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 ⌀ | choices_pic listlengths 2 4 ⌀ | answer_idx int64 0 3 |
|---|---|---|---|---|---|---|---|---|---|
math | grade-5 | types-of-angles | false | true | Is this angle greater than, equal to, or less than a right angle? | "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" | [
"less than a right angle",
"greater than a right angle",
"equal to a right angle"
] | null | 1 |
science | grade-6 | identify-how-particle-motion-affects-temperature-and-pressure | false | true | The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature? | 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" | [
"sample A",
"sample B",
"neither; the samples have the same temperature"
] | null | 0 |
math | pre-k | shapes-of-everyday-objects | true | false | Which is shaped like a cone? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIUAAACFCAYAAAB12js8AAAeDUlEQVR4nO2debAcx33fP90zs7O7734PeLgBEgTAI5QIUhRlkZREi6QuiypJdJyKnEgq23I5lpOUE8W2Ujkq5XJSsqNEKZePKCq7pIpTVlwpU6JVKtOmGFEyA8s6LJICRRIACZC48fCuPWem+5c/emZ29u0CJEGCb2nNt2re7Jtre7q//bv6171KRORUBIdasGogEUr8iMFXMOHB3jpsqoA61RX51sp6F6vEqOBNk+A/3XL/bKnA1WOOMSV+tLBq4MkmnIzgqRb... | 2 |
math | kindergarten | square-corners | true | false | Which shape has 4 square corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF50lEQVR4nO3dT28bRRjH8e86aUqT1pyaiBNcWo4c+yIoIF4pAsqb6I1jEw7tiaa9JY2DTc1yWE2bVkk8450/z8z+vqdYlqVH8se7ir0z2/V9379ewV8LOF/D+x6lRrfbwYMdeLQPR3vQvV72/fOz0mOplnsyh92TxfDgqz349mBQqNTYztfw4gL+XsHxAmZn74cnhEzF7MHOYArg3Rpm6ytPKBUzZ+rfHmZlR1FTSdBUlgRNZUnQVJYETWVJ0FSWBE1lqXpoF8d... | 0 |
math | pre-k | inside-and-outside | true | false | Which picture shows the hay bale Created with Snap inside the barn? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOQAAAC/CAYAAADuHnC5AABli0lEQVR4nO29d7xc5XXv/d1l9vRyZk4/R9JRRyAJkOjFIIyxDbYpNnZuEmN8nZvk41zHcuLXb1ySSxKcvLlu2E58rx3bwcSObTBGYMAGIySaEBICNdTL0el1et31/WPPzDlzepGEgPl+PvrozO57Zv/2s571rLUewbIsq0+FY1lIGaBbVKlS5SwhC+CXYLkHGhQQ+gqWtSP5Zl9WlSpVLg+AfDRrf2hSYKXXVmuVKlXODikDDmegV4UjWRCTur2iKsYqVc4+fsn... | 1 |
math | pre-k | circles-squares-triangles-and-rectangles | true | false | Which shape is a triangle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACTCAYAAAB28ADfAAAL30lEQVR4nO3de4wdVR0H8O85M3P33rt7u7vt7na3C12XttASkRIJJNIY+QN8AQYSjdoSNBAgkhBAEhWIiYoYjEqDCY/6h6kKSnwgAoqgKYLEBIrWoPSxfdCWZW+37b7u3r13d2bOzz+mxUJbSjtn5py59/dJNu1229/59c43Z+aeeVxBRFSeA7bPAJUQCAiMxeYKoOQAy4rAwhwgyrNEL0+Zbos1sgvnAe7QTPRNXw44qzVKIWNxVUJgaxUYmQO2zQByKoh+wCF... | 1 |
math | grade-6 | classify-rational-numbers-using-a-diagram | false | true | Use the diagram to help you answer the question below. Which of the following is an integer but not a whole number? | 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" | [
"124",
"–105",
"45.7",
"6.33"
] | null | 1 |
math | grade-6 | interpret-histograms | false | true | A volunteer for the local running club counted the number of participants at each race. Are there fewer races who had 6-10 participants or races who had 21-25 participants? | 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" | [
"6-10 participants",
"21-25 participants"
] | null | 0 |
math | grade-2 | which-bar-graph-is-correct | true | false |
Dave looked in the backyard shed and found three wheelbarrows, ten ladders, two rakes, and two shovels. He made a bar graph of the items he found. Which is his bar graph? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAgUAAAEOCAYAAAAZs2RTAABPAklEQVR4nO3deXxU1f3/8dfcO2tmJpOdLBACIeyIEHYFQRYrIFgVtdWi1SpaUbtqF7WWn1r9Wmu137qWWhWt3axfsVhFFAUVFARkJ6zZ90wyM5nMzJ17f38EoxFQFDIzJJ/n4+ED5t65dz5nHDLvnHvuOSbDMIzqMOxtBV8UNAMhhBBCdHNmE7hVKEqCXtb2babqkGF80BLfwoQQQggRP+OTIcsK5pLW9g05VhjkbE8NQgghhOjefFHYHYCqMOxpbQ8FSovWvlM... | 1 |
math | grade-2 | choose-the-appropriate-measuring-tool | true | false |
Which tool would you use to find out whether you have a fever? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJYAAACoCAYAAAACcRc/AAAWFElEQVR4nO2dfXAc5X3HP6u7093pFVmyZb0YD64tyTQpNsZgC+I3gpkJ8EfaUEIDISUh+aPQmTBJCsmUmXYmkKQlhEn+qAdqMqUpDk1KA07BYSzbCQRjbCETY1s2smVkvVlvlu4knW739ukfe7u3e2+Sse9Nej4zzLInIe3aH77722d/z7OKEEIMhOGjKQhEQBNIJJeMW4FyF6wqgdpiUAZmhDg0kevDkswnbqoA9+kpY6euGJpLDeskkkslEIHOSegPw6kpKJr... | 1 |
math | pre-k | subtraction-sentences-up-to-10-which-model-matches | true | false |
Which picture shows 6 − 1 = 5? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUQAAABKCAYAAADDly0CAAARkklEQVR4nO2dfXAc5X3HP7v3fjqdXixLsmVsbGObBDCYgmWBGzpAXngraUySmRo7YsqQNBMymaRk0jZTQtI2nQkpzKR/pLQpBuOGtJAUgnEJSWgSg2UDNgYbG/kFWZaxXu8k3Yvudm93+8edTi93Or3cniyJ32fG49m3Z5/PrOZ7zz777D6KZVlWpwYn4xAxIGUhCILwocCpQLkD1vihzg1KZ9KyDgxe6GoJgiBcWBqD4DwRTy8sccO6snRaCoIgfBiIGPBeDM5... | 0 |
math | grade-8 | apply-addition-and-subtraction-rules | false | true | The number line shows two unknown numbers, p and q. Is p–q positive or negative? | "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" | [
"negative",
"positive"
] | null | 1 |
math | grade-8 | apply-multiplication-and-division-rules | false | true | The number line shows an unknown number, q. Is 5q positive or negative? | "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" | [
"positive",
"negative"
] | null | 0 |
math | grade-3 | read-a-thermometer | false | true | What is the temperature? | "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" | [
"15°C",
"10°C",
"25°C",
"20°C"
] | null | 2 |
math | grade-4 | compare-fractions-with-like-numerators-or-denominators-using-models | false | true | Which fraction is less? | "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" | [
"4/12",
"6/12"
] | null | 0 |
math | grade-1 | cubes-and-rectangular-prisms | true | false | Which shape is a cube? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAQr0lEQVR4nO2daWxbV3bH/6K56YkiJVGStVryos1LnbhNg6RBpoVRDMbAoDP9MJ4ZYJAUGGC6AIOiaYt+GaBAgWLQ1p18GUyLFmiLAZq4aDHBJMhEsRQvEyveYllWHGuxbEmktVCSSYqkSEqU2Q/v3UeKWvhIXfKR953fF0uPpHhs/3h1373nnFuRTCaTC+vAozUgtAkkkiCIksNcAVQfALok4KAVqFiIJ5O3VvUOiyC087ITME+uyd80W4GeKtlqgig1QpvAeAS... | 1 |
math | grade-3 | read-a-calendar | false | true | What day of the week is December 16? | "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" | [
"Friday",
"Thursday"
] | null | 0 |
math | grade-2 | symmetry | true | false |
Which picture has symmetry? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAArLklEQVR4nO3deXhU5cH38W9myUySSWayrySEJSFhR1mqreJTl7rUF2q11pWqKLRVcEGstWyCWq2C1MelasX2QW1diEjVuhSwioJsAgYISxKyb2TWZCazvX8MicSsk8zMORPuz3VxXWRy5pw7ML/c59xrhNfr9da2wdEWsLjB5UUQhCBRRUCsEkZHQ2okRNQ6vN4dZqmLJQhnnulxoDrS4vsiPRLyY3zpFAQhOCxuOGyDmjYoaQGF2eX7hgifIARfrNKXNQCrGxT... | 0 |
math | algebra-1 | factor-quadratics-using-algebra-tiles | true | false | Which area model represents the factorization $4 x^{2}+8 x+3=(2 x+1)(2 x+3) ?$ | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOMAAAEdCAYAAAD+YdCRAAAQbElEQVR4nO3dfWwU953H8Y93veZhjc2DARubmhgIhIcUTHJUlFKagAIkqUpD/0iVBqk9ndJCkqvUE424k6q2atSTGl1btRLqhUqtIpQEEjXPxKEl0EJTyAIOGAjg4tpgB5YzdmwcY+/M/eFgASFQdmZ3vrvzfv1DGOyZn774vTNeCL8C13XdtovS8QvShymp3xWALCgskEZEpanDpfFFUkFbr+v+rTPoZQHhNr9EKjx2YeAnFUXStPhAqQAy78OUdLRbar0ovX9... | 1 |
math | grade-6 | which-model-represents-the-ratio | true | false | Which model represents the ratio 3 to 2? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAASEAAABRCAYAAACdSBBuAAAIcElEQVR4nO3d3W/b1hkG8IekSEnUlyUncdo0dRo4XZAOGFLUyJYiLXIxYBfzgAG7HXbZf2v/wFagLYYBxZAt7bIt6Zqlw7Il9py4Hhq7jj/0QVLi1+mFosDwYlsfpM5R9PxujMAS9crRefwekj5HE0KIDR9YcYFmBIQCRESpyWhAyQAu2MCcBWgbHSFuN2SXRUTT6EoZyCy73X+8YgHfK3QTiogoLc0IeOAAT3zgoQvojbD7DQYQEY1DyejmDQC0IkCP9n2DiGg... | 0 |
math | pre-k | subtraction-sentences-up-to-5-which-model-matches | true | false |
Which picture shows 4 − 3 = 1? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAABKCAYAAACiqlhpAAAMZ0lEQVR4nO2da2xU553Gf3P3jD0zNtjGt2mJwSEpDrIDciBmEVqEFCVqCRQF0qQJ3W2lKE2vS1crBWn7pUik+bDarbSbarVFKLRZCilLgmmgqCElkCBMSbFJjI252AbH+DLjy4znvh/GM/bY45nxzBwfk/x/kuU57znve/6Pn3nmnDnvzLEmHA6He33Q4YaRIATCCIKgEHoNWHVQY4ElRtD0esPhC8NqlyUIXz4es4G+3R1ZKDfCivxIOgVBUIaRILSNwV0fXHO... | 0 |
math | grade-1 | count-sides-and-corners | true | false | Which shape has 3 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACdklEQVR4nO3UPW5USRSA0dttuwP+JgPNAgDJGyCbxROyACQGcjypbSzZ49ab4Alpcre+Rs05UZVKurrBp9osy7JcPcx8u5u52c88LgNPdr6ZeXk28/bZzJvdzObqflk+XR97LU7Zh1cz51/v1sufu5n3z9cK4alu9jNffsx8f5j5+25me/24PoiMQ3p5tjY1M3O7n9nu//cAh/SzqX+Xme1xV+F3ITQSQiMhNBJCIyE0EkIjITQSQiMhNBJCIyE0EkIjITQSQiM... | 1 |
math | grade-6 | which-is-the-better-coupon | true | false | The original price of a frying pan is $46. Which coupon is a better deal? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAU4AAACRCAYAAACsTFEnAAAwiElEQVR4nO2dd3hb5d33v0fS0fS25SHbsTwT25kkMWTHJMwkQEsJ8DyU0Ye+ZbQUymjLaBgtbwnQAqUvtE8LLVDahtKyEghJSEImjrPjFS95yUMesmXNo/H+oVi2rCNZ48iSnPtzXVxcuXV067bG9/zu+7coh8Ph6LEATQZAZwOsDhAIBAJhAgIKiOcDxVIgQwhQPWaHo2ok0ssiEAiE2ODSBEDQaHD+I0sIzJY5VZVAIBAI4+hsQIMe6LYA5w0Ab8TqfICIJoF... | 0 |
math | grade-1 | which-table-is-correct | true | true | Greg saw the following items for sale at a snack bar:He decided to count how many of each there were, so he made a table of the items he saw. Which is his table? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAnQAAADUCAYAAAAV6r4IAACw8UlEQVR4nOzdeZxc1X3n/c/db+1VXb3v3dpaG9pAFkJCgGxjbAMGnMQTP07swY6dmSdmHi9ZHMf22B7ihNiTBNvYAx47GUK8AwaxGbGDEJKQ0C51S+pu9d7V1bVX3Vt3ef5okMOYzSCpJXHerxcvXirVcs+p7tK3zv2d35W+8pWv+AiCILxNfOUrX5ntQxAEQTjpVIAvf/nLs30cgiAIp4UIdIIgnIvk2T4AQRAEQRAE4a1RZ/sABEE4xXwf3/cpT6coF4uUh/t... | 0 |
math | kindergarten | compare-two-groups-of-coins-pennies-through-dimes | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAi4AAACYCAYAAADDRmKeAAB0uklEQVR4nOy9d3hc53mnfZ8yZ3oBMOgEQJAACLD3TkpUL1axZUvuduxYzjr+nMTOJlk7m2zKxrtZr+3YcezIclziuMmRbKuLqpQo9t5QSPTeBpg+c9r3x3COychJSFGUxOV7XxcvggQwM+8z73nmd573KZJt2/ZoHk6nIWGCYSMQCAQCgUDwtkCVIKhAsw8qNZBGc7a9N/5WvyyBQCAQCASC/5h1IVC70oV/VGuwwF9QNQKBQCAQCARvBxImdKRgJA+daZDjRuE... | 0 |
math | precalculus | outliers-in-scatter-plots | true | false | The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAU4AAAFGCAYAAAAFAHYEAAArXUlEQVR4nO3dfXAU930/8PfuPUq6B6EIPIAFqjmBJUfgIJCQLf3GOMnBtM500jG2nNhOIzmJKxdMksGxO2RQqUvmAqExBmozcTSetmrAJHZIxmPsaSBysR7OUbFBEo6kIoOBgsShh0Na7T3s7w+hsx7uhBZu70H3fv0j7edOt987pDff3f3u9ysoiqL8nwx0DgGDAcCvgIiIxtELgFUH5KUDdxgB4f9GFKV5IN7NIiJKDiU2QN8xNLox3wgsyxhNVSIi+txgAPj... | 0 |
math | grade-2 | write-subtraction-sentences-to-describe-pictures-up-to-18 | false | true | Which subtraction sentence does the picture show? | "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" | [
"12 − 8 = 4",
"13 − 9 = 4",
"12 − 9 = 3",
"14 − 9 = 5"
] | null | 1 |
science | grade-8 | identify-rocks-and-minerals | false | true | Hematite has the following properties:
fixed crystal structure
solid
pure substance
metallic luster
found in nature
not made by living things Is hematite a mineral or a rock? | 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" | [
"rock",
"mineral"
] | null | 1 |
science | grade-3 | identify-mammals-birds-fish-reptiles-and-amphibians | true | true | Amphibians have moist skin and begin their lives in water. A barking tree frog is an example of an amphibian. Select the amphibian below. | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA6cAAADMCAYAAACPx9V0AAEAAElEQVR4nOz9ebwlV13vjb9XzbXn4cxTd5+ep8xDZyYDGhQCXAiQgHgF9bmij4IXn4he9SL+vPpCuVcUfEBAYkBFEE1AkRDCkIFMTaeT9Dz36TOfPU81rvX7Y58+mZMGGxSe/X699qv32VW1alXVWtX1qe8klFIqiiKklPTo0aNHjx49evTo0eNHE03TMAyDx+qwMQlp/T+6Rz16vDCNGA60YDaAvAFX5rq/az1h2qNHjx49evTo0aPHjz5SSqIo6gnTHv/pSev... | 1 |
math | kindergarten | represent-numbers-up-to-10 | true | false | Which group has 6 triangles? | null | null | [
