA0dBkA0NzcIqRteDwe2Gy2sAhgPOkVJQkVlZbT8aDJaKR13SLWwKLpy6cJkrxCrUJjVR5NhgHJ0OIYkr5gkSrSqzVRaVqMRlrXLWINLICeL58WSPQKtQiN5fq0GAZyI7fOEy2OIckLFskivVoUlSbdaKR53SLawALI//JpglSvUGvQqONGi2EgF0rqPJHuGJK+YJEu0qsVUWmeUKOxqakJLpeLKKOR5nWLeANLix5DOiDZK9QatIr4kW4YyIFawoQkO4YkL1i0iPTSLCodDVKNRtrXLSJlGkKprq6G1WoFsLptcfDgQRw/flyUYCcAXLp0CZ999lnc1+j1enR0dMBgMMBmswFYveC0YlwBQF9fX8y/cRwnKk8mVfjcJP771Cq0luubzWahdNtgMAjGgZKElrxXVVUptpCoLUxotVqh0+ngcrlgMBhQUVEh6VidnZ2orKwU9dqmpiYYDAY4nU7odLq495fVao0wrgBgaWkJMzMzksYohuvXr0dUv+bm5mJiYiLqOGkR6aVRVDoeJpMJg4ODAICenh6sW7cOfX19aGlpSfg53G53zPVDr9ejpaUFFoslzLgaHBwUNU/Svm4RH8Hi0ZrHoCa0eIVageaqPNK3C5IhXW1WSIwKkL79JjX6u2HDBtlFej0eT5jcSbzor8PhgNlsxp07dwRjoqamJswoESsqfe3aNcVEpcXCCxLzO0ZtbW3Iz8/HzZs3cfPmTdy6dSvh9avX67Fnzx5UVFSgpqYGXq8XNpsNdrtdcADEOHxaWLeoMbAAsr58mpCy9VNYWIgnn3wS69fLG9wMBAJwu92CurjWjNi10FyVR6JhkCzp1nkiyTGkYcFKJn9xtbXPD/Dmm2/h4cOHSc9dfr8fHo8nQvZETB/arq4uWCwWzM7OIj8/HzU1NTAajRFah6FMTU3B5XIJ65fX64VOp0NXV5dqRR7RWGs0NjU1wWg0qm40amHdosrAArTnMagBbV6hFqC9Ki90cjt58iT27NkDm80myomJhdoRY1J0nkhxDGlYsGgT6Q2FRFHpVIhlNObn58dMH5DTaNTCukWdgcWjJY9BaWj1CmlGC1V5aw2DkydPAlg1Fm/evInPP/8cHo8n7nukK2JMms4TCY4hDQsWbSK9sSBBVFoO4hmNa/MK5TYatbBuUWtgAdrzGJSCZq+QZrRQlSdmu+DevXtR/zedEWNSdZ7S6RjSsGDRKNKbKTgcDgwPD2N0dBQcx0Vo/cltNGph3aLawApFKx6DEmjFK6QRksv1pbDWMDAajdi1axcMBgNxEWPSdZ7S5RjSsGDRKNLLUAYtrFuaMbAYsWFeYfrQko5bLMMgWvQlnRFjknWe1qKmY0jDgkWjSC9DGbSwbjEDKwNgXqF05GyhoqWqPJ7Q7QKHw4HZ2dmwv6crYky7MKGS0LBg0SrSy5AfLaxbypbVMIhAzRwzt9uNu3fvRpUeAL7xCknNe4vXQoVfoMbGxuD3++FwOES1UOFF/E6cOIGenh60tbWhr69PVLl+rPMIxK/KU1rstLq6msht9kTChLm5uYrrPIUKE5JkYFVVVam6YJlMJlELVij19fXEGVhak+2hBS2sW7JHsORunspIHeYVJkaNFiqklOtrFRp0ntIJDdtvNIv0MuRFC+uWbBEsJTx/hjwwrzA2HMfh0KFD+Pzzz5GdnZ1SCxWdTie0UNm7dy+GhobCFleTyYTR0VGYzWbY7XY4nU6hXL+mpkZ4ndhy/cuXL2eEjptYpLRZUVLnaW2bFVKiWGoaeouLi4KBEg3e6Fo7pp07dwqRtliiuouLi3G3zJ977jmUlZVFGFhiRXqLi4sFw62qqirjjKtYQRKO44T5hY9g19XVKXZ+tLBupRzBUqt5KiN5mFcYnXS1UAGYjpsS0KDzJBYldgJ48VuSiJanRrtIL63EC5LwrKyswO/3CwESJYMkWli3ko5gqen5M1KDeYWRKN1CRafTwefz4cUXX4zaQoU3iviqPLvdHraQMB036URruhwPv9+P6elpwdELBAKy6zxJHZOSOwEmkymhgaX2ghXNoTabzejq6sLHH3+cVL5crLlMqqHG32NaZ22QZOPGjTFfm52djezsbOF7WVlZgd1ux9///d/DYrHIGiTRwrqVVAQrnZ4/IzmYV/gNpLRQWTsmpuOWGjToPMVCrZ0AWnpkakGkl3TWBklSxefzgeM4WYMktK9bkg2sdDdPZSSHFlq3yAFpLVQY8kGDztNa1F7kaFqwtCLSSyK0BEloX7ckxcMdDgdOnDgBjuPihhFTJScnB5s2bcLRo0c1fZGrSVFRESwWCxYXF1W/SEN7VnV1daXVyGhubg4TofT5fIocp6vrLM6efQ0AkJWVheXlZRw+fFiRYzGUYXx8HGNjY+A4LuwxNzeHpaUlGI1GlJeXJ/3+DodDMPblMK6A1bnz6aefxqeffho1omc2m6HT6fDxxx+LEq9dS6z5w263SzKuxGy/Wa1W6HQ6uFwuGAyGiN53iejs7ERlZaWo1zY1NcFgMMDpdArVuFpleHhYiOAr0T5Kp9NheXkZL774YsoCrbSvW6INLI7j0NzcLOQUKL2tAqx6S6HHZKSG2WwWdGcMBkPMjuhywnvKwOoedjpD7larNeKGFxuFkEJBQQGef/557N+/X5ADyMnJwSeffEKUNIXWWKuppCS8zlOibaxYY0rXIkfTglVdXS0YOna7HQcPHsTx48fD+mDG49KlS/jss8/ivkav16OjowMGgwE2mw3A6nej1S14GoMkNK9bog0s5vlrg0z2Cru7uyOeE6OmLpWFhQWcO/cTnDv3kzC5hdzcXOKquLREOoQJY22xNTY2xhxTuhc5mhYsXqQXAHp6erBu3Tr09fWhpaUloaHldrtj5oXp9Xq0tLTAYrGEdUBQQ6Q3XdAcJKF13RKVg0V681SGNLTYuiURrIWK9qFBmJCUHEDaemQykd7UaWhoCItmbt++XZHoaVfXWQSDQXR3/xDAajCmvLw8ZZFbGtctUQYWTc1TGeIINTja2tpgNBpFtW6JR7zWLek2KBJVmG3dulXxFip+vx8PHjwQXVnGkAYNOk8kLXK0LVgOhwNmsxl37twRIlA1NTVhkSyxIr3Xrl3LKJFerQRJaFu3EhpYzPPXLpniFbIWKpkB6cKEJC5ytC1YABPpTQYtBUloWrcSGlgkef5r+1YxUicTvEIpmjpKtlBxu93w+/0AyIjqaRGSdZ5IXeRoWrB4OI4TRHrXyjcwkd5wtBgkoWXdimtgifX8n3rqKUWNLOb5K4+WvUIttVBhxIdUnSfSFzlaFqxoMJHe+Gg5SEL6uhXXwJLi+SsR6gaY568mWvUK6+vrJSdYVlRU4LXXfoA333wLDx8+lL2FCovGKgOpwoS0LHKkL1i0o0SPyUTH03p6BMnrVlwDi3n+mYuWvEKaW6gwpENamxXaFjmSFyxaSVcj5UxLjyBt3YprYKXi+b/11t/i0aNHSQ+Mef4MuaCxhQojNUhqs0LzIkfagkUbavWYjAULkqSXuEpjs7Ozkt/Q6XSitfW7AFa9svz8fFk9/2TGxGDISaJKmGTydRjyYrVaUV9fD5fLBaPRiPz8fMV1nkITukORspjMz89jaWlJ9kVuenpaMK74MYkxsKqrq1FdXc22+iSytsekVOMKALKzs6HT6aDT6TA5OYlDhw5JbqQsVeDT7/djenpaMO4CgYDs6RGZ1JklroGV6rZKIBDA/Py8YCxdv34dWVlZmJmZiXidWM+f9SZkSKWqqgp37txR5Vh8C5XFxUWcOXMm7pgYysG3WWlubobdbsfp06exZ88e0TpPly5dSpi/FU3nKVqbFbbIZRZKNFJe22NSbCPlVIMkgPzpEZkUJIm7RSj31koixHr+bGuFIYVktrqTJS8vD62trXC73RgZGYn4e2NjI0ZGRthWt0qQoPPEcgAzh+HhYeF6U6oy1Ofzwefz4f3330+4ZcjSI9JLXAOLz2NQg/Lycrz88suiPH8WxWJIgYYWKgzlSLfOE1vkMgOHwyE08N6xY4fivf7m5+fx4Ycfxo1ksSBJeol7BaSjeWo08T/gG8+fVaYwpFJfX0+cgaXVhrIkYjKZMDo6CrPZDLvdDqfTKeg81dTUCK8Tq/N0+fLltArqshxA8khnI+XQHpNrYekR6SXuxr6axszi4iIGBgaibqsAEJ5nBhZDKmIUpNvb29HT04OSkpKofzcajTh27FjSYyguLkZ7e7ukMTHko7q6Gg6HA2fPnsXy8jL6+/vx6quvor+/H06nE1NTUzAYDNi1a1fEY2pqCrdu3RL+5+c//zmys7PR29sLh8OR0LhSc0HhF7lEVYuZtMipQXNzc5hKv8/nU+Q4XV1ncfbsawCArKwsLC8v4/DhwzFfn44gSSxx38bGRtXHlG7imtkkev5sYWJIZefOnYInF6vlyeLiYtxWKM899xzKysoietSJbaFSXFwsRGerqqoEUUGGuvDil7zOk91uD1sQlNB5YjsB2sZqtUbkUy4tLcnexLugoADPP/+88PPCwgJycnLwySefYHh4OOramI4gSSwyMUgSNweL9OapDIZYSG2hwkgvaug8sRxAbUNqj0ngm3mPJDKpG0vcLULe8wcQs42DGM9/7969Ec+LbQvBPH+GHJjNZuh0Onz88ceitI3Wsri4GLVs3263SzKu+AgIgwx4jafR0VGMjo4iGAyGPfjnT506lXSeFYn5dmwnQB6sVmuEcQWsRrDWyhHJwfXr1yOqR3NzczExMRGhvwaQmR5B4v2gFAnFVfjFoLa2VvD+Q7l48SLOnDkTMyQ9MDCA119/PeL52tpalJeXJxzg2NiYEFpkCxMjWYqKimCxWGIaSkpSUVEh/NzV1ZVRIXIGW+S0TF9fX8y/cRwnKn0gVfhKwWgGlpaCJBzH4cqVK+ju7kZDQwMaGhpQWlqK0tJS4ffu7m5cuXKFGJ23uFuEALnNU0lE7UaeDOmQ1EKFkTnw112snL3W1lZUVlbi7bffjuqsvvLKKygrK8Pp06fDnhebA1heXo6ysjKMjIyw61AmaOkxSXt6RLr6OMpBQgMLIK95KmnQfAFkGg6HA/X19YImEm/8iCWZFio2mw06nQ6jo6OsV1uGQvsix4iElh6TtAZJ0t3HUQ5EGVjANx5YRUUFvF4v8/yhjQsgExkeHkZzczMA4PTp05icnBTdQqWkpASPHz+OGzWI1kLlo48+Yt9vBkPrIseIDU2NlGkKkqzt45gqPp8PHMdJ7uMoB6LNaavVCp1OB6fTCaPRGDUfKx6dnZ2orKwU9dqmpiYYDAY4nc6ozVPTDcdx2L9/P06ePAmfz5dSI88dO3YIjTx5FWCGsphMJgwODgIAenp6sG7dOvT19aGlpQX5+flx/9ftdsc0rvR6PVpaWmCxWMKMq8HBQWZcZTgsB1B7yNFjMln8fj8ePXoU0Qop1pjMZrOQi2UwGIQUCSUxGo3C1mhVVZUo48rhcGD37t2YmJiQxbgCIvs4qhmsER3BAsI9/5MnT2JhYSHjPH8lGnnyzM7OYtOmTaIbeTJSI90tVBiZB8sB1A609ZhUMz3iyJEjyM/Pl5QeQVofRzmQZGAB4aHGkydPYs+ePbDb7RgZGYHH40lqEFKbp6YLLV4AmY7D4YDZbMadO3eECFRNTU1YJEtsC5Vr166ltYUKg3xYDqB2oLHHpBrpEX/2Z3+GqakpSUESEvs4yoFkAwsI9/ybmpoEa1XLnr9WLwDGKl1dXbBYLJidnUV+fj5qampgNBojlL1DmZqagsvlEq57r9cLnU4nqIVnEqyCVjwsB1Ab0NpIOTRI0tbWBqPRiKtXr+LatWuirsFo8M6p0WiUHCThOE7YFgSQUNxcDr7++musX78+bh9HOUjKwAIyy/PX8gXA+AaO44QWKmu3bpRooaIFWAVtcii1yNGwE6AV+O1eNSgvL8fLL78sqpGymG1LOdIjKioqYDAYsGfPHuzatQterxc///nPce3aNUlBkoaGhrBWQ9u3b5c9/QZY7eMYDAbR3f1DAKu7ReXl5RHdG+QkaQOLJxM8fy1fAIzoqNFChWZYBW3qsBxAuqmvr1dtbs7Ly0NrayvcbrcgvB0K32Oyrq4uoi9iLEgIkkSrbiwuLoZOpxP1GcRSUFCAoaHLAIDm5hbhM3k8HthsNsXukZQNLCC+528wGMK+MNo8f61fAAyGFLRUQk0CJCxyjOTQSo/JdAZJSO7jKAeyGFihaM3z1/oFwGCIhVXQKkcm7ARoDS01Uk5HekQ8ba6ioiLFCslCWVlZwRdffKHYNrrsBpaWyIQLgMEQQyZW0KqduM9yAOliYmIiYT5ue3s7Kisr8cYbb0RtgWQ0GrF9+3ZcunQpqTEUFxfDZDJhYGAAADA+Pp50rz+eREESnU6H6upq1NfXw2QyJe0QJZK52Lp1q+h+h8ni9/vx4MEDSVurUmAGVhxIugDi6ZswGEqSaRW0JCTua20nQKuwHpPJQUsfx1RhBlYMMuUCUBtWzi8eEs5VJlXQssR9hlRYj8nkoKWPY6owAysGmXIBqAUJUQFaIOlcZUIFLUvcZyQL6zGZHDT1cUwFeS0CDSHlRM/Pz8PtdqOkpATnzv0Yzz77rCxjmJ6eFowrqWMihQ8++AAVFRV47bXX8ODBA2zcuDHmAp2dnY28vDxs3rwZ27ZtwzPPPAO73Y7vf//72L17tyJ75CRB2rmyWq0R7yNWTVoKBQUFeP7557F//34hGpyTk4NPPvlE8Wtea73PGOrCekwmB019HFOBRbBikIzGyeri+AO8+eZbePjwYdIRLb/fD4/HE7GYKZWIpwQsKiAeUs+V1itoMzFxn6HM1jvrMSkN2vo4JgszsGKQKReAErByfvGQeq60XkGbaYn7DGW33lmPSWnQ2McxGZiBFYNMuQDkhkUFxEPyuSKpglbuyG0mJe4z1CteYD0mxUNrH0epMAMrBplyAcgJiwqIh+RzJbaC9qmnnlLUyFKqgjYTEvcZ6dl6Zz0mxUFzH0cpsCT3GFRVVal2rPLycphMpoRVi2qOSSocx6G5uVlIFFTaYABWS5xDj0kLpJ8rMYnlgUAAX375JWZnZ1MfXIz3n5ubkzQmMWRC4j4jfcULZrMZQ0ND0Ol0sNlssNlsOHjwIM6fP4+Ojg4cOHAgrA1SLPR6PZqamtDR0QGLxYKDBw+iv78f/f390Ol0GBoaota4AqBqFNftduPu3bsxJTQaGxsVGxOLYMWA9kaeasOiAuIh/VxpuYRa64n7DDK23lmPyfhopY9jIpR3nSlFTQt7cXFRaHUQDd7oIjV3I1ZUQG6jgY8K8D8vLCyERQVoaIhNw7lKpYRajPp0oveKVkErR5TSarVGGFfA6vmfmZmRfTGOVtCSm5uLiYkJWK1WqiMQ0SBBGNfhcODEiRPC1rtS5OTkICcnB0ePHo269V5dXQ2HwyH0mOzv74fNZgvrMclXHK4lVo9JmoREE1FfX0+cgaXE+sEiWDEgsZEnqTcYiwqIh4ZzlWoF7fr165Gfn09cBa2WE/fTCSnCuKQWL7Aek5FotY/jWpiBFYNMuQBSRevl/HJCy7nSYgUta30lP6S1FiJ96x1gPSZDyYQ+jmyLMAY7d+5EVVVV3AtgcXEx7hf53HPPoaysLMLAEnsBFBcXCxdWVVUVccYVAPT19cX8G8dxyM3NVTwqwBsEpG+7ZOq5ShRZTKbvmlTEJu5PTk4q2vpqbeI+yddrLNZW50k1roDVTgQ6nQ46nQ6Tk5M4dOhQSsK4NGy9A6tGRXV1NZE7EWpjNpvR0dGB2tpaAJF9HC9evBj3/wcGBqLOl7W1taLmk7GxMeE1St2HLIIVB9bIMz4sKiAems6VFkuotZy4ryakCuPSsPUuBRLy2ZQmE/o4MpmGOJjNZuh0Onz88ceiFHbXEqs/ld1ul2Rc8fvwpCElKuDxeFLqHxXv/ZUo55cbms6VFkuoM6X3mZIMDw8L2m1KbL3pdDosLy/jxRdflJSflqh4QW6uX78ekU8YWryQChcuXEBdXR2+9a1v4eWXX8aFCxfgcrngcrmwbt06rFu3DmNjY/jtb38Li8WCY8eOYfPmzWhubsaFCxdSOrbaZEIfR6oMLI7jcOXKFXR3d6OhoQENDQ0oLS1FaWmp8Ht3dzeuXLkiy+SVCRdAKrCG2OKh6Vylo4I2mjwJIF8FbTJ6XU6nE62t38WvfvUruFwueDweoaz+pZdeEiIZsVhYWIDH48GDBw+i5pkppSGmBKHVeRs3blTsODk5Odi0aROOHj0qOmKZaOs91cpWMYRuvScDaY3e1cJsNgv6jgaDIWZlpZzwO1LAamRcyeAFFTlY8apU+At7bGwMfr8fDodD1ioVs9kMi8WSlkaegPIXQCrIERWQuyE2qVEBms6VFkuo5UhgnZ+fF6JQ169fR1ZWVkSEREriPi0NetMpjJuotRDHcQnP4+TkpOJb77zhfePGDXAcJ9ohIDGfTW2sVivq6+vhcrlgNBqRn5+veB9Hu90OnU6XcsQxEUTnYJFSpcIaeUaHNcQWD03nSosVtKz1VfKQXJ0XrzJ3LUoWL7jdbiE6LLaamdR8tnSg1T6ORG4RchyH/fv34+TJk/D5fClZ9Tt27BCsej5/QCrV1dWCpWu323Hw4EEcP35cVMsDALh06RI+++yzuK/R6/Xo6OiAwWCAzWYDsHrRkXxzyBUVmJycxPj4OK5fv45f/OIXmJmZCXtMT0/j0aNHGB8fx+TkZEyDQa4xKQFN54qvoAUQs6pRTAXt3r17I54XWyUpdwUta32VHKS3FqJp6z0UUvPZ0oXJZMLg4CAAoKenB+vWrUNfXx9aWloSrrNutzvmXMSr6FssljDjanBwUJUm2cRFsEi26lkjz3BYVEA8tJ0rrVXQstZXyUF6dV4y3+tqrtMP8Oabb+Hhw4eyb70n+l5JbvSebnjpEn63qK2tDfn5+YKq/a1btxKutXq9Hnv27EFFRQVqamrg9Xphs9nCtgXV6vpBlIFFQg+pRGjtAkgFLZbzKwVt50prJdSZ0vtMTmgQxqVp6x0gV22eJLTUx5GYJHdSekglwmQyYXR0FGazGXa7HU6nU7gAampqhNeJvQAuX75MbSPPdJTzR8v3Ab6JCpA6gdB2rvgK2hMnTqhShRVKRUWFkOMoVwWtFhP3lYYGYVzaiheam5vDIoI+n0/xfLasrCz4fD4cPnxYtShuKmipjyMRESxarXr+ApidnUV+fn7YBRDaXyqUWBdAV1cXcUKiiWBRAfHQeq74yFtFRQW8Xq9qFbROp1PWaKQWE/eVhBZhXJq23qNFBIuLi6HT6WQdY0FBAYaGLgMAmptbBEff4/HAZrMRb9iHQnsfRyIiWLRa9bxRxF8Adrs9LFeFhgsgFVhUQDy0niu+hNrpdKKtrQ0ul0tSPhYpJdSs9ZU0aGktxH+nasAXL4jZeo9Gd3d3xHO8gy0nCwsLOHfuJ8LPPLm5uejo6CB2joxGUVERurq60NXVFbWPIy9nBJDZxzHtESwtWfWZ1siTRQXEQ/O5Ci2hPnnyJBYWFqgsodZa4r6S0NJaiJbiBRry2Rjyk3aZhlhWvdzwVv25cz+JatXLAd/Ec3R0FKOjowgGg2EP/vlTp05Rb1wB2iznVwqaz1VoCXV/fz8KCgpgsVhw/Phx6PX6uP9LUgk1a30lHlpaC9HSdUALavMM6aQ1gsWsevphUQHx0H6uQitom5qacOTIEeoqaKUIU8pJaOI+DXMNLdV5/D1FEmu/X1ry2Rjyk1YDK9FNvHXrVsWrVPx+Px48eECFJg2JaK2cX0m0cK60UELNJ+6r3fpK7sR9JZE7eby0tBRZWVmYmpoKe15KdR4QmTxOw9Y7zWrzjNRI2xah2B5S0SZqOVnbQ4ohDdYQWzxaOFd8CfXZs2exvLyM/v5+vPrqq+jv74fT6cTU1BQMBgN27doV8ZiamsKtW7eE//n5z3+O7Oxs9Pb2wuFwqLZtbrVaodPp4HK5YDAYws6NGDo7O1FZWSnqtU1NTTAYDHA6nar0PiOV8fFxjI2NgeO4sMfc3ByWlpZgNBpRXl4u+X1p2HqnVW2ekTppi2Axq15b0BIV4DgON27cEAoSAAgVrPzEyBcg1NXVKWK00XKuEhGvhNpgMIRFtUiroNVq7zO5oEkYl/StdxrV5hnykDYDi5YqFYY4SG+IfeHCBQwMDODevXt44oknosqArKyswO/3Y2lpSXiYTCaYTCZ873vfE/1ZEkH6uUoGGitoWeur2NBSnQeQv/VOSz4bQ37SZmAxq157kBgV+OCDD9DZ2Qmv1yu5aThfETU3N4fKykr09vbKFoEg8VxlIqz1VXRoE8YluXiBlnw2hvykzcBiVr02ISUqwHEcDh06hM8//xzZ2dlJHTcUn88HjuOwd+9eDA0NybKtRcq5ynS0kLgvNzRU562F1K13mtTmGfKSNgOLWfXaJd1RAYfDgebmZiwvL8veEWB2dhabNm3C0NCQLAtnus8V4xsyvfVVKDRU562F1K13mvLZSIGEXFk50IyBlQhm1atLuqICw8PDQlRIKR01n88Hn8+H999/X5YtNxZBIQfae5/JCW8YxGoF1NraisrKSrz99ttRDaxXXnkFZWVlOH36dNjzYlsLlZeXo6ysDCMjI6INAhK33mnKZ0s3JOXKykHaDCxm1WcGakYFHA4HGhoawHEcduzYgQ0blG21OT8/jw8//FA2A4ZFUMhCicR9mjxz0qvzYkHa1jtt+WzpgNRc2VShKsk9WWi36mlHjagAx3HYvXu3sFgl2t6Qg6+//hrr16/H7du3ZVsIWQRFm9DomZNenRcPkrbeacxnUwsacmVTgRqZBjVIxaqnyTNNJ0qV8zc0NIQZx9u3b5c9/woAurrOIhgMorv7hwBWb+jy8nJFnAUapQ8Y4dDumZNcnZcIUrbeacxnUwOacmWTJW0Gllaseho9U60RbREoLi6GTqeT9TgFBQUYGroMAGhubhEmZo/HA5vNxhLJGQJa8sxJrc4TCwlb7zTmsykJjbmyyZA2A4t2q552z1RLlJaWCtFCntzcXGzbtk32Y0WTA/nqq69QWFiI8fFx2Y/HoA+teeakVudJId1b77TmsykB7bmyUkhrs2carXoteaZaIN4WRlFRkWLeUSgrKyv44osviMlrYKQPrXrmJFbnJUs6tt5pzmeTE63kyoolrQYWbVa91jxTLZBIsHbr1q2im7Ymi9/vx4MHD1iRRIajdc+ctOo82qA5n00utJgrG4+0Glg0WfVa9UxphuO4hN/F+vXrsWXLFhQUFCg2jtnZWeHanZmZYVHIDCRTPHOSqvNohPZ8tlTIxFzZtBpYAB1WvdY9U1qRcu0UFhbiySefTLp/ZSwCgQDcbjf8fj+A9HuIjPSQSZ45KdV5NKKFfLZkycRc2bQbWADZVn2meKY0IlXqY8OGDdi3bx9OnXoV77zzLu7fv5/yGDweT1hvS9IE/LQIaZIomeiZA2RU59GIlvLZxJKpubJEGFgkW/Va9ExJW6CSJRmx2oqKCrz22g/w5ptv4eHDh0lHtPx+PzweT0SPS5aHpRykSqJkomfOk+7qPFrJtHy2TM2VJcLAAsi06rXmmZK6QCVLoptWDIWFhcjPz0dBQUHUxWstCwsL8Hq9YVGrUKqrq3H79u2UxsQIh2RJlEz1zKPBhHGlkSn5bJmcK0uMgQWQZ9VrxTMleYFKBbkbhpeWliIrKwtTU1NhzwcCASwvL0dEq2JB0C1FNTRIomSqZ86Qh0zIZ8vkXFmiDCyAHKteC54pDQtUKshtYCVCrPwHYbcUldAgiZLJnjlDXrScz5bJubLEGVgAGVY97Z4pDQtUqvDFEWpQXl6Ol19+GYuLizhz5kzM16W7FFoL0CKJksmeOUN+tJrPlsm5skQaWDzpsupp90xpWaBSJZkbN1ny8vLQ2toKt9uNkZGRiL83NjZiZGSEbdOkCE2SKJnsmTOURUv5bJmcK0u0gQWkx6qn2TOlaYFKFakLnBqwBS55aJNEyWTPnMEQSybnyhJvYIWillVPq2dK2wKVKnyrJZJgWzTJQ5skSiZ75gyGWDI5V1bZ8IbMVFdXo7q6WvEEPo7jJL3e7/djenpaqLgLBAKye6ZixtTc3BxW9ejz+RRfoLKysuDz+XD48GHV+zyZTKaEBlZ7ezsqKyvxxhtvRG0YbjQasX37dly6dCmpMRQXF8NkMmFgYAAAiKmwpA2r1RoReVlaWpL9+i0oKMDzzz8v/LywsICcnBx88sknGB4ellTSLkeu3fz8vGAsXb9+HVlZWZiZmQl7jRTPnOX/MUijqqpK1VxZk8kkKldWDagysNRidnZW8v84nU60tn5X+F1uzzTRmGhcoFJl586dws2bl5cXVQdtcXExrj7ac889h7KysggDK9b7raW4uFgw3KqqqgShVpogQXi2u7s74jk+f1JOFhYWcO7cT4SfeXJzc9HR0ZFWzaBEcizJNLFnMNKNmjsbbrcbd+/ejepMA9/kyqo1Jqq2CNWCxj1jrWh2SYXfJjQajQAAu90u6f/z8vKiNhpPZjHr7e0lqjw6EVKFZ5eXl+H1emUXnqVVEoVVsTIYicnkXFlmYEWBtj1jWhcoOeA4Djt37sTy8nJUQ0ktDAYDHA4HcSXS0UhFePbrr7+G1+uF1+vFU089hd7e3pSjPrRKorAqVjIgIQLLiE0m58rKW/qmEdTanwW+2TNOVLUYb0x9fX0x/8ZxnKitrlThjVKr1ar4sUIpKiqCxWLB4uKi6sZVRUWF8HNXVxfxEzfHcdi/fz9OnjwJn88n2bgCgKysLGzcuBFPP/00lpaW0NraGpH7J3VMiSIuk5OTUTXv5IR//xs3bojOwVTz+15cXMTAwEBU4wqA8Dzp16CcXLhwAXV1dfjWt76Fl19+GRcuXIDL5YLL5cK6deuwbt06jI2N4be//S0sFguOHTuGzZs3o7m5GRcuXEj38DMGMQ5Ye3s7enp6UFJSEvXvRqMRx44dS3oMxcXFaG9vF35XK1eWGVhRSMeecaytrcbGxrhjonmBkguz2SwYoAaDAQaDQfFj8luSwKrxS3rloMPhECpM5VD1B1ajKtu2bcOvf/1r7NmzJ6mtKTFh+kAggMnJSXg8HgQCAekDFfH+c3NzksYEkFnQkO6+c2rwwQcf/KvcxWt48OABNm7cGDPXNDs7G3l5edi8eTO2bduGZ555Bna7Hd///vexe/du4qN9HMfhypUr6O7uRkNDAxoaGlBaWorS0lLh9+7ubly5ckX1eVcsfK4sgJiRaDG5snv37o14XmxkO125sszAigJNninNC5ScWK1W6HQ6uFwuGAyGsOiSGDo7O1FZWSnqtU1NTTAYDHA6nULrJZIZHh4WtNGUqCrNy8tDYWEhXnrpJckLlpRrZX5+Hm63GyUlJTh37sd49tlnpQ00BtPT04LenJQxZbJnng7kiMBmZ2dDp9Nhx44dmJycxKFDh4R7gyS0Fp3jHdDa2tow55Tn4sWLOHPmTMzk9IGBAbz++usRz9fW1qK8vDzh8cfGxoS1VE1nmBlYUSBxkoo1mdO8QMlJdXW1YOjY7XYcPHgQx48fD2uvFI9Lly7hs88+i/savV6Pjo4OGAwG2Gw2AKuflWQVZYfDgRMnToDjOGzcuFGx4/Bbh0ePHpUUyZJDEiVZ/H4/Hj16FFG5K3ZMmeyZq40SEdicnBw8/fTT+PTTT2XRNJMDrUbnzGYzdDodPv74Y9y9e1fy/8dKAbHb7ZIKkXjxcbVgBlYUaPJMaV6g5MZkMmFwcBAA0NPTg3Xr1qGvrw8tLS0JDS232x1zIeT7YVosFni9XvT39wNYTZQk0Rjn4TgOzc3NwvehtKo/sGoYhB4zEalIovzqV7+Cy+WCx+MRtqhfeukloco1FgsLC/B4PHjw4EHUCl4pY8pUz1xNlI7A6nQ6LC8v48UXX0ybUaL16Fym5sqyKsIY8CXYsfSQWltbUVlZibfffjvq5PnKK6+grKwMp0+fDnterL5SeXk5ysrKMDIyErf0mqlJRzI8PAyz2YzZ2VkYjUa0tbUhPz9f6E9569YteL3euO+h1+uxZ88eVFRUoKamBl6vFzabDXa7XdgWJD3fhQZldBolUUJhVazKkgmtvxwOB5qbm7G8vCz7/Tk7O4tNmzZhaGiIiEg7v67yebJr29/JjdFohMfjgdPpTIuECTOwYkCLvhLtC5RSOBwOmM1m3LlzR4hA1dTUhEWyXC5X1OT/Xbt2CT97vV5cu3YNV69ehdfrRVVVFaxWKxGTVTyiSXcUFxfLLtxZUFCAoaHLAIDm5hbhfHo8HthstoRGKG2SKNGQ0rtUTioqKoT+q1ps0ZQJrb+Gh4eFa0cpOR2fzwefz4f3338/7RF3h8OB+vp6wfnljR+xdHZ2YmRkRNQ2Y1NTE/R6PWw2G3Q6HUZHR1Wft5mBFQNaPFMtLFCxkEPfpqurCxaLBbOzs8jPz0dNTQ2MRmNEo/BQpqam4HK5hIgXryje1dVFjZAoLcKzWhHrzDTPXA1oiMCmQiZE56IxPDyM5uZmAMDp06cxOTmJy5cvJ9xVAICSkhI8fvw47i6QXq/H8ePHw9I5Pvroo7QYl8zAigMNnqlWFqhQpCqM849YCuMcx8FiscBqtUYsfGsNrbXeFJ8UeerUKWq2X2gSntWKWGemeeZKQ0sENlkyIToXj9Dvt62tDUajEVevXsW1a9dEGVrR0Ov1OHDgAI4cOQK73R6WK5uu6C4zsBJAumeqlQUKSE1hnE/an5ubQ2VlJXp7e6N6LHw0jK90XHvu6urqAKwmzPPRMdqgSRldS200MskzVxpaIrDJovXonBgyIVeWGVgJIN0z1cICxXEcDh06hM8//1yWEmyfzweO47B3714MDQ2l3VtTE47jEkao1q9fjy1btqCgoECxcczOzgrb6jMzMzG/A6210cgUz1xJaIrAJoPWo3NS0HqubNoNLBr6SJHsmdK+QGVSBY0aSNnWLiwsxJNPPon16+VVawkEAnC73YI2WrzrYWJiIuH2SHt7OyorK/HGG29Erdg1Go3Yvn07Ll26lNR4i4uLYTKZMDAwAAAYHx9PSU8qEzxzJaEpApsMWo/OJYNWc2XTZmDJnWejNKR6pjQvUJlWQaMGUiOaGzZswL59+3Dq1Kt45513cf/+/ZTH4PF4wiQ8EkU0aZFEkYLWPXOloC0CKxWtR+dSQYu5sqobWGrk2SgFqZ4pjQtUplbQKE0yOXmrytE/wJtvvoWHDx8mHdHy+/3weDwRUh6JogC0SKIkg1Y9c6WgLQIrFa1H5+RCK7myqhlYWsmzIdEzpW2ByvQKGiWhUXiWFkmUZNGiZ64UNEZgxaL16BwjElUMLC3m2ZDkmdK2QLEKGuWgVXiWBkkUOdCKZ64UNEZgxaL16BwjEsUNLC3n2ZDkmdKyQLEKGmWhWXiWdEkUhvLQGIEVi5ajc4zoKGpgZVKeDQmeKQ0LFKugURaahWdJl0RhKA+tEVgxaDk6x4iOYgYWy7NRH9IXKFZBozy0C8+SLInCUB6aI7CJ0HJ0jhEdxQwslmeTHkheoFgFjfJoQXiWVEkUhvLQHIFNhJajc4zoyJtB969YrdaIxUvsly2FgoICPP/889i/f79QdZGTk4NPPvkkY/eVTSYTBgcHAQA9PT1Yt24d+vr60NLSElbpGA232x3TuOIrJi0WS5hxNTg4KMq44jgu4SQ1OTkZtfpSTvj3v3HjBjiOU/RY6YDESIzUfDez2YyhoSHodDrYbDbYbDYcPHgQ58+fR0dHBw4cOJDwWgZWr9mmpiZ0dHTAYrHg4MGD6O/vR39/P3Q6HYaGhphxRRhq7jy43W7cvXs3ZtV1Y2Oj6mOSwvj4OMbGxsBxXNhjbm4OS0tLMBqNKC8vT/cwMxpFIlgszyb9kKbZxSpo1IFm4dm1kCiJIhYaOlSQOE4tRGBjoeXoHCM6smedW63WCOMKWI1gzczMyJ5nE23/OTc3FxMTE7BarZpbQMViMpkwOjoKs9kMu90Op9MpLFA1NTXC68QuUJcvX05pgZIyQc3Pz2NpaUn2Cprp6WnBuOLHpLXrY+fOnaiqqoorPLu4uBh3G/i5555DWVlZhIElVni2uLhYMNyqqqqSbjtTXV0Nh8MhSKL09/fDZrOFSaLwBR1riSWJIreQ6Fridajgt4jGxsbg9/vhcDjS1qGC1HHW19cTZ2DJVXGcjuhcNAcK+CY/ktTonFaQPYLF8mzIgwTNLlZBox60Cc+KgSRJlGjQ0qGC9HFqKQK7Fi1H5xjRkdXAYkq15JLuBYpV0KgHbcKzUiFBEoWHlg4VtIwToLP1lxh4x4cktJgmQRKyGlgsz4YO0rFAsQoadaFFeJZmaOlQQcs4ebQYgQW0HZ1jREdWA4sp1TJioWV9G1JJh/Cs1+vFzZs3NZ88S0uHClrGGYqWI7Bajc4xoiNr+Ehq2bvf78f09LSwtx8IBJI+tt/vx6NHjyK2g7RYik8jVVVVqh2rvLwcJpMpYQRHzTGlA6vVCp1OB5fLBYPBgIqKCkn/39nZicrKSlGvbWpqgsFgwM2bN4UKU63icDhw4sQJcByHjRs3KnacnJwcbNq0CUePHk1qIaRlnGspKiqCxWLB4uKi6sZV6D3S1dUl+/Y2H9Gtra0VInShXLx4EWfOnImZnD4wMIDXX3894vna2lpRkgxjY2OCKLCc0WWO43DlyhV0d3ejoaEBDQ0NKC0tRWlpqfB7d3c3rly5klFrsqwRLJZnw4gF7QrjtEKy8CyN0NKhgpZxxoOG1l9S0Vp0Ll41Ks/Kygr8fr9QiZqOqtl0IauBxfJsGLGguYKGNK0gqSiljN7Y2IiDBw9mlDI6LR0qaBlnPEhv/ZUsWsiPHB0dxYkTJxAIBIisRo2F2nM50QZWIlieDT3QWEGjJe9MDuFZfptxz5492LVrlxC14rcFLRaLpo2raAtjcXExdDqdrMcpKCjA0NBlAEBzc4ugU+fxeGCz2RLqMtEyTjFoNQJLa3SO4zh85zvfwdjYmCxyS0pWo4aSrrlcVgOLKdXSh1oWPU0VNKRrBSULzcroJEBLhwpaxikWLfampDE653A40NDQgI0bN2LDBnk1ypWoRgXSP5fLamCxPBt6SIdFT3oFDU1aQamQrPDsvXv34HQ6w4RnT506ha6uLnU/QBqIt61TVFSkWIVeKCsrK/jiiy/iGgG0jFMqpLX+kgOaonN8Narf74der5f8/2KQsxqVlLk8rTINasBkGsJJp0VPsr4NbVpBqSJWeHZqagoejyfs72ooo5MGLR0qaBlnMmgxAktDdI6PXHEchx07dsgevVrL/Pw8Pvzww6S/D5LmclkNLBrzbDIFEix6UitoaNQKkhOSlNFJhJYOFbSMM1VIaP0lJyRH52irRiVtLpfVwKIpzyaTIMmiJ62ChjbvjKE+tHSooGWccpDu1l9yQ2p0jqZqVBLnclnvrp07dwrijbHC0IuLi3H3jZ977jns3bs34nmxYe3i4mLBcKuqqsp442p4eFi46JS4MXQ6HZaXl/Hiiy+K2g4wm83CNWIwGIQqGiUJFfSrqqoSJnyO49Dc3CwI3yl9QwKr13HoMRnkIyXFYH5+Hm63GyUlJTh37sd49tlnZRnD9PS0YLTEGhMt45SDoqIidHV1YWJiArdv30Zvby/q6upQV1cnJIzzD/753t5e3L59GxMTE4qIiKZCdXU1HA4Hzp49i+XlZfT39+PVV19Ff38/nE4npqamYDAYsGvXrojH1NQUbt26JfzPz3/+c2RnZ6O3txcOhyNp48pqtUbM6WKlkaRQUFCA559/Hvv37xciqzk5Ofjkk09EXz+kzuWyj8JsNqOjowO1tbUAIvNsLl68GPf/BwYGohpTtbW1ovJsxsbGhNdk+tZgqJLzjh07FDtOTk4OcnJycPToUVHRGavVivr6erhcLhiNRuTn5yteQRMaKudpbm4Oq7by+XyKe2dZWVnw+Xw4fPiwagUhjNSQo0NFspEiv98Pj8cTsbBFGxMt45Sb6upqVFdXp32rTw74LUs+Ome328PWUDWjc93d3RHP8VurcrKwsIBz534i/MyTm5uLjo4OUVubpM7lsm4RAuTm2cSDdiHJaJC+d57uChotaQUxlIWWDhW0jJMhnnTlR9JUjUryXC67gQWQl2cTCy0JSa6Fhr3zdFbQaE0riKEctHSooGWcDPKhqRqV5LlcEQMLIFupNt3iY0pDskW/lnRU0NDknTHSDy0dKmgZJ4NsaKpGJX0uV8zAIlGplgSpAjUg2aKPhtoVNDR5Z4z0Q0uHClrGySAbmqpRSZ/L5T0rIVRXVwsJxXa7HQcPHsTx48fDFs14XLp0CZ999lnc1+j1enR0dMBgMMBmswFYjYhEM64cDoeQkySHcQWsJnc//fTT+PTTT2XJf5ADq9UaYVwBq9UfMzMzsh/v+vXrETkaubm5mJiYCEsoj4eaFTQcxyX8niYnJ6Mac3LCv/+NGzdYRSHhqOk4ud1u3L17N6YIb2NjY8wx0TJOBtnQUo1Kw1yuaC2jyWTC4OAgTpw4gZ6eHrS1taGvr09Unk00jSyeeHk20bbrlBYf0+l08Pl8ePHFF9MuJNnX1xfzbxzHITc3V3GLnt+qsFqtkra/1KigETN5BAIBTE5OKuqdzc3NhY2JbROSi5pGwuLioqDhFw2+LVi6DaxUxskgG1qqUWmYyxXbIgwlnUq1JIqPKQVNe+diUKKCRmo7pw0bNmDfvn04depVvPPOu7h//77o/42Fx+MJq7pi7ZzIhpYOFbSMk0E2tFSj0jCXK6/GhdUTMTo6CrPZDLvdDqfTKeTZ1NTUCK8Tm2dz+fJlUUq16RQfS0bmP1VosOiloIS+DS3eGYMcTCZTQsNF7Q4V0aLktIyTQTZypLrMz88Lhsf169eRlZUVkaIipRo12phomMtVMbCAb/Js+D5S/f39sNlsYX2kYql6x+ojtbZh71pIFR9TCql750tLS7Jb9NH2zknyYGdnZyX/j9PpRGvrd4Xf5fbOkhkTQz34DhV37txBXl5eVP01MR0qysrKIgyXWO+3FjEdKmgZJyOzSFTsJLYadS00zOWqbBGuRY0+UjRJFchFfX29ZKOuoqICr732A7z55lt4+PCh7BY9aVVyTCuIkQz89hvfdilWcncs8vLyogovJ7O4xHMsaRkng1xoqUalYS5Pi4EVilJKtbRJFcgBLXvn6YRpBTGSgZYOFbSMk0EuyTjqyZKXl4fW1la43W6hMCKUxsZGjIyMRHXUaZjL025gKQHp4mNKQYNFn25o8c4Y5EFLhwpaxskgE6nJ42oQrRCIhrlcMR2sdJJIqkBMLkGqhEoV0Mr4+DjGxsbAcVzYY25uDktLSzAajSgvL0/3MCXBtIIYyWI2m1FVVQVgNUITK2dUTvitPmB18hZjtNAyTgaZkFiYEC3Vhoa5XHMGFg3iY0rBT6pqUF5eDpPJlNBTVnNMYkiHVlC00DfAtIJoxGq1QqfTweVywWAwoKKiQtL/d3Z2orKyUtRrm5qaYDAY4HQ6BSkarY2TQR5i8obb29vR09ODkpKSqH83Go04duxY0mMoLi5Ge3u78Hs0o4+GuVxzBpYUqQKPx4NAICD7GKJJFagBDRZ9uqHFO0sEx3G4cuUKuru70dDQgIaGBpSWlqK0tFT4vbu7G1euXGEyEDJCWocK2sfJIA++GhVATFFqMdWoe/fujXherMi1mGpUKubyoMY4fPhwEIDox4YNG4IvvPBC8P33/7/gv/t3/y5YWlqa8qOwsDDsGIcPHybys6vxUOuzi2V8fDzhmNvb24M9PT3BkpKSqH83Go3BY8eOJX1OiouLg+3t7cLv4+PjosdvtVqDRqMxuGXLluD27dujXn/PPPNMcOvWrcGioqJgbm5uEEDQZDIFrVarcic2wxgcHBS+v7a2tuD58+eDLS0twfz8/KSvC71eH2xpaQm+9957wZMnTwrPDw4Oan6cDLLo7e0V5jqj0Sj5GsnLywsWFxdHnTvLy8slvVdvb2/UMdIwl6umg6UWNIiPKUV9fT1xyYlqylSIgVatoA8++ACdnZ3wer3IysrCxo0bY742Ozsb2dnZgre4srICu92Ov//7v4fFYkFvby+R3h9NmM1mFBUVwWw2w2azweVyoa2tDUeOHEm5Q0V/f3/CDhVaG6eccByHGzduCBXqAISKcv5e4yvS6+rqiIuyk4DZbEZXVxc+/vjjpFqrxZpDpcqG8LJM0aBhLtdcFWEmSxVMTEygtLQ07mvUVnIeHx8nTmyQJq0gjuNw6NAhfP7557I0Kff5fOA4Dnv37sXQ0BBbXFLE4XDAbDbjzp070Ov1QoeK0K04sR0qrl27JqpDhZbHmQoXLlzAwMAA7t27hyeeeCKqqPTKygr8fj+WlpaEh8lkgslkwve+9700jJpcaKhGJX0u15yBlelSBXzpaiwLvLW1FZWVlXj77bejGlivvPIKysrKcPr06bDnxVr05eXlKCsrw8jICLHyA7RoBTkcDjQ3N2N5eVn2DgSzs7PYtGkThoaGiFgcaYfvUDE7O4v8/PywDhWhwsmhxOpQwTc9z+RxSmFtdFcK/M7F3NwcKisrWXR3Dfx6wleirhUGlxuj0QiPxwOn0ylq/SB9LmcGVoqQJiRJukVPCqR7Z8PDw8L4lNJt8/l88Pl8eP/999miIgNqdKjIpHEmQqvRXZK2OB0OB+rr6zE7Oxtm/Iils7MTIyMjuHv3bsLXNjU1Qa/Xw2azQafTYXR0VJTzR/JcrjkDiwbxMSUh3aInCVK9M4fDgYaGBnAchx07dijepHx+fh4ffvghi2TJiFIdKuSGlnGuRYvRXVK3OIeHh9Hc3AwAOHnyJBYWFnD58uWEeXsAUFJSgsePH8fd/dDr9Th+/LiQ1wcAH330kSSnj9S5XHMGFi0y/0pCskVPEiR6ZxzHYffu3YLHmiinTg6+/vprrF+/Hrdv3ybaIGYwAO1Fd2nY4gxdU9ra2mA0GnHjxg2MjIzA4/Ek9Z56vR4HDhzAkSNHYLfbBeMqmbWDxLkc0KCBRYvMv9KQatGTRqh3dvr0aUxOTqbVO2toaAgzxrdv3y67hw4AXV1nEQwG0d39QwCrC0p5eblqzgmDkQxaiu7StsU5PDwMs9mM2dlZ1NTUoK2tDVu2bMHNmzdht9uFXL14RKtGtdlsslSjkjaXAxo0sPgcJJJIRzSHVIueRKJ5Z1evXsW1a9dE3ZzRSMY7ixZ5LC4uhk6nS2oMsSgoKMDQ0GUAQHNzi1A55vF4YLPZiCm3ZzBC0VJ0l9YtTofDAZPJBJfLhfz8fBw8eBBNTU1h1agejydqVEuNalRS5nIezRlYTKrgG0i06Ekl1DszGo1oa2tDfn5+ylpBUryz0tJSYfHgyc3NxbZt22T4hOFEkx/56quvUFhYiPHxcdmPx2Ckilaiu1rY4lxbjcpXosZry6RWNSoJczmP5gwsgEkVhEKaRU8y6dQKipc3V1RUpNhEHMrKygq++OIL6r/HUEiqyGIkj1aiu1rb4iS1GpUU3TdNGlhMqiAckix6GkiHVlAigdytW7cmpagsBb/fjwcPHqhelKEEpFZkMZJDC9FdLW1xroXUatR0675p0sBiUgWRkGLRA3REFdT0zjiOSxihWr9+PbZs2YKCggLxH0Iis7Ozwr0yMzNDxHUrFRoqstIJDffeWrQS3dXKFidtpDPSpkkDC2BSBbFIp0VPa1RBae9MyrVaWFiIJ598Mul+mbEIBAJwu93w+/0AyLx240FbRZba0HrvAdqI7mpli5N21I60adbAAphUQSzUtuhZVCE+UqVFNmzYgH379uHUqVfxzjvv4v79+ymPwePxhPXSTIe0SLLQWpGlBrTfe1qJ7mphi5MhHXndYMKwWq3Q6XRwuVxxqxti0dnZicrKSlGvbWpqgsFggNPpFHKSSKWoqAhdXV2YmJjA7du30dvbi7q6OtTV1QkGIv/gn+/t7cXt27cxMTGBrq4u0Vtf+/fvx8mTJ+Hz+SRP8ACQnZ0NnU6HHTt2YHJyEocOHRKSRLWC1M/i9/sxPT0tLICBQCDpY/v9fjx69CiiUTkt53d4eFi4HpTYbtHpdFheXsaLL75IVV6aVu49MUZ+IBDA5OQkPB5PSvdCvPefm5uTNKZQrFZrhHEFAEtLS5iZmUlxdJFcv349zLgCVo25iYkJotclLaLpCBbApArSBYsqiCfRFogYCgsLkZ+fj4KCgqge7FoWFhbg9XojDCue6upq3L59O6UxKY2WKrLkREv3nhaiu1rY4mQkh6YjWMDqDTo4OAgA6Onpwbp169DX14eWlpawBO9ouN3umMYVnyhusVjCjKvBwcGMN65YVEEacmwlz8/PY3JyEuPj47h+/Tp+8YtfYGZmJuwxPT2NR48eYXx8HJOTkzGNK7nGpCQcx6G5uVmIpihtXAGr1cWhxyQRrd17tEd3OY5LeC9NTk5GLS6SE/79b9y4QfT1qzU0H8HiYVIF6sCiCtJZt26dqscTKzdC8tTAKrIi0eK9R3t0lxWwZDYZY2ABZEkVaBEt67woCV+MoQbl5eV4+eWXsbi4iDNnzsR8HclFGqwiKxKt3ntyOx+lpaXIysrC1NRU2POBQADLy8tYWloS9T5il00tbHEykkf5uDpBVFdXw+FwCFIF/f39sNlsYVIFfMXhWmJJFUQTEqVRa0YOmpubw5I5fT6f4lGFrKws+Hw+HD58mMioghjU/P7dbjfu3r0btYMBADQ2NmJkZIToa7K7uzviOf5+lJOFhQWcO/cT4Wee3NxcdHR0EGVgsXtPHImq6JIRk46HHFucyUa0/H4/PB5PhNHItgjVI6MMLB5ev4mXKrDb7WFq78lKFcTTmuE9sbGxMfj9fjgcDqK0ZlLFarVG5GQsLS3JPskXFBTg+eefF35eWFhATk4OPvnkEwwPDxO16IlFTWNmcXFR6JEZjZGREQDqjkkKiSqy5BadjLaVFFqRRcJWi5bvvaqqKlWjuyaTSVR0Vyyzs7OSx+F0OtHa+l3hd7m3OJMZEynQFrxIaYuQ4zhcuXIFExMTGB0dFRL6du7cSeSHjUWq4mO0a83IAdN5SR6+tRNJkJqnwSqyItHyvVdfX69adCwvLw+tra1wu92CoxEKH92V8r3TvsVJCrQK5SZlYNH6YeWGqUevopVWFuliYmIiYc5Me3s7Kisr8cYbb0Td3jMajdi+fTsuXbqU1BiKi4thMpmE6Nb4+LjgJJGCVkQn5UTr957UHCY1kJLDxApYUoP24IWkzd0PPvgAFRUVeO211/DgwQNs3LgxZhg6OzsbeXl52Lx5M7Zt24ZnnnkGdrsd3//+97F7924iPL9UcDgcQlKpHMYVAOTk5ODpp5/Gp59+Kkv1jFr09fXF/BvHcXF1xOSCn8hoFNLbuXOnsO0QK/qyuLgY9zw+99xz2Lt3b8TzYqM5xcXFguFWVVVFnHEFaEN0Um60fu+RGM2XshUqZTsxVfgtzkRVi2qOKVm0IpQrysDSyoeVC61pzaQC03mRB97zr62thdFojPj7xYsXcebMmZjJ6QMDA3j99dcjnq+trUV5eXnC44+NjQnbIqRGAKUYM/Pz83C73SgpKcG5cz/Gs88+K8sYpqenhXJ3qWOSm0y498QYM+3t7ejp6UFJSUnUvxuNRhw7dizpMRQXF6O9vV34XYrRl44CltB84lAaGxtVH1MyaCl4kdDA0tKHlQOHw4ETJ06A4zhs3LhRsePk5ORg06ZNOHr0KNHnh0UV5MFsNkOn0+Hjjz/G3bt3Jf//4uKisG0Vit1ul1QRxRdwkAjtopNykwn3Hu3R3XQUsETLHwPIL2ABtBe8iGtgae3DpgpTj46ERRXkoaioCBaLJaahpCShPTrF9plMB6lUZP3qV7+Cy+WCx+MRIi4vvfSSkLQdi4WFBXg8Hjx48CBqAnE6K7Iy5d6jObpL+xanmmgxeBHTwNLih02VaFozStDVdRZnz74GAMjKysLy8jIOHz6syLFShUUV5MNsNgveusFgiKnJJiehC1ZVVRWx0SuAtRRaS6bcezRHd2nf4lQLrQYvohpYWv2wqRBLa0ZueK2Z/fv3C5VQoVozpMGiCvJitVqh0+ngcrlgMBjCokti6OzsRGVlpajXNjU1wWAwwOl0Cq2eMonx8XGMjY2B47iwx9zcHJaWlmA0GkVFONJFptx7NEd3ad/iVAutBi+iyjSwPl+RaFlrJhWYzov8DA8Po7m5GQBw+vRpTE5O4vLlywl7ZQJASUkJHj9+HHfC1uv1OH78eFiT8o8++ohIzzYU1lIonEy79/jvn4/sulwuRY7DYzQa4fF44HQ6U/qeeZ07PlocKwk9Fnl5ecjLy4swLpNRnY/WeSTdaLn1VYSBpeUPmyxa15pJBabzogyh11xbWxuMRiOuXr2Ka9euiTK0oqHX63HgwAEcOXIEdrtdMK5Iu6ZiQbvopNxk2r3ncDhQX1+P2dnZMONHLJ2dnRgZGRG1zdjU1AS9Xg+bzQadTofR0dGke81yHIedO3dieXk5qqGkFgaDAQ6Hg7gcSy0HLyIMLC1/2GRh6tGxYVEF5RgeHobZbBYWlLa2NuTn5wv9MG/dupXQ2NLr9dizZw8qKipQU1MDr9cLm80Gu90ubAuS5MzEg3bRSbnJxHuP1uhuPCddSSoqKgQjlERHSuvBi7DkKtbnKxKxWjNKq0ev1ZohxQthjYqVw2QyYXR0FGazGXa7HU6nEy0tLaipqUFNTY3wOpfLFVXraNeuXcLPXq8Xly9fxtWrV+H1elFVVQWr1Zq0V54O6uvriTOw0mmcZuK9ZzKZMDg4iBMnTqCnpwdtbW3o6+sTFd2NNXYgfnRXjq1zs9kMi8WSli1OgNwClkRCubm5uYoHL0KFcuU+R2ERLBapiUSK51FYWIgnn3wy6e7nsQgEAnC73UI5NEmeCIsqqENXVxcsFgtmZ2eRn5+PmpoaGI3GiMbkoUxNTcHlcgkRL6/XC51OJzQ7pw3WUiicTL73aIzu0rrFqRSZ0PpKiGCxSE10pGrNLC0tYd++fTh16lW88867uH//fspjiKY1Q4qBxaIK6sAbRRaLBVarFXa7PSxZdq2htXbi5kvMT506lfZ7Kln4iqw7d+4gLy8v6laPmIqssrKyCAMr1vuthaSKrEy+92iM7lZXV8NqtaK5uRl2ux2nT5/Gnj17RG9xXrp0KWH+VrQtzuHhYeKMK0CaUK6SwYu1Qrlyrq1CBEtKpGbTpk3YvHlzRkRqkkmsXe3X+AO8+eZbePjwYdLnye/3w+PxRFTvkBLdA1hUIV04HA6Mjo4Kk9Taa7Surg7A6kJUX19P5ASbDKwi6xvYvbcKbdFdVsCyitQI7IYNG2QPXng8njAtN7kjsEIES8qb8jox+/btw1/+5f9P05GaVLRmeAoLC5Gfn4+CgoKoif1rWVhYgNfrjSlwSJLOE4sqpIfq6mpUV1dTudWXCmazGV1dXfj444+TSleIdS1KNdRIaCnE7r1VaIvums1mFBUVwWw2w2azweVyoa2tDUeOHEl5i7O/v5+aAhY5hHLlDl7IrcMpRLBSjdR8+eWXSQ+C5EhNpmnNJAOLKjDUhFVkfQO79yKhJbrrcDhgNptx584d6PV6YYszPz9feI3YLc5r165RV8AiRx9iuYMX1dXVuH37dkpjCkUwsFL9sOvXrxc+bF5eHpEfNhkyTWsmGZjOC0NtaBWdlBt279EPbVuccpERwYvgvwJA1kdpaWmwvLw8WFRUFPbYtGlTMDc3V/T7pJuqqirZz02sR3l5ebCnpyf4V3/1V3FfV1VVle7TEsHg4KBq5yn0UVFRIfw8ODiY7tPAUInbt28HdTpdEEDQaDSGXQdiHp2dncHKykpRr21qagq2tbUFAQR1Ol3w9u3bSY/7/v37wf/1v/5XsKGhIfgHf/AHwW3btgVzc3ODubm5wW3btgX/4A/+INjQ0BD80Y9+FPz8889FvSe79+RHie8pHjMzM8GzZ88GDQZDxHnW6/XBiooK4bH27waDIXj27NngzMxM6h9cRdS+Xo1GY7C8vDzh6+REiGCxSE10mHq0eFhUgaEmtIhOTk1N4b333sPAwAAePnyIJ554ImrrsZWVFfj9fiwtLWFpaQk+nw8vvPACvvvd7+JP/uRPYkYzAHbvyYEa35MYaNniTJWMEMrlLS0WqYnO4cOH0+IdxnscPnw43aclKqRHFdT2ShnKExq9aWtrC54/fz7Y0tISzM/PT/r+0uv1wZaWluB7770XPHnypPC81ChNIBAIXrx4Mfhv/+2/Df6bf/NvgqWlpZIezzzzTLC4uDi4YcOG4HPPPRf8+7//+5jHIv3eIxk1vyfGN9TV1am2Zubl5QXb29uDjY2NUf/OP19XVyfrZ0wpyT1ZaIrU8EmkJEFKgm00SIsqkOKV0sL4+Dh+9rOfYWRkBJOTk3j8+DFmZmYAAJs3b0ZxcTGeeuopNDU1obW1FTt27EjziMkUnRwdHcVf/uVfYmZmBtnZ2Sl+QsDn84HjOOzevRs/+tGPsH///ojXkHbv0UA6vifGKpkglCsYWJnwYZOBac1IhwSdl2AwiL/7u7/D2bNnsbS0hKysLEnH40uB5+bmUFFRgb/5m7/BoUOHkho7DVitVvT09ODRo0eijNDl5WV4vV688MILaGtrw3e/+10UFhamYeSrkFSRdf/+fbz44ovw+XxRz2MqzM7OoqioCB9++CHKysoi/k7CvUcL6fyeGJkRvBAMrEz4sMnC7xXH0oZpbW1FZWUl3n777agG1iuvvIKysjKcPn067HmxWjPl5eUoKyvDyMgINfkO6YwqMK9UHKkaocBqJTDHcfi93/s9IozQdFdk/fKXv0RzczP8fr9ijWp9Ph++/vpr/N3f/Z2QjxMKiRE90iDhe8p0MiF4IRhYmfBhk4VpzSRHOqIKzCsVh9xG6OLiIubn51FVVZV2I5TjOEF0cm2yt5Kik7/73e/wwgsvwOPxYMeOHdiwYUPif0qBxcVF/OY3v4m6TUtSRI80SPqeMh2tBy/Cmj1r/cMmC9OaSQ21ogrMKxWHkkbowsICCgsLiTFC1arImpubQ21tLX73u98BQEJnVQ6+/vprFBUV4de//nVMVft0R/RIg9TvKVPRevAizMDS+odNBaYenRpKRxWYVyoONYzQlZUVrKysUG2ESiEQCOCP//iPwwp2tm/fLrvxCgBdXWcRDAbR3f1DAKsG/x/+4R/iZz/7Wcy2IemK6JEG6d9TJqL14EWYgaX1D5sqTGtGHuSOKjCvVBzMCFWGaM5XcXExdDqdrMcpKCjA0NBlAEBzc4uwvefxePDWW2+Jcr4yRWMpGjR9T5mEloMXYQYWoO0PmyoOhwP19fVC8ihv/Iils7MTIyMjuHv3bsLXNjU1Qa/Xw2azQafTYXR0VFOTnVwwr1QczAhVhqWlJezatQvj4+Nhz+fm5mLbtm2yHy9aC7KvvvoKmzZtwu9+97ukChUyAfY9kY1WgxcRq4LZbEZVVRWA1UgS/4GVhN+SBFaVVEk0roDVi8BqtQJY3T49ePAgjh8/HpY4Go9Lly7hs88+i/savV6Pjo4OGAwG2Gw2AKtVQcy4is5Pf/rTCC01sT2npFBQUIDnn38e+/fvR0FBAQAgJycHIyMj+OlPfyr78eQkEAjg6NGjgnEFrBqHStDVdRZnz74GAEJfsLa2NgQCAUWOl27efffdiEUbWL0Gef0wObl+/XpEf9fc3Fzcv38f58+fl/14WiHTvqfx8XH86Ec/wh/90R+hsrIS27dvF1J4tm/fjsrKSvzRH/0RfvzjH+PBgweKjycRVqsVOp0OLpcLBoMBFRUVkv6/s7MTlZWVol7b1NQEg8EAp9MpVMQqRUQECwiP1DQ1NcHlcrFITQhMa4YMmFcqDrY1ohz79u3DP/3TP8X8+9atWxWP3vn9fjx48ADf/va38etf/1rRY9FKJnxPtIsqa1EoN6qBBWjzw8oJ05pJP/G024qKihRL4g5lZWUFX3zxBd555x38+Z//ueLHkwozQpXj0aNHKCkpidsvdf369diyZYsQ9VSC2dlZPH78GOvWrcMXX3yB7du3K3asUGhR/df696QlUWWtBS9iGliA9j6s3DCtmfSSCV5pqjAjVDneffdd/MVf/IWo1xYWFuLJJ5+UPVcvEAjA7XbD7/cDgOLnmMYoiZa/Jy2KKmspeBHXwAK09WGVgmnNqI/WvVK5YEaocpjNZly4cEH06zds2IB9+/bh1KlX8c477+L+/fspj8Hj8WB+fl74/eTJk3j33XdTft+10Bwl0er3pGVRZa0ELxLWaZtMJoyOjsJsNsNut8PpdKKpqQlGoxE1NTXC68R+2MuXL2suUsMbRbzWjN1uD9MQyyStGbW4cuVKXOMKWPUaJycnFfVK5+bmAKwuQP/7f/9voiI0jx49wm9+85u4r5mcnFTcCOXnhd/85jd4+PAhcUZosnz55ZeSXu/3+zE9PS0YG4FAIOlr0u/3w+PxRBR0SB2TGNZGSZLZ5s3OzoZOp4NOp8P09DSOHj2qWpREi9+T0np2Op0OS0tL2L9/f1r07Kqrq+FwOITgRX9/P2w2W1jwIlYBXqzgRTq0NRNGsEKJFanJz8+X/GG1HKnJZK0ZtdCqVyonWt4aIQG+tDwVCgsLkZ+fj4KCgqj5a2tZWFiA1+sNu+5CkbvkXAtREq19T5mmZ0ezUK4kAwuI/2HXllaS9mEZ2qGpqSlCniERFRUVeO21H+DNN9/Cw4cPZfdKDx8+LBjVJMCMUGUpKirC7OysbO9XWloqSFuEEggEsLy8LEp+RKfTgeM4WcajldZTWvqeMl3PjrbghWQDKxSHw4Hh4WGMjo6C47gIL4G0D8vQDlrzSpWAGaHKIvfCnQgxLcfkMrC0FCXRyvfERJXpI6W7prq6mhlNjLQwMTGR8nvMz88LxtL169eRlZUVITooxSuVY0xykkyeh9PpRGvrd4Xf5TZCSTtHqbB161bVFu7y8nKYTCYsLi7izJkzcceUKnNzc/jOd74Dj8cDAIobVwDwxBNP4N//+3+vSJREK99TLFFluQ0sXlSZ/3lhYSFMVJm2av90ovydw2AogNxq7dFUnkNJpmF5ulHLCPX7/UJJvhpjIoWtW7fin//5n1U5ltvtxt27d+F2u6P+vbGxESMjIykbWLFU/5WOkoSq/ssdJdHC97S0tIQf/vCHEc/zOc1ysrCwgHPnfiL8zJObm4v/+T//J9ra2jSlZ6ckzMBiUMnWrVsV71fFo2b0QE5INEKVaGOULtT8vhcXFzEwMBDz73xkI9UxaTFKooXvKVGrH7lz5KJFqUNb/WilUEVp2GYqg0rUnDR5rzRUeiOUxsZG1cckBjULSXgjNFGjeNLOUSqQmB6xb9++pP83XpREbvgoyblzP4kaJfn6669lO5YWvqd4/fI4jovbNUUu1q1bl3AsjHCYgUUgtDXqTAfp8EpjJYzLFT2QG2aEKktzc7Ow6MSivb0dPT09KCkpifp3o9GIY8eOJT2G4uJitLe3A1hdAFN5L602RKb9e/rtb3+bsKBncnIyqg6lnHz11VcAVvXs/t//+3+KHksrMAOLEKamptDX14eqqirs3bsXb775JiYmJuD1eoW+cdu2bUNWVhamp6dx+/ZtdHd3w2AwwGg04t13340oG9YyqXjqSkGap6zmeMQaob//+7+v2piU5vd+7/ewd+9eAIiZmL24uBg3uvDcc88J7xGK2ETv4uJiId9n7969SRuwwWAw7taW2lESOaU8aP+eRkdHE76GF1VWwhDm3z9UVPkf/uEfFDmO1mAGFgH88Ic/RFVVFXp6evDVV19h48aNMXMesrOzkZeXh82bN+Ppp5/Gjh074HQ60dHRgYqKCvzoRz9SefTpQUxrJTW9UrFjUhMSjVASx5QK//E//kcAQG1tLYxGY8TfL168iDNnzsRMeh4YGMDrr78e8XxtbS3Ky8sTHn9sbEwwXvmxJMOnn36K//t//2/c10xOTsLn8yV9DDHwRs6dO3cSjkcKNH9PUqRfOI4T2oidO/djPPvss5KOFY1AIIDp6WkEAoGkxpTJMAMrjXAchwMHDuCdd95BTk5OUpUZWVlZ2LhxI7Zt24YNGzbg9ddfR0NDg2xig6Ty+7//+0L3gHR5pdu3bxcmZIPBQFx0Rowxo7YRqjUDq62tDTqdDh9//DHu3r0r+f8XFxfx+PHjiOftdrukilWDwYC2tjbJx+e5fft2wtcEAgE8fPgQHo8nbLGVi0AgEDZv3bp1S7b3pvl7+u1vfyvp9UtLS0Krn1QNYr/fj0ePHkXIrkgdU6bCDKw04XA4UFpaivv378um+5KXlwe9Xo979+7h2Wef1byXwVcapcsrvXv3ruCVkqgNU11dnXYjNHRrxGAwELeNmipFRUWwWCwxF2AlCe2c0dXVlVJRg5htKJ75+Xm43W5ZoyQAMD09LbRUkjqmRND8Pa1VKxcDr2f3y1/+Ei6XCx6PR8jReumllwRNu1gsLCzgX/7lX/DgwQMsLy/LMqZMJCUld0ZyDA8P48SJE/D7/dDr9YocY2VlBYuLi3j//fdRX1+vyDHSDcdx2LlzJ5aXl5GXl6f6xMljMBjgcDiIbP/U1dWF7u5uwQCNlYQeC764Yu25TUYX7OzZs+jq6pJ0fFrgOwvwBq3SEiJGoxEejwdOp1OWDgL19fWSF02lVf/r6upkNbIAOr+nRAn6UpGj1Q+wmovFiA8zsFTG4XAIW3hqtKCYn5/Hhx9+qLnIAY/Vak0oDaAEFRUVQq/NwcFBIiNYADNC1cLhcKC+vh6zs7Nhi6pYOjs7MTIyImr7qqmpCXq9HjabDTqdDqOjoynf36WlpSmLwMqt+r9z586E2mtSofF7ktvASoRY54mZDolhBpaKcByH3bt3CxOZWo06169fj9u3b2t2caPRK1UTrRmhHMfhxo0bQuNX4BuF+J07dwKA0Pu0rq5Otet+eHgYzc3NAIDTp09jcnISly9fFqUjVVJSgsePH8fdrtXr9Th+/Di8Xi/6+/sBAB999JEsEepMipLQ9j3J0XdVLOXl5Xj55ZcTiirTMO+RAMvBUpHm5uYwL1GpipyurrM4e/Y1AKtJ8MvLyzh8+LAixyIBq9UKnU4Hl8sFg8EQlvMghs7OTlRWVop6bVNTEwwGA5xOJ3Q6HRWie2azGVVVVQBWI0m8IaokoTlxVVVVshhXFy5cQF1dHb71rW/h5ZdfxoULF+ByueByubBu3TqsW7cOY2Nj+O1vfwuLxYJjx45h8+bNaG5uxoULF1I+fiJMJhMGBwcBAD09PVi3bh36+vrQ0tKC/Pz8uP/rdrtjLtp6vR4tLS2wWCxhi/bg4CCx2//j4+MYGxsDx3Fhj7m5OSwtLcFoNIrKc1QC2r4nNR1jsXp2WnXW5YZFsFQiWhShuLhY9j5SBQUFGBq6DABobm4REhs9Hg9sNhtxUgJyQZtXqjZqb40YDAb09/fLsoX1wQcfoLOzE16vV3Kl7crKCrxeL+bm5lBZWYne3l7Fv7Ph4WGYzWbhXLe1tSE/Px83b97EzZs3cevWrYTXpV6vx549e1BRUYGamhp4vV7YbDbY7XbBsJfzXs7EKAkt35PJZMKVK1dSeg+5OXz4MIaHh9M9DOJhBpZKRMtx4AVE5SZa/sNXX32FwsJC2XMaSCLUiG1ra4PRaMTVq1dx7dq1pNt96PV6HDhwAEeOHIHdbg/zSknNu4oFbUYox3E4dOgQPv/8c2RnZyf1HqH4fD5wHIe9e/diaGhIUS/c4XDAbDbjzp07QmSjpqYmLELicrmiqm/v2rVL+Nnr9eLatWu4evUqvF4vqqqqYLVaZc+pTCbJPVny8vLQ2toKt9sdVZiWb4isRJL7Wmj4niwWCzo6OlJ+HzkRM/+RupWvJszAUoF4OTBFRUWyN+qMxsrKCr744gsqDQMp0OKVpguljNDGxkYcPHgQ165dg81mA5CaEepwONDc3Izl5WXZGw3Pzs5i06ZNGBoaUrz4o6urCxaLBbOzs8jPz0dNTQ2MRiP0ej22bNkS9X+mpqbgcrmEa9br9UKn06GrqwunTp1SZJyZHiUh+XuamJhImK/b3t6OyspKvPHGG1FlaYxGI7Zv345Lly4lNYbi4mKYTCZB7X98fFwwktZy4cIFDAwM4N69e3jiiSei3r8rKyvw+/1YWloSHiaTCSaTCd/73veSGiOJMANLBXbv3h031L1161bZtLBi4ff78eDBA1W8wnRDg1eaTpQyQvv7+3Hz5s2UjVBexgSAYs6Hz+eDz+dTRcaE4zhYLBZYrdaIAoy1C/jabVuDwQCz2YxTp04p6uHTGiWRE5K/J34LNy8vL2oUubW1FZWVlXj77bejGlivvPIKysrKcPr06bDnY73fWsrLy1FWVoaRkZGYW7e0beWrATOwFIbjuISLxPr167FlyxYUFBQoNo7Z2VmhRH9mZkaT4di1kOyVphtSjVCty5jw2yV8ZGbttlxdXR2A1YgSv32iBrRFSZSGtO+JN4BJ0LPr7e0Nmwtp3spXGmZgKYyUEvnCwkI8+eSTSQv2xSIQCMDtdgsqyVrfJgyFZK+UBEgyQpmMSXqhIUqSqZCqZ6eVrXylYAaWwkjNbdiwYQP27duHU6dexTvvvIv79++nPAaPxxMm5pepFSCkeaWkIMUIdblcYduHchqhDQ0NYdvX27dvl33SBlZlTILBILq7fwhg1WMuLy/P+PYfJEdJGOTp2WltK18JmIGlMJnSgkIuWOVJekmXEcpkTNIPqVESUiBhbiJFVNnhcGD37t0AoMmtfLlgBpbCJEpwF4PcLSiqq6tx+/btlMYkN6zyJLNhMiZkQFqUhARImptIaPXDtvLFwwwshcmkFhTJwCpPGEzGhCxIiZKkG1LnpnTr2bGtfPHIamDxIdTR0VHhJsn07R3WqDM6rPKEwcNkTMiChChJOqFhbkqXqDLbypeGLAbWhQsX8OMf/xiTk5NpD6GSRia2oEgEqzxh8DAZEzJJd5QkXdA0N6VDVJlt5UsjJQOL1BAqSWRqC4pYsMoTskh34q6WZEzSfS7lJtNaT9E4N6mpZ8e28qWTlIFFQwiVFDK9BUUoWheRpAlSEne1IGNCyrlUgkxpPUX73KSGnh3bypeOZAOLphAqCbAWFKuwyhMykCPqPD8/j+3bt6Orqytl44BmGZNMieCTqvovF1qZm5QUVWZb+ckhycCiMYSablgLilVY5Ul6kTvqvLKygqmpKTQ1NWFwcDDpiY5GGZNMjeCTpPovJ1qcm+TWs9PSVr6aiDawaA+hppNMb0HBKk/Si5JR56+++gqBQAD/8A//kNS9SpuMSaZH8LXWeorNTeLQwlZ+OhBlYGklhJouMr0FBas8SR9qRJ2//vpreL1enD9/XvJCQZOMCYvgh6OF1lNsbhIHzVv56USUgaXFEKqaZHILClZ5kj5oiDrTImNCw7lkSIPNTeKhcSufBBKalFarNcJKFBtml0JBQQGef/557N+/X0iSy8nJwSeffEJ8GDARRUVFsFgsWFxcVN24qqioEH7u6upSPRrY19cX828cx4na4kwVPkpitVoVPxYpcByH5uZmcBwHAIobBMBqpDX0mGJQ83p0u924e/duzAhyY2Nj1DHRci4Z0mBzk3jkSCuZn5/H5OQkxsfHcf36dfziF7/AzMxM2GN6ehqPHj3C+Pg4JicnYxpXco1JaRJGsFgIVT4yrQUFqzxJH7REnWmQMaHlXDLEw+YmadC0lU8ScSNYVqs1wrgCViNYMzMzsg/m+vXrESHD3NxcTExMEG/hi8FqtUKn08HlcsFgMIRFl8TQ2dmJyspKUa9tamqCwWCA0+kUtGbURkzkMRAIYHJyEh6PB4FAQPYxBAIBzM3NSRoT7dAUdSYxzyg0j4ymc8kQD5ubpFFVVaXascrLy2EymRJWLao5pmSJa2CxEKq8VFdXC5/Dbrfj4MGDOH78eJieTDwuXbqEzz77LO5r9Ho9Ojo6YDAYYLPZAKzeuOnI5ZAyYczPz8PtdqOkpATnzv0Yzz77rCxjmJ6eFsp6pY6JVrq7uyOeS1Z5Ox4LCws4d+4nOHfuJ2EaSLm5uaK138Qkxbe3t6OnpwclJSVR/240GnHs2DFRx4tGcXEx2tvbhd9DjT6aziVDPGxukgYNW/kkEtPA4jgu4ZbS5OSk4kYWP9ncuHFDE/kIJpMJg4ODAICenh6sW7cOfX19aGlpSWhoud3umOebFwC0WCxh/b0GBwfTFiWQ+n35/X5MT08LIoypeI1+vx+PHj2K2MPXwjUUD9qizjt37hQ80Vgq0IuLi3Hnmeeeew579+6NeF6sqnRxcbEgj1JVVSVoxNF2LhniYXOTNNQ0ZhYXFzEwMBC13RsA4XkaDKyY2ZpiQ6hffvmlIroh/PuvDaGSXGkhFrPZjKKiIpjNZthsNrhcLrS1teHIkSMpt6Do7+8npgXF7Oys5P9xOp1obf2u8LvclSfJjIkmEkWdc3NzFW9nERp1FnO/ms1mdHR0oLa2FkCkjMnFixfj/v/AwEDUz1RbWysqj2NsbEx4Teh4aTyXDHGwuUka9fX1xOVKkq4dBsRJcpeafJqbm4uampqMFxaTgtZbUNAmIkk7tCbukihjQuu5ZIiDzU3SYB1JkiNmBEtquHJpaUkIoaa6bRhLWIzkEGoyVFdXw+FwCC0o+vv7YbPZwlpQ8BWHa4nVgiIdQqJqkaiSNBnhVS0hJXFXyXYWUqPOvIzJiRMnVMnrDKWiokJQHA+VMaH1XDLSg9bnJn4rP15HEjFb+WVlZREGltiOJLG28kkmZgQrVWGx9evXIz8/P+OExZJFay0oAHpEJLUC7e0sSJIxof1cMuLD5ibpZHpHkmSIGcFK9YsOBAKYn58XJojr168jKysrIjlUSgiV5IsvVYqKitDV1YWurq6oLSg8Ho/wWhpaUADpqTyJFpoGVitPRkZGiDJA5UaOxF2521lIGZPVakV9fT1cLheMRiPy8/MjnIl4dHZ2YmRkBHfv3k342qamJuj1+rB8xWTHDZB3LhnxYXOTdMxmM7q6uvDxxx8nlXsYK8Il1VDjAwo0EDOCxYTFGKlCg4iklkhHO4vFxcUwR2otUqPOw8PDaG5uBgCcPn0ak5OTuHz5sihphJKSEjx+/DjudoNer8fx48fDKm0/+uijiEpb1hpE27C5KTnitRdSktCtfNLbCoURjEFVVVUQgCqP8vLyYE9PT/Cv/uqv4r6uqqoq1nAZBNLb26vaNST2MTg4mO7Tohhyn6vS0tJgeXl5sKioKOyxadOmYG5uruj3kcrg4KDwv21tbcHz588HW1pagvn5+Ul/Fr1eH2xpaQm+9957wZMnTya8HrRyLhnRYXNT8vC2gcFgCBoMBsXPi9FoDFZUVAQB+myAmHdsXV2dahdWXl5esL29PdjY2Bj17/zzdXV1Kp4aRqqMj48n/O7b29uDPT09wZKSkpg317Fjx5K+toqLi4Pt7e3C7+Pj4+k+LYqh9oJgNBqD5eXlCV+XDENDQ0GdTicc5/z588H33nsv2NHRETxw4IAoY0uv1webmpqCHR0dwffeey94/vz5oNFoDAII6nS64NDQUEacS0YkbG5Kntu3b4fdm7zxI/bR2dkZrKysFPXapqamYFtbm3DP3r59O90fXxIxc7DSISwWC5qExRjfwCpP1IU/12rAt7MQk7ibDCaTCaOjozCbzbDb7XA6nYKMSU1NjfA6sTImly9fliRjoqVzyYiEzU3Jw3ckaW5uht1ux+nTp7Fnzx7RW/mXLl1KKMUSbSs/XR1JUiKW5cVCqAw54K8jo9EoRA+kPPLy8oLFxcVJe/yhj97e3nSfDkXRatT57Nmzgsecn58fNBqNwf/xP/5HsK+vL/jee+9FffT19QVPnz4dNBqNQrRLp9OJvga0ei4Z38DmptQgYSufdGImuWtJWIzjONy4cUOozgMgtMDg34+vxqurq2ORMhkhUURSq2g5cVdtGRMtn0vGKmxuSh1em212dhZGoxFtbW3Iz89PuSOJzWYjpiNJKsTcItRCCPXChQsYGBjAvXv38MQTTyAnJ0f4G18lOTY2Br/fD4fDgaWlJSwtLcFkMsFkMuF73/uepOMxIiFRRFKraLmdhdoyJlo+l4xV2NyUOuneyiedmBEsgF5hsQ8++ACdnZ3wer3IysqSMmRBx2Zubg6VlZXo7e1NW7NkLUGSiKRW0VLUOd2wc5k5sLlJHviOJLOzs8jPzw/rSBIaYQ4lVkeSrq4uKoREExEzggXQJyzGcRwOHTqEzz//HNnZ2ZKNKwDIzs6GTqeDTqfD5OQkDh06hL1792JoaIhaL4MESBKR1CpaiDqTAjuXmQObm+SBN4r4rXy73R621tPakSQV4kawAHqExRwOB5qbm7G8vBy2FSgHs7Oz2LRpE4aGhqgOV6YbUkQktQytUWcSYecyc2Bzk/xE28oPhZaOJKmQ0MACvgmhVlRUAIi0POVGagh1eHhYMAI3b96syJh8Ph98Ph/ef/99Td8UShNqsLe1tcFoNOLq1au4du2aqMksGnq9HgcOHMCRI0dgt9uFCYwqxV+ZYIm78sHOZWbB5iaG3IgysBwOB+rr6zE7O4u2tjZ4PB5cu3ZN9EGSCaHabDbodDqMjo7GtWwdDgcaGhrAcRx27NiBDRvi7nqmzPz8PD788ENNWttqwSpPlIWWqDMNsHOZWbC5iSEnogwsIDyEevLkSQCAzWZLawiV4zjs3r1bkFxIlJQqB19//TXWr1+P27dvM48yBRwOB8xmM+7cuQO9Xi9UnuTn5wuvEVt5cu3aNU1VnshBOhJ3vV4vbt68qanEXYAlQWcabG5iyIVoAwsI9+ZOnjyJPXv2wG63Y2RkJKxMWgqphFAbGhoEXSsA2L59u+z5VwDQ1XUWwWAQ3d0/BLC6XVheXh6xp8yQDqs8UYbQqHPogi0WKVHnI0eOID8/X3TUmTbUPJdSI/gM5WBzEyNVJBlYQHgItampSZhc7927B7vdrloINVrovri4GDqdTsrHSUhBQQGGhi4DAJqbWwSvxePxwGazsVCvDKgtIqk26RK6VSNx98/+7M8wNTWl+cRdlgSdmWh9bmIoi2QDC4geQuUrbXju3bsX9X/lCqGWlpYKixRPbm4utm3bJvXjJOSll14CAFy/fl147quvvkJhYSHGx8dlP14mo6XKk3hCtzwrKyvw+/2CyK3cQrdKJe7y93wmJe6yJOjMRktzE0MdkjKweKKFUGtqarBnz56Y/yNHCDVe4mlRUZFilYShrKys4IsvvmATISMC0oRu5UjcNRgMqKioCIs69/f34+bNmwAyxyBgSdAMhnrQ3uYuJQML+CaEyhtaoRgMhrDEQLlCqLt3746b+Ll169akhFGl4Pf78eDBA9TV1YXlgTEyl7VCt6ni8/nAcZwsQrfJJu4WFBQIyd0AS9wFWBI0g6E0JET/5SBlAyuU0BAqx3G4c+dO2N/lCKFyHJcwQrV+/Xps2bIFBQUFkt9fLLOzs4IuzszMDHGWM0NdaBG6TSZxl68OvHXrlhCx0ul0OHXqFLq6ulIaD82wJGgGQ15Ii/6niqwGlhpI0aUpLCzEk08+ifXr18s6hkAgALfbDb/fDyBztkcY0aFN6FZs4u7U1FREdTBL3A2HJUEzGKlDcvQ/FagzsEwmk6Qu9xs2bMC+fftw6tSreOedd3H//v2Ux+DxeDA/Py/8fvjwYSHxkZFZ0C50S3LiLm35FySfSwaDVGiJ/icDdQZWfX29ZP2piooKvPbaD/Dmm2/h4cOHSUe0/H4/PB4PlpaWwp7XUh4WbYtaOmFCt8qglfwLBoMRH9qi/1KhzsBKlOAuhsLCQuTn56OgoCCqBMNaFhYW4PV6w6JWoVRXV+P27dspjSndsEVNOkzoVl60ln/BYDBiQ3v0XwzUGVjr1q2T9f1KS0uRlZWFqampsOcDgQCWl5cjolWxoOw0CrBFLTmY0K18aDX/gsGQSqbsIGRK9D/jDaxEGI1GPHz4EGNjY3FfR9lpZItaijChW3nQcv4FgyGWTNtByJTov7zldSpQVVWl2rHKy8thMpkSVi2qOSY5cDgcgvcgh3EFADk5OXj66afx6aefyrKNSzJWqzXCuAKApaUlzMzMyH6869evR2xh5+bmYmJiAlarVfbjqcXw8LCwRaDE5KrT6bC8vIwXX3xRMzmSDG3xwQcf/GuO8Gt48OABNm7cGPNeyM7ORl5eHjZv3oxt27bhmWeegd1ux/e//33s3r2bmmvcarVGjFXsTpEUCgoK8Pzzz2P//v2CZFNOTg4++eQT1YrSqItgJZPknix5eXlobW2F2+3GyMhIxN8bGxsxMjJCVZK71pMK1YAJ3aZOJuRfMDJny0sqmbyDkEnRf+oMLKkyDWpAi0wDW9RShwndpk6m5F9kMpm25SWFTN4Wz7Q2d9RtEZIYEZGSaMxxHK5cuYLu7m40NDSgoaEBpaWlKC0tFX7v7u7GlStXwHGcbGPkOA7Nzc3CeyptXAGrEcDQY2oBMYZ0IBDA5OQkPB4PAoGA7GMIBAKYm5uTNCaSaG5uDvNgfT6fIsfp6jqLs2dfAwBkZWVheXkZhw8fVuRYjFUycctLCpm+Ld7X1xfzbxzHYXFxUfEx8HncaqRXUGdgiTFm2tvb0dPTg5KSkqh/NxqNOHbsWNJjKC4uRnt7u/C7GKPvwoULqKurw7e+9S28/PLLuHDhAlwuF1wuF9atW4d169ZhbGwMv/3tb2GxWHDs2DFs3rwZzc3NuHDhQtJj5WGLmjxIMWbm5+fhdrtRUlKCc+d+jGeffVaWMUxPTwtdBKSOKd1kUv5FJsFxHPbv34+TJ0/C5/NJrkgGVg0unU6HHTt2YHJyEocOHRKMES3gcDhw4sQJcByHjRs3KnacnJwcbNq0CUePHiUqF5bjuITjmZycjNrDU074979x44bi1xZ1BtbOnTuFpPJYeS6Li4txLeHnnnsOe/fujXhebN5McXEx3G43gNUEdz6XIBokeHRsUZMPqTek3+/H9PS0IGmRSkTL7/fj0aNHEXpsNC1A3d3dEc95vV7Zj7OwsIBz536Cc+d+EjZh5+bmoqOjQ/bjZTKsaCYxbAchM6P/1OVgAYDFYkFHRweMRiMAwG63S/r/vLw85OXlCTksPGIlGULp7e2N2qSVpCTGTEoqVBomdJs8mZR/kSnJ3axoRhyZIksQj0xsc0elgcVxHHbu3Inl5eWohpJaGAwGOByOiMmRpCTGTFrU1IAJ3SZPJlRfZlJyNyuaEQcTJV4lE9vcUWlgAfENByWpqKiA0+kEgKgGA2keXSYsamrChG6TQ+vVl5nWEYFVgoqH7SCskonRf2oNLGD15Ny5cwcGgwEA4HK5FD2e0WiEx+OB0+lEVVVVxMVCmken9UUNUH8rhr/m1KC8vBwvv/wyFhcXcebMmZivi3YtkoYUh6iwsBBPPvlk0t5qLAKBANxut1AgIEdElaRUADVhW17iYDsI35CJ0X/qktxDsVqt0Ol0cLlcMBgMqKiokPT/nZ2dqKysFPXapqYmGAwGOJ1O6HS6iBJPEpMYtZxUmK6qTDUXPLfbjbt378bMMWxsbFR9TMmixerLTE3uZkUz4sk0WQI1GR8fx9jYGDiOC3vMzc1haWkJRqMR5eXlaR0j1QZWdXW1cNHY7XYcPHgQx48fR35+vqj/v3TpEj777LO4r9Hr9ejo6IDBYIDNZgOwOjGvjRqRKIOgxUUt3VWZahozi4uLGBgYiNpFAIDwPA0GltaqLzNZz4hVgoojE2UJ4pGJbe6oNrCA1cqEwcFBAEBPTw/WrVuHvr4+tLS0JDS03G53TA9Cr9ejpaUFFosFXq8X/f39AFa3FdbmR5Dq0WlpUSNFZ4fE3Jh0J6+KYXZ2VvL/OJ1OtLZ+F7/61a/gcrng8XiExeKll14ScjBisbCwAI/HgwcPHkS9H5MZE5DZekasD6d4tLyDkAyZGP2nOgcrlOHhYZjNZszOzsJoNKKtrQ35+fm4efMmbt68iVu3biX0svR6Pfbs2YOKigrU1NTA6/XCZrPBbrcL24LRFjNSkxi1klRIUlXmxMREwoTe9vZ2VFZW4o033hD00kIxGo3Yvn07Ll26lNSYi4uLYTKZMDAwAGA1VB5Pi40EtJJ/kenJ3axoRjyZKEsQj0xsc6d8opBKmEwmjI6Owmw2w263w+l0oqWlBTU1NaipqRFe53K5ooZkd+3aJfzs9Xpx+fJlXL16FV6vF1VVVbBarVEX4EQendxJjNGMm1CPLjSJUQ6vd35+XrhBr1+/jqysrAhPVcqiJnVMSldl6nQ6+Hw+vPjii6KqMnmh2zt37iAvLy9qBFSM0G1ZWVmEgRXr/dYiRehWqySqiEpG004M0VIBlE7uzsrKgs/nw+HDh9Oa3C12y0vpopm1W17pNjpjIccOgtyyBOncIqyvryfOwFI6+q+ZCFYoXV1dsFgsmJ2dRX5+PmpqamA0GqHX67Fly5ao/zM1NQWXyyVEvLxeL3Q6Hbq6uqIKifKQ7NHRLilAWlUmDw1Ct6ShherLTNcz0molqFJoZQdBLjIx+q9JAwtYtdQtFgusVmuEfMNaQ4vXteIxGAwwm804depUXO+IdBkEmhc1krdiSBe6JZFkRAaTJS8vD62trXC73VELBBobGzEyMiJ5i4nUVAC1YFte0tDKtric8GtSrGh9a2srKisr8fbbb0c1sF555RWUlZXh9OnTYc+Ljf6Xl5ejrKwMIyMjqsjbaGaLcC1FRUXo6upCV1eXoJHE34g3btyAx+MRXltXVwdgdQLhNZPEICWJUUmPbm0SI+/RpSOpMNpNAXyzqIkdE8lbMUVFRbBYLDhx4oQqZdahhArddnV1UWFcAempvoxFMtWXJKcCqAXb8kov6doWlxOz2YyOjg7U1tYCiIz+X7x4Me7/DwwMRN0Rqq2tFfXZx8bGhNeocQ9pNoKlBqR7dLQmFdKyFUOa0C3J8NuqJCFle4nkVAC1YFte0qB5B0EpMi36T71MQzohXQaBVkkBWnR2SBK6JR0x33t7ezt6enpQUlIS9e9GoxHHjh1LegzFxcVob28Xfhd7fzA9o1XkKpqZnJzE+Pg4rl+/jl/84heYmZkJe0xPT+PRo0cYHx/H5ORkTONKrjEpRSbKEiSCj/4vLi6qblyFzs9qRf+ZgZUCpGv70Lio0aSzQ5LQLenw1ZcAYkZ6xFRf7t27N+J5sZGjZKsvmZ6RMtCgxJ0KTJQ4OmazWZgLDAaDsAOgJHxBErB676u1xc4MrBQg3aOjcVGjrbUECUK3tMBParW1tWETHs/Fixdx5syZmHl8AwMDeP311yOer62tFbUQj42NCQuNlAlWix0RkiETlbhTgcT7lBRR4kyJ/rMcrBSgQQaBJkkB0qsy45FOoVtaoDX/IpkKyNV2Tj/Am2++hYcPH8qe3J2OPCwtVIKqSSbKEkhheHgYzc3NAIDTp09jcnISly9fFpUOUlJSgsePH8d1uPV6PY4fPx7moH700UeqGr6arSJUA15wUg14j05MEmMoZrMZXV1d+Pjjj5NKwo0V4ZJqqPHSF/EgvSozHukSuqUJWqsvU0kF4JE7uTvZNj+pQHslqNowUeL48NH/EydOoKenB21tbejr68PVq1dx7dq1uIZWrCg3sGpYHThwAEeOHIHdbk9r9J9FsFKAFo9OikCgnIQuamIqtkivyhSLmkK3NEJb9SXTM1qF9krQdEDTDkK60HL0nxlYKUCTDAINi5qWtmLUELqlFYfDgfr6emFC5a8TsXR2dmJkZAR3795N+Nqmpibo9XrYbDbodDqMjo5KjgTSkAqgBmzLSzq0bourjcPhgNlsxp07d4T805qamrA8VrHR/2vXrhET/WcGVgrQ5NHRsKhpVWcnmtBtKMkK3dIMTfkXTM/oGzJNiVsOaNlBIAHNRf+DjKQZHx8PAoj7aG9vD/b09ARLSkqi/t1oNAaPHTuW8H1iPYqLi4Pt7e3C7+Pj4zHHOzQ0JLzu9OnTwePHjwfz8/NFHaekpCSYl5cX9zV6vT7Y0dERPHnypPDcRx99JPp8JnsOYj1KS0uD5eXlwaKiorDHpk2bgrm5uaLfh6EMg4ODwjlua2sLnj9/PtjS0iL6mox1Dba0tATfe++9sOtwcHAw6XHW1dXJfm3GeuTl5QXb29uDjY2NUf/OP19XVyfb9yCF3t5eYd4yGo1Jfb7i4uKI541GY7C8vFzSe/X29qblHCRDVVVVEEDQYDAEDQaD4teR0WgMVlRUBAEEq6qq0v3xJTEzMxM8e/Zs1POk1+uDFRUVwmPt3w0GQ/Ds2bPBmZmZdH+MYDAYDLLVI0X4GyeW8dHa2hr8q7/6q5gG1iuvvBLs6emJOhGJuZHKy8uFSVfMjUTyoqb0pJPspM5QjqGhoaBOpxO+j/Pnzwffe++9YEdHR/DAgQOirku9Xh9samoKdnR0BN97773g+fPnhcVfp9MFh4aGUhrj4cOHVb82Ez0OHz4sy/mXyszMTFCn08U0lNR6GAwGYhZRMdy+fTvsOo9mHMR7dHZ2BisrK0W9tqmpKdjW1iZc/7dv3073x0+a27dvB3t7e4N1dXVRHR3++d7eXiI/J9siTBEakxhJTSpkWzGZCen5FzSlAqgB2/JKDpq2xRnywAysFKE1iZHERY2WqkyGMpCaf8GSuyOhoWiGREKN07a2NhiNRlGyBPGIJ0tAmxGqNZiBJQM0e3QkLWo0VWUylIHU6kuW3B0ODUUzpELqDgJDfpiBJRM0e3SkLGpsK4YRCknVlzSmAigN2/JKHhJ3EBjywwwsmdCKR5fORY1txTBIhdZUAKVhW16pQdIOAkMB0pVdr0VIl0GgAdqqMhmZQ2gFrpqP0IqzVOQmlIKGSlCS0ZIsASMcFsGSGebRpQbbimGQDM2pAErCtrzkgaRtcUbqMANLAVgSY/KwrRgGyWglFUAp2JYXg/ENzMBSCObRJQ/NVZkM7cOSu+NDStEMg5FumIGlMMyjSw62FcMgGZYKIA625cXIZJiBpQLMo5MO24phkA5LBWAwGPFgBpbKMI9OPGwrhkE6LBWAwWDEghlYDKJhWzEMGmCpAAwGYy3MwGIQD9uKYdAASwVgMBihMAOLQQVsK4ZBEywVgMFgMAOLQRVsK4bBYDAYNMAMLAZ1sK0YBoPBYJAOM7AYVMO2YhgMBoNBIszAYjAYDAaDwZCZ9ekeAIPBYDAYDIbW+P8Dp6zgtYZEDXsAAAAASUVORK5CYII=" | [
"about 20",
"about 90"
] | null | 1 |
math | grade-1 | even-or-odd | false | true | Is the number of fish even or odd? | "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" | [
"odd",
"even"
] | null | 0 |
math | pre-k | what-comes-next | true | true | What shape comes next? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAz4AAAD1CAYAAACRDCAyAAAXQUlEQVR4nO3dX48d530f8N/MnD+7y+UuRVOkaVo2ZKYA3T+R0NjyRawGTYwaSNoARi6KBGj7AnLbIjc2ita+6jvoO+hdgRRBikJp60apGyUXdgDFQmMZsk2ylKjsklrtkufMmZleHC0pin+0s3vOnLPP+XwAXohLzjz87qPZ+Z55ZiZrmqYJAAAgCVmWLXoISylf9AAAAADmTfEBAACSp/gAAADJU3wAAIDkKT4AAEDyFB8AACB5ig8AAJA8xQcAAEie4gMAACR... | 1 |
math | pre-k | triangles | true | false | Which shape is a triangle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJIAAACTCAYAAABlJ0ArAAAMwklEQVR4nO3da3QU5RkH8P/sbnazm2yWXIHcJCGEa7gIgaJQwXpEEBUFW/QUqwLV1luF9tRbWz0VSnsoiKdaPYLUWhEryBGwKtViEQ0hEZBLblwSciOQ7IbsJrvZzW6mH0J6UC4yM+/MO7N5fl9yODnv+zwwf96ZndsKoiiKTSHgmB/wRYCwCEK+k0UAnGZgiAPobwWEpqAo7vXybosY2aQEwHLU3/OHgVZgaFxPygj5Lr4IUNkBnAoBVX7A5A33/IJCRKRwmns... | 2 |
science | grade-3 | identify-properties-of-an-object | false | true | Which property matches this object? Select the better answer. | 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" | [
"yellow",
"flexible"
] | null | 1 |
science | grade-4 | use-scientific-names-to-classify-organisms | true | true | This organism is a great gray owl. Its scientific name is Strix nebulosa. Select the organism in the same species as the great gray owl. | 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" | null | [
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math | kindergarten | one-less-with-pictures-up-to-10 | true | true | Count the tennis balls in this group. Which group has one less than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA7sAAAB+CAYAAADlVwZsAAC3TElEQVR4nOz9d7Bt257Q933HGDOvuHM4++R8c3qp1ahRQ4MJbXBUYf9D4Sq7BNhQslxG4LKwVQJVgVUS2C7RDciyQXIjEKahm9B0eP26+937wg3n3JNz2DmsPPMYw3/Mffa57/He6/Du3jf0/Pyz6+yz11pjzrHWqvmb4zd+PwFYarVarVar1Wq12sfCWstGDndjGGko66vtWu1IOAJaCs5HsOCBoA52a7VarVar1Wq1j81GZvnG8JMeRa32u9uX2uB80oOo1Wq... | 2 |
math | grade-8 | apply-addition-subtraction-multiplication-and-division-rules | false | true | The number line shows an unknown number, w. Is 1+2w positive or negative? | "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" | [
"negative",
"positive"
] | null | 1 |
science | grade-3 | compare-properties-of-objects | false | true | Which property do these three objects have in common? Select the best answer. | 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" | [
"fuzzy",
"yellow",
"translucent"
] | null | 2 |
math | grade-4 | properties-of-three-dimensional-figures | true | false | Katy made a 3-dimensional figure out of cardboard. The figure had 6 edges and 4 faces. Which figure could Katy have made? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIcAAABSCAYAAAB+FMeWAAAVPklEQVR4nO2da4xcR5XHf1V1X93T87Dj2HGyZuzFMSEksglIJN6VPYkisFmvPCErrRAI2zyCeHywpUQQpEigfECAlAxfiECAJ3xCAa3tEC0bEcQ4RFo2D3BEQp7CgxCJiUPiefa9t177oW63M4EBz8NxwPcntXv6Ttftun3/PnXOqVM1wnvvT5Tw/CxMWTCemvOUSECvgkubsCYBcaLw/uHJc92tmjcb7+mD6LnZ8GJtAm/rCcqpOT+ZsvDMDLxYwrOzIKdt+MV... | 2 |
math | grade-7 | identify-alternate-interior-and-alternate-exterior-angles | false | true | \line{SU} and \line{VX} are parallel lines. Which angles are alternate exterior angles? | 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" | [
"\\angle{VWY} and \\angle{UTR}",
"\\angle{VWY} and \\angle{XWT}",
"\\angle{VWY} and \\angle{XWY}",
"\\angle{VWY} and \\angle{VWT}"
] | null | 0 |
math | grade-8 | changes-in-mean-median-mode-and-range | false | true | Look at this set of 10 numbers: How would the mode change if the number 31 were added to the set? | "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" | [
"increase",
"no change",
"decrease"
] | null | 1 |
math | grade-7 | 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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" | [
"no trend",
"negative trend",
"positive trend"
] | null | 0 |
math | grade-2 | which-shape-illustrates-the-fraction | true | false |
Look at the colored part of each shape. Which shape shows one-third? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAACYElEQVR4nO3cv2pTYRyH8e/Jv6G2xklxLKJOLW6dvALB3b334OAs9B68AHfBK3DrqC61gm7G0aQNNCa8DoeAozmJOZDn+Uw5hJf84MmPs71VKaWMZsnXaTJZJPMS7ZBelRx0k4d7yb1BUo1uSjkftz2WtuHkdtK7nNYP9wfJ41v1v0G7Y7JILq6TH7PkyzTpjOf1F8beTQfdum2SXC2SzuKvL7Sblm1/l6TT7ijaNoPDGBzG4DAGhzE4jMFhDA7Ta3Lo5ZuP+fz... | 3 |
math | grade-7 | apply-addition-and-subtraction-rules | false | true | The number line shows an unknown number, t. Is tβ1 positive or negative? | "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" | [
"negative",
"positive"
] | null | 0 |
math | grade-2 | equal-sides | true | false | Which shape has 4 equal sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAIF0lEQVR4nO2dvVMUSRiHfzP7USCwfgHykXKnVWpwF0iZUCaYEMip5f2NZ/mBAYkkFoklgQYayEkKLLKKLizgsjN9wUDJrbvL9O70TL9vv0+mUFb39GPvbHf/3vaUUqpcB9b2gd0AaCgIQs/kPWAoB/x2DrhSBLzyD6VWqlk3S+DMdAnIf9qP/jBeBK4ORBYKQq/sBsBqDdisA//uA361Ef1AJBOSZCgXOQUAewHgB6d+IAhJcuLUkQL8bJsiuIKIJqSCiCakgog... | 0 |
math | grade-2 | match-analog-clocks-and-times | false | true | Which clock shows 10:55? | 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" | [
"Created with Snap",
"Created with Snap"
] | null | 1 |
math | grade-3 | am-or-pm | false | true | Greta is washing her cup after breakfast. The clock shows: What time is it? | 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" | [
"8:55 A.M.",
"8:55 P.M."