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technology | grade | photo | false | true | What type of video game console do you see here? | 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Y2IaOjjb2PE70xLmMkzMd81ycejXgrckLJmfiFG3bxrvf/W589atflSFGFM50Jh6S/j+TdljtnGpt+3XJZjTezTjseOKDrusolUqYn5/HRRddhN27d2N8fBwAXPQCnUuFcjgwerVRL7ftXdRs24atAHblc8W2YVgW/LoOWNXpmTN95l04iW6QloumwgKgsDapsAHSntm1qRZFoVBANptFPp+Hz+dDa2sruru7sW3bNuzZswfnnbcHiURiHeg+V874uWq9NeCtyQsi1QY6mbjlchlvfvOb8YMf/ABdXV0bguDZ+NtqWq9XOCVR7dxfl2xm0agmXkC0LAuBQAClUgmzs7O44oorMDQ0hJGREfj9fglcG+0pxzVorm1vxGuvc7bBhk30Dn8ue32iB+eR+XdEe1RzZhLtYMGu/EBqu+JagAYKVbNdccje3T2I106n00ilVxEMhNHe3o7+flECkxI7Ghoa1mmsZyoS/1wpCC414K3Jr12qDUQChnw+j1e+8pV49NFHsWXLFhcfeaaNI4HqwHs2k49vXOk9d7NyNrB8Ps/1aoVU5HxhYQGXX365BF0CH7oHRQnQ395NPjVNg2EY66JENgJPRamE+KnraR2pQUNxgXq10pH8O9u2oauaAHMPhQIAFqrx+RZg2dA1DTacesneehOuRQWV8WQCpVIJ6XQWuVwOwWAQbW1tsvIaURS9vb2u/jzTuDrT/2cC4Brw1uQFE25iqqqKxcVFXHrppRgeHkZ/fz9KpZJLs6umkZ1JG/N+Vk02Ar6NPqummW1EbZztnufCOVdrh8/nkyFjV1xxBbZv347Tp09LICUQ9Pl8MgKEtF4CXuJ/iTv30gmknVbrL0VxO8+4UGQFf2dcA3VZPLb7PLrmeiuErldJlFEswLSg2ICmqrA2oAs44JumCUWtZOKVKTZZk4sRxREXCjn4fD7U19fLWOKdO3dj165dG9absG03wJ6LVlwD3pq8oEKTYmpqChdeeCHm5ubQ19cnQddrCnv5Rz6xSfh3ZzMBSaqB59nA19u+c5UzTcazbYKp6/o60CVOlxxnVBaTQJiEa4Vec5871ej+Z7UsFKHdSm1XVQBOB6BSgUFVAc8CqigKbNNy9x87X7EU2JXaD7A84YOqAsWyAduECg2osiDyfpYLPYRD0bbIatDXcd4+nyapCSqHWS6X0draiq1bt6K/vx/btjlhbIFAoHIfbd09axpvTV6S8uSTT+LSSy9FuVzG1q1bUSgUXN9vNGCrDW76HNhcMRluNnMtENg4W20jjXez2utmtOMzHePz+ZDL5bC4uIirrroK/f39OH36tDSHdV2X2h0P4eL/A25nGv2/kVbKr0HfexcfCaIKoGgqTNuGwkGPRU2QFq5W7mubgjJQFAUGLKhk2puApVTAmiVh2LYCW1Wg2hYUAIqtAoq7YD39Te+WntG2bUE3QJPX4s9J3DElhMh+sBQJxIVCAYZZQiwWQ093L4aGhjA0NIRt27Zj27ZtCIfD5zQmasBbk+dNNhp4fGI88MADeN3rXgfbttftjSZiLd0ODS9PeC7At1FNXg4g1UCbm8nPp5ytzdW+DwQCSCaTWFtbw2te8xp0d3djbGwMgUBgXf9wKqeac82bBkzHeZ1THKC9YOy9vqZpItLBFhEOLmCHiPml96BpGmyKDVZUKHaFx1UpjpdFO6g2FMuGpVQ4aygyFI5TFbydoDaqlRhkS1wbAGzLebemabu4bXENE1CcsDrTNGWSh20LTpn6KJfPC424VEJ9QyN6enqwbbAfO3YJh13/wDYE/TzN2Xm/1IYa8NbkV5JzWeW/8Y1v4K1vfSv8fj96enpQKBSq8Ho00UWWFEk1INgMn+sIGcDue1UD3l/XlDgr78eA1LZFGvDa2poE3a6uLoyNjcHv968DVQJDbj4TgBLfy8WbxFDNi0/n8MWLfyeP1RznnFU5Rq/i7HJZGYoqgdFmTaPzVax3rMrz4F4cuaMQAMrlslhMbBumJ0bZtp1FZB3wsutK51/FmhAasHD30fUAQWNks1kkkyswjBLq6hrQ19eHgQEROTE4IJI6otGomyqrAW9Nnk/xcrI0GT71qU/h9ttvRzgcRnNzM8rlsifCQACjW+NdH/e7Hng33q3AW2pQiAO+XuCl32ersfv8y3oQDQQCWFlZQiqVwjXXXIOmpiZMTExUtupxjvMuGAR2HFjpGXmFMsCdOMFDvLx9Uk17Xrebsrre5Od/07GC9/XEL/NsN/rctqHYFhSNZSTabspDPI8OqJX43wp3bCuAZTjFlpzncXPffHESbfS0s0ofEKdN97NgwzYtaLoinZb5fB6pVApG2UIsFkNHRwcGBrZh586dGBoaQl9fXw14a/L8i3fifuxjH8PHPvYxJBIJRCIROcmdoefe0NGR9RoqP+7MwLtRaqh7C3T626tdnSuP+1xFXN/d/mAwiIWFBaTTa7j22msl6JJDh5dqrAaWHGy9wqMPqmWwVW+f0198pwq+GNJ3/DreEC/+N78WURXO/yI5gxx4pHl6n4s4aNO2XP0BVBYZuOkXr3ORt4UvFHzB4DWhdV2HYZkwaHGDoDBUQUSLamyAZ3EzUCgUsLq6ilKphGg0ivb29hrw1uT5k2pA9Yd/+If47Gc/i7a2Nvj9fldVMUc8wGurgGK5zL+Nrr8p4LUr3ytCq9mI3uB/exePzcr6xePMx1Jb6b6BQACLi4tIp9N405uEpjs+Pu7idAlENE1DqVRal6Dgjd8F1scv84WFt7eaU436BYArPphr3F4Q9j4jHecFfdt2eFj5fBXg1RQ3SBMQ0rES3GBLLpmuoVcceN73R4uWt73VFi++UMi6FrYl1QFdVUUyiWUBFQAmJx1ZbFAsKNBc4X6lUgk6alKT51loQt544424++670dnZKblGzqt5J4VwgJyZA10v6gbfV7/OZkCxGqhU43/PBM7nCsC2bSMYDGJ2dhb5fB433HAD4vEoRkdHEYlEZP1aHrNLgAC492Xj7eYA5za73UDDM/qqASr/3luQyKsp86gCL9hysJfaNus/RVGgKgqgKLAt97Gcm3UBp+I8P7emvKDNKQTeN/xZvVo5XySqPYMNMdJE4XcbknlRAVXVoFRKYHL6KhQK/YZv5VmTF0z4YMzn87jkkktw9913o6enxwUCPMh+nSgbm7rnKtXO2wgIFc/E92rWv266wbZtRCIRzMzMIJvN4vrrr0ddXZ3kdKm4jNcc9mqlHBz4514znD+jdIoxHnajzD768WqedG8OiryiGTe9+QLGP6fvvE4/fg4HSA68/P9q1grX1vlYpLbx+9HC5g29q3as1K4rDjjqf/G/Bt6NXoqmBrw1+ZWFg+7S0hL279+PRx55BH19fdLs8k4W74STf6ubj8nl9/fyf9U+24y8kIBL9wgGgxgbG0M+n8fNN9+MaDSKiYkJhMNh2U8+n0/SDSSugjKVzw3DcIGoF6Cq3Z++52Di1fjo741oH87vcqDjWif95tejBYWfW228eMHXuwj5NE2CmZeWIKk2Prx9UU3L5yVLOe3AIyNcdITHUUntdY15+1xHZk3+S4l3glUTMaiAsbEJXHzxxZifn0d/f78MFzs7Z1oZkBVul0RO8sqWMZZtAHDzi9TGja9d5V4Vzpd2yxWZTesnY7WQLX6PjTSrat9Vox5sW0QvTE9Po1wu4+abb0YwGMT09LQMyOeaJDeXucZbjULwHkfAwE1xuq4Mv/K03dtur7bK28BpDx7mRff2arx0Djf5eZ97M+u4M4zelWmaomaDKhyUxN+atg1YlqgPzN+8qsK0LVd1NRGl4I731thzajZ7fwpkkSBFUWRMsuCUnZC1aiU2nfdiwufz1TTempxZvIBRbZ1WVRXPPHMIu3btwuLiIrZu3Yp8Pu+aqJtZ39dxvh6t51zlbOd4wftctewz3afas3glFAphamoK5XIZt9xyCwKBAObm5hCLxSQgebVaLxfJOcdqZrg3vIzaxrUzcpi5uMuzPB+/Nl2Tt5OD6UZjiAOrO6zL/b/XKUgi7u1o2Lbi1AqmNtB1uKMRWE/L8IgHi91HlMEUgOsUA2KeBVWVBee9z+dduAGR3l0qlWrAW5OzSzXzm0/ORx55BAcPHkSxWMTWrVtl3QUvr1jtuutMSlSLvT17+852/c2A8K8i53r9YDCIiYkJGIaBt7/97fD5fJibm0MwGFyX8LCRZs81fy84VzuPn0N/0w9PvPBew2s282twzdn7vHzxoM84J0w0w0bvyGvZiLbZ8lyvT6DaokEaN+AGVw7yvL1eq4aDP6dTqvHg3melz+h/ercnTpyoAW9Nzl34BPz+97+PSy65BLZtY8uWLTIFmGsYfPJ6r3OmaxMIe0GAf7bRdbzHbPS910T33offY7MgXk34BAwEAhgfH4dlWbj11luhaRrm5uZk9AI3v6tpgnT/9fHQ68OjeKgZ71vOq/I+5eDk7QuiFjZKLaYfAiY6zxtCBqx3dNH3XMPfiKLwLv483pa3mUcolEol1/vg2jZdiz5TwZIrbLgoCwp3q4QtyM/4Nb3OTFVVZSGjEydOIJPJ1DjempxZvBoA17C+9rWv4V3vehf8fj+6urpQLBZdWtPmr63KAiYAwLcPpzhI27aZhrOx08RLHbiFccl0H1sVXK9twiubWSjOLips2+FY/X4/JiYmoCgK3va2t8GyLCwuLsroBX5Pb+QA9S1PoKgWJuXVSnn7ObB5+8mrYfLzCBi9u4Lw+1Yzsau1YaOFrZpmz6/pgKuTcWeZpqjayzhWKp7OM+Rk/8GWnC4V7CHhtAtdiwqzy3FfaTalNgd8PvHe2K284W5UoP7w4cNYWVlCJBKpabw1ObN4zTf6/x/+4R/wrne9S2biFAoFj5ahyB+HFVv/s24SVgkpqw54dL6or1rt2iL9mL7f+Pn4fTb64c++eSH+VYOq6i7Qffvb3w7TNDE/P49AIOAKFyMtjn6T8K3Zq2WAca2v2oLpFQJsWXxmA+2ZX19qhR5N3PXUGywC1TR4wB3N4DX/+XtxaBGf7A9FVV3vV1VVAbrsGlzb5u0AAKOiLVOZSB7uqGmaU0tCdTbjVGzAp4j7GIbhAl3eT6TBBwIBnDp1CktLSwiFQtB1vQa8Ndmc8AnxF3/xF/jgBz+IhoYGNDY2yl2AaaKcKfWU/y3OOXOKq0tIU4W6DmC8AM4nvDjWo+2i+qLiul2VzzejyVMbAUCB0KAEpzsFAHjHO96BQqGAubk5hMNheS+vd59zr14zmoMU51I30pi52e/ta9qvjACJn8cXhGp9Vi0OllMN/DzX9u1VwLzaQkHH8s/EeYCovVABOEWVhXcsw5QlJylaw5vE4b0e1V6ga8jnQEW79dA1AOTx/F3whcW2bYRCIQwPD2NsbAzhcBg+n0+kH29qDNXkv7zQpPGmAG+86wAYyCkQY5xMSfG3oohQLtgOr7gZfVLer8IB2xblD22glSoOcNge7QSekKPNcMfnIoqiIByMYmzsNDRNwzvf+U5ks1ksLy9LTpdrSFzrpTbw/gWc4jbrsqg8gFIN3LhmybVcThHxPqDKXwRgnJfl9/b2O783j5rwOuH4M3HwBlA1FI1r9t4FBRDlJol7Vez1dA09o2maImxMUaBAFNXRNA2KLcagPK9yH5O0ZPrfNEUd4g1oHUVRZGjg2NgY4vG4a+GpcbxnEe/g2syxLyfZqM3VVvF3vvOd+NrXviZTgDcaOqRh2raIUuATpNpk9Wp0XtCpdh+vRrthvzOOmIBetsVSKvwucbzWGWmJzQpp8lRYZWxsDLqu453vfCcymRRWVlYQCoVcVAZ39Kwr4s3Ax1trgMCawJE0VMqm8p7LNTIvaND9qHIcr8tAIrXDKpZCNS3Y+268x3JNn3/HNVOnT9dHcBBVwo8BnOSNdaFoquKqgGYBgCU0V5e2rzlUBAAXH2ybzqJF1/VaIdFoFMvLy3jmmWcQCoXg9/th2zZ0Xa1pvJsRr7axmWOBlw8In6mNlmXJrcJf//rX495770VPT4/Li8wHoJsysODVJjeSarziRm09E9hvZmGkJom/ndx6ISr77aVLqn228b0VReyRNjo6Cp/Ph1tvvVVquuFwuGoyhMNhaus+2yhuV7aOgZff74eiOLUxqgEE17DpO/rNQZvO4cfydnEg5AkTwHptk9MQXvrAm/nmHRPEwXqtAi8n7H1G+i3jlimaA5UiN5YFTVWhKu5+NS0DgCpHBC1CPk2HabvpEq9VEgqFkMvlcOjQoXUUkIwbrjqSanJG2YyR8HIAXZJqwGfbNnw+H1KpFC655BLce++92LJlCwB32T9HayMnGok7LKmaKXw22ciEq9buM/W3PE4hTtQbwcABlYMv/xGfVbuPmEwquCMxEPBhdHQEgUAAt956KzKZFNbWkgiHw1W1Vq9zy/tOvJtVep+NgIAvgqRFl8tlF9jR8d6tjyhiwckQU9eBK517Js3Tq2VSmwzDcNUE5hq/lxLxxgbzXTK8FhK/Fz07XY8WEb65JyCy09zXchxvtm3KHZPpx7Is2KblytTzWnLE5VuWhaeeegq2bSMajQJwLBUJxDWq4dzkN5VyIKHgfU3TsLS0hAsvvBCjo6Po6+tDsVhcp0mISaa6Eh/IfOfcbTXxfncugEzHVwMD1zU5h7xBOJqQzeog7nq+1Aea5pN94vf7MTZ2WoJuLpfD0tKSNDerPYfXtPZqkNUA1TAM+Hw+qRFyWgGAi1v1goS3DYC7Jq2rD9kCwQHXex3OGwPunY2dseK0q9rxdC3eJ9XAv1p0xEY0BqdWqPav1JgB2KYJXV3fv+T45c5Hmht0LL8npXk/8cQTSKVSiMViroXEtm1Zb6Om8W5CNqNZVeO8Xg7i1bAoAPzYsWPYsWMHRkdHXXujbaSVua5pKWcFXe+9zwa61QDhbM9S/bMz7KVmq64feU/6rMr9XFqTrcKnB6QH+13vehfS6TQWFhYQCARcz+HejqZ6yBrXJqvRBdz8p++4Nund4p0fw/+u5vgisPK2j4escSAmJ5qXZqDFgxYGQAAs1xyrLaDVFgrv/PK+Z+94Iq2eqBEOnhyUNc15J3yx8vl88FXidOl5Oe/NeXmi5J599lmkUinU1dXJ4+k+Pp8P+XweAGoc79nEa6J5v+MTAjg3Z9xLRbxc3KOPPopXvOIVKJVKsu6Cd5V3TwKxP5ptCa3S+a46YHHZjJbrPcYLNnyiebUQAZzVr+Ucp6Daq6Ln8XLV/BpOhpkCn1/H2NhpxGIxvOUtNyGZTGJ1dRXBYHCd1sn/5vGjZLLzCU4Awu/ndXpxxxqdUy10imuZdF2vRlktFKyaeMcNnV8tU42AyqvpbkRL0PW94Oo17b3Pyo/hPLLsLwWyngPvG6PS5zx6gz8jX2R4MSCyOHw+H44dO4aVlRXU1dW53i2dUygUsLy8jDvvvLOm8Z5NOOiWSiVks1nHJPJwYMC5OeNeCuI1z3/0ox/hkksugWma2Lp1K4rFYlU+znueF9D481czTblU+7yaBsOP9WpF/LuN2rLRfdb1iVo9iqLatUlzEvTCGKLRKG655RakUhkkk0mEQmK32XK57Go7r2fB+4c70eh+3nAz4i4Bd9gW/c/TVr3CQcMbScA1ZrqXVzPn53rfBY+aoON4P3Et2BsZ4eV96Z68LXRt3pf8uaudY9oOsHNHJrXLG0HC62RwzptbHtxiMAwD0agoWD81NYV4PO56Hrp+uVzG1NQU/uZv/gbXXXddTeM9mxw9ehTf/va3MT4+junpaaiqilhdHOeddx4OHjyI/Xv3oaGhYR0AvFyAF3Am43/8x3/IKlnt7e2SXuBmbTVPuDiIFiHd0XrPou3SNaproXbV39WOqSau81xmfLX7O+23YQKoaLpnaT+13efzYWzsNOLxOtx8881IJpPIZDKIRGIwDFEjgPYMA+CKNqCxQiYtN9m52cuBkT7TdR2lUmkdfcHBhLRKOoZzvt5+4koEv5f382rvjgMnv66Xu6bvvNw1rxzGNVivI1dRnKgL/hlPZebXothcy7JgWOa65xSxuWbVhU5RVNdzeUtq2raNWCyGsbExnDx5Umq6qipKbXIn4enTw/joR/8C73nPe0Q77c3Yei8zOZO5vxlQtG0bjz32GB544AE8e/gQfvaznyFRX4dEvAG6qqFom1ixi1BLJgbbuvC7730vrr76avDdUm0FUG3FFb4kB6qiQLFs2KqyyYCr50e8z04mLQD88z//M973vvchEomgubkZpZIAB9vaOH7SOym48ElZDTS9Uk2D5pOBv891miJM8K3gz/zsDv2hahU6wXNctXaK9+ZeeABUCt6MIhQK4O1vvxVra2tIpVJyY0q+SHHTmrQh3nd8Q8dqYMX7hIMoD8Wi3zz6gR9HYVn8mpyrJOHaKWmBHHB4H9GzUSwx19yrjYtqKcpeLZePVantaipMs+yiZCiiRPYJu4emiGejuGTRZ5CbYKpQZMlHqCp8nkQPqtNAn9GCSPePxWKYmprCU089hVgsBl3XK444QMSE21BVHSsrK3jPe27Dxz/+ccj49t8k4H0umqb3HMuy8A//8A+4++670dLSgqaWZsA0YJg2InVxxINh5IsF5JZXUSgbKBQyyBhF3Pbb78YNb74JsAXoKjZgKpUhQfdg3wGVv5+/x9/0M3o/+8QnPoEPf/jDqK+vR319fSUFmLLC1lMGXu/2uQAvF+95Xq7Qq2m5Fq+KWJYlkiTOArzsruCF0F3FeeAG3mrPQDSEaZoIh8OVjSh9ePvb345UKiVBd6PSjt778MWF/09acbU+IlCs1h/8vfJzN1okvTRZtffhDeHyjgH67Ewcrve+3gVso+dxaeoKKmBWSQiBDcUS4AY4yQ50nqa4x6e4vrautoKow+COSdcUUZOBFitOHSiKgkgkgqWlJTz22GOIxWKu3bNp4bMsA6lUBlu2bMH3v/9dNDY2ApWC7S874PWCSDXtdiMNaTPXvOuuu/ClL30JPT09iEQiKOSKCMUCiEXimJ2ew9TCDNRsGcsTc8gVM1gqF9Dc3oxSroALLrgA7/qd38YrX3EldE2HDVukICqAAkX8ryhigzxLaL4vpMpbrT/+4i/+An/1V3+F1tZW6QQSK7zjqa8mm+lXOs47wfh31a5ZDfy8E5I/E+0evDlxKqEpavXn8z4XfwYKlQuFQjh9+jSi0Sje9rZbsLq6imQyiWAwDEVxnEw8TbRa0gn/zOvU4mFj5IDzltvk3CTXXDklwfuwWj9uZNHQvavxtlyb5tf3Vk7jdAl/pwCkJsrvxXfCoONlWrqqgCqTGYYBaCpUW4Qz2oqzHY98Vtt0XVN8r69LJdb9vgof7PQLAS8tKIqiyPZGIhFkMhk88sgjCAaDMiHGiz+WXYJRtrB9+3Z0dnaipaUFl1/+Crz+9a9/eQHvc9Foz3SubdsoFouYm5vD1NQUnn76aRw6dAiFQgHZbBaapiEajaJYyOH4iVOYnJ5CW3MTGnp6cekVr8FDD/0Uy/NjWJ2ex1o6JU2Tiy66CL/9O+/GzTffjIA/IO/H726jovm+AMBbzWyzbRvvf//78ZnPfAbt7e3rIjeEp19ZZ4p7ZTPvo5oGs5HWVW3yn2mIioXMRLWt4L33F8+tuDRe+fcGgMS/I22XqoyFw2G87W1vQzK5jGQyWaEXFKmVeQGNrlXNWclruPKFijvWSLjThnOh3PTn79lrIfCkAu5wovO94MnBshpfzLll/p33HXq/49o41yi5A9BlWelCi5TthA3VFkqCUqlYRuf5NA22ba6LsFAUTRa2URQFKhRYKvNjVM7XFEXUfWBjyrIshMNhFAoF/PKXv4SiKKirq5PWDW+rYZQQCPoQCPhRV1cP27axsLCAwYEh3H333S8v59pGk/xsgGwYBmZmZnD06FFks1mEQiHMzs5iZWUFTz31FE6cOIFkMgmfz4dIJAJA5FrX1dXh1MhxnDw5jGLBxGWXHEDMH4B/5zaol+xFa2MIW376Y6xG6jC9lsTS6hqiwQiOHTmO37vtPbjzi1/AHR//BC6+5BIBsFL7RaUYh41fN8tbTXsDgLe//e34xje+ga6uLnmc10wVAPCrt+9s4LwRsD7/OoEKRZG+NnmPTS3mlbAyv9+PqakphEIhvO1tb8Py8jKWlxcRi0UAuGsOcGCrBqDeBYZriIDQeH0+HwzDqMrNVtOSASd0y3ssgHXVuqqNDS8Ae/uJn+Plcvn4OZuVSWa8d3Hy7p4s22m5Ix58ug7TFIajxq7B/+acuFigTIg6OpX3Yor3qqjOgqd7HHv0jkKhECzLwtNPPw1VVRGNRmWEBUWTUHYeVSHz+/0oFApoamrE6OgozjvvPKiq+vIAXq/mwTuUPufHLi4u4vTp0xgbG8PIyAhGRkYwNTWF+fl5mKaJcrmMxcVFNDY2IpfLoaOjA1u2bIFlWSiVSmhtbZXFTY4dOoFgOARDL6A+Vo+OxjaEBrfj7u9+E/HZJN72lpswNzEJ7f6fYnrqYURVH8L1UdQ1xDH65FFc+8ar8Wf/31/hv/3e7RXwtQEbMFVFbqT36xSvCWkYBq6++mo88MAD6OrqkoNfgBL3SlvSuXYu99lMO9wa6HpumGQjK4UfJzheuoYqQVVRuAZvg1MRzn3Xe/e9bbFsA7btgODk5CTC4TBuuukmrKwsIZ3OIBwOSy+2GJuaPIdTC3wye0OUKMnA2y/0GQGw26nktJN+eJEcDuxeuobHoHrnk1eL5gDtBepqca+U6UVC1/HGDAPunZJ527ylKkmz1hVfpS4u335nfVyybQuaTxRIr2jmigoo7pAwqzInFSjS2cbbRgkYuq5D0zQ8/vjjyOVyaGxsXFd0iBaRQCCAcrmMfD4P0zTR1tqBdDqDleVVXHLJZQBeBsBbjX/iLz+dTmN0dBQjIyMYHh7G6OgoJiYmMD8/j3w+L82DcDiMxsZG2LZI27MsSwKPoijYuXMnisUiDh06hGAwiHQ6jWeeeQaxWB0CAR8yqTRmZubwumvejJW+Dtzc2oDoqXEs+H3YfvklePQ796BQLMKyDJhFCxm/gkJXDMFiCH/ygQ9ibTmJv/r//aXgelXhdHshNF4SVVWxvLyMK664AseOHZN7o9HgsSxUQqrcxbSfq8a7WU2Sa4PVzve+c942ZwLbkKd7dipmPcC+d99/owVDURT5fnRdx+TkJCKRCG6++UbJ6YbDUWHSWmInBEXhabruTCheMYvGMzfxuQbrBUTLsmQZTstydqHgUQccULzXpT4jIOPhbd5+oPO8x5BwUOVhhvSdt2A7f2/c7OecbDVqgoMad2xpFcrItmyoFQvGLFey9BRFFLyRs0uBXaGTLFskulA7XQuKTaGH62OC/X4/AoEADh8+jGQyicbGRpmJxzl3wpZMJoOlpSXU18eRaGhCuVzGzMwMtm7dit27d4u+rTriXkLCV9p8Po/JyUmcPn0aIyMjGB0dxfj4OGZmZrC6ugrLshAIBBCNRuUPvVhu+gSDQTQ1NcHn82Hfvn146KGHkMlk0N3djaWlJQwPD2Npaamye6gok1efaMDjTz+Fvp8/jOsu/n1Y0Sga9Hos2AU8cff3cPSxJxAPx2AqKtbyeRRKJgoBoBEhDNW34Y6P/ne0tLXj/bf9nngeG3ihPGuKomB0dBSXXXYZZmdn0dvbi3K5LL8n0LWJC4Eitz5X1erAVA2wzqb10jHehZSf+9xph4rTDMTbcs3MWgcq8p5VtodxLzwiZGxqagrhcBhvfetbkEwmsba2hlAoVHG4sHRZxYRtKRWN0inswrXPajwn7wsOSPx7b31a+oxrjXRt73W8oK7rOgzDcGmU1eKzOUh63wfXMOnafr/fVRi/VCpJvtgb6UB9wxde767H3r6h851nc2vo3ue0LHckhFfz944/OoaHjkUiERw7dgwTExNobW2tmplH2JPP5zExMYVg0I94PI5QKISFhSWk02lccMEF2LJli+h/r2bxQgpfKXmnAE6mx8TEBEZGRnDq1CmMj49LbrZUKsHn8yEcDiMYDKK1tdVlkmw00RRFQS6XQzQaRS6XQ7lcRFNTCx588GF0dLShbBpIp1YxPTuF+lgzLLMISwM0aGhoTOBbX/sX/OynP8Gu88/DtrY2KGUTd//ge0iZZXTWNyObTKKxvRWXbB3C6/q2IdDVCiVTxDd/9J/4wO1/iAsOXIiDe/ZCtyxAe/4TB/nko+c9cuQILrzwAuTzRfT29rqypmQNWoV5+Csao4hzrR5qxKXaQN6oXdVoI/55tbAj7zX4+eIZK/GvWG8RWZYF2CIYHhVeXbbTFsS799n4/8TpxmIx3HzzzVheXsTKygqCwSDdAQL0FVi2E2PKHUR8Fwlencsb4+sFT69Z7o2AoL7ycqL8GegejmUjgI64SQcIne9oKyKuMfNFwPseOaByEPVqthwYSZvmtEk1K8ebWAFgHTDTOdWcfGJ8O2DM7+UdT8JCUWDbzoaedXV1GB8fx/DwMJqamuS53mppwWAQpVIJExMTUFWgoaEOra2tWFyah2mVUDaK2L9/v7yXXg10NwLhcwHnzRzLJ9X09DQmJiYwOjoqt8qYmZnBwsICCoUCfD4fgsEgfD4fGhoa1pkyPJuFOsRL8NOLMk0TwWAQa2trGBubwK5dO5DLpbC0uIjd5+3B6tKKMGksEyWtjHzBRlA1EYr40dHcjJmpSUxNjeOHigIdOlrr42joaMZqJguf34+9/YO47TVvQp2q4AfTJ9AfacCf3vZ7WFFM/M877sA3/883YGoqtOc5qoH3OU2WRx55BFdccQVs23Zpus57FwHo4jwFIuuMLkjOqOoB/RsBKclGYL0ZrXgzz7rRvTazQMh2qzZs2ymAbtsUvSDMRs7prq0lKyFjQcn9EfdKAGyZQsP2msg0WakN3igSaUZTqBSwTpOlv7kTjt+Ha5PeMC9OSVTrF8sSAEcZdFz75v3Jr0egSf3g7V9agLxhbVRXotq7oR8O2nzhouevNq/puXm7vY4/+pyH6jnp13S+qNNcX1+PxcVFPPPMM3LbHnJy8jYQH33q1CkoioLm5mb09vYimUyikC+Jc/WApBmACtXgfRm8070v1vuw3mP5auXVaKljFhcXMT4+jtHRUYyNjWFsbAxTU1NYWFhAOp2GpmkIBoMIBoOIxWIy/5mvrrygBd2fr7h0XLWFhbgyTdOQyqSRzWZx4YUXY8uWLTg9PIrvTX0bqt+HhUwSMc2PmK5jLbuGbFpBtKkRbd09KNkmskEd4TKgFovIFQqwoGBtZQ1m2UJ7Vyfue/Be3J+fwfHREURK+/CBW96Jd//1X+CnP/kJrrjqCuB52O2A9z1/Vtu28cADD+A1r3kNfD4ftmzZgkKhAMDZHJC6xLYrBW5giaQCeqfWeiA7m+brPb6alvRcn+9s9zsbYJ8RkCsec01XYJqirurk5CSi0TBuvPFGLC8vyu16aEJzC0t41535YlluzcyrFXrfmTculpyePMyK2urVJDnPCLi3TqffPHpAiFWhkayKOe5cl4CUgzc5mEjof2oDXZ+0WXIW0jzlTq8zvS9OjfCwtmpjgLdtIwvKex/62+G6xS7QpPGL96QiEAghmUziySefRDQaRSQSkbtoe/vJtm2cPHkSgADhrq4uZLNZrK6uysiHjo4ObN++U7ajKsdbDTw5CBcKBfj9fteL4Co7XYODbjqdxve+9z389Kc/xcTEBJaWlqTXLxKJIBQKIRQKIRqNrltN+LW4J5EGG7XD7/e7VjwSbvbRRCkWi4jH40imU8hkcojF62FZFjKZDPLlEmx/AK1bOvHa7guwc1c/6gc78NTDz+LOb30Vuq4jpAcRTZVFULetImxaMAM6kqU8Foo5KOEQLhrYgadHC4jaJUQS9UgFNSwvruAnDz6EK696ZbWuf05SbWB997vfxQ033AC/34/Ozk4UCoVKP7qdCwBELV15Ca7hbN664ff2LsbV2us19bzX8v5/JtDm999o0m2oXIDy92lMGTJONxaL4KabbsLq6ipWV1dlOBHXKt3Pq1SsBRWa5k4M4OY6D+in87n5XSqJ+g5eJ4+Xw+SA59U2+bz1gpGmKSiXeclIC4riRCfwkDYS3ma6P3G5NBfJ88/pDY4jXAMlDdyr0HnHDs33ato/n8/c+cYXM87VOucTdWMwrdyAbSuwLAPhcBilUgGPP/44LMtCNBqVbaV7UVSI3+/HqVOnZG3koaEhKIqCVCpTWaTF35ddtgd9fX2yLVWBl3eEqqpYXV3Fgw8+iKeeegrj4+PQNA0tLS0YHBzEvn370Nvbi3g8LjvCMAxMT0/j9OnTmJiYwPj4OE6cOIF77rkHvb29aGtrkzGz3o7XNE1GHfBBR+L3+9dpAJxCoGtwbZtn/dBx0uzLF5FcXsLAtn5EIiH4AjqMchkD9Vtwx/v/Es0tPTi5OI5EOITbb7kNK4UV/N9H7kfAUGEHdEARIUc6VJhGGa3NLXjm2Wfxua/9C95/69vx3u29iK4U0FoXw1/878/DMCwcOnRIeMAr5umvKl4A++pXv4rf/u3flsVuaILQsbCpcLlTCMZbvNy2bVChmGoTg//tBcUzaRwbfX4uz7fRfTaSjUDXdR2rsoNASNALsVgEb3nLW7CysoLV1VU5Jr28rK7rLkclaagc8AmQvLsXcFoBcMYvaVFewKL70/U48NGxXk2Xm/aColBgVDZ2tGHCsg0oinurIcBrgrsTCfj8of+5SU/toPlGGV+83/j85s/Atw6i2gfeKmFeoXt7N+WkttA9aJHhCxSdJ9pqyxobTz75JCzLQiKRcPHy/PmCwSCOHz+OfD4PVVWxZcsWRCIRzM/PIxQKycU8m81iz549rnatA17+cldWVvDEE0/gW9/6Fu666y4kEgls3boViUQCc3NzmJycxMMPP4yWlhYkEokK0qewvLyMEydOYH5+XpZRbG5uxtDQEAqFAtrb2zE7O+vK1vEOFq7V8nhI6kh6IdShXocDdRLXEPhEo8EVjkaxnFyBUSoj6A+hubkVtqogVB9C1/YOjI5M4X/f++/wZbP40+t+D7/ztndgcmEMzz57GA2BFlCtV1OxoNkaNF1BWNfxj/9yJ773i/tww2uvRm+4AT976nH8689+hGCiDkcPH8HpEyfRP7Rt3SA6V/ECz9///d/jQx/6EOLxOBKJxLqt18WgZzyX4tZi6AeQj7YpsKXPvPc6Gyh7Pz+btlzt2Xm7q9Ec3vtwbU5RnbC5UDiAiYkJJBIJ3HDDDVhaWsDq6qorjItCsahfN9o1gfqXjisWi65yiED1+FZu0nsLePP0Yw7Y3sWAgISAvVQqMeBglGDF+jENx9Sme/A5522vtzg4f090b77wcNDl1gKvyEbH8fdIx3o5Xg74fEHjeEL34jwzbwPdi9MawWAQuq7j0cceQTqdRmtru0sr50WANE3DxMREhb4D2tra0NLSgrm5Obn9D42VQCCAvXv3usZhVY1X13UcPXoU//RP/4TJyUkkEglce+21aGhoQH19vWwgrRb5fB6zs7NYWlrCxMQE1tbWUCqV0NzcjJ6eHmiahlwuh4suugg/+tGPEIvFEIvFcOTIEQQCAZcGS6s911aB9eDg5Zz4d9yTzDUBHj5DcXjR+jgmx6cwPzuHnTt3o2fLFvhVHcViHqeT0wgEfNjf14dwRIMvEcHWbQNIBCMim8i2oECFpQM+S4GvbMLWAcXnQ7yrFSdOjuBvj38aiiZALNDZhDatDmvpVfzk5w+ib2ibCN7epOZXTThQ/dmf/Rn+9m//Fk1NTdI88l5b9K3mOk9RbaiyKI6Xl8W6889m9nsXU95Wrm1Ue+4zncO/58fxxeJMUl3TBRRFhT+oS9C9+eabMT8/j6WlFUQiITlW/H6/zEzi45KEgxRRBpzf5FEIXFMmJYImeLlclg4bp+KVtU4J8b4Hvm0T3YfPAXEdJ9XYtMryb/7b+zfX0C3LQrFYhN/vB1C9IhqnSOhZvZlyNB852NI5/B1zLbNae/hY4E4vDqxu0F0PzLYtSnsGAgE89dRTSCaTaG5qRbFYXFc7goojLS4Kzl9VVbS3t6Ovrw+zs7MupZFo2e7ubuzYscP1XLr3YVRVxaOPPoo77rgDzc3N2L17N1RVRUtLCyzLwtLSEh599FGkUikZkuVdERsaGrCysoJyuYxyuYz29nYsLS1hfn4eO3bsQLFYRHt7O/L5vMtZwSkCDqTUeXwlpYHPTTCuGfA28d9eM0dwOyZmZ2eRy6TR0tGGV171Ctz7o/tx7w9+io+/509w0cB5mE4toLGhG0888TM88vgTiPqiUC0TedtAZnkN0VAQTYk4UivLSC0uI9HWhn39g8jlCkgHNWg+FdGsieTaGpo72/Gzhx7Ga199Nbq7Ozel3Z1N3ve+9+Fzn/scOjo6ZJ1WmrB88VEURYRVEbiqwoPrTOL1Gi/122YohWrHUF/T+6LJtRGAn40+qKZRc8Df6BrVwNqyrAqnO46GhgbceOONmJ+fx/LyMkKh0DrzG6i+KwlZYXQcv5dXY+PHe8GSAwY/zwFOB4CIV+SaaLVUYGqDMJnd7VAVXYbYcbMecNdsoP85+NM1efQGbw/XwDmHTf3PaRTqE6/lynHJW8CcgzMtTLxdgLsKmlfTpWcjMD158iQWFxfR1NQkNXJqA50bDAYxNzeH2dlZ+Hw+hEIh9PT0YHl5GaZpysL31K5kMonzzz8fW7dulf2qKBXg5cA2Pj6OD3/4w+jv75dcrG2LDdyGh4fx1FNPYc+ePQgEArj//vuhKILDUlUVgUAAgUAA4XAYdXV18gWdOHFCNuTgwYOSnmhpaZEvwsvN8JRHbq7QS/VudeJ1CPAO4wPVG/NoGTYSiQQmp6cwNTONhsYErrn2Otz7o/vxv//1S5ieOo0LD16MYrGIyZlpfP/734VhGGhubUE6nUU47MeFF74C0YYYou1hBAJ+rEys4oEf3of5BjExkC/BzAMZTYMSEPs4HT9+Evfddy9uu+02PBdxJr+FN73penz/+/+J3t4+NkiIn9Nd/wOQxV5EH1GHscIxBLmWum6i8r7jf1fTcPm74O+EjueTwntNr4PGewy/7kb/KwolgrCJjsqEBWAaleSI6dOob4jhxhuvw+LiPJaWFiqcrptb5OFjBCSUKgyAcYXCgSX6hACC3tv6zR85wNGYBoT15050cThmmlucP6VzaNEly45TCPQ84p4+9s64hinqF3gz18h0pjHmBTI+h6vRQN53zec1p2f4WPJautSOaosv4QD/nL7jC4isvAcVpmkhFqvD+PgETp8eQ2Njo8hWVNxjlRboVCqF2dlZ2ddDQ0NIp9PI5XISdDkm5fN57Nq1C25hKcPU4I985CNYXl7Geeedh2w2i7W1NTzyyCMYHR1FsVjEzp078clPfhKpVAp/93d/h4ceegi2baO+vh6qqqJYLGJtbU1m9jQ2NkLTNExNTSEYDKJcLqNYLKJQKGBwcBBPPvkkIpGIi+/y5pmT0MDgJhsJvRhvfCCdw4tZeLXfaDSK6elpnDhxAr29vThw4ACuu+46fPe738V9P/kx7vvJj6EootqRz+dDc0tzJR3ZwPbte/H7738PVF8Y3/m/9+Oaa26AZuSRya3hF7/4GaLRuHyB2WwWHR0d0DQNy8vLuPvuu3H55Zdj27Zt69p8Jg2YP9PrX/96/PjHP0Vvb6+4j63Ctig+V/zPVVfSeAFAVUTcrmW6r837czO0Aj9vs8fwhZE/K7+/9xrV7nE2TVz8ZotD5RjLshAIhDA9PY14XT1uuukGLC0uyYxFAVY+qZWRcKAT13A73bg1xc19AigCTB6r62074IALpyHof0470LF0Lnd08bRWxzJ0RwWpGuSi65jpjiZOGiu11QueXn7V+87pWG51eb/nlAQfE3yR4Qsc7x+vBUPneWkHrkWTmKaJeDyO+fl5nDx5EolEYp0CpyiC+onFYkin0zh9+jR0XYfP58O2bdtgGAYymUzFmeaeM36/H6VSCTt37mRjsbLg8Id/5pln8POf/xyJRAJLS0s4ffo0vve972FqagotLS0Ih8PYsmULvve97+Guu+7CwYMH8Wd/9me48sorUSgU5Iofi8VgmibW1tZw8uRJLC8vo6enB+VyGceOHUNLSwtSqZSod1souMCV81M0eAzDkCs/dQyPcaROpB8aVHQehVLRiy2Xy8hkMigUCohGo9i6dSsaGhpQKBSQTqeRTCbxO7/zO2htbYWiqWhoTCAaj6C9swONjY0olUpyQna2d2E1n0TWLOEtb3kPotFu3PvgT/G6N70Ol1x0KZaWllxmdnNzM3K5HEqlEo4fP46vf/3rG5rn1YQGWyqVwqWXXoof//jHGBwchGnYMMqWyyFj27bwWquVpABFaHz0U21vMX6fs5n8fDBt9vNqz+KdPN5rnK0/NiO2bVe29XESaGZmxR5Z119/PebnFrGwsIBgMCgjPLwaOv2Q48qrgXJwpfsA62vX8sQf7rjhNQ7oHXo1/2qgRlqtaZquLWe4Kc8TZyhcDYA8lz8ftyQJuDjocVDnGi+3Jvm7LJVKUgvn3/PsL69CxPuaUzukrdNn/P7ULv4/xxLeH5ZlIR6PY21tDUeOHEE4HHbhkLSILScVeHR0VLZpYGAAuq5X6nWEXT4lVVXh8/kwMTGBgwcP4pprrlmndKj8Rs8++yxyuRwikQiy2SweeeQR2LYtwSYWiyEUCqGhoQEHDhzA0NAQ9u7di+uuuw5dXV3I5XIu/icQCMDv92NtbU16d6enpxGJRDA7O4tSqYSOjg5XJ1Fn0upUjeslQCWPLQ1aAn4aWJZlyQ0qKcW4o6MD559/Pi655BJccMEFGBwcBAC0trZicHAQKysrWFpaQmdnJz772c+iraUVqytJ+HUfivmCBPxAIIBsNot8PouIP4bHfvEYAj4bmdQCrrzsSvS0bUUoFJLPsra2hh07dsA0TaysrEhK5u6778Zjjz3mmqgbAQcfELfccgsef/xxDAz0wTBK8Pk1+PyaBFdNd4MZH6RcWxGZVpWJrKxPlDkT6J3pO2/bq9IA7L16Ac7795n6xNuWdWCsiF0qADEmgsEgpqenkUgkcMtbb8bKygqWl5cRDoddGWTVuFzuU+DgSADGuUa/3w+/3+8ydzmtR9qrNxKCKAIOtl7g87aLa3ekGFC/cA2OP4P3fMtyb/kDuDPq+Hzk44S/PwJFOtY0Tfj9fqk58gWA38tr3XI+nVMl3sWaUx5e8VIavN8aGhqQz+fxzDPPwO/3IxwOr7u+bQunm67rGB4ellp5f38/otEoFhcXXZsHcG17aWkJsVgMn/rUp8Rizsa71HjpJqdOnZI8xfHjx2GaNiKRCMrlMnw+n0yfa2lpASCSIpaXl2UEQzAYdG06l8/nZcOpFm4gEMDSkigaYZomBgYGkE6n5UpbKBRk1SxavbzhNtSRNMD5yrq6uopMJgPTNNHU1IRdu3bh0ksvxc6dO1FfX49cLofx8XGcPHkShw8fxtGjRzE3N4euri6cPHkSTz75JB577DF885vfxOLiIm6//Xa0trZiZWVF7rhLkyISieCH99+D4SMj+L133QbLWsZTTz2AvvYuBBDET3/2U/h8PqyuruKiiy6SW8U0Nzejrq4OkUgE6XQad955p2uwe8Vrap8+fVpSNLSxYrFYlDyUz+cTA4wtVtz0rkplKOsrhMnY3l9RvNqjvL7nfpx+2LCdZ7hHNVHgjm4JBoOYnZ1FfX09rr32WszOzso0YJqYprF+rzRutVAb6b5eEKLzCJC9z09jm56PwIkAkYdkEaXAqTjeHgIDn08UAudhZLxPiT6he9ExmupjQGa5/CD0vBxQ6N4OveFo+vw3v3e5XHbRI2TFkjbKNXZ69xTtRM/k5Xm979y7uPF4YK8yFwqFkM/n8fjjjwMAYrGY5Oz59emco0ePSoWrp6cHDQ0NmJ2dlWOGJ3Douo5UKgVFUfCv//qv2Llz57pFDmDhZOl0Gk8//TTa2towPz+PxcXlyj5CNgQZLaqtnzhxAsPDw9i/fz8mJydRLpfR2NiIwcFBHDlyBEtLS3KF7OrqkoClaRqOHTuGSy+9FKZpIhaLVWrhdsksMt7JJAT6lmW5YiFJ46XYupaWFjQ0NEhnIPHIc3NzkvymmDufz4fm5mYMDg7CMAxMTExUKJZ6hMNhHDo0C8uy8JOf/AQDA3248cYb8PDDD2NsbAxra2tyMamri2F5eRl/dcfHMTUzg937hrCttx333HM3PvWpz2AtmcLg4CD6+/thWZYstEFVizRNFEr+4Q9/iO9///u49tpr5SA6k9Z58uRJLC0toaWlDcViXtT+zJWliSOdnaEgNL+T8WMZJmBXwAQiXZSuzSdLNYdXNdkMKHOQ2AyN4L3mme6xGVC2bAOqokqP8/z8POrr63HDDTdgcXEeKytLCAQCEngcgNFcE5dTWN5nq6Z1cU2VzH/hmHN78gFIkKDjiT6gceD1xANu3pO0SW/8LA/5dLRWR0v0+QJQFLsCKgoUxYamubVYHnkhrkuLI99JQzgRSbiDC3DvMMH5aO9izC0AblXw40n4O+EcLv9enEPb//jlvCiXy3j66adRLpdRV1cnQdebeuz3+3H69GmppTc1NaGjo0PmILitchs+n4ZSqYDl5UV8/ev/josuumjDcSmB9xe/+AUOHz6M/v5+uY25NyU3HhdFI771rW/hsssuQ0dHByYnJ5HJZHDs2DHYto1t27bhwIED6Orqwvnnn4+nn34a3/jGN1AqlTA7O4ujR4/jyiuvhK7rGB+fRCLRhC1btiKTSa2b9DzEjIBWVVXE43F0dXUhFArJFTWdTmNhYUFeo1AoIJfLwTAMRCIRdHV1oaWlBcFgUE6CEydO4MSJEygWixgaGkRDQwOmp6dlQYxSqYSVlRX4fD684srL0dPTg9Onx5BKpaBpGlZXV+HT/CjYJXzui5+Gpogq9ZlcFg2NCVz7xjdB86mYnZ3F+Pg4urq60NjYKPkk0lTm5ubwla98BW984xtdGtY6DbTy+eHDR2HbBJg6VEWFKKtgoZgvoqAUYcGGmskgEAhA13VRU9TnRzDo9JlZLsKEBU1ToXKARIWysN2OKS7PhybsvQ5/5nO9frX+sm0bUITZGgqFMDc3J2PS5+dnK8kRjpYjvPwG6JlpMtK1eSlFYL0ZT3+LSc8BzifB0bLWO6noOgS4HLg4LeCdj14umXPKXjPb6VMVliXKJfp8IoJBHF+JhtEqz2UK6sEbTqeqpPULbdeJmnA7t/n9SRvnfUTipRUpkoMULtJevVQLncsxg8Lr6H0JMKY+NKDrojbDs88eRjabRX19vWsx4/xxOBzGxMQEMpkMFEVBfX09BgcHsbCwAMMwXEkS4hri98TEBP72b/8W11xzjesZvSKB95e//KXsNOJDNU1DqWggm12TvJHPF8CJEyfwvve9Dx/5yEdw0UUX4ZOf/CR+9rOfYf/+/fjgBz8otVfLsrB//36cPHkSW7ZsQU9PD/7xHz+FmZkZbN++HWtra1BVFYODg7j//h9VCpWbKJdN5HI56LqOYDCItrY2WVuXONtsNisdZMThKoqCpqYmtLa2Ih6PIxgMYmVlZZ33NxKJyJq7iUQCfr8fiUQCMzMzaEjUie068iXJ0VLhnsbGRpTLJiYnp5HLZbB3714RUmQa0FUNKytLKJUMNDY2I1YXxdLyPE6eHAYADAwMoLW1VW4DTYPUNE10dXXhF7/4Bb72ta/hXe9617qXxEVRFBw+fNjFWdkWpUJWtBAFQMV0y2QycgUP+gMIhUIIBAII+gOoq6uDoqmwLBO5fEZSKT49ACiViVzFlObaqpdnPZuG6tV0q12L0wxnu+bZhJwjMzMzSCQSuOaNb8Li4kJlN2AfVA0wyrb05NPE9Ra6psWKZCNPuWPqOjwn1/xowTRNU6an8r7ggEXn8HtyTZdrfPwY+pwy1uhYboaL5xRZjDJCQHWXiaRr0Xm6rspqbkI7dRYk23Z4bW6JcgWOLxRUt5dr81zT5zHLPKytmmXBeWdOV/E+oWseP34cyWQSdXV18nwO1ERFUCw3IPBi9+7dWF1dRbFYlCVBufbu8/lw4uQx/PF/+xDe//73n3Vc6gDkzgvNzc1ysgYCocpAU9BQ34hwJAi/34+GhgaMjYlC5Lfffjve/e5349FHH0VbWxtuvfVW9PT04Pjx4yiXy/D7/YjFYmhvb8f4+Dg++tG/wEMP/QyPPvootm/fjva2TiwtLeGSSy7B8eNHJaVQV1cna4Lmcjmsra1heXlZ8pjEX0WjUdTX1+O8886THT4zM4NUKoX5+Xkkk0m85jWvQS6Xk9XOEokEpqamMDs7i5aWloon249sLo14PI76ugaUSiWEQo7nmbzF8Xgcc3ML0DQFExMTmJqakuFhtN2HoigYHhaB2Kqqore3F62trejo6EBDQ4Pk8mgBURQF8Xgcra2t+MpXviIzBEm8E7NUMnDs2DFZEEgMSBuqrsAoVYLfLRtQFWi2D5ZSggIFOhSUjBKKqwU5CbzFiRoaGmCaJkqlEgqFQsXxVnF6atQWyNI5tgXptFIUkQUm/wbVJVBdE4ILTXbbFiH8igrXNTYrIlbXgmXbIiGA+E+rjHAoivmFWTQ2NuKaa67BwsICVtdWEAoJesGySwBsaSpTOJbr+p5FhxIVvNEA4nxRhEVRRLs0lRZFvt0Qr7UgQN+rzQKVAvVwF4jivg5qE71Pcip7KQf6jIMWmcci2aYgwsog4oxt24aqiJoOpCQ4Wm9Rvl/DKMPnC7iAiwqf01zmHDhdgywHL0hyLpz3q5d39UY10Wdu/rniTLVNqNARiUQwOjqK2dl5BroanII5lvTbpFIpzMzMyLbu27cPmUxGVhvjz6WqIqnixIljePMNN+Gv/sdfy2c50xjWAWBkZARjY2OIRCLQNK1iogu1//Wvf70IV6qs0H6/jkwmg8nJSTzwwAP4/Oc/D03T8PrXvx6XXnopAoEAmpqaUCgUZHpxJBLB9PQ0/t//909w7733orOzE7quo3drD4aHh/G1r/0LpqenkU6nK0CZwcLCAkqlEorFIrLZLHRdRywWQ2trqwSwmZkZ+P1+/PKXv0RbWxsWFhbg9/tFHcxCARdeeCEGBgYkCJKGMTk5iebmZti2jbm5OTQ0iIpCeqXaEL0IGgREaZAZmEgkcMEFF+DRRx/FxMSEu0N1HeFwGK2trUgkEujq6kJXVxeam5tl/5ZKJaytraFYLMpJ3NHRgccffxxf+9rX8P73v3/dxKEXSRx7LBYTk8kksFCg+XRYhgnTNsVmUqoFHRWzVlGgKRpsxuGlUimkUimYVhmBQADxeFwmwUQiEcTjIna5VCohny9KDUUWGFIMwCKHiwlUyiKKhAV3VSh6Fj4gLcuCqlQPuOfvwHue9zPbdrQbqTVDZCPNzzuOtMXFRayuid2AafHWfQpofnBA45obN3O5VsZNeNIsuVNLVTSYhrMdudCgnWyoCpS43rPQFCl0SnxPvDONHV6Fj/cHxRRTe4i7JC3X66xyaYa2KsHXKFuwFEtqygJghFarQBMFhdizEIhXo8b4++RUCg+/omtwjpv+praT8GfwOtC8NJ2iKCgbZcTrw5idmcPp06dRX18P4rtpUSPrIBwOI51OY3h4WL7z3bt3wzRNLC4uSiccPQ+B7vj4OC6++FJ84QtfqLyPs6ew6wBknYX29naEQiFEIhEsLydhGAYmJydx0UUXYXx8HIZRQi6nIJPJoL29HW9/+9vx7//+71haWsIPf/gjPProo3jlK1+JXbvOQz6fxfHjxzE8PIzTp08jGAzi6aeflh1GL3zbtm04fPhZZDIp+P0BzM3NQFXF3vUdHR0SrIjHpfNN08SpU6ckIE9OTqKrqwumaaK9vR3Ly8vYvXu31LxpEJ48eRLZbBbt7e2YmprCyMgIenq60N7RiuWlJNrb210eVsuyZC1O0zSRzWZRLBZx/vnnY3JyUhLtVDFK0zTE43FZDLmvrw/t7e2Ix+OSv1pdXUUul5PmFp3f0dGBr371q7jpppvQ3t6+bhADwLFjR7C2tiarjgGekoBy40dbmpHye0Uow4oNKIrIShMamB9G2cLy8rIctGStBEMR+P1+xOuCkvPM5QpCI7YUKIoBn+4TvLDF9k9TLCgKBCgq1CIATv4G06L5QF0P1NWoBk5LKCrTdGzRhkAwgOnpSbS2tuONb7wa8/NzyGRy0hNNz2Iaogg6AQyZuOSJJ7CgyU6A5uWmxVbiFnTdiR4g89f528km85rFTkacUdGaFTmBOa3g5Z01TdQPNgxDWomcBuHaJLWLFk56Pk3ziwW2WJagrGk+F2CK9jhUimE4wC8+c6fzcu6WAz/9z8clX8D4PatFlvDQMl5QnS8m4joqyuUS6usTWFpcwrFjxxCLxSoLpFPohq5HyV0jIyNSSdu6davElmg0yp7V2Yttfn4e7e3tuPPOOxEKRSrtPXsMum7bNmZnZ6EoAlApdOqaa96IiYkpPPDAfbj66tchHA5icXER8XgcHR0dOH36NL761a+itbUVBw4cgN8fxEMPPYS77voW7rrrW/Du6urz+dDU1IRcLodcLgNVBerqRKLF3r3no7e3R3K+pGGWSiVJD5imibq6Ommq+3w+fOADH8B//Md/QNM0tLa2YmxsDJ2dnRgfH0d9fT3a2towMzMjX2IqlcLc3Bzq6+vR3NyM8fFxlEolPPXUU2hufh1isRhGR0fR29sLn1+DURYDOp1OC2eUaWJ8fBzt7e