] | null | 0 |
math | pre-k | cylinders | true | false | Which shape is a cylinder? | null | null | [
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math | grade-6 | reflection-rotation-and-translation | false | true | How has this figure been transformed? It has been... | "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" | [
"reflected",
"translated",
"rotated"
] | null | 0 |
math | algebra-1 | identify-linear-functions-from-graphs-and-equations | false | true | The graph shows a function. Is the function linear or nonlinear? | 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" | [
"nonlinear",
"linear"
] | null | 0 |
math | grade-6 | changes-in-mean-median-mode-and-range | false | true | Look at this set of 10 numbers: How would the median change if the number 83 replaced the number 92 in the set? | "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" | [
"no change",
"decrease",
"increase"
] | null | 0 |
math | kindergarten | represent-numbers-with-pictures-up-to-5 | true | false | Which shows 4? | null | null | [
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engineer | grade-6 | identify-the-experimental-question | false | true | Identify the question that Harper's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Harper prepared ten buckets, each with one gallon of boiling water and three tablespoons of black fabric dye. Harper soaked white linen fabric squares in five of the buckets, and white cotton fabric squares in the other five buckets. All of the fabric squares were soaked for 15 minutes. After the fabric dried, Harper scored the darkness of the squares on a scale from light to dark. She compared the darkness of the linen fabric to the darkness of the cotton fabric. | 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" | [
"Does fabric turn darker when soaked in a mixture of black dye and water for 15 minutes compared to 30 minutes?",
"Does linen fabric turn darker than cotton fabric when soaked in a mixture of black dye and water?"
] | null | 1 |
math | grade-7 | identify-equivalent-linear-expressions-using-algebra-tiles | false | true | These tiles represent the expression 5x+4x. Which expression is equivalent to 5x+4x? | "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" | [
"9x",
"2x+9",
"x+9",
"9x+2"
] | null | 0 |
math | grade-5 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines perpendicular? | "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" | [
"yes",
"no"
] | null | 1 |
math | grade-4 | scalene-isosceles-and-equilateral-triangles | false | true | What kind of triangle is this? | "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" | [
"equilateral",
"scalene",
"isosceles but not equilateral"
] | null | 1 |
math | grade-5 | identify-rhombuses | false | true | Is this quadrilateral a rhombus? | 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" | [
"yes",
"no"
] | null | 0 |
science | grade-3 | compare-temperatures-on-thermometers | true | false | Select the thermometer that shows the higher temperature. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAQIAAAECCAYAAAAVT9lQAABoCElEQVR4nO29eXgU550u+lav2rokkFjVAiEWo5ZtjGOjlgOO7YmEDXEyg4QnnuTOGDx2nPPcMXK85N4nLGNg7plgGITnj3HwQXCem8ROkHwzyWROkHwmjgGrhWPwglosYu0WoAVJXd3qVq91/yh9n6q6W1Iv1a0W1Ps8ekrVXVtX1ff73t/O8DzP3/IBXW7AGQQCPBQoUHCHQ8MABjWwNAeYowOYW16eP8VN9WUpUKBgqlDJApqLbmFlng64J1eQEgoUKLiz4Qw... | 0 |
math | grade-2 | select-three-dimensional-shapes | true | false | Which shape is a cylinder? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAP9UlEQVR4nO3dW2xcd17A8e+Zy5kZz0xmfBsnvnbbOPZmSdO02Sa7YtttultgoSxa0QrttrtCCCqQkFaV4AVQhRAgBOLywGqBB1hgH6CsEAkgUkG6TSpIskl37bbZOM7N8X3ssec+Z86ZCw/jmXhiN3G8Ts7527+PVDlzfGz/bH99/PeZM1OtWq1W50y4modMGUpVhHAcjwZhNwy2QJcO2lyxWj2ftnssITbuyC7wjOdrN/boMBSsVS2E02TKMJaDWROu5MGVLtV... | 0 |
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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science | grade-5 | animal-adaptations-beaks-mouths-and-necks | true | true | Malachite sunbirds live in the coastal and hilly areas of South Africa. The shape of the malachite sunbird's beak is adapted to get nectar out of long flowers. Which bird's beak is also adapted to get nectar out of long flowers? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebxsV1nm/33ftdbedc659wbCJEMCEgmgzINgGDQCAjEiQ0SmBgElCtgMiqD+1LZpQRobRIyADDIFpQMERLQhQjcQGcIkgqARAwg0EFEy3XOq9l7rfX9/rNp1dtU9N7kJF0NrPZ9Pck9V7WHttdau2s96n/d5xd0954yZscYaa6yxxhprrLHGGmv8vwlVJcaIiFzdTVljjX+X0DVxXmONNdZYY4011lhjjf/3YWbknK/uZqyxxr9b6Jo4r7HGGmu... | 0 |
math | kindergarten | one-more-with-pictures-up-to-10 | true | true | Count the presents in this group. Which group has one more than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABOwAAAB+CAYAAACXpI7eAABZi0lEQVR4nO3deZRk2V3Y+e9970W8WDMzcl8qq7K27lZ1dWtDKwiJRSCBzWLArAYMmPEcH9sz44U5M2bOGW/H1vHMGGxzZmwWY/bVGGxASICEhKVuJLW61VXdXVVdmVW5Z+QW+/beu/PHi4iMrMrIjDUzqvr34agquyLivfvejV9y7+/dRQEaIYQQQgghRE9ordkow508ZFxwpLUthBBCiGNYCuImXI3AVND/N4Uk7IQQQgghhOiZjZLm+fRZl0IIIYQQj6J3DcF... | 1 |
math | grade-2 | greatest-and-least-word-problems-up-to-1000 | false | true | An environmental agency examined how many trees were planted by different organizations. Which organization planted the most trees? | 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" | [
"New Planet",
"Acorns to Oaks",
"Heal the Earth",
"Mission Reforestation"
] | null | 0 |
math | kindergarten | count-pictures-up-to-10 | false | true | How many ladybugs are there? | 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" | [
"7",
"2",
"10",
"8"
] | null | 0 |
science | grade-2 | compare-temperatures-on-thermometers | true | false | Select the thermometer that shows the lower temperature. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAI4AAAFICAYAAACGO8YVAABFRklEQVR4nO29a5Acx3Um+mX1PLqnZwbzAGYwgwFsAANAJEGQFiUQtGWRFAmJkqmVRdKWd2NpbsRqZYLhVYhkxPqhvXtj5RuxWsfVlR0h07R9wyFaa9kO765lkZRfS1B8yCRh0iRAiiKAAewlBjMAyHkAmJmeR3fn/VFd1VlZmSczq6p7mrw4ISoxderk41SeL798VDXjnPNzq8DEEnC5ApQ5rsgViUgbA3pywK4uYLjDv8bOrXB+5NL6VuyKvHfkxl5gqANoO7n... | 1 |
math | grade-1 | comparing-review | true | false | Which group has fewer? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAgwAAABeCAYAAABPX0zaAAAGpklEQVR4nO3dT3NT1x3H4Z9kmyL5T4L5U5iu207ZwkxWybawyDto13TdV1PW5RUkC+g2y4zZNkOTPRQDJpYlE2zrdqFqJiKWju7VudLFeZ4NGJhz7kdsvmMs0yqKonjxPuKHQUTvLOK0CADgV269FbG9FvH7bsRvL0W0XvxUFN8ervqxAICm+mwnYv37weiDW5ci/rg5WhMAwK9b7yziWT/i+fuI/wwi2oeno98wFgCAse210TaIiDg6i2if/ew3AADGxtvgpIh... | 1 |
engineer | grade-5 | identify-laboratory-tools | true | false | Select the dropper pipette. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAAGp0lEQVR4nO3Zy6tdZxnH8fdd+3auaVKrvUkFwYo40omK4AUER6FUm0NTUeofoCOHYvEvcOLATpVCSmkHKghCQYQW24lOFCFatFebxpxzmuSke++11+vEuaQ5Ocee3+cz2qOH52HtL2uwSgEAAAAAAAAAAACAD5R63Atw+z311K/PjEaLB1pXP9PV4cFhqHd3tZxppW3UUjZbLZPWaq2tLUst+620f5fa/twN05drnf9hZ2fnxnHfwK0R+gn05JNPTk6duetbk9H... | 1 |
math | pre-k | one-less-with-pictures-up-to-10 | true | true | Count the squares in this group. Which group has one less than the group you counted? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABJQAAABeCAYAAAB1lk6EAAADyklEQVR4nO3asU4UURTH4TOyoEHRxmh8APUR6O19Wel9AN4AoXeNVCxsBNlci5FuYvJPZpww+b7mdpOTk2zu5LfTVVUrAABgFK21Wt9VXWyrNruqe2/bACzAqqs62qt6f1j19qCqK0EJAABGs75tdXo19xQAMJ3jl1WruYcAAIAlOd/257uDqo/P+39zAeCx2+yqzm6qvt9VfdtWPZl7IAAAWJKr+/4UkwBYkqO9/m6rqrreCUoAADCq3d9TTAJgaR7utt9NUAI... | 1 |
math | algebra-2 | describe-linear-and-exponential-growth-and-decay | false | true | How does h(t) change over the interval from t=4 to t=6? | 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" | [
"h(t) increases by 100%",
"h(t) increases by 4",
"h(t) increases by 200%",
"h(t) decreases by 4"
] | null | 1 |
math | grade-1 | count-sides-and-corners | true | false | Which shape has 4 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD/ElEQVR4nO3bTW7VVhyG8cc3JIMU2klVxAKgS2AV3R0raXfBDiidIsLHKIFIpLlyByZqmubj+vr4fPzP80zsI8vSO/jJMw/jOI4nF/DXOZxt4XLEbHGPBnhyAM+P4ekRDCffxvH1aelZFrmXP8Kjt+fT4dkR/PrDpNBsaWdbePMV3l/An+ewOb2cHojMUvbkYDIF8GULm+21B2YpuzL19wibslOsl4RmWRKaZUloliWhWZaEZlkSmmVJaDa7Vx/fzX5HaDarVx/... | 1 |
math | grade-2 | correct-amount-of-change | false | true | You pay 69Β’ to buy a glass of lemonade costing 48Β’. You receive the following change:Is this the correct amount of change? | 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" | [
"yes",
"no"
] | null | 1 |
math | grade-8 | quadrants-and-axes | false | true | Look at the coordinate plane. Which point is in Quadrant II? | 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" | [
"(\nβ\n5,4)",
"(5,\nβ\n1)",
"(4,5)",
"(\nβ\n4,\nβ\n1)"
] | null | 0 |
science | grade-5 | weather-and-climate-around-the-world | false | true | Does this passage describe the weather or the climate? Hint: Weather is what the atmosphere is like at a certain place and time. Climate is the pattern of weather in a certain place. Yemen, a country in the Middle East, is located in the desert. It was humid in the southern part of the country on November 30 last year. | 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" | [
"weather",
"climate"
] | null | 0 |
math | grade-6 | identify-polyhedra | false | true | Is this figure a polyhedron? | 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" | [
"yes",
"no"
] | null | 0 |
math | grade-6 | identify-complementary-supplementary-vertical-adjacent-and-congruent-angles | false | true | Which angle is congruent to \angle{1}? | 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PtHbtWs2cOVNdXV169NFHlZ2drUsvvVTLly8PHNc+2Pi3hZwsYLtcLr355puyWq0qLi4OR2kAAABDUtQHbL+YmBhdf/31amho0K5du/S73/1OEydOVHNzs+68806lpqaqpKREr732mqJo2/lJnepx6f7mxqKiIlmt1hBXBQAAMHQNmoB9tFGjRunf/u3f9N577+n1119XRUWFhg0bptraWk2dOlVjx47V4sWL1dbWZnapZ+1U9mB7vV7V1tZKkubPnx+GqgAAAIauQRmwj3bllVdq5cqV6ujoUHV1ta6++moZhqHKykplZmbqmmuu0dNPPx2YShJtTiVgNzY2yu12y+FwaPLkyeEpDAAAYIga9AHbb/jw4SorK9OWLVsCk0fS0tL06quvavbs2UpNTdXtt9+ut99+2+xSj+F0OmWxWHTVVVf1+f6pBGz/9hCaGwEAAEJvyATso40bN06//vWv1dbWFpg8cujQIVVVVemKK67QxRdfrIcfflj79u0ztc4DBw7o5z//uYYNG9bvNSebIuJ2u7V+/XrFxsaqpKQkFGUCAADgKEMyYPsNGzZM1113nf77v/9bHR0dgcZI/+i/1NRUzZo1Sxs2bAgc1x5Oixcv1siRI3XxxRf3e83Jpog8+eST8nq9KigokM1mC0mdAAAA+IchHbCPNnLkyEBj5FtvvaX58+crMTFRdXV1mj59ujIyMrRo0SLt3LkzLPV89NFHeuyxx7R8+fIBrxtoiojP59OKFSsksT0EAAAgXKLqqPRwO3TokJ5//nmtWrXqmPF+V199tSoqKlRUVKThw4eH5NnTpk2TzWZTbW2tsrKyNHz4cL3++usnXLd7926lpqYqJSXlhFXspqYm5efny2azqb29XbGxsSGpFQAAAP/ACvYAEhMTdcstt+iVV15Ra2urKisrZbfbtXXrVpWXlys1NVVz587Vtm3bgvrchoYGvf7667r//vvV2dmpw4cP6/Dhw/rb3/52wrUDNTn6mxvnzp1LuAYAAAgTVrBPk8/n06ZNm7Rq1So999xzgfF+EydOVHl5uebMmaNRo0ad1TMWLlyoRx555ITXv/nNb/a5RSUhIUE9PT3av39/IHB7PB6lpKToiy++0CeffCK73X5WNQEAAODUELDPQldXl1avXq1Vq1apublZ0pETJWfMmKGKigoVFBQoJibmtO+7c+dOffbZZ4G//+AHP1BiYqKefPJJTZo06YTr7Xa72tra9OGHH+rCCy+UdGT1ury8XLm5uWpqajqzLwgAAIDTRsAOEpfLperqatXW1mrv3r2SpJSUFM2ZM0fl5eWaMGHCGd97oD3YkjR58mS9+eabeuONNwIHyfhfq66upsERAAAgjNiDHSRZWVl65JFH1N7eHpg84na7A6P/Jk+erCeeeEJdXV2nfW+Xy9VvuJZO3Iftcrn05ptvymq1qri4uN/P7d27VzfccIMSExN13nnnafXq1addGwAAAI5FwA6yuLg4FRUVaf369Wpra9OSJUs0fvx4vfnmm5o3b55SU1NVUlKi1157LWjPPD5g+5sbi4qKZLVa+/3cvHnz9PLLL+uee+5RWlqa5s6dqz179gStLgAAgKGIgB1C6enp+vnPf66//vWvev3111VRUaFhw4aptrZWU6dO1fnnn68HH3xQu3btOqvnHB2wvV6vamtrJQ08+3r//v1qaGjQXXfdpQceeEAbN27UgQMHlJKScla1AAAADHUE7DC58sortXLlSnV0dGjFihWaNGmSduzYofvuu08ZGRkqKChQfX29ent7T/veRx+X3tjYKLfbrUsuuUS5ubn9fua9997T4cOH9X//938aOXKkUlJS9Mtf/vJMvx4AAAD+joAdZsOHD9dtt92m7du3B45kt9lsevHFF1VcXKy0tDQtWLBALpfrlO959HHp/u0h5eXlslgs/X7Gv53kz3/+s2pqapSfn68lS5Zo+/btZ/rVAAAAIAK2qSZMmKDf/va3+uyzz7R27VrNnDlTXV1devTRR5Wdna1LL71Uy5cv1759+wa8jz9gf/7551q/fr1iY2NVUlIy4GcSEhIkST/84Q81c+ZMPfDAA5Kkt956KwjfDAAAYOgiYEeAmJgYXX/99WpoaNCuXbsCk0eam5v1i7vu0kXnnadZs2Zpw4YN6muqon+LyPvvvy+v16uCggLZbLYBn3nBBRdIUqCpsbu7W5J0zjnnBPGbAQAADD3MwY5g27Zt06E//EGX/e1v+sk778jZ1ia73a6ysjKVlZUpIyNDkrR9+3Z9+9vfVnx8vHp6evT888+rsLDwpPfPzc3VX/7yFy1atEjPPfecXC6XPvroI40dOzbE3wwAAGDwImBHultvlb74Quuuvlq/e/ZZbd26VZJksVg0ZcoUVVRUaOLEicrKypIk2Ww2tbe3KzY29qS3/vTTTzV37lxt3bpVY8aM0a9//WvNmjUrlN8GAABg0CNgR7K33pJ+8xvJZpOqqiQdOUb9qaeeUnV1deA49a9//es6cOCAJOlnP/uZHnroIdNKBgAAGOrYgx3JNm068ud3vhN4ady4cfqP//gPGYYRmDzi3z9tsVj03HPP6eGHHz5pYyQAAABCgxXsSOXxSKWlR36uqZEGOJHx97//vf71X//1hNeLi4tVXl6u6dOnh6pKAAAAHIcV7EjlX72+/PIBw7Uk1dXVBX6ur6/X/PnzlZSUpLq6OhUUFGjMmDFatGiRdu7cGcqKAQAAIAJ25HrhhSN/5ucPeNk777yjLVu26GtfO/KrTE9P1+OPP66Ojg45nU5dffXV2rVrl5YsWaLx48crJydHTqdTBw8eDPU3AAAAGJII2JGotVVyu480N15xxYCXrlq1Sj6f75jTHCUpMTFRpaWl2rJli3bs2KFFixYpPT1dW7duVXl5uVJTUzV37lxt27Yt5F8HAABgKCFgh8HWrVt12WWX6ZxzztFFF12kZ599duAPNDYe+XPSpAEv83q9qq2tlSR961vfkvSPgH20cePG6Ve/+pXa2tq0bt06FRYWqru7W6tWrdJVV12l888/Xw8++KA+//zz0/9yAAAAOAYBO8S6uro0c+ZMHTx4UJWVlfJ6vbrlllv6DMIB/qDb2HhkTF9TU5+XNTY2yu12y263B+Zgd3Z29nvbYcOG6bvf/a6ef/557dq1Sw8//LAmTpyoHTt26L777lN6eroKCwu1bt06ffnll2f2hQEAAIY4AnaIud1uVVRUaPXq1brnnnt05513qre3Vzt27Oj/Q+XlUl7ekZ/fektavvzIgTPV1Ue2j/yd0+mUJM2bNy9wXPpAAftoo0aN0l133aX33ntP27ZtU0VFhRISErR27VrNnDlTY8aM0d13360PPvjg9L80AADAEMaYvjDxeDxqbW3Vj3/8Y7377rvauXOnkpKSTvahIwH7hRektrZ/vG63y3PFFcosL1en16v29nbV19fr9ttv17x581T190NpTtfBgwf17LPPauXKlYETIyVp0qRJqqio0Pe///2T1wwAADDEEbDDZM2aNZozZ47++Z//WU8//bSuueaa07tBa+uRrSKbNklffCFJqmlr0/Pp6WpoaNAf//hH3XzzzZo5c6YaGhrOut6dO3fqiSee0FNPPaU9e/ZIOtI4eeONN6qiokJTpkw562cAAAAMRmwRCZO8vDw988wzuuSSS/Td735X77777undIDPzyNaRp56S7rhDmw4elLOtTWVlZZJ0whSRszVu3Dj95je/0WeffRZojPQ3VU6dOjXQGLlr166gPA8AAGCwIGCHWHNzs+699151dXXppptu0v3336/u7m69+uqrZ3zP7YmJmvLSS3rP59OMGTMk/SNg97cHu7e3V3fffbe+9rWv6TtHHb1+MjExMcc0Rj744IMaP358oDEyIyNDBQUFqq+vV29v7xl/JwAAgMGCgB1iMTEx+t3vfqebbrpJDz30kO69915JksPhOON7+vdYz549W7GxsZJ00ibHKVOm6Pnnn1dMTMwZP3fUqFG699579de//jXQGJmYmKgXX3xRxcXFSktL04IFC+Ryuc74GQAAANGOgB1i3/rWt7RmzRodPnxYixcv1p49e/Rf//Vfyj/JCY398Xg8qq+vl6TA9hDp5AE7Ly9PLS0tiouLO6PnHu9f/uVftHLlSnV0dOiJJ57QpEmTtHfvXj366KPKzs7WpZdequXLl2vfvn1BeR4AAEC0oMkxyjidTpWXl8vhcJywUpyQkKCenh4dOnRICQkJfX5++PDhysvL0wv+o9iD6IMPPpDT6TymMTIuLk4zZ85URUWFpk2bJovFEvTnAgAARBJWsKOMf/b1/PnzT3jPv4odrEbH0zVhwoRAY2R9fb0KCgp0+PBh1dXVafr06Ro7dqwWL16stqNHDgIAAAwyBOwoYhiGtmzZIqvVqjlz5pzwfrAniZypmJgYfe9731NjY6Pa2toCjZGGYaiyslKZmZm65ppr9PTTT+vQoUOm1goAABBsBOwo4nQ65fP5VFRUJKvVesL7J5skYob09PRAY+SmTZtUUlKihIQEvfrqq5o9e7ZSU1N1++236+233za7VAAAgKAgYEcJr9ermpoaScc2Nx5toEbH+vp61dfX6/Dhw9q9e7fq6+vV3Nwcomr7lpeXp9WrVx/TGNnV1aWqqipdccUVuvjii/Xwww/r888/D2tdAAAAwUTAjhKNjY0yDEN2u125ubl9XjNQwC4uLlZxcbG6u7v1v//7vyouLtaKFStCWHH/kpKS9MMf/lDbt2/X+++/rwULFujcc8/V+++/r5/+9KdKT09XYWGh1q1bp8OHD5tSIwAAwJkiYEcJf3NjaWlpv5M4Bmpy9Pl8J/zjn6dtpgkTJmjZsmVqb28PNEb6fD6tXbtWM2fOVEZGhhYtWqSdO3eaXSoAAMApIWBHAbfbrfXr18tisfS7PUQyf4rI2YiLizumMXLx4sWy2+3atWuXlixZovHjxysnJ0dOp1MHDx40u1wAAIB+EbCjwJo1a+T1enXttdfKbrf3e10kNjmeifT0dP37v/+7Pvnkk0BjZGJiorZu3ary8nKlpqZq7ty52rZtm9mlAgAAnICAHQUGmn19tMESsP0sFssxjZHLly9Xdna2Dh48qFWrVumqq67S+eefrwcffJDGSAAAEDE4yTHCuVwuZWdny2azqb29XbGxsf1eu337dn3729/WpEmTtH379jBWGV4ul0tOp1Nr1qzR3r17JR2ZvT1jxgxVVFSooKBAMTExJlcJAACGKlawI5x/9Xr27NkDhmtp4Ckig0lWVlagMfLpp5/W1KlTdfjw4UBj5JgxY3T33Xfrgw8+MLtUAAAwBLGCHcE8Ho/sdrvcbream5uVlZU14PW7d+9WamqqkpKSBn3IPl5bW5tqampUXV0twzACr0+aNEkVFRX6/ve/r6SkJPMKBAAAQwYBO4I5nU6Vl5fL4XDI5XKd9Pre3l790z/9k3p7e3Xo0CElJCSEvsgI4/P5tHHjRq1cuVINDQ3q7e2VJCUmJurGG29URUWF8vPz+x11CAAAcLbYIhLB/NtDBhrNd7S4uDiNGDFC0uDfJtIfi8Wia6+9Vn/605+OaYw8dOiQamtrNXXqVI0dO1aLFy/Wrl27zC4XAAAMQqxgRyjDMDR27FjFxMSovb1dNpvtlD534YUX6uOPP9aHH36oCy+8MMRVRg+Xy6UVK1bomWeeUVdXlyRp2LBhuvbaa1VRUaHrr79ecXFxJlcJAAAGA1awI5TT6ZTP59ONN954yuFaGjqNjqcrKytLjz/+uDo6OgKNkV999ZVefPFFFRcXKy0tTQsWLDilrTgAAAADIWBHIJ/Pp5qaGkknn319PAL2wBITE3XzzTfrlVdeUWtrqxYtWqT09HTt3btXjz76qLKzs3XppZdq+fLl2rdvn9nlAgCAKETAjkCbN2+WYRiy2+3Kzc09rc9G83Hp4ZaRkaFf/epXamtr00svvaRZs2YpLi5Ozc3NuvPOO5WamqpZs2Zpw4YNYicVAAA4VQTsCFRVVSVJKi0tPe1pF/7THAnYp86/F9vfGPnwww9r4sSJ6u3tVV1dnaZPnx5ojGxrazO7XAAAEOEI2BHG7Xbrueeek8ViOWF6yPbt23X55ZfrnHPO0QUXXKA//vGPJ3x+sB2XHm4jR47UXXfdpffee09vv/225s+fr6SkJBmGocrKSmVmZuqaa67R008/rUOHDpldLgAAiEAE7AizZs0aeb1e5eTkyG63B17v7e3VDTfcoD179qiyslJxcXG69dZb9dlnnx3zefZgB89ll10WaIxcuXKlrrrqKvl8Pr366quaPXu2Ro8erQceeOCYg20AAAAI2BGmv9nXe/bs0YwZM7RixQrdc889uvPOO+X1evXxxx8fcx0BO/gSExNVUVGhrVu3aseOHYHGyAMHDujVV19VZmam8vPzVVNTw793AADAHOxI4nK5lJ2dLZvNJsMwZLVa+7zO5/PpO9/5jjZu3KhPP/1UKSkpgfc2bNig6dOnKzc3V01NTWGqfGhqaGjQxo0bVVtbG5itnZycrMLCQi1YsKDfo+1dLpeSk5OP+T8UAABg8GAFO4L4V69nz57db7j+6quvdNttt2n9+vX6xS9+cUy4lpgiEk6FhYX6/e9/L8MwVF1dLYfDoc7OTjmdTmVnZyszM1OPPPLIMavaLpdL+fn5ys7OZuY2AACDFCvYEcLr9SotLU1ut1vNzc19rn4ePnxYN998s+rq6nT//ffrl7/85QnXGIahzMxMpaSkELJNYBiGli1bJqfTGVjVlo6E8bKyMuXm5iovL08tLS1KTk7Wpk2b+l3pBgAA0YmAHSEaGhp0ww03yOFw9Luy+eMf/1iPPfaYqqqqNG/evD6v6e7uVmJiouLj49Xd3R3CinEyDQ0NcjqdWrt2beA1u92u6dOna+fOndq4cSMhGwCAQYiAHSGuu+46vfTSS1q6dKkWLlx4wvvvvPOOHA6HvvGNb+hHP/pR4PVrrrlGl1122THXJiQkqKenR4cOHVJCQkKoS8dJGIahhoYGLVu27Jg52qNHj9bu3buVlJSkpqYmQjYAAIMEATsCGIahsWPHKiYmRu3t7bLZbCdcU19fr+Li4hNe7yuQjx49Wnv27FFHR0dgLjbMZxiG1q5dqw0bNuj111/XwYMHA+/FxcVp6dKlx/zHEwAAiE4xZheAI82NPp9PBQUFfYZrSSoqKjrl47qTk5O1Z88e7d69m4AdQTIzM/t9r7e3V3fccYfOOeecE0Y0AgCA6ELANpnP51NNTY0kaf78+UG55+jRo/Xxxx/T5BhhMjIy+hzN193dLbfbrTFjxsjpdKqwsDAwDQYAAEQfArbJNm/eLMMwZLfbNW3atKDck+PSIxMnPgIAMDQwB9tk/tnXpaWlslgsQbknpzkCAACYh4BtIo/Ho/r6elkslqDuuyVgAwAAmIeAbaLVq1fL4/EoJycnqMdmE7ABAADMQ8A2UVVVlSQFfWoEx6UDAACYh4BtEpfLpZaWFlmt1j7nW58Nf5MjARsAACD8CNgm8Tc3FhUVyWq1BvXeTBEBAAAwDwHbBF6vV7W1tZKCN/v6aOzBBgAAMA8B2wSNjY1yu91yOByaPHly0O9PwAYAADAPAdsE/u0hoToS2x+w9+/fr97e3pA8AwAAAH2z+Hw+n9lFDCVut1tpaWmSpPb2dtlstpA8JyEhQT09Pero6AjsyQYAAEDosYIdZk8++aS8Xq8KCgpCFq4lGh0BAADMQsAOI5/PpxUrVkgK3fYQPwI2AACAOQjYYbR582YZhiGbzaYZM2aE9Fk0OgIAAJiDgB1G/ubGuXPnKjY2NqTPImADAACYg4AdJh6PR/X19bJYLCGZfX08jksHAAAwBwE7TOrq6uTxeJSTkyO73R7y5xGwAQAAzEHADpNQz74+Hk2OAAAA5iBgh8E777yjLVu2yGq1qri4OCzPJGADAACYg4AdBqtWrZLP51NRUZGsVmtYnkmTIwAAgDkI2CHm9XpVW1srKXzbQyT2YAMAAJiFgB1ijY2Ncrvdstvtys3NDdtzCdgAAADmIGCHmL+5cd68ebJYLGF7LnuwAQAAzGHx+Xw+s4sYrNxut9LS0iRJ7e3tstlsYX1+QkKCenp6dOjQISUkJIT12QAAAEMVK9ghtGbNGnm9XhUUFIQ9XEs0OgIAAJiBgB1C4Z59fTwCNgAAQPgRsENk+/btamlpkc1m04wZM0ypgUZHAACA8CNgh0hVVZUkafbs2YqNjTWlBgI2AABA+BGwQ8Dj8ai+vl6SedtDJCaJAAAAmIGAHQJ1dXXyeDyaNGmSsrKyTKuDgA0AABB+BOwQ8Dc3zp8/39Q6aHIEAAAIPwJ2kBmGoS1btshqtaq4uNjUWgjYAAAA4UfADjKn0ymfz6eioiJZrVZTa6HJEQAAIPwI2EHk9XpVU1MjydzmRj8CNgAAQPgRsIOosbFRhmHIbrcrNzfX7HJocgQAADABATuI/M2NpaWlslgs5hYjAjYAAIAZLD6fz2d2EYOB2+1WWlqavvzyS33yySey2+1ml6Tu7m4lJiYqPj5e3d3dZpcDAAAwJLCCHSRr1qyR1+vVtddeGxHhWpISEhIUHx+vnp4eVrEBAADChIAdJJEy+/p4NDoCAACEFwE7CFwul1paWmSz2TRjxgyzyzkG+7ABAADCi4AdBP7V69mzZys2NtbcYo5DwAYAAAgvAvZZ8ng8qq2tlRQZs6+Px2mOAAAA4UXAPkt1dXVyu91yOBzKysoyu5wTELABAADCi4B9lvzbQyJx9VqiyREAACDcCNhnwTAMbdmyRVarVSUlJWaX0ycCNgAAQHgRsM+C0+mUz+dTUVGRbDab2eX0iSZHAACA8CJgnyGfz6eamhpJkbs9RCJgAwAAhBsB+wxt3rxZhmHIbrcrNzfX7HL6RZMjAABAeBGwz5B/NN8PfvADWSwWk6vpHwEbAAAgvCw+n89ndhHRprOzUyNGjNDo0aP19ttva8yYMWaX1K/du3crNTVVSUlJhGwAAIAwYAX7DPhH802aNCmiw7X0jxXsrq4udXd3m1sMAADAEEDAPgPLli2TFNnNjX4JCQlKSkqSxDYRAACAcCBgnyaXy6W2tjYlJSWpsLDQ7HJOCZNEAAAAwoeAfZqiafXaj0ZHAACA8CFgn4bOzk6tXbtWkrRw4UJzizkNnOYIAAAQPjFmFxBNGhoa1NnZKYfDIbvdbnY5p+yqq66SxWLR/v37zS4FAABg0GMF+zT4p4dE0+q1JH355ZfasGGD2trazC4FAABg0CNgnyLDMLR58+aoam4EAABA+BGwT5G/ubGwsDCwpxkAAAA4HgG7H52dndq8ebNcLpekI/uvpeiaHuKXl5cnSWpqajK1DgAAgKGAJsd+uFwu5efnKzc3VwsXLlRbW5syMjICYRUAAADoCyvYp+Do5kan0xlY1QYAAACOxwp2P/xj+Fwul7q6uiQdmcZRXl6u5ORktba2Rs1e7KysLElSS0uLuYUAAAAMARafz+czu4hIZbFYAj9nZ2erublZklRdXR11e7H934VfNwAAQGgRsAdwdMD2i8ZwLRGwAQAAwoU92Kdh6dKlURmuJSkpKUnSkekoAAAACB0C9ikqLS2NuhMcj+bfh02DJgAAQGgRsE/B9773vcAkkWh0/Ko1k1AAAABCh4B9EqWlpaqvrze7jDPS1NSkzMzMwCmUfgsXLlR2drYMwzClLgAAgMGMgD2A0tLSqF65liTDMPTII4/ooosukiRVVVWpq6tLDocjMIoQAAAAwUPAHkC0h+u8vDzl5uaqs7NTH374oSTpo48+khSdR74DAABEA8b0DXJNTU3Kz89XQkKCuru7FR8fr56eHrW2trKCDQAAEAKsYA9y/lXs7u5uSVJPTw/bQwAAAEKIgD0EVFZWHvP3vLw8U+oAAAAYCtgiMkRkZWWppaVFktTc3ByYiw0AAIDgYgV7iLj33nslSampqYRrAACAEGIFewjJy8tTVlb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"\\angle{3}"
] | null | 0 |
math | grade-4 | compare-decimals-using-models | false | true | Compare 0.65 and 0.84. Use the models to help. 0.65 ?0.84 | "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" | [
">",
"<",
"="
] | null | 1 |
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