3w+XzYuXMnFhcXZXlLGuihUAhNTU0YGBhAf38/6urqXIPE7/fLrUIoow4AOjo68NOf/hRf+tKX8JGPfMT10ohrO3r0KCzLcAZZhWczbQslQ4Th2RV+0VYU14BUVRWKpkGxHfMeUGikVLYGFFIollEsJWGaSxVaQhSDDvhDCIYCCIcjlWublaiRDChcS1E1EJcJ212A26uR8P+JU3Zrs+vpCS9YU3SGuIaFQNCHmZkZtLe34w1veAPm5+dlJqUAHwMA3xF4vfbKNSnu7eagx98PgWK5zCuBUXqq21HsfT6ypkhrlFSJ6dSAFZSPAHbDMAHY0HXSnk2oqsP9cu2RaC3irgk8CIAdzVksDJqmgzbs5NEWlD4tDncsEqFMFGXfcXDin/GiP5xP5Q5Iuif3KZBwTZMDMOd26V3R4haNxrG6msIzzxxCJBJFIBBcFyvPq40dPnxYLsqtra1ob2/H6Oio5Kr52AsEAkgmkwCAO++8Ez09PVWpp41EVxQFc3NzMgqgp6cHQ0NDuOOOO/DII4/gtttuw09+8hNcd911sG0ba2trOH78OL7zne8gl8th69atCARCaGlpwR/8wR/g2LFj+PnPf45UKoV4PIpAICDNaUp2IGDKZrN49tlncfr0MILBIJqbm1Eul6WjzO8PykpAl156Kdra2mS4mmWJouU33HADfvazn2FychJ79+7FyZMncckll2BtbQ2Li4ty0KmqKsnxrq4u1NXVoaOjQ8Yef+Mb38BNN92EcDiM6elpBII+qIoutetQKITDhw9jfHwcLS0tSKfTaG9vx5ve9CZMTU1hZWVFhprFYjFZd5giGGiAkMMwGAwin89LQCazZXBwEHfeeSfe9a53YcuWLaAtZWiVf/LJJyUdImrq2rBsS3qCpYZY4XkNgzt3HDrAsi3YsKGB570LRxtNHgIeAMhmU0inVyuDVSwcdXX1coeQREKYcMViGdlsVhZPCrCogWqARZPI0YCwbtJy8Q5o0uQBykgLY3ZuGm1tLbjmmmtknC4VvKFn4gVmaLLxsDAOkFzLJM2UJwaISV/RIFUHFEQopjtEjKwir5lsGA4/y6MjRM1cEV1CoVCKoogEGcWCZbo3LaA+omeha5Kzi9rBQYr60aspc2eY1wkm+g4olQqujDRX223btRiIsePexYJbBXy8uRcgtwbt1eq9izFZqeVyGc8++6z0Y5Dywq9DwHv48GH5flpbW9Hf34/JyUn5zqmP6P3l83msrq7iK1/5Cg4ePOgaj97xXk10AMjn83IDxFwuh76+Pnzyk5/EG97wBnR1deE///M/8cQTT8iMH3pxBw8erFRc16RJf+DAAei6jp/97Gfw+52K+vRiS6USuru7US6X8eijj2JhYQEtLS3o7OyUGV3BYBC5XE5yVseOHcPRo0dx/fXXSy1TUUR4Ti6Xw86dO9Ha2oq6ujoMDAzAtm10d3cjk8m4NORSqYTl5WXs378fwWAQF1xwAf7zP/8Tr3zlK/DjH/8Y/+f//Dsuu+xShEIhGQJERY6Hh4el9hyNRuHz+ZBMJrF7926cd955OHbsGMbGxpBOp2W7s9mspEr4gCLnQyAgogxoUliW2HL+8OHD+OxnP4u/+Zu/AeB4cqenp3Hy5EnE43Fn1a9oOq5sJRuwFQuABtgm7ErsrmXbUGwNiqpCsW0IosG9nbhGGwPSRKporJqiQyNqwAYKuTyymRRsqNI5F4lEpZOusbEBUCwUckUZfWLbtgzeJ2Cggezwue7g+2pg6x3YVmVChEIhjI+Po6OjA29849WYnp7G2tqa5Gtp4huGIWvscsDgmq/XxOfvkIMUTUbTLIvymqoKG5T44JMAS5OaLypcs+ZxpASWAmhRpVSnDdia3AVajBFIqoE/E40dDqL8Hm7wN1zgKceE5mSN0TjluwfTdel7Lw/ONWwOttwK5OOcUySceqC20oLpLZBOiyXNvyeffBK2bSMajUrQ9dI2mqZheHhY5ggkEgkMDQ3JzNpAICCfne4FAJOTk/j4xz+O66+/3jU2vREXG4kKQGqi0WgUJ0+eRENDA/7lX/4Ff/InfyKdQvPz8xgfH4eqqmhsbER3dzeeeOIJzM7Oorm5GX6/H9lsFtPT0+jq6kJfX5+Mq+UNURQFjY2NSCaTSCQS6O7uRmdnJ+bn58U26vX1iEajqKurkyvN9u3bEQqF8OlPfxoPP/wwwuEwstmsKwOmsbERlmVhYmICR44cwdjYGEKhkNRoibccHhbhXbSDxvnnn4+RkRF87GMfQyQSxsMP/xyPPPIIjh49imPHjuGhhx7Cffc9IPdNCgaDMpIhn89jbm4Ora2t6O3tRUdHB6LRKEqlUqWe65LMKqMfagvVWaXtQ0h78vl82LFjBz772c/ixIkTrpc+PDyMyclxORhogLo4R4tzom5QhW3DtgyRSEHvwwZs0xK8b0XbVDQVUAV9YUMTPwpgK4CiVcLVVBWaHqiYvgaWl5cxPj6GI0cO49ixY5icnEZ6VaSQd3R0oL+/Hz09Pairq5MLJmmO1egE76Sr9kPH0kQmqumaa67B5OSkBF1+TQoJ41EBtIhxsAectFXeh1yzogkvwaNSbIYiOrjpyYt+A+5NJYk64kBEGV0k3qgEntXJOWPOsVIbuCOOPuP9y/uHwNixkpx0aEBEQPGCNZySoHbx76n/udOMAzPdj56ft4/z7PR8fFEg4OSgTCnahw4dkpFIZEFz64rOP336NFZXV6GqKsLhMHbv3o2VlRWpQPFFl7Y7GxkZwfvf/3584AMfcLXXGw1TzWIjUakz6caFQgHLy8t461vfitHRUSwsLKC1tRXd3d3YunUrOjs7pZZmGAZOnTolNQpVVTEwMID29na0trZKLZNWvmRSOK86OzvlyyItOBgMyj3nOX8TCARQLBbR19eH7u5u3HXXXTh+/DgSiYQrP17XdUxNTeHIkSOYnJzEM888gyeffBK5XA6KIryWkUgEk5OTeOyxxyT/+573vAeGYeDf/u3f8OY3vxmBQACZTBaTk5OYmJhCX5/IXDtw4AAmJiZw4MABGVecz+dx/PhxySGS1qXrOtLpNObm5rC4uCjTenmeOtd66YXSud3d3UilUvjMZz5DrwgAcPjwYRSLRWkmmaYpEiVUFZqigvxqfEJZtuBwbfpcUQCVgEuRgMp/hIMLEAXTAeGAUyEcecS/VUKmmFakabrkIBcX53Hy1HEcPnxYUjT5fB6BQABdXV3YuXMnuru7JddN++9VA10axN6BrCii7KPP58Pk5CS6u7vxhje8AZOTk8jnizKKxfHKE6Cs3/XAAVSHn6b3xMcZB2MxThUXIPM20ufcmUzASDG2NGE1TZOheeRstW0RxkegS5/Rok2FzEkIqLh2TvH45DDkWirPaPPWGnYcb07BHodvXr+rBNfeed/xhYTeLzfxuQbupUoIiPl4J0uXL770mzZoOHHiRCVBIiH7kwOobdsIBoNYWlrCysqKVIQOHDiAVCqFlZUVRKNReV/CNlLcrr32WvzN3/yNXEA20mzPqvHyVNyOjg48/PDD8PuDeN1r31hRuQ3B5xQtlEt2ZWCq8PuDGBkZwfT0NIJBPzKZFJ544jF8/etfw+joiNyGne5hWRYuv/xyRKNR6LqOubk52ZHc2xwKB+AP6AgENUAxYBglaQZEIhE88sgjyGQyiERiUCqe1vmFJZwaPo3Bbdtx1atfhQv2H8DK3ByOHT0MvTI5EokEenp68B//8R8YGxtDXV0dUqkU3v3u27C8nMT99/+40g4RjxkKhdDe3omJiSn83/97Ly677Aq8+tWvlgXcR0ZGMD4+jvHxcblDMq3kuVwOy8vLWFhYwMrKitTweH1UAlxauWlg+3w+DA4O4stf/jImJiakVvD000+D9scCLEAxAKUIWwF8gQB0v7+iraqAoldeLws7gsh0UxSReSQGhyrNexLLMqHYdsWTosCJ3KUQL4DAWfrQbBGjKkK7RKiR7gtA0/3I5YuYnpnB4SNH8PQzh3Di5DBmZudhWhYaEy3o3dKPrX2DaGntgO73oWwaKJZLMG0Lqq7DtG1YdkXTVkqwUZRapQIdE+NT2Lp1C97whtdiamoCmUwKPp+TKi1AhXvInToIXNMTgCMK43udQBxs6HmFtifSbOWxliLrHwiAF9leimoyzdbvoi1sW4Fp2jDKqCwQLAMMDj8qNFnxvaJoUOADoFYASoR0maaIDRaZWnrlM1OOK8MoQdXE2PH7ddgoI5/PynFIGjgHFW+oHNESXEEiLZsDPed2AbgieOjZaeHjIXv0nrxgLvpMLHb0vCLlueTaeDKZTFay0txZdASkoVAImUxGhoL6/X5cfPHFyOVyWFpaqiiWJYisPkDXVfj9OsbGTuPAgX344he/KNvkre+wWdEBxztJgykej+Puu+/GO2/9LZSNPH7604fQ1tYms5hgazCtMlpbWzE3N4dPfepToEB7elDaEjkQCMh9q974xjdi+/btMAwDs7OzeOKJJ/D617++wruVKrt7lmBbiuRYAcjoAtu2UVdXh0KhgBMnTuDCCy9GsZiHqmuYGB+FbZTR3taEzs52+Lu3IBAK4vixI2Irj5Y21NXV4cCBAzh9+jQ+/OEP4x//8R9ltMOb3/xm3H///TL1mQbWk08+iebmZtx6663YvXs3lpaW0N3djaeffhrT09OIxWJ44okn5ESSzo/KQra6uopgMCiLflDKMq2yPp8ojB4MBl08VG9vL06dOoU777wT//2//3cYhkicoIgPR0sDKO1T9/vh8+kolw0ABDiaoBAqQAWroqlWIhI46LpMT/ZZNb7Vq93QMdV4UPGsfnluOp3G2toabNuEXw8gFouhrkHUyWhoaEBra2slacWQ20hRf4l9wpxqa+Njk9jatwWve91rMT4+IQszkVZF45ub/Zyv82qo9L13g1Ae0+p480nDVGTIo6aJTSS588q2RSKFrisuUOVtIKBxnHjusEs6VsRSO3y74FwdqoJrmeJdCCWJFmHxmQ3YwtK04Swy1bhV73ula/OC8IADQLxeMfHAdB1ychPOeLVW7tDkGrWbcnKPVcs2JF88OjqKubk51NXVuTh03gZh0WZw6tQpCfr79++HaZqYmZmRmi61Q9M0hMNhzM3Nobm5GV/84hddnPFzFZW/fHrxNHD/5V//N4aGduD6669HMpnE0vKCMxBVAdRdXV2ukIwtW7bg2muvRWtrKwqFApaWltDT04OLLrpIXruxsVE6XKanRYB7Pp9HNptFPB5nL92S1dIURezWads2YrEYFhYWUCjk5EpnGSZmpiawmkwilUohVypA0VRRJ7hSpzafz2Pv3r1QFAWjo6O4/fbbsbKyAr/fj/HxcSQSCezevRtDQ0O44IIL8OpXvxrveMc78N73vhdDQ0PI5XLYsmULpqencddddwEACoUCxsbGMDMzI6uukXZbLBbl1uBra2uyDi9pvsT9UeQHPQs5GOPxOD7/+c8DAI4ePYqf//zncmAQYHBTTXxOk4BqQfih6hoUVQcUTWxHryoV0OWmcbXUXMcJs5HJz8Hay4Vy0PB62UkDs20RKTM6OorDhw/jyJEjGB0dxcrKCkzTrBQzGsCWLVsqO1k726VPTo5j21Avrr76dRV6IS+dP7ydnO/kCwjna+nZ6H8eSkXj29vvcuxVeE4qUGQYBqC4NT7+7LbtxIhzJx0fE7RwUN8TMIrQJuf+MsxKsWTtZUqEcGJcnfR0VVVhW4pcNGgBI/pDfKavaxsBKmmsXkqC9x+FXlbjxfm74Zq80zcOB8wdopyH90Y0hEIhud9jLBaT9+L35MrlqVOn5L137Ngha+dS9imnaYIhkZClqiq+8pWvoL9/kFFWz11U/sB8ItXV1cEwDHzpS19CuVzGu971Llx44YVYXVtBNidKOlqmGFCNjQ3o6urCpz/9aRw6dAivfvWrMTw8DF3XcdVVV2HPnj247777cPLkSXR2diIejyMcDiMQCGBiYgwnTx7Hlt5uzM3PYHl5GbquS8/k4uIiotGoTGu2LLHlMgFaKBSCUShhcGg70oUy/uWrX8ePf/xT3PPDH+Lr//ovyOYKaG5tgc/nQ6FQwMGDB/HqV78atm1jdHQUf/7nf46f/OQnMk2QnDIAkEgkEI/HJRUSDofx8MMP47Of/azLoUG7bqyuriKbzcrQrmKxiHw+L0NPCHyLxaLsZwIgMtEoZpCcbLOzs3jooYcwMDCACy+8EOVyWYI8aT+2RXVgbRgVEBCiwFYUqLpP0hoOzeDm6bxCXK53XNDfzv/Vd4DwOhocz7NI7ADg4lJ9mg6/LgBnaWkJp0dGcPjwITzzzDOYmJhAPp9DIOBHR0cH6usTGB8fRVNTAhcc3IeRkVNIp9Pw+50yfQI83TUUxD2dScP5XRLue6DvSbPjoC408vI6pxAHaleEgQkJJgRgtm276ilQu8R5rLCNYkH3qZWkFJaVVQkf9Jr89Lxci1RVFpOs2tB0Z8suPg7432Rl8v7jzjbu6CLtnDuhALi0YnKmeiNIOODSIkaLM2nwNE+ob+m9hcNhJJNJjI6OuqKReD/QgmXbImyMrtfX14eWlhZMTEzIOeiU1xT3KpdMzM/P45Of/CQOHrxow/F9rqLzl6QoiiwAQZRDKBTCPffcg4GBAezatQs7d+7E8vIyCgWRvWSYKkxTeDK/8IUvIJ1O4+GHH8a+ffvQ1taGlZUV3H///bBtUds3Go3KbX8oweD73/8u0pk1DA0NwbYU5HI5+PyiwxoaGpDJZPDkk08jnU7LDeZIm2xra0OqtIZEYyPe8ra34tt3fRM/+MEP0NDQgL07d+I1r3+9rEFRLBbltkb33Xef5GLvuecebNmyBZqmIZ1OAxChOQsLQsPPZDKYnp7GqVOn8OCDD7q4L64FUa48xQyapqgvvLq66uLKuBkDOHtZUYgTDZb6+noAwCc/+Ul8+9vfxiOPPILjx4/j0KFD+M53voPvfOc7yKYzMCwbquaDrlMVKLaXGuAezMy8Ji7P0VggBxYXznPS/9xsF2C+3kStJs79HI2Hm7iaqBANq5LYYJRKmJ6exPT0JBRFQzQSQl1dDAcO7MPgtj74fBoamxpQLJjIZHIVZ64pJw5p7UT/eLUmaqvXUcPfLdeYycTmmhnNQQIgTVdglN3OKR4L69Z+q2d2ER/r6h+bQq345pWVtpkV7ZWsDjiASc8sNGRbVh7TKtv+WLZ7Tzb+7qo5IekY6g8OujTOaI7Q8/JKY5y2oIWK7uVO6oA8zru4KYqIUioWShgZGYGiqK4qaHyhIEXm1KlTUovu7u5Gf38/RkdHAbjji53n1TAycgp33HEHbrrpJpCS4dXwn4vodFO6SDgcRiQSQT6fx9paGrZtoqWlCZOT4xgZOVUJqQrLfH5NE0VemppEUsGXvvRltLa2IhgUmWxUVg0ATp06BUBo0xdddBHuu+8+ACquv/7N+Na3voXhU2MYGhpCOByGZQlTfWFBVJIqFASBvnXrVkBVoPt9WEun4Av4EU/UQ1c1HNizG7uGBjA+OQXbtNDW0opiuYQjR45gZWUF8/PzmJmZwdTUlATB+kSDCDmzTOh+H5pbW8R2QaUiJqenkCvkZcbTymoSoUgYxloKui5qAC8tLUlzn2tDpBEpiogFDoVCSCaTcjKGw2HHc11pC+3RxCM6ent78cMf/lB67bdv347t27dDVVVZ72FtbQ2zcwuV5IU0Cvk8AMAfCFcq3UM43Gz3nmCqQhlRtiB1bcjcNVtZD0jVzHNnsArukE9MOs/9v2iQbIdn3ErztPI/lSm0LcHvpdNrKJUK2LVrB2ZmZrB1q1gwGxriaGtrQyaTQS6XQalUQiqVQblclBOPb/gJwKWReikIvrjwuGMeReMcJxJZAGFNlEtUzEarLAIUZaCuuz5xw7w/HQDzSXCHJUoPWpY7oUCAkirHDp0vEkQC8jkdGkiBZYkkGAGORIU4yR3EBROIkpbr9wfXjQdKROGOSm+UAzf36dk5oNPxnN/l96YQMX49EbNs4+jRozBNG8Ggz9V/fOyFQiEMDw/LBKdEIoEdO3ZgfHxcVhvj7SVfzLFjx/CHf/iHuP3220E1M7im+6vQDTpdgEwgogCEd1/kglPnApAaHODE6CWTSYyPT8IwDJnZpqqQGVpkkmUyGRw9ehRXX301RkdH8fa3vx3/83/+T/T29mLHjl04duwIHn/8cTmoAaC5uRl9fQN44okncMEFF6Cndwuy2SxM00QqlRIxwIuLKGSyWFxYwEoyiXQ2h8X5BTz6+GPIZbJYXV1FPp/H4uKi2IbIEGE4XZ3diMbjyGQy0Hw+6H6/rD6UzWYFxxMOI15XB6NSm5fMO4oR5g4RGjzcqUAhTblcDoDDbyYSCVkrl2vAxOtRKF5XVxfGxsbw3e9+F3/0R38Ey7Lw13/913jwwQfR3t6OQqGAhoY6pLMZGOUktg32Q1WBbDaP5aU1rKyssPvqUBQKabKgaaK0Hx/QEoQskRFWjUbgXK4XjKtRE/Q/B2X+vcV246ymKSu2KgMrVFVFXV0MDz30EHaftxO5XAH5fAEK0rIgU11dHUxTbGRIVgdlZpK2yKkELqSF0jv18r1cA6bvhfYJafLbtqh5q6o2RHKRSGJRVUdjo/FBEUXcycb7jOgS26Y5qkMkZpTlWAFExqCwPMQC4PMFZNIGjVGqcctjhDndwzVNrpkCqMSZO++Pa6bcWUjXIeuNjxVqB7XLXYnN2bWZ88Z0P8c6UGTM+9Gjh1AolOT75oBLAE+ZqMvLy1BVkeyzb98+zM3NyQQrrkhQZumpU6dwzTXX4G//9n+6rCDepl8ZeHmnUcorxcQVCoIaKBaLsjIShVuITrQqW/do0FQf4rF66SkVhUNMyRdPTEzg85//PHbu3CkTKG677d34/Oe/iOXlpDSfTNOArvuwY8cu+Hwann32Wezduxc33HADllaW0dHRgR/dfz/GJibQ39+PEydOIL2WQiaVRb5YQNkwsJZKYnUlCcuyZKja2tqaeMbKoAgEAmhtbka4Emlg2zbMCj9rGQb0Cs9cKhQkp1bIiUy2ffv2oVwUfUBFbzhHx1dHCqWjwUURDrSHHYEAB16a0JFIBIqi4MEHH8Tv//7v48Mf/jCefPJJNDQ0yPhgwyghvZbC0tISjHIRjY2NiEXrEI81YmhoSCZzCM2FYkidHSgURXGSJ8RAEOMBjubLhWsfHHy9x7hBRNAf4nPnGPm9qsA2RXq0oihwdF7S0J3J4ff70dLShnisHuWyKEpdLIikDHKikvUWjYURr4uikC9JsMnnHe69XC7Ld0LvjnN4XDvjz0TOLQDMrBYxwERH8Gf0Uhj0nTeyghQg6aSriENDOJEO5XIRuh4Er85GbRbP4aQK82fhyRiOk68CVrYhS2vatrtGr7PQuNvG20f9VK12MY9UqjZGqO+9CxF3UpIvRGwllpcRBlx7JhAOh8NIpVLSwg0Gg9izZw9WV1exvCx22KF7OFaRisnJSezZswef//zn5bOfzeI7V5EcL+BeKQIBEeZDyRGZTMb1k06nUSgU4NMs4dQAoCliAGs6rZ4WQoEgBrYNIpFI4Jvf/CYmJibwz//8z/jABz6A0dFRJBJN+K3f+i384Ac/wKlTp0SOf8W0OXHiGOrq6nDttdfiqitfiUwui9bWVszOz2NmagqZVBqf+MQnoClO7n1bWxs0TcPi/ELF4eKXW/2EoxH5v2k7e0E1NzeDQnUsy5L1HWjxUXUdfl3H7OwsbNjo7+tHU1MTbNtGrC6OyclJTE1NyUnDhddP0HUd2WxWDiyauKT5Evhybczv92NwcBDf/va3cd111yEajaK9vR35Cp2gqipyObHFEQCUDQsTk9Mol8fg9/uxZcsWpDNJpNIriMXqEIkGEbHDsG0bhUIRhWIWsEUsr08j5xHRAE7JRQo784YBie9pUDrHKgrAtxaybYnnQixbpiXbtqinS/u+2XYlZRkaoFSSPypciJPgYCEWj8A0DakAUEgevTfKIPT7hGUiklWCaGqKwbZt5PNFGIYoPZrJZGSf0hjhk5JrqZzfdWv6YkscwiQvH+ilbrgmyO9FVAFdm1tVHIREVTVn923OJYtjBb1BGqm3HoWjQSswTUqu0FyaqmUCqurUmeDt5IDnBWeeoUljxqtFe7V7r4UhYrEda5zA89SpU1hcXEQikZDKDOeTSWtNJpOy2pimadi1a5fMVqOwTJ4QomkaFhcXUV9fj8997nOybu/zRS9w0enCvONsW4S2RCIRuV2OZVnI5XKSKyWzvVQqAaqCYCCMREOD3PesUBDe+5aWFgwNDaG5tQXPPvssHnvsMdx7771QFAW33norZmdnsba2hn379sl4ObNsIBKLorOzEwcOXoDW5hYUSmJftrGJcZw4cQLd3d04duSoyLqD0+mLi4sIh8NobGzEtm3bZOWwQqGA5HgSPp9P7maRSqWQzmah+/1Ip9NobGxEQNfhDwbhq2SIlQoFzM/OolAo4LrrrsNrX/0a3HPPPXjqqafQ3d0NwxAaF22gRy+Qm1+kAZO5l8/nXaYW92hzXpEGRGNjI06ePImxsTG89rWvxfz8vHxnnJYxDEOmP5KHdnZ2FpmMqBy2tpas0EeapIEi0UYo0GAYZiV7jKVp6jpUlSY6Bw63886ruXg1OgcoGEUBN/1QTWyIPeLoCNu2EQoGUSgUEI0mEI1GsbS0CEVRZUk+iqXljk4FGqsEl5XP7/f7EYlEZKEfooSImuDviYMOPQt/VmdBcpyWXmvA67CrxoPya21EzfD7c62VjiWt1hVVwY4hcBPjC5VqZ865fJHh9+fP7F0UeJu8TjICeQrX4pEKANZprIDjFNQ0p2pZJBLB6dOnMTk5KekFb0QEZYCWy2WMjo5KhWdgYAANDQ0YGRlBOByEpjlJHKSJ0wa8X/jCF7Bt27YNx+XzITrvbAr3oIlPnaJpGqLRKOLxOOLxuIxOSCaTKBaL8AcDaKhvRGdnJ5oaG6FqGoqlPPLZHEKhEOL1dchkMmhqaZY3/uEPf4iRkRFc84Y3Qtd1zC8uYDVVKQsZj6GtrQ09PT0AgLIpVtsjx45iZHRU1GWopCuXy2X4gwHUxYQmSC8EUOVOE/F4XIaL7apk062srMCyxN5svT09iIbDGB4eljsc0+pMZS/f/OY34+rXvR4A8IpXvAK333475ubm0NjYWEkGsF2RCbTqc02EBj+FmhHHFAgEXJElXlMrGhVV3kRNZAOxWExuIlosFlFXV4ddu3Zhfn6+suV8XhaRB4RG3draKumSdDqNbFaUchQDXkcoGEEg4Ec4ImiQYkFUGTOpeKSigkooctNUAIR7SxYOppw3dHHJlf+lE09VAGgVvZYlGCjCGSTuYyAcFlptOByuTHRn5wOv08nn88G2FBSKeVcpTtt2NkMlsAgG/ZUdTeIA6iU3XC6LfiC6jUxdSdEolDJbqf4GkSQh+obHMjsaIo0HHi5VDaS59kqf0Zii/ubpswS4NG+5huwGWyeEzNFuncLpYn9DAn8qKOMkwHClgreV/0/Ay0GZQud47DmNd15k37EOAMr+i8XqMDs7i7GxMcTjcQm4/DnIqjEMA4cOHZLP39zcLH0lIptNOJXFMznKwcLCAv7X//pfuPzyy+V4fb40XK/o1CEUPE2OBeoEekC+WoZCIfnwABCORpBIJNDa2opIRGge+bzwRJYNA4uLi1haWpKbSFInDw8P458+/Sn0DfSLYhaGgUwhj7JpYDW1hsXlJZgKsLCwgGQlMSJU2a7GX3GExWJCY1ldSWI1mZRJDIZhIJfLw+cTQLiysoK2tjZ0dnais7MTPT096O/vR39/P7Zv3y4LtS8tLckJFg6HMTg4KCIpKmLbNlpbW/Gnf/qncm+leDwuAZc7bLiWQX8TN8Z3Tqa4R27K8vMCgQA6OjowOjqKu+++G0NDQ2hqakIkEpFaLt9GSCQaCDDKZISHf25uTnKZtGUSYCGXE06ndGYNVFTH5/MhEolVCg+JSS+cU1lH27FVscmmZYpqZ1VMaq+W5OU7FUUE/kvPWRURk8fR6oWH20R9fT2KBTGOaBeOcrksNFzVlp5wrkyQY4cWScE5i5TQfD6PTCYjU2dVVZeacF1dnawlQYsdWREExG7tVfzm4GPblNOvSUDwOoPob95nBIZeBy59zoWDNd2fL4JeTpmDNXHCYrt23hYndZoWC04v8M9ovJLS4eVpCYT5c1BbOIVC3xHmCSVvGcPDJyWG8GgHegbiaI8dOyYXpubmZuzatUtWVeQ8M4EuYOHUqVP46Ec/it/6rd963njcM4lOQFttNePmEL14vq06ry+qaJprhaOkAdIqViqEdqwujpWlZfmCLEtse67qOnp7e2WyxFo6DXtmBsm1Nei6joa6OjQ2NiKbzyMej8tEi3hcpJqWiyWMjY6K0oeKglisDtu2bUdfXx+2b9+OgYEBbNu2DR0dHeju7l5nOgLApZdeuuEq5zX79u/fj9e+9rX41re+hW3btqGxsRGLi4tyMlKfcU6Uoh2IiySAJ9OIOGbAbcqSI05VxY7F8/Pz2Lp1K/r6+hCNilKMa2trmJiYqGT0FcSuEfE4EomEzAokDZ8iLHRdeL/r6+tlSUHiOtfW1pC0kmJBUH2IxeJobGyqmPECeAyzBNgqYJqAJ0JADGjHmqJn4nQDgIoTbeMICEejFNcvFouIRER91dXVVaiaCI2iDMB8Po+QHpBjlRYb6t9wOCwXPw4a5ISitpXLRayumrI0IFkd0WhUvstcLleptCZ8HqomFlRVcXaaqEZRUNs48NLxHCypvygJgfrAu9klD0nzUgy8r6kfxLt36kDz0C66Dq+URmPSG4XArQsvXpDwuGfyaVBfUP9QmU4vJUV8fTabxdGjR6Vjn4ereZXE4eFh5HKiKl48Hsd5552HpaUlOSfE/ndO7LCu6zh27Bje8Y534s/+7M9c7ft1ik4PyavskMcfcFZd6jwq+8bBl1fdooFCGyaSmTY9M4PRkREUCgX5suUAs4G6WEzWp42GwwKUNA2xWEzE9VY0l5amJtTH41haWEBjYyOMsqi1EI3GcdWrXoMdO3ZgYGCgsu3OAPr7t8qwNxKv5sXF+1m1Y+nF//7v/z7uv/9+ZDIZNDc3o1AoSNrBazrSIOHZS4ZhyIpdFOpCTiE6h8Ca6tjStWnXkI6ODlmms7u7G7lcTobPLC4uyoSQahQG3Z+AmMCLeHoRspdBqVTA0nIeqio0k7q6BtQ3iJ2ky+UyTMNGrpBnu8Y6Gzt6+9XL8Vq2o9l4+1wcq8qtfahNFO64urqKANv3S2pvhg1KiaaFkHv2aUGk7MhisSg05QqgkhC/S3SD4/Txoa6uTlIXTU0JMd6LOaRTWVmylIcGcuWFrk19wecCV4IcB5h7Gx0eIkbvgGucdH26HgE2j0TwVtXyLnZ0bQJG3mZHi3eHE9I1bduWYVrkXKYFjp6VwNL7vHyckEVHW4aJ+H53LC31jd/vx8TEBJLJpJwve/bskXVB+HbsdG+fz4eRkRFceeWV+PSnP71uDP5aNV66CXGCxG9ygp9rb/SbdxQHFaItjMpEWFlZwerqKqamppBMJuWL8PJZwWAQPk2DVQFyOZAMA1aFmCcAffDBB5HNZnHZFVegvbUVA339GBragaGhITQ01J31oc/UoWdyZJDQi+/s7MRv//Zv4+///u+xe/duya3y+p9k3tCzGoaBQqHg6j+iG3gREbovaUf0t9d8LJfLSCaTKJVEPGNLSwtaWlpkHeDV1VWsrKxgdnYWi4uLkvclJyDgjl3NZrMy6UXXdUSjYTQ01FUWXxE6uLy8KNsnFowIopEQbIQqz2hV6rY6HPdGfa1WNmGzbRtyx2Lez3YlnsG2EY3GYFaKKYVCIaRSKdkvFELGd5WgOh9USpOb4ERNcPOXvOEU1SIqfYlrEjjTwrmysoJSqVTh9cUutvFAHKFgRM4nqtmRzWZlKCZtm+7lxImT5k4yDsZEafCxxc+nH/Lwc+Ak4PNGYXAznf7nFAIBP71rjgvc+UbvuNq49Z7rdT7zKA5aHKnPTdPE0aNHoaqqtDREESi3tRAMBjE3N4e5uTl5/b1798K2bSwsLMgFlmgFAl6RgNOPr3zlq67oi183zQBUgJc6l4CTXghvAHc2cCcRcZsEvFTsmzo+nU5L3tWyLNjm+q1VVF1DXUMDGirFzGlwBYNBGdZVLpcxOzuL17zmNXjrW9+KgYEBdHZ3w6/pznbjHjrgucjZQJevyIqi4LbbbsO9996LiYkJtLS0IJvNYm1tzWWmcd6N+k1RFNl35D2niUM7SvBiI6SJtba2yi2N8vk8isWi3A6ePPI0yYlq6O/vh6IoWFhYEDvtrq7K3TLovfM8eOLbTNPE2loalrUmBzTx2bYtHFTpdBrp9BrE9kQKFFWH3x+UO28QvcHBT1EUmZ/sAhDWx7ZtgwqL80VHU4HGpgaUygUZvWEaDvCQ+UpjlmpNkynLeU16VkpWIWqCOwRJa6MoEdJA6RoE4slkUvKOxBM3NjYKK62lRdboyGRy8r3SvamfuAlNc5DeCdELnAul8c7bzJ+R+pVrznSeF/i945yAj4OwN6yKUxX0fugc+oyH5fF287bR/1zp8Pl8OHbsCFKpFBoaGiRYikQRJ7Y3Go1iYWEBExMTcozu2rULoVBI1m+g9oofMWZWV1cRCATwpS99Cc3NzS5N/IUQHYBMMCBHBE12GgxENRCtQAOHQDIYDAKGCbNsVDQYG3bZQNk0UahogCBzSlWg+/zoaGvD5OQkTNNEIpFAc0MCTfUNlaSNggSuXCaL0ZHTaG5uxh/8/u/jlltu2fBhOI/26xa6h67r+KM/eh/+6I/+CM3Njairi6FUcrKkeGopCQ2wfD4vgNg0ULbFb+LBcvkisrkSTAvI50tYWEyisakFjc1NmJ+fl8BIGhV3zhGIUry1aZqIxWJIJBIyznltbU2GBk5NTa3ThokbpQlGY4MKRyuKgkgkgqamJjmxaVPQXHYNuawoDO8PCkslGolDUTQUC2UUCkWYVhmWZQCKcHIJMK5oURXa1wagKpX4XdVELB6BbRoIBSMoFoTlVCoa0ptNk7tUKsnAevoOcBYY7v0HnN0eREqxCk1TK9lmNiilVlEUqVXbti0L9Augd8aCbVcSbSpjmKwCCltraVFlqJpTRKnkLCJsweZaHbea+OdePpfmJS8W4402IZDhgEvASXwyH7O0SNF9eIkBPq7pWJ4EYpqmVCZI+LZLXtCnxWxkZARra2kkEk2VvtDBb0UWzdraGsbGxmS/7Nq1C83NzRgbO41AwAcK7RPArkDXAygWy0ins/jyl7+MPXv2yOd6oUAX8NRqoBfnBV9OL9DL5NoYBwHq+GLZyRSiTtZ1HeFoFF1dXdi1YwcuvfRSPPTQQzKzbXJyUk4cwxCbYra2tuLWW2/FO97xDnR3d//auZfnIldddRVuvPFG3HXXXRgcHJQZVKZZcA1e3ne8gpXfMmGSuVnh7woFoYGlUqvI54vo7OyErgtej7ZZIn4yn8+7aoRyOoe0AMuysLa2Jt9JY2Mj+vv70dXVhd27d8vIh7m5ORlbnc1mpSaiKIoMOieLJp1OS3OfnIb19fXw+XyVkLUsivkC8tkc0qoKTfMhGAgjFhOlLS3bQKlYsZIqm2yqlappMnPNVmHaBlRNwate9SqMnDoJVVVlFA49I2krxIVTG4kL5f3u1VhLpRJCoYgLqBRFqWxhb8m+pbFO1IPDOztVyixL3IfCmnw+n8yQIzqJ6g7zRa1QKGFtbU0CMpUKBRzelzu8uFbJqTt6JhpbgCdDsArAUDso3Itrsdw56HXGUd9xkOXXpP4iIKZ5S9Qa14Dp72AwiImJCczNzaGhoUG2gegJug7NgZMnT8r30NPTg46ODrm9Fx/7fBxPT0/jjjvuwNVXX73Omf1CiQRewCn5RoOU/uYmIgEjB14+KImuoPP56hmKRNDe3o7t27ejqakJ6XQa/+N//A+89rWvxcLcPEZHR5HJZGCaIs24p6cHO3bskI6Ps5lHL6b8t//23/DUU09hfn5eFmsvlQxJERBPR5OA+EHTNCtbswtrIhoOC952ZU1GM7S1dUBRFCwtLbg8vaRxCROsKLUW0lyocAqZ0hyUeN1gweVGsX37dgwNDaFUKmFpaQnz8/PyJ5fLyZA1cu6Qw4LeL/HDAGTdBKpnQfdLZ9aQzqxVrgEEAiHU1ccA5uwTfVaZqBWgiMUi+Na3voW2luZKjYacaz8vVRUhYWTqV6MLaP89cvwQ6JFVBzghWQTSfCdhv98vU8OJdhALXdHlINM0TUas8FoAdB/ydVBR/FgshsbGmKxLTXHeFA7IFxU+57j5z6lBzsNyrpg7ymjh4VYifwbAHQ5H44ofw2OK6YfuS3wybx+112t1UN/H43FMTU1hfHxcZo1R2wBnzodCIRQKBZw8eVL2Q2dnJ7Zv347R0dGKA9bR+KlNmqbhxImT+OM//mP8wR/8wbp+eyFFxofQjQk4VVWVG9vRykvcI3e0qaoKs2ygVCiiGBADsFwsoZDLo5DLQaNBalkI+f1obm5GXSyGUqmEd7/73XjFFa+AAqCjrR179uw5Ywd4OaaXiti2gvr6evzBH/wBPvShD8ndN8plx+sMuPk3wCl3Z1gm1AqHvjg/D13X0dTYIgvpZLN5p8qb4qRI0uKWSqWQSCTg9/tl1AhpJjRZueZBwEyARdcgp0WkskC2tbXBNE3kcjksLi7Kmg8LCwtyQaFrUEQEfU5jhYpIi+3g62TFrNXVlQqwpJDNpqH5BLURDPkloFuWiB+2K5P2sssuQya1hkw6JxcR7mgKh8PrlATa1YQ7cGjCc0Cle5G3m45TVVWUKWVAy3licrqVjSJQoRkoBbxYLMpMKippSiBAxZNK5QKWloqwLCAcDiMYDMrNXsvlMpqamlyxw3y3Zs4Hcw2T+oDTB4A7ksGbgMAjL0hJ4HQa56B5v1Nf0gJP9+GLAllh/Ddvu2mKgkbz80L5qqurk9clpZCoTopsOH78uMSf1tZW7NixA9PT0ygUCnKxV1UH1GlboJtuugl/+Zd/WZm37gy9F1J0AK4BQeYrmRFUtJsmOmm6BMAAYNoWLDj8EhUg4VoEcXD18TgMw8Bv/dZvSdDlq865aLIvNa33TW+6Hg899DN885v/ITdypIFFoMbNQ+rvbDaHYkUDamxoQHt7O+LxOAr5kqQHZO1c2x36UywWEa6E35H5RuBKqzw3t8gpBrgXL+7c4I478igPDQ1h69atckwsLi5ienoac3Nzsmob4C48TUIOtnw+L83CUCiEWCwCTROAls5mkM1mxQm2DV2vhNgFglA0YGVlBcPDw9i9c4dsL9EtPCmHtHsCUB4Rwp2vnHYghw29LwIMiuHlwEOFVSgyhbh6VRM1cQH3DsG0EIXDYelEJaWGwuJMw4Zp2nJ+0bgmgKZM0fr6evnustmstCLIIqT+51ordwbSu+A7V/A+8XLI3AwnS4DGHFEaBObET9M4ImrA2xbvfDVNkQq8urqKEydOyHKptHjS4mFZlgTUI0eOyPddX1+P888/H/Pz80in03LRFueqsg8nJiZw8cUX4zOf+cw66/nFEB2A5JsASA6vWCwil8vJ6ljUSTwWlWtwhmVKnq5YLiFfLKBA2XCVF9PY2Ai/348rLrscVzLQrabJ8lV8I3B9qYCuaKN4hg984AM4evQwJiamEA6H5WJE0Qzc0ZNOp0USSH0dWmIx1FeyzgCI0pu2ikK5ALNkuq7Dg/5pwSJLhaJASENLpVICwCqB59y7zUOkcrmc1KRpcpOpXCqVMDMzAwCyLsXg4CC2bNmCXC6HVColNeLFxUW5RRNdg/Nr1IZMJoNUyuEKw1EBLrqqVWKLCzDKZZQr+4JBUXDk8GEszi+gsbEBTU1NqK9PoL6+3sU1Co1fOLmoopnQVH3QNPE8ohgOFZCx5USn84krp4WI+lhVnQQDWkBF4kkZCsSeajxZwLJQAVPn/REQ0LgxSk6Rb6ENUlyz6L9sNo21taT0eZAG3djYUHHklmAYloyXz+Vy0sIgMKXFhOYapwF4mBd/Tk6N0DwH3LV9aVGpRh3whYD7Oei5yWKORqMol8s4efKkjOP3xg1Tn4dCIZw8eVLSPZFIRFYbSyaTMjGJP4uu+zA3N4fW1lZ87nOfqxoL/GKIbtti912+8lHoGO2BRo10xelW/qYi4qVSSQItaUU8fx4AQoEA4tEY9u3bJ1+MtwP4QAdwVvB9KQjnnTs7O/H+99+Oj33sYzLaIBYT1bAo3IsmdmNjIxobEqhrbICq6yhVEjBA2qdZoXYqVkaxVIRtOgWluZZC/UPUEGnApH2QNkUxjcQv00QlTZjoAk5nFAoFl6bGY5VjsRi6urpkwSDaZ29ubk7yw2Q1UVsIjOk5TNNEanVNAgTFD5OmQ+PJMAwZEmfbJ2TVudbW1sqWQPWor09AURS5vx2BIzfDOd/OeVEOjvRDmjEACdpk6gMiZhmwZZ85nKcbaFRVPFOhkEMymZS1gkkrFMcokqIQGqOTeUf3TafTshBSU1OT5IkTiYR8n7lcTqaKc+cUn2vcoeW00V2/geYujTEejUDHeJ18gBMn7Z0fdB86hzI2jxw5Iv0ZRL8B7oLqkUgEk5OTsr40JUiUSiUsLCwgEom4NHRaTAXVpeOLX7wT3d1bXM/5YoquKKJuKeCsTmQa0wrKzYpisShXVwIQ27TkpLMsC0aFe6wGmLquIx6NuT7jx1UD2JcD+AJO26+++mocO3YM3/zmN2X5TK49RKNRNDY2IhqNQlMhYwpJA7Etp2iRZRswKn1qmiaMUllqpIDjEOUmHTmZyJNOTlJFcTKzuLZD2gQVjuGgSwOVB7jTRPb5fMhms1LDJW27q6sLHR0dMAxD7jVHsZZEDxAQk3bGLSizbMhi+wTWpMXTAkL3npmZwczMDJ5++mmEw2F0d3ejqakJiURCxjdzpxJp9tRfFBZGQhOW3icBEIVEcc3OOUZ1JTcAKvx+pwIXnccLwdA7oqp2BBaWbSAUDshdLLiTjt4BRZdkMhmoGlDIlxAMhhGPxxEMBhGLxWSR/EKhIMMKiavm2XT0PNzBSO+cLxz8Ny3c9Bm1i1MXRDXQ9akP6XsqcnTkyBFYloX6+nqZpUn9RmMkEolgbm4O09PT8to7d+6Ez+fD2NiYtOaIRqFxRbuzfOUrX8EFF1zgUgJfbNEBUYSCiHFekINy/DVNkw9Hq7TDo5golkvQSyVYABTbRr5YRKky2S1UBmeFq7EVQPf7XI3YDKC+1EHXS43ccsstGB0dxeTkJJaWlly7C9MiRpwUaX+mbYsfwwAqfV0ix0hl4hqms/sqTRx5PnOM0Dsks5K0XWofcZSkCRG3z7leugb1PXHIdE2inQigqOA7bfgZCARkYaLBwUHs27cPKysrWFhYwNLSEmZmZmQEDJ/o/mBgXaQMATa1ub29Hc3NzTKDjMbq8ePH5YRtaGhAS0sL2tvb0djYiFAoJLf+tm1bKhAAXM4wznVy5w73VZAVYFm0xY4KXVddCxWJ0NydsUIJKLQgEGgBgK75UcgXXBYCvQt3ER+VaYM++HwBpFIpqXlTOVRy1JH1Sf6XVCrlolTEfShUjWuo1bdgJwqHt5EvMg7AObWM6TdRASMjI8jlctKRSO+frmkYouTqysqKq67utm3bkEgkMD4+7kqQoOvSdSYnJ3HHHXfg2muvleOGKygvpkiOl8op0mDnTjKeysrDzMRnjrlRLBaheCasYtvQVSeeTvNsSvebIt7B2dnZiRtvvBH/9E//hJ6eHsmZp1IpqeEAlbAyvw8wlUrhcQdszHIZZdMU+6axAU9aK92LBi3VmOWOFHJOcK6N3g9FBlCqODft+XnkzU+lUgAgtXMCFx5BQTwogb+gBQTQxeNxbNmyBT09PZJ2WV5exvLyMubm5rCwsCDbyMElHA4jl8thy5YtKBQKmJ+fl0HzPl8AkUhI+iKo9oRpit2Kl5eXcfToUei62COvs7MTzc3NSCQSiMViLoCkZ6Y+5o5K/rxcIxRcpyGdOjxSRFGcTDpVJfPcyUgrFEowjJJMVaa5RQsRhaLROKGKgDR+yEoR87AkgZZoQkBsy0V9T9XW8vk8WltbZUZhOp2uhAFaCARC0HXHGSn2eXPizzn/yxdLsrp4yJkAQ6dOCA/tGhsbw8rKiqyDTEKWRblclm09fvy4/L67uxs9PT0YHR2VbeFzUNNEnYYjR47g//l//h/84R/+YdV5+mKLDojNJ6PRqCyWQpoSILynVC+WJqXQeN1l5sjUhGUhXyzCLJdBa57kgEzB69Aq9ZsmzmATffLKV74Sx44dw3e+8x1EIhEZPE9RIdRvFCkizT/DgME0ZEVRnDTdvJPVBzgDie8OTdobefm9WjEPByKKiMe2kkONwJQ7O8ikpmpmRGeQpURt5hQHXZsKlpCjKBwOo7+/HwMDA8jn80gmk0gmk1hcXMTs7CxyuRwSiYTkNPv6+nDixAn4/UE5HonOoLEYDofl7swApPJgGAZmZ2elk5CK/JNGXF9fj4aGBleKMe27R4DCnVS88BKn4ojCEQCgI5cTcc20iNBOD5rmQ7lsyvdG1oJt29KzT1aS3+93fUZCVoWwdMqwbZ4AYrtolHK5jJmZGVk6s6GhQW5s29TUJAsBiU1CSTmw4fMFoOuqTN4hzZ1AjvsYaNzzjDVh8uehKD7ougZVFbs8rKysIBaLuUIbSWMGBBVRLpdx6NAh2X+JRAJDQ0MYHx+XeEP9TXPE7/fj6NGjuP7663HHHXesm5svFdFt20Z9fT3q6upEaTvmySUTjgAZEM4E0nJpAPHwD4vxPLBswBKFUGiXCHIW/CZKtRd72223YWRkBM8++6yMWCBzjQaZbVowTQuwWPZg2YBBJfx8Onyajoa6eqTXnHhbwNmDiseYEl9K2ieBPAcLAlkRbB5wAQ5lXAGQHD9dlyZUNptFNBoF4MQpe7OqaCzxRBq6BznoSMNRVRUtLS1obm7G4OCgNIUfeOABedxPfvIT0E7B3JFDyRYUnUExz7TbCG1gSpynaYpiQKOjoxgbG5O0RHNzM1paWtDU1IS6ujooiiIdpNzjT8ArnttCKBSuAKoCyzJgVgr3F4t5udCK9oo95WxbaOYCoCzQvnIUCkeZiDSnKEKF6kzTu6d+dEDdhGU5DkPi7GmjSpp/iqIgmUxKcI3F6mQdZ0BsMCvonXRl1+ac5K/5TsPcqUYLOQ8hpf3hKFxVVVWsrq5idnZWUjZ0HikgND5UVcVTTz0l50okEsGFF16Iubk56QT23s/v92N8fBwHDx7E5z//+bPOzRdTdEURxbPb2towNjYmVw+aZFRliV5aqeRwjNSZPt3ZLZcmHw0OWsno71Ao5Aqneal1yK8ifAACThHzD37wg/jwhz+MxcVFBINB6VggTYzMNK+XGXD4Lk3T0NDQgFe96lX493//d+nlXlpaQjwed5nm5BWn9nCHEc9mIkClsDLu9ScgJ4ChKAmiJaj9nL4AnP3j+DNxRwmBMp3DU2mXlpbkeUQDbNmyBYuLi+ju7kZnZydOnjyJubk5rK6mJJjR9Wky0gQul8vSC06meSwWk++IQM40TSwvL2NpaQknTpxAIpFAOBzGwMAAYrGYqPFb6R+KriDHo9/vc419nmBB7RE1hCOVRIiyq0yleNfCJCdtl4qyE/jS4kfzLhgMyvegqqoreYHGDbWP11VQVcgtkohC9Pk012JFzizaiLW+vt6zYOUl5UTPQXOYFlanXQWpGBClNTU1JS1ojiPURlGEP4LDhw/L54rFYjhw4ACWl5exuroqE2XoHBqn8/PzSCQS+MIXviADBjaany827ugApHeVl2MEnGwRp0yeiXLZqeJPg82yLOiVSV9mL4H/JvAlTQJ46a1Cz0WqvUzvc3V2duJDH/qQDDEjukXTNMmz8bAiWuVpEuu6jsXFRezbtw+f/exn8elPfxrf//738eCDD+Lpp5/G6OgoZmZmUFdXh+bmZjQ0NLhMfV6ej9MNpNmapilN0kKhIHc+JlOXJjWvpRyLxeT/nGoi0CbemYpvE/DT8QTCdB8CfF3XZSrzyZMnUSgU0NLSgt7eXtTV1Uk6YH5+XkZLLC8vy6LkbqeTABmiyNxF4HVZe5gqh1Ef0S60zc3NKJfLOHXqFFpbW2XiBy10wg9SRKlkyZ0ReDiUWQkHJJMYgIwjpYXP5/O56iFTeF80GpVhdBSfSjGuRP/x8Cmevgs4841TIHyXFCfkSwAtKVdkic3NzaFUKsiaEbF4BNFIArFYCS0tLbAsS258SzQJD1+kBZHmRbFYxPj4uIzQqBYrTanrJ06ckBsd6LqOvXv3IpfLYWlpSfYFp36o2pht2/jyl7+Mvr6+qrG6fJ6+2OArl92mpiYUCgVXLjs5CWgyid/u8KVioQwj4tR0EKDh3i4IcDy5ZM4Avxka70Zgy5/Ntm3s2bMHH/7wh/FXf/VXyGQykrOj3zwphSYHaU0rKyvo7OzERz/6UQBiA8dbbrkFb3nLWwAAp06dwi9/+Us8+uijOHbsGKamppDP5yvVsETqMYUHeq9PJi9xw6Th8lKIpD3SMRQRQAsED8z3RkJQZhU5bOm63ClI1ySOj0xTRVEwOjqKlpYW7N69GxMTEwgGxR51vb090tGUy+WQTK7JBI5kMinpBHIQUkozAOmnoPoT3EnELYT5+XkJENPT0+ju7sbs7Kzkv03TRHNzMzTNVwFDn+RghZPTRDQSgQ3I6IVAICi1bA4Aqqq4rAnqb9oxgzv6aDHlO+VSUgot1nzhpgWBIhfKZVMuiNlsVtY3pvuThh+NRmUCzmoyhcWFZVgWkEgkEAwG0dTUhPb2dskNFwoFrK6uVuK2benXyOfzmJqaqvgxArIv+MKhaaLk6MzMDObm5uRn+/fvh6IomJ2dlQoBjS16Porl/fKXv4wLL7xQAjKfi3SflwLoAgx4N6r8RRovrWaG4aRD0uQ1zBJKJSdagSYZmTo0wSjO8zdJ491I+LMRQF1wwQX4+Mc/jk984hMYHh4Wlbw0d+0AOh4Qpvj4+Dh27tyJz3zmM+js7JTH8cG0bds2bNu2De985zuRzWbxzDPP4NFHH8WhQ4dw/PhxjI6OQlHEbhWkBdLE5uGB3MFH+7YRhUATnLRj0kbISiLQJa86BxYCcsDxWgNOnVhy1gFObei1tTUsLy9DURQ0NzdXuGifpDtWVlZEe/1in7Cenh709vbCMAwsLy9jZWVFlr1MpVIuxyc5YgjoSUmgPiWQou2r6PnW1tZw1VVXYWRkRC4eU1NTGBwcRCKRwOLiKjRNbB5q2zaCQb/gqi0Luk9FwB+S4WvhcBirq6tS8zbNslwcqM9IgyWQIs2VOF8eZUFUC481JrCmZ+YALqIpNLmfHFE+ot1BSSXRwur0j+C9FxYWpLOYwtdCoZB8V4YhwgSTySRmZ2fl2CKhxY6slLq6OiwuLuLkyZMAhPa/e/duhMNhjI6OrqMXuAU1Pj6Ov/zLv8SNN97omh8b4cxLAXwl8La0tLj4IB4wbhiGzDMHANt28rw1vRIvagF+RYMKAxQPCLh3Ow0EAmhsbASwPlX4N1l4wP15552Hf/qnf8Kdd96JH/7wh5ian5bbjBM/RjGp0WgU733ve/GBD3zAZSkAGyeaRKNRXHbZZbjssssAALOzs/jFL36Bxx9/HIcOHcLIyAjyeeH0aWtrQzQadfH5pHFyk5/+JzCgoi/Em5JmTs4tmiDeoHnSnEmjpLFFCQWAUzdkdXUVqVQKmiaqdxE/Su0h8LdMwLYNJJNJaW5HIhG0trbCskQpTErimJ2dxdLSklwIRDt0aJrq4iIpkiSZXEZ7cxOa29pR39CAaDSOoW0D+PED98EwLAxt347u1lYsLy3g4MGDWFhYkIVsMrksUjlBCQQCQRimiUI6I8MpS6UCIpEQymUTpVIB/gDVg0Dlx3L2kGNbQtGCRk4rQCTgkDZIGrLPF3AlDBCAkzZNG1taFo/FNZkTToWiOEk9tBiZpoFcrgyfT4dlGVhZWYJliWglitDw+/1oaGiEomiYm1uAYYh6uoqiQRTLFzswm6YBG2VEow2uGOxgMIjzzjsPzc3NOHHiGHy+QCWaQpynagBgQVN9GBk5hd/7vffgQx/60DrN9kzyYit9il1p7T333IN3v/vdCAQCiFWqh1E8JJlrxF3RCyROJlYXRyQWgwqhsRTLZZQKBZSLwuwi3qq7uxsf+chHcMEFF7xoD/xiCx8cp0+fxv33349Dhw5heXlZTviWlhbs2rULr3zlKzE0NLSOtqj292Ykl8vh8OHDeOaZZ/DEE0/g0KFDmJmZgaaJ9OWGhgYJuDwqAoDkFAncuGZFIMo5PeL8uBZNJrq3SDdx3cFgEIVCAfX19RgbG8PRo0cRDAZx1VVXSdCnHXzJzCSNW1E0yWuT+UmTuK6uDn6/H8lkUsZTz8zMYHp6WnLDFAddXy82T9U0BUtLS+jq6sJVr35VpapeHJnVJErFAu6//35s2dKLSDSOz3/pi9ixczdaW1tRX1+PpqYmjIyexi9/+Ut0dnYiXikMFQwG0dzYBMCJCBDcqy42DgWgKjpM00Yg4JM7hHg1UO/GBTzsr1QqIRKJwO+nreydYuyO88tZCMmktyxDZskFAgFptVBsMW2oShp0IBCQUVCkXUciEekw9vkCcrcTiioRVq8GyzZgGrbMwjNNE48++ri0kPv6+jA0NIRTp07J8SR2Pwb8fh1QxLVGhkfxute9Dl//+tdh2+sL37zY4HomkRpvW1sb6uvrpcZCL4u4ODI3vIH4qqoiEApCKxTkLhOUtUZCL5c4wxdbzX+hxfu8ZC309fWhr68PAGS2Fy1mdJ43XMd7nXO5fygUwoUXXoiDBw/ive99LxYWFvDoo4/iiSeewDPPPIPh4WGk02n4/X60trZKusGyLOlZJ22TgI+AVVVVqZ2RFktOMwJCziE7tQ4MaSbTxKHi7pZlyU0lKd21VCq4HDnEIfp8qoy+oGQGauvCwoJsR0NDAzo6OtDZ2YmdO3cik8lIJ10ymcTCwv+/vW+Njess133WmjV3z/gy9vjaOG7apElpaEpLUVskxK3am6jV5lAdKhUECLFFCzoSEiBxERdxqQRIh1NAILqpABUEBSq6tX+ds9mnHJrYjhPbiR3baZw4dny/jsdz8cysWefHN887axw7TdJi4vp7/iS2x55Z31rrXe/3vM/7vHOlnUMIzc3NmJubw//6nz9EY3MT6utiaIzX4/Z9t+Jf/tsH4fV6sbi8ira2NqF1qqqiiMfrkcvlUFtbi5mpaSQTShfb3NyMQi4v61MVjcAyPbBtFfQDgQCSyWRpt2BKgsPXu7vW0um0SLLYSu2W56nrwwPDoCl6OejygUhnO/e1ZRgGEomETPFwd85x10rahUGXWfHS0pIULHn/kxbhw8O2CzAME6ZZ1uH29Z2W2NLc3Ix9+/ZhbGys4sFuWT4Ui4pasSwL45cu48iRI3j22WflXuBx7ISdtATe2pIdId3byaWR53OrFNwZl2V6sLa2hrxtI0CRfz4Px7bhcQzAVBeO36/GiHNo3W4KvlvRAkB5Pcm9cp3dr3m967UV5xWPx3H06FEcPXoUtm1jeHhYinT9/f3o7e2Fz+dDc3OzKDHcGS+DAhtA3BSDW74GQAq2VEK4Nb/MkElnra6uilcDGwRM0yy1zJaDLXk/983Pz8QMj4GDwTqZTGJ+fl7WvKGhAS0tLdJdmEplsLKi2povXryIfC4H0zCwtLCIhbl5DAwU8H9f/n/o6OjAnr3t2Le3A6aroJXNpjE6OlouLjsOVpaX8c8f+CdMTExgYuISamrqMDs7i1hDPdpv2YNkMivyMXcLr1v9wGuDx+GmcBhoA0Ef4JQ77NwFLP6+W+XAbjlSLG5tOGWBAOR19FNgTGAAp4uhu7iqjPozFeoL9/mmkqq//4wU+EKhEPbv34+ZmRmk02lRMCgUS4oIC5OTk6irq8Ozzz5bMscBTHNzM56bFRUZL1vx6DrmdiPizeEODOpC96C4tiaja7j1MQE4pgdGaQsQCAQQjUbFWf5mX5g3EhuD3mZB0J1xXO33bxTu993s75mmmld155134hOf+ARmZmbQ3d2Nnp4e9PX1CTdMgx8+KGi+zpuVXCJvWqomuH11F7T4OrcciZV2crg1NTWypVVb6QIikYgUkshJuyVzbMPlA4E3JE1Y3AYxc3NzkpEFg0G0tDThlltasba2hlRKjTYqDwldRbEIeL0+zMws4NVXL+Ivxn+hra0NbW1tSKVSJX21oucOHXoLbu/YCxsOjhw5gqnJCUxPzWBxcRnve9/70N9/xtW2XMTKykrF+jGrZ9GLx0eJmvvB5/V64TH8QkGoAAmYpgq0oVBAeHwGTbf2N5fLu7LLctbMBhA+NLl+dXV1ct6qqqpkcggNj7hLDgQqDeRtWwXtSCSCc+fOYXl5WajMu+66C6lUCqurq3It8TNx17y0tATTNPGrX/0Ke/feWuHxcLWC2s0GCbyUh4RCIbEGJKfHIovabnjLT2HDgM+7jkAwiHQ2i1CJXIdpwmdZcKyyfpFbR7Zz7oTtwBuBzYLcxq/dAXHjz68WdK83IF9P5tzU1IRHHnkEjzzyCAqFAkZGRnD8+HF0d3djeHgYw8PDKBQKqK+vRywWq6AeGFjdNxxHE3FrzNeWiza2GKaQizVNEw0NDXAcR4Ivu7XcFXHbthEIKMH86uqKZMnFYnlGGmsV1CkDkODu93tLRc0UUqmk8Mx1sRrEYjG0t7eXDHVymJ+dE1rChCMji5T/Q40EjmKxiIMHD+LWjg7U1dVhbm4Ojz3233HfffdhfHwc+w/cimPH/4rOzs4SzaeSEh4PNdSAiUwmIdyt4xil3QMnSFjw+RR3SpomGAwLRUj6im3XgUBAHlqkMNS14bmi6Yb3v/uBxUzbvfZueolFtqWlJaF9lMewg2LRhm07iMebStrzGaEvDh8+jEKhIBaP6nyVp10ADvL5dSwuLuLZZ3+Be+5RdSJ3I8q13jc3Ayz3F+3t7chkMqivr5dMZHV1Vbpp1PZNjfA2jNJgPY8HpseDglN2qbI3yHO8XlUoaGlpkYW62RfmjcK1HOPVntJXK6S9nvW7Vr6YmemhQ4dw55134pOf/CSWl5clGz59+jRGRkZEgdDU1IRIJCKdSqQkGBT4Xm5HMndDzvr6OlZWVpDP5xGPx4Vi4GdhkdetsmF7Kz8rVRdlTwR2mfmEQmNRR+3oPPKgYMNAKpWCAxuGY8pnbWluREdHuwz5XM9lMDE+iZWVFYyNXUChUEAsFkNTUxOKxSJ+97vfwTL9uP3AfjQ3N6KpKY4D+/fjzjvvhG0XcO899+B//5+XK/TC3BnW1tYqY/gSp8spE4ZhiGOgx+MRugUwkE5nK4rh3EXw2LlubOLg2pNLdhwDgOJhTVMVMrljyGQyMjGD7mbMeBOJREVTBDsC+YB1HAd2MQ8DHtTU1GBmZgbnz5+HZakpIQcPHoRlWZiYmBCVjNJBlw3bDcPA+fPn8Y1vfAOPPvroVa/bnRBbLPeH3Lt3r7Qjer1eRKNRhMNh6a4yDANFx4By81dVRq/HB8cowjEdGCwGGQYs04TfW7YR9Hg8uOOOO+SNb/aF+XvhRi+KN5oXv9rf24wa4fcBVQ94+OGH8fDDDwMARkZG0N3djRMnTmBoaAijo6NIpVKIxWKor69HJBKRAMqdVNncpexZa9s25ubm0N7ejra2NgwPD8tQS76WmaD7cwHlCr1t20iuJUBa0bLK/hQM8NSzsvimqvAeyabD4bDyklhXFIRdLKIIG2PjF+HzKhvP6poImqviaG5qVXrVlUUkk0ksLy9jZWUF8/PzAEw4RgGjo69iePgsHMdBS3MjGhsbcfvttyNbGlFPOs/d1DEzMyPH5/P5xE8lEokgHA5LwGUAVK34Qdk9JJPJirZZnk/SAgy6hUIOmYySe9F1jly9x2OJ3CwUCiGbzUrxj5+N53F9fV12s2zW8fv9cGDD6/Mim82iOqo03oODgwAU/79//35RsVDLrT6DDdNTLsyPjIzgySefxGc/+z+uuEbd1+ZWdN3NBovcrWma6OjoQE1NjXSqUdVAwrxQKMIuFuE466BZCVA6EaYh252AzwejFHR5gTMb2u14PRfFG3FBXUuWe72Z9YEDB3DgwAF85CMfQTqdRl9fH06ePIlXXnkFAwMDOHfuHEKhkNgx8rrgNpaqBsdxJEu2LKtUDzCRTmfh93ul0YCFKO6qyIuyyw+AjGR3q2t4HbPCrjJZwLK8EtA3PhTccjpv6ZJ3HAeptQwSK0l5fayuAY3xZjGUyWQyahzStGppZrBaXk1ibnEJJ/t6UV1djY59tyrzm1xepG18DxiAaajtPIeMki5Q0zZqEA6HZUpMNpsWbjUYDIrpDulCysAIlVkqaVomk4Lj2PBYBgxwTl9BMm531kzje+p2HccRDr+urk46JPnzfD6vzqUD9PQo2ZjX60V7eztaWlpw8eJFaWihKsFxbHgMtXsZGhrCBz7wAXz7298ur81rXLM3OwxHAQCwtraGj33sYzh//rxoH1khZeHAMMudVhXFNo/iWwKBALylLZPhlE9KQ0MDnn76acTj8X/IgWpsH9yc9djYGF555RXRDl+6dAnFYhF1dXVoaGhQQz2zWQnAi4uL6OnpQTwex+HDh2WqLq0kqTd1T1SmXy/NVwBITcLvD1aoHLh1BSiHhBSzeK27bQpZiAJQsXX2eDwisQMghcF0Oq344bo6AEA+r7LPhYUFLCdWxATetm34AgE0NjQo+sRUSUsymUQymaywiaQqwM1n8oFimiai0ag4qtGEidk7qQQeOymGbDYrnhOqWSeEtbU1sQzgegeCPhTyrnmBhlKfrCbW5NgpE7VtNbiSto9VVVVC/1RVVeHYsWNIpRQF0dbWhkOHDsn1wF2Nu1fA57MwOjqKt771rXjxxRcRDIZ3BI1wLbCA8tMiEongjjvuQG9vL8LhsFx8fAqzcyVfUi44jgMHapG8lkcpGWwbJm3gSic6m82ivb1dB91dALZHA+q66ujoQEdHB5544glkMhn09PTg5MmT6O3txcjIiIjk9+3bh8bGRnR2duLxxx/HF77wBXz+859HJpMS0b5t5yumRLiDI7/H9+cN79arAuWRRwwU3NG5G0ZUt5lfskSqBjiclEGWRSoGZI+n3II7NTVVkk2pkUUHDhyAbdvI5lTdZHJyEolEAsnEihTjotEo/P5gxVACFrJoCUlwTRisl5eXRabFZhiOAqKumT4S+Xwe4XBYio3K6yANn6+sIWewT6fKDmO08rSLeYRCoQpDfq4H1xWAnJdIJILu7m6kUoonDoVCOHjwIGZmZuRc8IHgPrbp6Wk0NbXg5z//NwSDYZffxM4PvvII5cHce++9eP7556U1k09JZgqKJyuCbcNwHJiGA8OBaof0WPBZXjh2EU5J4J5MJiv4Xff7aby5sJWW0nEcBINBPPTQQ3jnO98JABgfH0dPTw9OnDiBM2fO4E9/+hMOHTqE559/Hn/5y18wOjqK9vZbJABx+2oYhjRUsGjnNutnJqy+thGJhKUxSHV92VCNBWUfCkqmgLJfBOkGFuKYKbqd5Rj43eY4fL36G4rOGB8fQ6FQUOOI6mOorVaTF9LptGTEly9fxtLSQokCUQG+urpajMs573BtbU0+Gz+r2+lrZmYG09PTMAxl+VpXVydBmC5q1EvTiIdZJxVMakeRKylJPOBAT/eDqVAoyJDJ9fU8/P4gikUglyvAsnywLMVNDwwMYGVlVYLw2972NszNzUmhj2vPNbYsSw19hYnnnnsOt9xyixwjsPNohc0ggZdZwgMPPID29nbMzs5WVFM3dqlslD5R/8eLn3/PNJXJ9F133QXg6npVjZ2JrR6i7gLexmIYAOzZswd79uzBBz/4QaTTafz1r3/FbbfdBgDo7OzExYsX4Tg2WlpaRALGv+Ge0svAQVNwyp6YHTOQMEB6PB4kEolSa60ysmGHVXV1tdgd+nw+aWMmL0nplNsu1W3+Qk2ze4glfzcUCiGVSmFlZUXUAtFoFI2NjWhqasK+fftkDA+36/Pz8yW5nA+RSDXC4XBJVuZIhx+1uRubUnicbEbxer1CgwSDQfh8PlGg+P1+mQ7CbJgevfR2UJSLurcp7+PP/H4/wuEwZmfnkcsVEAyGEI1GMDo6isnJSdlxHD58WPyGGbQZX7hO6XQaKysr+PWvf4277777umWWOwEVcjLDUD4B73rXu/CjH/1ITgBTf76G/zKw8iS7iXgAIsu5//77cejQoYrf13jz4Go3xMb/u60A3a8PhUJ4+OGH5br69Kc/jcOHD6OnR3XRnTt3Tkywm5ubpbkAKNca3N2Wbq6SFpkMsuySYpstu+rc1pkb59HRr5rBnRIs0h1ubatqSMjJvUG+mQ8E7hypUZ2dnRU/hJaWFpimKfPlaBa0sDiHycvTJckXxLaRPCofBqzFsIDJz8h15WglQN2fVErU1NRIhs25fXQT3GgeZJgOAkEfnCJjQJnCKRRysO08otEGkY0xw7777rth2zZmZ2fF5J27GdIStm1jYmIC3//+9/He975XrhE3R7/xutqJqCiu8eQMDg7iQx/6EABVHeaJIB9GIwyekEAgINwXL0g+9RcWFvD1r38d73nPe7DxfXb64mmU4S6oXU17/Fq/U/l7KkgXCgWcOXOmgh+enJyUxgXqzunmRW6WgYI3NHdj1OsyYAGQAhoDuDtgMhNjZsYgwffg9e+WvjEYA6jgn+mjy+0134cBksWwgq0CtwqI3lL2uorFhQQSiSQuXboo45EcR43v8vv98v70raBvMt+PQcxdhORxh0Ih1NXVCV0Si8VkEgVAk3w/DFMdVzqVlWPwepUU7dKlSwDUw7Cnp0cK7gcPHkR1dTUmJyeFLnIHXj6khoeH8eUvfxlf/OIXN71WruW62gkQd7KN+M53voMf/OAHaGtrqxhmSF7J3UfOvm73xVlVVYX5+Xk8+OCD+N73vrfjF0rjtfFG3Bzu37NttY0t88YqEC8sLEgDR29vLy5cuIDFxUUEAgG0trZWTOwtZ2JlJy/SD7x2GZi8Xi+KTgEe03tFkY6JBzNtt3MblRUs5DHDtCwLdlF9Dp83UBGAyWOSL2Z2zQBklExkikVbPkskEkVVOArD8GJtTbUyk5q4ePGiZOuWZQmny8BOaiKVSsnXvPXdDnNu17RAIIBIJIKqqirU1taipqYGkUhYuHZSPKrNWyVj8/OLMAwHJ06cgOMoM/S9e/eitbUVly9fFrrC4/FWvJfP58PIyAgef/xxPPPMM1teO1s9rHcatgy82WwWH/3oR3H8+HE0NjZWmI3wpHHR3PwuM2ByXb/4xS+wZ8+e7T4ujV2CYrGAoaEh9Pb2o6enB/39/aUptLZU9ilpzOfzWF1dlbE65ESpQQ0Gg+Lw5Q4K7g47VuABVNAMACoyYGaSzGSBsmyNAZKJC70L2GTC9lxmrkxoaKJO7pmTIzwej1AIbN6Ym5tDNssBlarIxfuUjRos0rlloW61hJs3pq7a7/ejqqoK09PTCIfD2LNnj0xpTqVSGB8fx8DAgNA7DQ0N2LdvH2ZmZlztyZWcbTAYxKuvjuKBBx7ACy+8IA+BN7OtQEXgdT9NAGBychKf+tSnMDo6ing8XtH5s/Fpw+whEAgISf/jH/8Y999/f8XrdvqTSuPmQPnBD6jJveq6WlpaKk3g6ERfXx9GRkZkVlcsFpPdm2maMq7GHXi4c3Mc1RVGMyBABbxMJiNFIbbjMniRy6TtpXu8uju7dKsD+F5unpPB0k11sJvO3QTBLDaXy6GhoUF4aABIJpNYWlrBysoKFhYWZAqEaZrC47o5cprv81iIsldCebLMxkKpZVlobGxEdXU1xsbGRHFSXV2Nw4cPi3qifN+XeX6/349Lly7httv248UXX5Tutzc7hOPdaos4NTWFL33pSzh+/Djq6+vFQIcXBJ/orApPT0+jpaUFP/zhD3HkyBEAu2vahMb2gMHKrZDZrPo9NnYBnZ2dOH78OAYGBjA1NYV0Oo1QKCTtzI6jTHiy2azUJ7j1ByCFNlIW1LC6d3ukLtycMT8bMz33sFDHcWRgKD87fS0o13IHOaowOGetUCiIPtndYMECXygUQlVVVCwAZmdnJQgzM2ZzSDQaFW6Yf6tQUOPk2QlHuHlZ95bfHYh53G9/+9vh8Xhk9p36frkhxB/wYnpqFoFAAP/+7/+BW2+9ddckZkaxWHRe60AzmQx+85vf4M9//jPOnz8vxQl6cNLGr6mpCe9///vx5JNPoqGh4YoF3Oxk7YZF1tgevNb1lEgkcPbsALq7u9Hb24vBwUFMTU3B7/ejqalJMllmmgBKY2oMOEVl4BONRkXdQAoDgNAUbnllNpuVop07KG/soiOlUFVVhWAwiEQiAcMwKhof+LXX65VgTc6YSQ2VHFwL07Qk+66pqRGVEf0plpaWMDU1haWlJZkt59b6lq04c9LOzHXZGHwJHv873vEOVFVVYWZmRgqZ6gFUpliSawmkU1n89re/xX333S+/vxviwhUc71bBkU/dl19+GefOncPly5exvLyMUCiEeDyO2267De9+97vR1tZW8Xe2wm5YXI2/Pza7jjZ+jxlW5a6riImJCXR1deHYsWM4ffq0TGemTIt+EJTBMWPlLo+eEgwqDIIsPjGzJXVADpfNHmzA4LBPtzexx+Op0B4zyya9wfegYTiLXKRRVJAzhR5kVu44qpGlurpajoF8L32Hl5eXkUqlSgW9SIV5jWGoCRVra2vYEDpkfe+55x5Eo1HMz88Lr80dg3rYKG/kqakp/PSnP8Wjj/6LHBP58Dc7Ni2uXWvQZNV4I41wtYxWB1yNNxrXck25i8GbQZn7nMKpU6dw8uRJnD59GrOzs9J0UFtbK/4QLLK5i1/u24hdXQwkbrkUUM5+3ZkvAw6L0gDK/ggluAMyKQVSI9lstkJzr+Rk6jWRSES1K2ezop9Vhu0OPB5FhcRiMXi9XqyurmJtbQ3pdFqGg9LkJxyOyLihbDZbMaaeuOuuuxCLxTA7Oyvafhb0gHLwHh4+i+9+97v413/99Kbn580eJzYtrm319bVwtVsF3TebDk9jZ+G1ru2N3x8fHy9J1roxMDCAsbExrKysyARjBle34Q4zVxa4WIDj/6mOYBGNwZMcMDlXt1yTM9HcaguqKeh5y6x3Y9eozxeQTj52oXk8qlGEk5vdzSHJZFLczugsxkDMLHhpaUWoEGbuzKTb2toQj8exsLBQwZW7m2Z8Ph9Onz6Nz33uc/jqV796xbnYLbFhSznZRtzIglzrxa6hceMoArixwu1mHCVwZVdUPp/H4OAZdHd3o7u7W7JhAKiurkY8Hoff75ftORs4GJw4RMCtmKCdJDNV99Re0hKkDzhVmJyyYRiiQGAwAyCUBDXMtbUx6dzbqCgAUDEnLRwOS7OFYRhSVAuFA6iprqvgvpeXE1hdXRXv4Vwuhz179iAej4tOmMfLz63mpfkwNDSEo0eP4uc//zmA8sDc3RYnrjnwamhoKMzMTEnzxsmTJ2V2WCAQQDweFx+JYrEoo8wZUMnpkndlBuw2g2emSCqCagsWv2iByaDmOAYsy0QuX6IbDMXvAmUJHIMbjc1ZIHeb43DkTiqVkmAOlLP59fV11NbGRBPsNu1R3K2FZDLhsol0RLPr8/kwNjaGI0eO4Pe//32Fv8VuhA68GhrXjcrJvUNDQzh27Bj6+vrQ19eHiYkJpNNp1NfXoy5Wg6pwVIKnMrwJSBYaDAZF98rmDFo1UnNMWoN8MvlSGp2LLSZKbcgoN2Bw/hobOzKZFABIhpvNZqU4xwyVRb1MJgNA8bLUMyt6wqkoQi4tLUkXnpKZ2rAsnzxcLMvC+Pg4Ghoa8NJLL0lPgNtfeLdBB14NjetApX7Yqfg+oBoXenp60NXVhb6+PgwPD2N6ehqWZaG5uRm1tbUIhQOyJafHg2VZ8JhlTlQmB5cyYjZYsIuNOmKPZcAulJszOAgzk0mVOFhvqUmkIDQEs2dy0izupVIpycwpTWOmSx8Ix3GwtrYmr8vn8xgfH0d9fVzWxev1SCbu9/sxOzsLwzDwwgsv4NChQ/Lg2C0Khs2gA6+Gxg3iWrjIV18dRWdnJ/r7e9Hf34vz589jJbGExsY4mpri8PmCkglns1nJVgFINxwpCLc6gBpgxQGHhKpgV6kqwhmiqqB8Daj0ZqDHBB8ozI4BCBVBTTK1vcySbdvG4uIi1tfX0draKlm8YTowDQuGoTx/l5aW8Pzzz+Ohhx7SGv4SdODV0HgduJ6K/NraGk6f7kP3iU50d3fj7NlBzMwoyVpDfSPq6+uFPuDf4Yh2ABXjidzcsGX5SgY7lhTGfD4LlmUinU6LnwM1wuwiAyAGQey8o3aZw20dx5EBmZTRUcUQCoUwOzuLfD6PxsZG0SXDKKJoq7FHFy5cwDPPPIMPf/jDm3YW7lbowKuhcYN4rexNKQT4sysnc0xPT6Kzs1M66UZHR2WQZywWkxFADLBiGVmSmxWLRZgewGv5kc9XDidQWXS5BZntxaQamN0ywNILgnI1t5MaAGk9NgxDZGj19fW4cOECvD4P6mrrRfVgeU3YBQcjI6/ia1/7Gj7zmc/Iemw1oWS3QQdeDY3Xga0y3vL/WYgzN/05/83lchgcHMTx46+IZG16ehqO46C5uRl1dXUVv8sslcoINYlZ8bWZTKY0ASMl0yrco49IS3CaxurqKiKRSAWVkc/nxSDHPTCTgT+XyyEQCGB2dhb1DXUwDUu4aZ/fQn/fGTz11GfxrW99a1vPx06BDrwaGteB12q8uJ4sbuutdxFzc3Po7u7GmTNn0NXVhYGBASwvLyMYDEqRjnrZXK5Q0UHH7rVsVgVb+kDQF4KUgJraXKyYRkxJGbNqFt7IQ7upikQiofjdtmbkc+UuvrNDA/jnfzqK5577pToabZJ1BXTg1dDYARgcHBS/4e7uboyNqeGZ0WgUzc2qk67oFJDP2VI4Y3MCgygd0xYXF9HU1IRisYhUKiWZr1tDTPUEvRw4BiidTsO21cQL1URiorW1GYlEApZl4cKFCzhy5Aj++Mc/XtEYoVGGDrwaGjsEzKZXV1fR09ODU6dOobOzE2fPDsgEjsbGRqEXNprOMENmZurWCnN6BnW8DLzMmEkzFIsQg57JyUlEIhHU1ta6ZGX1eOmll9DQ0PAPXKmbHzrwamjsAHDbv1lr7djYGLq6jqOzsxNDQ0MYHh7G4uIiWltbZW6a4zhIpVISiKVoZxnC3xrwSKccGzf4f8rRfL5y+/Lq6qpwzzMzMzAMA3/4wx9wxx137CqnsRuBDrwaGjsMm/PIqoi3vr6OM2cG0dV1HF1dXRgcHJSgWFdXh3g8XtGizOw3m82KqToNedwm5gzOHo9XmigAoLW1FePj40ilUvjlL3+JBx98cJtXY2dCB14NjR0OdQtztE6l5/D09LQMBu3v78fg4CCWlpZQU1ODeDyOqqoogKKYuzPI5nI5eL1+WJYp/K/qVlOqiKmpKQQCAdTU1KCvrw8/+clP8Nhjj/1jFmAHQgdeDY0dgKs1apQD78at/ZXObYODg/jb3/6GkydPYmhoCBcvjmJ9fR3NLY2IxWIVxuy59YJ0vlEtoRzSgpibm0MoFMLo6Ci+8pWv4Kmnnvr7LsCbDDrwamjsEmwM2IlEAv39vejs7ERX93GcO6cGg3o8HrS1tSEWq0dqTTmbeX0e5HO2qCDW19cxMTGBJ574KJ5++ul/4FHtTOjAq6Fxk+Nq2uDr7f5yZ6+VKOL86DmcOHFCuaz1nsbIyAhSqRQaGhrQ1BxHdbQWhmFgfn4eXV1d+PjHP46f/exnuFE/5N0MHXg1NHYxtgrcuVwOp06dkikcIyMjmJmdQnV1NUbPX8S9996L//zP/6pQLuw2M/PXAx14NTQ0AFwtWBYxOTmJnp4enDhxAmfPnsU3v/lNvOUth7ecu6hxdejAq6Gxi3G1zNStHVavY6goz5kDoDvUbgA68GpoaFyz14SmEN4Y6P2BhsYuhtuoZ6NkbavXabx+6MCrobGLcTVLS3fw3Swg683yjUNTDRoaGhrbDJ3xamhoCHQetj3QgVdDQ0OgOdztgQ68GhoaGtsMHXg1NDQ0thk68GpoaGhsM3Tg1dDQ0Nhm6MCroaGhsc3QgVdDQ0Njm6EDr4aGhsY2QwdeDQ0NjW2GDrwaGhoa2wwdeDU0NDS2GTrwamhoaGwzdODV0NDQ2GbowKuhoaGxzfj/rKg/L0nTnpsAAAAASUVORK5CYII=" | [
"Nintendo Game Boy Advance",
"Sony PlayStation 4",
"Magnavox Odyssey 2",
"Nintendo Entertainment System"
] | null | 1 |
math | kindergarten | times-of-everyday-events | true | false |
Ian recently got out of school. What time is it?
Choose the more likely time. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAc+0lEQVR4nO2de3RUVZ7vP+fUM6mqVICkEp4BKsBAIMFWfCSow7SA2tJLgZaZtkF7TU83jcPMVUBm2YqgrasF1L5LFLzeNQ0JtuO0SHdrjwJ6aRHSrUBDYsKzKpAETaUCeVVV6nnOuX8UKVIESOqRFI981mKR89pn1/mevc/ev/3bvy0oiqI4AmDrAJcEIYUBriPUAphUMC4dcrQgOPyK8lV7qrM1QH9wWwaoT3aEN4ZqYYIh/DYMcP3gkuC4BxoCcKIDxPZQ+MC... | 0 |
math | grade-7 | describe-a-sequence-of-transformations | false | true | What combination of transformations is shown below? | "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" | [
"translation, then rotation",
"rotation, then reflection",
"rotation, then translation",
"translation, then reflection"
] | null | 2 |
math | grade-2 | read-a-calendar-ii | false | true | What date is 2 days after June 15? | 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" | [
"June 17",
"June 16"
] | null | 0 |
math | grade-2 | certain-probable-unlikely-and-impossible | false | true | If you select a marble without looking, how likely is it that you will pick a black one? | 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" | [
"certain",
"impossible",
"probable",
"unlikely"
] | null | 3 |
math | grade-2 | certain-probable-unlikely-and-impossible | false | true | If you select a marble without looking, how likely is it that you will pick a black one? | 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" | [
"unlikely",
"impossible",
"probable",
"certain"
] | null | 0 |
math | grade-4 | compare-area-and-perimeter-of-two-figures | true | false | Which figure has a greater area? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJgAAACgCAYAAADw66XhAAAHWklEQVR4nO3dTUiUix7H8d9j85idezQpm3wUF5X3jqQgNpCQSC8aKQc3YpgSSYsWQS/GSagWIkE7z6ZNtshF5UYYyImzCINSIeIsKltEpzkOBNPUdVTIt3Re/N/FHOUMeu+5mf+ecfx9QGaeV/+Pfn0YcUBDRORTGPhjFpiKAVEB0ao5DCBzE/DPH4Cd6YDxaV7kt0m7x6JUVJ4FOHyz8QUrHXD9I14f0WpNxYDfZ4CPYeDdLJA2GY1vYFy0FjI3xVsCgOkYkBb... | 0 |
math | grade-1 | compare-money-amounts | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAlYAAACYCAYAAAAm2KfyAAB+AElEQVR4nOy9d3xcd5X3/75leh+1Ue/NlnuvSZzYSYAkEEINSWCpDw8LLLDL8tB2H9heYNnlx8IukMASSCAEpyeOndhx7022LFm9azS9l3vv74+RJvbWJNhJzHPfr1desi1pMvdIc+d8z/mczxE0TdOmsnAxCTEF8ho6Ojo6Ojo6OjqvAFkAhwStVqgwgjCV0bTD0Tf6aeno6Ojo6OjoXNuscYLclyz8pdII7bZC1qWjo6Ojo6Ojo/M/E1PgQgIms9CbBDGaL3x... | 1 |
math | grade-3 | identify-faces-of-three-dimensional-shapes | true | false | Which shape has a circle as a face? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAXgklEQVR4nO3da3Bb533n8e/BjSAB4kaKokiKFEmJFG8ibcu6R3btXNZNnSZOWnfWmaaTbDJN2mySOjPbzjT7Jq3dmXZmN8m000nj2GmzO9lku+NIqW3Jt0jRhZJ1oymSokRSIkTxToAgQBD3sy9AQqQlR76QfEjg/3kj8+E5B3/Czw8HeHDwh6bruj4ag74wBJOQ0BFCrBCTBoVG2FYAGy2gjUZ1/eyM6rKEyD27HWC6Fk7/sMkC9bZ0OoUQKyOYhN5ZGInB1TA... | 1 |
science | grade-2 | identify-solids-and-liquids | true | false | Select the liquid. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAdDElEQVR4nO2dSWxb19mwn3s5z6IoDppsy6Nkx3bs2LJT2f/3I0lRoEDQRYrum25adBEUaYoC6a5osglaIEBbIIuuWqDr/1sVSL8viK3YceIhHuJ4SKyJFClSnGfy3vMvKFKSLcd2aotX0nkAgTJ5eXkv9fg95z2j8llOiH0u8JiQSNaVgga3SjBfB78ZTvW0nlelkJJu4THBPlfr96K2/LwqhZR0k7Z/DbH8nNqdS5FIHo6UUmI4pJQSwyGllBgOKaXEcEgpJYZ... | 2 |
math | grade-2 | even-or-odd | false | true | Is the number of triangles even or odd? | "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" | [
"odd",
"even"
] | null | 1 |
math | grade-1 | times-of-everyday-events | true | false |
Kurt is standing in the lunch line. What time is it?
Choose the more likely time. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAeAUlEQVR4nO2de1xUZd7Av3NhGJgZGPACpAkqk5Y3pFJaA61NS9m22i62u22i7m5bomn1brnZ+9r7prbv7rZectt8haTLprhqbcGm7RZiJmoC3godkMHUGUBwZGZgGGbmvH9MMzLcZC6AKd/Pxw+e55znMud3nuf8zvP8nt9PJAiCYLBBeSOYHGAX6OcqQioClQQ04RAjA5GhWRAONPR1s/rpDSZHgFTb6DqIk8Eohetp6OfqweSAExbQ2+BkI4gb7K4T/cK+OlF... | 1 |
math | grade-3 | scalene-isosceles-and-equilateral-triangles | false | true | What kind of triangle is this? | 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" | [
"scalene",
"equilateral",
"isosceles but not equilateral"
] | null | 1 |
math | algebra-1 | compare-linear-functions-tables-graphs-and-equations | false | true | Function A and Function B are linear functions. Which statement is true? | 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rYTQasWDBAmi1WkyYMAEFBQUoLS1FeXn5eY/aeBud5uZmVFdXo1+/fqiursauXbvQr1+/kD+eF5anYGFREvL7t+VxwQAVCgaoAADfsrmhKJQgZ7AnDE58UpyEkTo1/l+1C2/VRmfRf3VWxNgfj9wkKICHhydgfbUbFa3Rc4SJ2q5f0R2z2Qy73e53u0C43W40NjbCYrFIitPS0iJbToD/5yAQgiBAFEXJsWw2G9xutyw5ORwOmM1m3xGJnor2GhBFEWaz2Zff999/j4SEBLS0tKClpe06MRqNBtXV1cjNzfUbu1+/ftBoNEE/Xqk1kKoAlkwEXv8EAJIwKMWGggEiBqYoMVhvhskU/L9jb6kBOfT2dSArKyvo2LI2N98JIs66gEy1Ag99H73nYr9q9uBXuW3vOn6Zo0I/tQJ/OM6jNtHGaDR2e7/dbofVavW7XSCcTieqq6uRkCDtJSEIAtxutyw5iaIoS5yWlhYIggCr1SopjsvlgsPhkCUnQRBQV1eHpqYmSXGivQbcbjcaGhp8+dXW1nb6d21tbYXT6YTH4+kwO1NVVQWDwYD8/Hzk5eX5bu/JY5WrBipqBwFIgh4NyFI0I6s/IDQCxsbgY/WWGpCK60CEmxslgLfGqvFNsweT+ihxXZYK70bp4cqvmj3I0SQgSw2sHpaIR487cYa9TdQpKirq9n6TyQSj0eh3u0CUlJRg/Pjx0Ol0kuIYDAYIgoDCwkLJOW3fvl2Wx1ZeXg69Xt/hF2RPWCwWlJWVyZJTaWkp8vPzkZmZKSlOtNfAunXrcMEFF/jy02q1eP/99zvk+9lnn0Gn03V6DA6HAwaDAYMGDZL8+OSoAY8o4uF9ZwEA1/xsBLLTpE019JYakIrrQM/INnPzxIhEXKBTYPFBBzbWunFfnqwHhWT11Y9Dxc+OUqPFJeLFH6KzCSOi+JKRkQGXy9XhEv9nz54Ny9yMVNWNIs5aAV2iU3JjQxRqslTov+eo8O85Kiz42oEmF/DXEy6MSVFgXr/ofAGccQJGq4jrspR4oNIJF0dtiCgMsrOzMXjwYGzZsgVWqxWHDh1CZWUlJk+eHOnU/PJ+KipbL+20BlE4SO4+pqcr8dyoRNx62IEjlrYu4VtBxM4GD+7Pj96jN3V2EXvPeLCjIbo+zUVE8UupVGLVqlX44YcfsGLFCmzYsAF33nkncnJyIp2aX9+dapujzNYJEc6EyD/J3cf+Jg9S/s/W6fZrv3ZIDR0yV/VX4qI+Slz8mT3SqRBRHHvttdc63ZadnY01a9ZEIBtpvB/5zk7pvN4TRZvoPbQSAiN1CkxMbTvS9OB3Ln70m4goAB5R9DU3OSnSPiZNFA69prlJUQGfFyehxQ08ZnDhaX4nChFRQKobRZhbRaQlA+ma6D0qT+TVa5qbFjeQXsLDqUREwfIOEw/LjJ7vCSTqTnR+nImIiKKGd5h4WP8IJ0IUIDY3RETULe+8zbAs/sqg2MBKJSKi82o/TDwyO8LJEAWIzQ0REZ2Xd5g4XafAgD6cuaHYwOaGiIjOyztMfMEAVYQzIQocmxsiIjov7zBxAZsbiiFsboiI6Ly88zYXZPeaK4dQHIiZ5uaCj3iNGiKicGo/TDw6h0duKHYkvOX6GAuvuDzSefi15Z8fxESeQFuuQGzkSkR0Pu2HibPTlLDwmxcoRije/cduMRaahlhrbmIl12hWUlLS7f1utxtOpxMajUbyvgRBgEajgVIp7WCm0+mEKIpQq9WSc2ptbYVOp5Mcx+FwQKFQIDExUVIcj8cDu90OrVYrOSebzYbExESoVNKOBsRzDZw8eRI1NTXIycnBoEGDJMXqaQ2UN/TFloo8DEs7i2VjvmcNBIjrQGACrYFLL7006Ng8iUpRq7i4uNv7T58+jZMnT2LcuHGS9/X5559j/Pjxkl+w1dXVsFqtKCgokJzTnj17/D4HgaisrIROp0NOTo6kOIIg4NChQ7LkdPDgQeTm5iIjI0NSnHiugQMHDviam6KiIkmxeloDRz5yA/Dg4oJ0FBcXswYCxHUgMHLVQFfY3FDU8vduxWKxQKVSyfKuRqFQQKvVSo6lVqvhcrlkyQnw/xwEIjExEWq1WnIsURShVCplyUmlUkGj0UiOFc814H2HnZiYKEusntRAVaMFgAcXDtZCp0tkDQSI60Bg5KqBrsTMQDEREYUPh4kplrG5ISKiTs4dJiaKJaxYIiLqhFcmpljG5oaIiDrhlYkploW0uTl69CgWL16MkSNHYvLkyfjjH/8Il8sVyl0GrKKiApdeeinGjh3b5f2bN2/GvHnzMHLkSEyZMgWrV69GU1NTmLMkIooMXpmYYlnImpuTJ09iyZIlGDRoEDZt2oTVq1djy5Yt+POf/xyqXQbs3XffxXXXXXfez9Zv3LgRq1evxhVXXIE333wTq1atwgcffIA77rgjzJkSEYUfh4kp1oWsJV+3bh0GDhyIp59+GgqFAhdddBH69esHp9MZql0G7Nlnn8WLL76IY8eO4aWXXup0/3vvvYeFCxfizjvvBABMnjwZra2tePDBB9HS0oKUlJRwp0xEFDYcJqZYF7Lm5oMPPsDy5cuhUCh8t02bNi1UuwvK1q1bkZ2djWPHjnV5///8z/90ui0pKQkAOjweIqJ4xGFiinUhacnNZjPq6+vRt29f3HXXXZgwYQKKioqwdu3aqDhyk52dHdB2DocDZ86cwccff4y//OUvuPHGG6HX60OcHRFRZHGYmGJd0EduRowY0e39AwYMwGuvvQag7fTPLbfcgl/+8pf46quv8NhjjyEhIQH3339/z7LtxvPPP4+//vWv3W7z6KOPYsGCBQHHfPHFF/Hcc89BqVTi3//937F69WqpaRIRRT3fvE0uh4kpNgVdubt37+4+YEICWltbAbR92dWKFSsAAGPHjkV9fT02bNiAe+65R/KXd53rpptuwtVXX93tNsF+f8XChQtx8cUXo7KyEuvWrUNdXR2ef/55KWkSEUW1jsPEbG4oNgVduUOHDvW7zcmTJwEAo0eP7nD7pEmT8NJLL6GmpgZ5eXnB7rpbaWlpSEtLkzXmoEGDMGjQIEybNg2jRo3C0qVLsXjx4qiZHSIiklv7YeIMPWcMKTaFZOZmwIABSEpKwpkzZzrc7na3vRuQ42vgQ8XhcOD999+HwWDocPuYMWMAAEajMQJZEVG8qKqqwu9+9zssXboUK1euxN69eyOdUgccJqZ4EJLmRqVSYfr06di1a1eH20tLS5GamhrwQG8kJCYm4qGHHsIrr7zS4fajR48CAHJzcyORFhHFiaeeegp5eXl49dVXsXTpUqxbtw4nTpyIdFo+HCameBCyE6orV67EggULcP/992PRokX45ptvsHHjRtxzzz1QKiN33QSz2YyKigoAwA8//ACXy4XS0lIAQP/+/TFs2DDcdtttePLJJ9GvXz9MnToVJpMJTz31FIYPH44pU6ZELHciim1WqxX19fWYPXs2NBoNpkyZgtdffx1GoxFDhgyJdHoAOExM8SFk1Ttu3Di8+uqrePzxx3HjjTeib9+++M1vfuMbMI6UQ4cO4ZZbbulw25IlSwAA119/PZ566in8+te/RkpKCt566y28/PLLSEtLw5QpU3D//fdH9Sm1eHPuqcFztbS0QBAEv9sFwul0orq6WvK/b2NjI5xOpyw5Af6fg0A0NzfDbrdDFEVJcRwOh2yPzWq1oq6uDhaLRVKcWKyBnJwcvPfee5g3bx4MBgNaW1uRnJzcaXvv1700NTVJfnyB1oBHBCpOpgFQQu8+CYPB0+F+1kBguA4EJtAayM/PDzp2SFvzGTNmYMaMGaHcRdBmzpyJqqqqbrdRKBT4xS9+gV/84hdhyoq6IghCt/fb7Xa43W6/2wVCFEVYrVbJ333mfeHLlZMccbzXlpIay+FwwOPxyJKTy+WCzWaTfBQ3Fmvg6quvxuuvv47PPvvM93etVttpe++/mxz1FGgN1LUkotmmREqSG2rRgnM3Zw0EhutAYOSqga7wuCNFrcLCwm7vN5lMMBqNfrcLhMlkQkFBAXQ6naQ4BoMBgiDIklNVVZUsccrLy6HX6yV/QtFiscBsNsuSk8ViwdChQ5GZmSkpTqzVgMViwXPPPYcbb7wRs2bNwokTJ/Dkk09izJgxmDBhQodtm5qaUFlZiczMTMmPL9AaqDvsBNCKUTlJ582fNeAf14HAY8lRA13hl4YQEYXJ0aNH4XA4MG/ePCQlJaGgoADjxo3zHcWJNA4TU7xgc0NEFCa5ubmw2WzYu3cvHA4HDAYDDh06FND1w8KBw8QUL1jBRERhkp2djXvuuQdbtmzByy+/jJSUFMyaNQvz58+PdGq8MjHFFVYwEVEYFRcXo7i4ONJpdMIrE1M84WkpIiLilYkprrC5ISIiDhNTXGFzQ0REHCamuMLmhoiol+MwMcWbBADY8s8PIp1HQGIlTyKiWMJhYoo3CQCw8IrLI52HX1v++UFM5AmwCSOi2MJhYoo3PC1FRNTLcZiY4g2bGyKiXo7DxBRv2NwQEfViHCameMTmhoioF+MwMcUjNjdERL0Yh4kpHrG5ISLqxThMTPFI8e4/doux8BHrWPsoeKzkGs22b98e6RSIIqa+vh4mkwlZWVnIzMwM2X7e+a4QVc3puG7YURSkNYZsP0Q9dfXVVwf9MyGbHhMEAc8//zx27NiBhoYGDBw4EIsWLcKKFSugVEbvAaOKigpcddVVuOqqq/Dss89GOp1ezV9Bm0wmGI1GFBUVSd5XSUkJiouLodPpJMUxGAwQBAGFhYWSc9q+fXuPXtTnKi8vh16vR15enqQ4FosFZWVlmD17tuScSktLkZ+fL/mXdjzXwP79+2EymVBQUIDp06dLinW+GvCIItY91QxAxC3XTvE7c8MaCAzXgcDIVQNdCVlzc9999+HAgQO4//77MXToUHzxxRd44okn4HK5sHLlylDtVhJRFLF69epIp0FEFBamsxwmpvgUkubGbDZj//79ePDBB3H99dcDACZPnowjR45g586dUdvcbNq0CQ0NDZg2bVqkUyEiCrkjNRwmpvgUkuYmLS0N33zzTafbk5KSovaUVENDA5544gk899xzePvttyOdDhFRyHGYmOJVyDsNm80Gk8mEt99+G//85z9x6623hnqXPfLQQw9h+vTpmDVrVqRTISIKC16ZmOJV0BU9YsSIbu8fMGAAPvroI9/fb7nlFhw4cACpqal4/PHHcc011wSfZQ8FmuvevXuxf/9+fPjhh2HKjIgo8r7jlYkpTgVd0bt37+4+YELHkA899BBOnTqF0tJSPPDAA2hubsbNN98c7G57JJBcrVYr1qxZg/vuuy+kH7ckIoomp8weNHGYmOJU0M3N0KFDg9p+5MiRGDlyJGbNmoWkpCSsXbsW119/veSP2gUikFzXrl2LzMxMLF26NOT5EBFFCw4TUzwLybHIuro6fPLJJ5g3bx70er3v9jFjxsBut+PUqVMYPnx4KHYdtJ07d+LkyZO44IILfLd5PB4AbdcX2LFjB0aNGhWp9IiIQoLDxBTPQtLcNDU14b777oNarcbPf/5z3+1Hjx4FAAwaNCgUu+2RN954A06ns8NtDz/8MLRare8aPURE8YbDxBTPQlLVo0aNwsyZM/Hggw/CYrFg+PDhKC8vx7p167Bo0SJotdpQ7LZH8vPzO92m1+uRnJzsdyCZiChWcZiY4lnIqvr555/H888/j5deegkNDQ3Izs7Gbbfdhv/4j/8I1S6JiCgAHCameBey5iYlJQWrV6+Oya8zWL9+faRTICIKGQ4TU7zj8UgiojASRRHbtm3Drl270NLSgpEjR2LNmjVhzYHDxBTv2NwQEYXRjh07sG/fPvz2t7/FwIEDUV9fH/YcOExM8S46v+iJiChObd26FcuWLUN+fj40Gg0GDx4c9hw4TEzxjpVNRBQmjY2NaG1txVdffYX169fDbrdjypQpuOWWW6BWq8OSA4eJqTdgc0NRq7y8vNv7BUFAc3Oz3+0CYbfbUVlZicTERElxzp49C5fLJUtOoijKEqexsRHNzc2wWCyS4jidTtjtdllyamlpQVVVFUwmk6Q4sVYDp0+fBgC0trZi2bJlEAQBb7/9NhwOB2bOnNlhW+/pqvr6esmPr30NfFGdDCAD2Xoryst/CCoOayAwXAcCE2gNjBkzJujYbG4oarW/unVXRFGE1Wr1u10gVCoVdDqd5HfPdrsdDodDlpwUCoUscZqbm5GUlCQ5lt1uh1KplCWnhIQEJCcnS44VazVgt9sBALNmzUJKSgoAYMqUKTh69CiuvPLKDtt681Cr1ZIfX/saqBfarjM2rL//11hX+bMG/OM6EBi5aqDL2LJHJJJJXl5et/ebTCZYrVa/2wXCYDAgJydH8neeiaIIQRBkyenw4cOyxLFYLNDr9ZJjWSwW1NbWypKTyWRCVlaW5C+rjbUayM3NhVKpRFJSku/+1NRUpKSkdNq+pqYGAJCWlibLv523BkyfWAC4cElhBvLygjtCwRoIDNeBwMhVA13hQDERUZgkJCRg5syZeOutt9DY2Ija2lqUlJRg8uTJYcuBw8TUG7C6iYjCaPny5di4cSPuv/9+KJVKzJw5E3Pnzg3LvjlMTL1FAgBs+ecHkc4jILGSJxHR+Wi1WqxYsQIrVqwI+755ZWLqLRIAYOEVl0c6D7+2/PODmMgTYBNGRNGJVyam3oIzN0REvQSvTEy9BZsbIqJegsPE1FuwuSEi6gUaLEoOE1OvweaGiKgX+L6h7WgNh4mpN2BzQ0TUC/xwpq2p4TAx9QZsboiIegHjj80Nh4mpN2BzQ0TUC5zwNjccJqZeQLbm5sCBA7jhhhswduxYTJw4EcuXL0dFRYVc4SVxu9146qmnkJeXhw0bNnS7bUVFBYYPH4677747PMkREYXY6VYVmm1KDhNTryFLc3P48GHcfPPNyMzMxLp16/Dkk0+isbERN910E8xmsxy76LH6+nosXboUu3btgkrV/blmURSxevXqMGVGRBQeVWeSAHCYmHoPWY5P/vOf/0Rubi6effZZKJVt/VJubi7mzp2LL774AnPmzJFjNz2ybds29O3bF6+++iomTpzY7babNm1CQ0MDpk2bFqbsiIhCr8bc9u3fHCam3kKWIzf3338/PvzwQ19jAwBJSW3vFNrfFglXX301XnzxRb9fYd/Q0IAnnngCjzzyCNRqdZiyIyIKveqzbWsah4mpt5C10t1uNwRBwIkTJ/Doo49i5MiRmD59upy7CFp2dnZA2z300EOYPn06Zs2ahbfffjvEWVEgLBZLt/fbbDa43W6/2wXC4/FAEASIoigpjt1uh9PplCUnwP9zEAin0wm73S45liAI8Hg8suTkdrths9kkx4rnGnA4HL4/pcaq/vHIzdB0OywWe4/jsAYCw3UgMIHWgF6vDzq2rM3NF198gSVLlgAAZs6ciU2bNsXEUZC9e/di//79+PDDDyOdCrVTVlbW7f0ulwtOp9PvdoGw2+04dOiQ5CONTqcTHo8HTU1NknMSRVG2x6ZUKlFbWyspjsfjgc1mkyUnq9WK1tZWJCRIW4LiuQZOnjzp+1PK42uyqdFiL4Qu0Ynvj3wlKSfWQGC4DgQm0BqYPXt20LFlbW5Gjx6NzZs3o6amBhs2bMANN9yAd955B+np6XLuRlZWqxVr1qzBfffdh8zMzEinQ+34K2iTyQSj0YiioiLJ+yopKUFxcbHf05f+GAwGCIKAwsJCyTlt3769Ry/qc5WXl0Ov1yMvL09SHIvFgrKyMllyKi0tRX5+vuTXXDzXwP79+1FTU4O8vDxJR8A/POwEylqR379nvyTaYw0EhutAYOSqga7IOhCTkpKCoqIiXH/99Xj77bdx6tQpvPrqq3LuQnbPPPMMMjMzsXTp0kinQkQku+9OuQAAQ/u6I5wJUfjIcuTmo48+QlJSEoqLi323paamYvDgwTAajXLsImR27tyJkydP4oILLvDd5vF4ALR1zDt27MCoUaMilR4RkSTf/vhN4MP6uyKcCVH4yNLc/O1vf8Px48exe/du37VkLBYLfvjhB8yYMUOOXYTMG2+8AafT2eG2hx9+GFqtFvfffz+GDh0amcSIiGTw3Y/NzfD+PHJDvYcszc2tt96KJUuW4I477sCSJUvgdrvx8ssvw+l0YtGiRXLsoscOHz7sm8T2eDwwGo0oLS0FAEyYMAH5+fmdfkav1yM5ORkjRowIa65ERHI6ZfagqVVESpIbaVpPpNMhChtZmptJkybhjTfewF/+8hesXLkSSqUSF154ITZv3ix5eEmq3//+9zh48KDv7xs3bsTGjRsBtA3s5eTkRCgzIqLQOlLTdrQmN83pZ0ui+CLbp6WmTp2KqVOnyhVONn//+9+D/pn169eHIBMiovDyDhPn9nFEOBOi8OK3ghMRxSnvMHFeBpsb6l3Y3BARxSnvMHFeXzY31LuwuSEiikPeYeJ0nQJ9NPykFPUubG6IiOKQd5j4An4TOPVCbG6IiOKQd5i4gM0N9UJsboiI4pB3mHh0rqxfIUgUE9jcEBFFgMPhwMqVK/Hggw+GJL53mHh0Dpsb6n3Y3BARRcDmzZvR0NAQktjth4kz9IqQ7IMomrG5ISIKs+PHj6OkpATTp08PSXwOE1Nvx+aGiCiMXC4XXnzxRdx8883IzMwMyT44TEy9neLdf+wWI51EPFp4xeWRTiHmeb/g9HzsdjusVivS0tIk76uxsRFpaWm+b7XvKUEQ4Ha7kZKSIjmn+vp6WX75tbS0QKVSITk5WVIcl8uFs2fPIiMjQ3JOZrMZycnJUKvVkuLEYg2UlpaitrYW1113HT777DNUV1dj8eLFnbarqqpCVVUV8vLygv6Ovv/3RQ6+bdTjlgk1GJNlYQ0EiOuAf5GogeLi4qBjJ/CXMEWrrr6xvT2z2QyTyeR3u0A0NzcjNzcXGo1GUpy6ujrY7XYMGTJEck4NDQ2yPDaj0QitVousrCxJcWw2GyorK2XJqaKiAgMGDJD8CynWauDUqVMoLy/HAw88gD59+uDYsWM4ffp0l/mbzWZUVVUhPT096Mdn+igRADBjXBbSkzNZAwHiOuBfNNZAVzhGT1HL37sVURTR1NQky7salUqFjIwM6HQ6SXEsFguUSqVspxvkiGMymaDX6yXHslgsUKlUsuRkMBiQlpYmOVas1cC7776L5uZmrF69usPtt99+OzZv3tzhiIE3D51OF9TjO2X24Ky1Gek6BUYM7Q+ANRAorgP+RWMNdIXNDRFRmKxcuRIrV670/f3dd9/FkSNH8PDDD8u2Dw4TE3GgmIgornCYmIhHboiIImbRokWyx+SViYl45IaIKK7wysREbG6IiOIGr0xM1IbNDRFRnOAwMVEbNjdERHGCw8REbdjcEBHFCQ4TE7Vhc0NEFCc4TEzUhs0NEVEc4DAx0U/Y3BARxQEOExP9hM0NEVEc4DAx0U/Y3BARxQEOExP9hM0NEVEc4DAx0U/Y3BARxTgOExN1xBafopbJZOr2frPZDLvd7ne7QLjdbjQ2NsJisUiK09LSIltOgP/nIBCCIEAURcmxbDYb3G63LDk5HA6YzWaIoigpTjzXQGtrq+9Pf7E++14FIAFD+nb978MaCEy01YBXb18HsrKygo7N5oailtFo7PZ+u90Oq9Xqd7tAOJ1OVFdXIyFB2ktCEAS43W5ZchJFUZY4LS0tEAQBVqtVUhyXywWHwyFLToIgoK6uDk1NTZLixHMNmM1m35/+Yh38vh+ADPRNaILReLrT/ayBwERbDQBcBwA2NxRnioqKur3fZDLBaDT63S4QJSUlGD9+PHQ6naQ4BoMBgiCgsLBQck7bt2+X5bGVl5dDr9cjLy9PUhyLxYKysjJZciotLUV+fj4yMzMlxYnnGnA4HDAYDBg0aJDfx7f5WwsAF+YUDUbRyGGd7mcNBCbaagDgOtBTnLkhIopxHCYm6ojNDRFRDOMwMVFnbG6IiGIYr0xM1BmbGyKiGMYrExN1xuaGiCiG8crERJ2xuSEiimEcJibqjM0NEVGM4jAxUdfY3BARxSgOExN1jc0NEVGM4jAxUdfY3BARxSgOExN1jc0NEVGM4jAxUdfY3BARxSAOExOdH9t9IqIwqqiowJtvvokffvgBffr0waJFizBz5syg43CYmOj82NwQEYWJ2WzG2rVrcdNNN2H69OkoLy/HU089hby8PAwePDioWBwmJjo/npYiIgoTo9GIwYMHY86cOdBoNJg0aRL69euH48ePBx2Lw8RE58dXBRFRmIwfPx7jx4/3/b2+vh6NjY0YNmxY0LE4TEx0fgpRFMVIJ0HUlZKSkm7vd7vdcDqd0Gg0kvclCAI0Gg2USmkHM51OJ0RRhFqtlpxTa2srdDqd5DgOhwMKhQKJiYmS4ng8Htjtdmi1Wsk52Ww2JCYmQqWSdkollmvA5XLh/fffR2ZmJqZNm9bp/pMnT6KmpgY5OTkYNGhQh/uabGo888UY6BKd+G3xN35zYg0EhuuAf5GogUsvvTTo2Gz5KWoVFxd3e//p06dx8uRJjBs3TvK+Pv/8c4wfP17yC7a6uhpWqxUFBQWSc9qzZ4/f5yAQlZWV0Ol0yMnJkRRHEAQcOnRIlpwOHjyI3NxcZGRkSIoTqzXgcrnw3HPPYeDAgbjjjju6XNwPHDjga26Kioo63LevQgTgwshB6oD+PVgDgeE64F801kBX2NxQ1PL3bsVisUClUsnyrkahUECr1UqOpVar4XK5ZMkJ8P8cBCIxMRFqtVpyLFEUoVQqZclJpVJBo9FIjhWLNeB2u/HnP/8ZCQkJuO+++877Ttp7e2JiYqdYP5yxAnBh1CA1dDr/v4hZA4HhOuBfNNZAVzhQTEQUJh6PBy+88AIcDke3jY0/HCYm6h5fGUREYVJRUYH9+/cDAG688Ubf7WPGjMGaNWsCjsNhYqLu8ZVBRBQmF154IbZs2SIpBq9MTOQfT0sREcUQXpmYyD82N0REMYRXJibyj80NEVEM4TAxkX9sboiIYgiHiYn8Y3NDRBQjOExMFBg2N0REMYLDxESBYXNDRBQjOExMFBg2N0REMYLDxESBYXNDRBQjOExMFBg2N0REMYDDxESBY3NDRBQDOExMFDg2N0REMYDDxESB44lbiloGg6Hb+1taWiAIgt/tAuF0OlFdXQ21Wi0pTmNjI5xOpyw5Af6fg0A0NzfDbrdDFEVJcRwOh2yPzWq1oq6uDhaLRVKceK6BpqYm358GgwGHqlIAJCIj8TQMBmdQsVgDgYm2GvDq7etAfn5+0LHZ3FDUEgSh2/vtdjvcbrff7QIhiiKsVitcLpekON4Xvlw5yRHH6Wz7RSg1lsPhgMfjkSUnl8sFm80GpVLaweN4rgHvv5s3lrGxDwBgkN4CQXD3KBZroHvRVgPenLgOBI/NDUWtwsLCbu83mUwwGo1+twuEyWRCQUEBdDqdpDgGgwGCIMiSU1VVlSxxysvLodfrkZeXJymOxWKB2WyWJSeLxYKhQ4ciMzNTUpx4roGmpiZUVlYiMzMTGTkXosXejHSdAlMvHhV0LNZA4LGiqQYArgM9xZkbIqIox2FiouCwuSEiinIcJqbe5sUXX8SCBQsAAB6PB5dffjmefvrpgH+ezQ0RUZTjlYmpt1m+fDk+/fRT1NbW4tFHH0VmZibuvffegH+erxQioijHKxNTb6PVanHbbbfhtttuQ2NjI/bt2xfUz/OVQkQUxc5YE3llYuqVpk2bhj/84Q/Ys2cPNBpNUD/L01JERFGsurntkzscJqbepL6+HnfffTd+85vfYNOmTUH/PJsbIqIoVtucBIDDxNR7OJ1OLFy4EGvWrMFjjz2G9957D3V1dUHFYHNDRBTFai1aABwmpt7j7rvvxrhx43DDDTcgNTUVN9xwA55//vmgYvDVQkQUxU55mxsOE1Mv8cILL3T4e7CNDcDmhogoagliCizOBA4TEwWJp6WIiKKUWRwAgMPERMFic0Mxx+FwoLy8PNJpEIVcsycDAIeJKX7V1NTgyy+/hMPhkDUuT0tRzHA4HPjiiy9w4MAB2Gw29O3bFxMmTIh0WkQhc1bsB4DDxBS/du3aBQDYv38/ioqKcPHFF0OtVkuOy1cMRT2Hw4Evv/wSpaWlsNlsvtvPnDkTwayIQq/Z29xwmJjinNVqxb59+1BaWoqioiJMmjRJUpPDVwxFLe+RmrKyMlit1kinQxRWZ6yJcCAZerWLw8TUa9hsNnz00UcoKyvD5MmTe9zkKERRFEOQH5EkR44cwe7duzscqelKXl4ecnJyJO/PYDAgJydH8uHQpqYmOJ1OZGZmSs6psrISI0aMkBzHZDJBrVYjPT1dUhyHw4GTJ08iLy9Pck41NTVIT0+HTqeTFMdiscBsNsdlDXx42IkPTRORo63HyktMkmKxBgITbTUAxP86UFVV1e02Go0Gc+fOxejRo4OKzeaGotIzzzzDozXUq1W4inHcMxHDlF9hZEJppNMhihidToe77rorqJ/haSmKSvPmzcPOnTt55CaO37HxXXv3Dn2WBViBC7I8mH7hdEmxWAOBibYaAOJ/HQjkyM28efOCjs3mhqLSqFGjMGzYMHz55Zc4cODAeY/i5Ofno6ioSPL+HA4HiouLJS+0BoMBgiCgsLBQck5msxnTp0v7pQYA5eXl0Ov1khcji8WCsrIyWXIqLS1Ffn6+5MXfZDLBaDTGZQ38cf9pAMDEYTpMnz5FUizWQGCirQaA+F8HztfcaLVaSZ+eYnNDUUutVuOSSy7BxRdf3OWnpYji1SmzBxZHAtQQkJrkinQ6RGGj0WhQXFws+SPhbG4o6rVvctp/eqpv376RTo0oJI7UuAEAqYrTEc6EKLTS09PR1NQEjUYjy0fAvdjcUMxQq9WYOnUqJk2ahG+//Rb9+/eH0WiMdFpEsvvuVNvRmj6K0wASI5sMUQhdf/31qK+vR0FBgSxNjRe/foFijlqtluVcNlG0+rau7chNmlLaR8CJYkFhYaGsjQ3A5oaIKOp8521uFGxuiHqCp6UoJpw5c8b3vVLz58/HpEmTfPfV1dVh/fr1+O6775CRkYElS5bI8smJYFRVVeGVV15BVVUV9Ho9lixZglmzZoU1h3OJooht27Zh+/btsFqtGDVqFNasWRPRnLxcLhcefPBBZGZm4uGHH45oLhUVFXjzzTdRVVWFrVu3YvHixZg5c2bI9uevXk+ZPWhqFaFXu6CBELI8glVRUYHXX38dJ06cwNatW7Fo0aKQPk/BcDqdWLlyJTIyMiJeT6IoYu/evfjss89gtVoxcuTIiL7u2q9NqampWLx4cUTWpnCv4WxuKCb86U9/wg8//ACPx4M5c+b4bhdFEU8//TTGjBmD++67DxUVFXjiiSfw9NNPY+DAgWHL76mnnsKECRPwi1/8At988w3WrVuH/Px8DBkyJGw5nGvHjh3Yt28fFi9ejCFDhiA5OTliuZzr008/xZkzZ2S5DogUZrMZa9euxU033YTp06dDr9fjr3/9K/Ly8jB48GDZ9xdIvXqHibP1VsAiewo94n2eFi1ahJ/97GfIyMjAU089FbLnKViffvopGhoakJGREelUsGPHDvzrX//C4sWLMWPGDNTX10c0H+/adN1116GmpiZia1O413CelqKY8OSTT+Kdd96BXq/vcPuZM2dgNBqxYMECaLVaTJgwAQUFBSgtDd8VXa1WK+rr6zF79mwkJSVh9OjRSEtLi/iw89atW7Fs2TIMHDgQSUlJUfFLCACOHz+O8vLyDu/cIsVoNGLw4MGYM2cO1Go1Jk6ciH79+uH48eMh2V9tba3fevUOEw/UR88Vur3P089+9jOo1WpMmjQppM9TME6cOIHy8nJZrrsih61bt+Kqq67CwIEDodFoIvq6a782qdVqjB07NmJr0/nWcO91iuRew3nkhmJaS0sLEhISOhyVSEtLw+nT4fsIrVarxbBhw7Bv3z5MmTIF3377LQRBwMiRI8OWw7kaGxvR2tqKr776Cp9//jlcLhemTp2KW265RfbBvWC4XC68+OKLmDlzJhISEtDS0hKxXABg/PjxGD9+vO/vDQ0NaGxsxLBhw0Kyv8bGRr/16h0mHpxmxZm6kKQRNO/zZLG0HUqqr68P6fMUKJfLhU2bNmHmzJno06cPGhoaIpqP93VXUVGBrVu3wuPxYMqUKRF73bVfm8aOHYvq6uqIr03nMpvNIVnD2dxQ1Pmv//ovfP/99wCA//zP/8SUKee/OqvH4+nydrfbHZLcgK7zu/3227FmzRrs3LkTAPDrX/8aWVlZIcvBX07ed4s6nQ633norAODNN99Eeno6Fi5cGJGcpkyZgvfeew8ZGRkYM2YMjh07FpY8/OXk5XK58NJLL+Hyyy8P2bvt89Vl+9u9w8S5qQLOhCQLaVwuF5555pmQPk+Beu+995CWloaxY8fixIkTEc0FgO8io1qtFrfddhsGDRqEtWvXhvV1d65Ir03+BPKa6Ak2NxR1/vSnPwW8rVLZ9ZlVlUolVzqdnJufxWLBI488gsWLF2Po0KGoqqrC5s2b0bdvX0yYMCFkeXSXk8nU9imb+fPno7q6Gnq9HnPmzMGXX34ZtkX23Jxqamqwa9cuPPHEE6isrAxLDv5y8nK5XNi9ezcyMjKwbNmykO3/fHXpvd07TJyuU0TllYldLhd27dqFzMzMkD5PgfDW03333YempqaI5uKVkND2K/WSSy6BSqVCbm5u2F937bVfm/r374+WlhZs2rQprGuTP/5eEz3F5oZiWkpKClwuF1pbW33fB3P27NmwDssdPXoUDocD8+bNg8FgQG5uLsaNG4fPPvssYgtIRkYGlEqlr8kB2t4JRfKU1LZt22A2m7FixYoOty9cuBCbN28OaUPaHbfbjWeeeQYKhQK33357SPPIyMjotl69w8QXDIjMc9Edt9uNl156CQqFAvfee2/E/r28vPX0u9/9rsPtkawn7+uusbHRNywfyddd+7WpvLwcQ4YMifjadK60tLSQrOEcKKaYlp6ejsGDB2PLli2wWq04dOgQKisrMXny5LDlkJubC5vNhr1798LpdKK2thaHDh3C0KFDw5bDuRISEjBz5ky89dZbaG5uRkNDA0pKSsL6vJxr5cqV2LJlC7Zs2YJ7770XV1xxBS688EJs2bIlYr8oPR4PXnjhBTgcDlx++eVITAzt1YCzs7O7rVfvMHFBlDU33ufJ6XRi7ty5IX+eAuGtp7/+9a9YtWoVFi5cGPF68r7udu7cibNnz6K2tjair7tz16aampqIr03nyszMDMkaziM3FNOUSiVWrVqFl19+GStWrEDfvn1x5513IicnJ2w5ZGdn45577sGWLVtQW1sLrVaLyy67DPPnzw9bDl1Zvnw5Nm7ciPXr10OlUmH27NmYO3duRHOKNhUVFdi/fz8A4ODBg3jllVcAAGPGjAnJtUn81at3mHh0bgIQ2dnYDto/T+Xl5Xj55ZcBhO55imXLly/HCy+8gPXr10OtVmPmzJkRe92duzbpdDrMnj074mtTe6Faw9ncUEx57bXXOt2WnZ0d8QW2uLgYxcXFMBgMEAQhKr4eQqvVYsWKFZgyZQr0ej3y8vIinVIHV155ZcSvc+N9pw8AJSUlKC4u9h0aD5Xu6tU7TDw6JwFHo6i58T5PFosFZWVlmD17dqRT6mTRokWRTgFA2+vuuuuuw7x586JiHfCuTeXl5VGxDoRrDVeIoijKGpFIJuXl5d3eLwgCmpubMWDAAMn7qq6uxoABAyQfbj979ixcLpcsFxOrqqqSZSFqbGxEYmIiUlNTJcVxOp0wmUyyHBWrq6tDamqq5AsLxlMNnG5V4b93DURKkhtPXlWLb7/9FpWVlRgxYgQKCgok5cQaCEyka6ArXAfajhAGi0duKGqde7Gnc4miCKvV6ne7QKhUKuh0OsmDf3a7HQ6HQ5acFAqFLHGam5uRlJQkOZbdbodSqZQlJ+91LaTGiqcaKG9o2+/QDA/0er0vD7VaLfnxsQYCE+ka6ArXgR7Glj0ikUz8vVsxmUywWq2yvKsxGAzIycmRfEpCFEUIgiBLTocPH5YljsVikeVwtMViQW1trSw5mUwmZGVlST4tFU81sOt7KwA7xuXpkZfXHzU1NQDaPk0ix78da8C/SNdAV7gO9Aw/LUVEFAU6DBMTkSRsboiIokD7YWIikobNDRFRhLW/MnGGXhHpdIhiHpsbIqIIi+YrExPFIjY3REQRFq1XJiaKVWxuiIgijMPERPJic0NEFGEcJiaSF5sbIqII4jAxkfzY3BARRRCHiYnkx+aGiCiCOExMJD82N0REEcRhYiL5sbkhIoogDhMTyY+vJiKiMKqoqMCbb76JH374AfqUPrAlXYX0QZdwmJhIRjxyQ0QUJmazGWvXrsWsWbPwyiuv4OJLf4G0k69jaPKpSKdGFFfY3BARhYnRaMTgwYMxZ84caDQaOPuMhzuxL9LFE5FOjSiu8LQURS2LxdLt/TabDW632+92gfB4PBAEAaIoSopjt9vhdDplyQnw/xwEwul0wm63S44lCAI8Ho8sObndbthsNsmxYq0Ghg8fjgceeMB3X/l3JqicTRhdMLjT9g6Hw/en1MfHGggM1wH/IlEDer0+6NgKUeq/IlGI7Nmzp9v7XS4XnE4ntFqt5H0JggCNRgOlUtrBTKfTCY/Hg6SkJMk5WSyWHr2oz2W326FUKpGYmCgpjsfjgc1mQ3JysuScrFYrEhMTkZAg7f1VtNfA1q1bUV9fDwCYM2cOhg8f7tvO5XLhpbf+DzZtPn59bSFS1M4OcWpqalBTU4OcnBzk5ORIyok1EBiuA/5FogZmz54ddGw2NxSzTCYTjEYjioqKJMcqKSlBcXExdDqdpDgGgwGCIKCwsFByTtu3b8fVV18tOU55eTn0ej3y8vIkxbFYLCgrK+vRQnOu0tJS5OfnIzMzU1KcWK0Bl8uFRx59HF+f8MAz4nb847d9O22zf/9+7N+/H9OnT8f06dMl5cQaCAzXAf+isQa6wpkbIqIwcrvdeOaZZ9BqA87k/BoFA9WRToko7rC5ISIKE4/HgxdeeAEOhwN5M+4AlIm8MjFRCHCgmIgoTCoqKrB///62vxz8JQYC2HMEaPh8DNasWRPR3IjiCZsbIqIwufDCC7FlyxYAwFVPnkVTq4j3V/XhBfyIZMbTUkREYXbK7EFTq4h0nYKNDVEIsLkhIgqzIzVt3yd1AedtiEKCzQ0RUZh9d8oFABwmJgoRNjdERGH2rfebwHM59kgUCmxuiIjC7Dtvc5PD5oYoFNjcEBGFEYeJiUKPzQ0RURhxmJgo9NjcEBGFEYeJiUKPzQ0RURhxmJgo9NjcEBGFEYeJiUKPzQ0RUZhwmJgoPNjcEBGFCYeJicJDIYqiGOkkiLpSWlra7f12ux1WqxVpaWmS99XY2Ii0tDSoVNJ+6QiCALfbjZSUFMk51dfXIzMzU3KclpYWqFQqJCcnS4rjcrlw9uxZZGRkSM7JbDYjOTkZarVaUpxYq4F/VPbHnqoMzM5rxJUjGrqNU1VVhaqqKuTl5SEvL09STqyBwHAd8C8SNVBcXBx0bJ70paiVn5/f7f1msxkmk8nvdoFobm5Gbm4uNBqNpDh1dXWw2+0YMmSI5JwaGhpkeWxGoxFarRZZWVmS4thsNlRWVsqSU0VFBQYMGCD5F1Ks1cCZI21L7uSRfZCf1/0vPrPZjKqqKqSnp0t+fKyBwHAd8C8aa6ArbG4oavl7tyKKIpqammR5V6NSqZCRkQGdTicpjsVigVKplCUnwP9zEAiTyQS9Xi85lsVigUqlkiUng8GAtLQ0ybFirQZOnDkLQMQlozP8ztx489DpdJIfH2sgMFwH/IvGGugKZ26IiMKAw8RE4cPmhogoDDhMTBQ+bG6IiMKAVyYmCh82N0REYcArExOFD5sbIqIw4JWJicKHzQ0RUYhxmJgovNjcEBGFGIeJicKLzQ0RUYhxmJgovNjcEBGFGIeJicKLzQ0RUYhxmJgovNjcEBGFEIeJicKPzQ0RUQhxmJgo/NjcEBGF0PmGiR0OB1auXIkHH3wwEmkRxTU2N0REIXS+YeLNmzejoaEhEikRxT02N0REIdTVMPHx48dRUlKC6dOnRyotorjG0X2KWiaTqdv7zWYz7Ha73+0C4Xa70djYCIvFIilOS0uLbDkB/p+DQAiCAFEUJcey2Wxwu92y5ORwOGA2myGKoqQ40V4D9S0KNLWq0UcrwtVaD1Mr4HK58Je//AX/9m//BrPZjNra2i7zb21t9f0p9fGxBgLDdcC/SNRAVlZW0LHZ3FDUMhqN3d5vt9thtVr9bhcIp9OJ6upqJCRIe0kIggC32y1LTqIoyhKnpaUFgiDAarVKiuNyueBwOGTJSRAE1NXVoampSVKcaK+B9a+9jYGNJwEAu7OvxogRI1BaWoqkpCQMHDgQRqMRNputy/zNZrPvT6mPjzUQGK4D/kWiBtjcUFwpKirq9n6TyQSj0eh3u0CUlJRg/Pjx0Ol0kuIYDAYIgoDCwkLJOW3fvl2Wx1ZeXg69Xo+8vDxJcSwWC8rKymTJqbS0FPn5+cjMzJQUJ9pr4KvmsXjrUzt+MTUJN8/RoqamBocPH8YTTzyB9PR0nDhxAmazucv8HQ4HDAYDBg0aJPnxsQYCw3XAv2isga6wuSEiCpFzh4m3bdsGs9mMFStWdNhu4cKF2Lx5M1QqflycSA5sboiIQuTcYeKVK1di5cqVvvvfffddHDlyBA8//HBE8iOKV/y0FBFRCPDKxESRwyM3REQhEMiViRctWhSudIh6FR65ISIKgfNdmZiIQo/NDRFRCJzvysREFHpsboiIQqCrKxMTUXiwuSEiktnpVhWHiYkiiM0NEZHMqs4kAeh+mJiIQofNDRGRzKqb2k5FcZiYKDLY3BARyaz6rBoAh4mJIoXNDRGRzKrNiQA4TEwUKWxuiIhk1GBRosWu4jAxUQSxuSEiktHx021HbThMTBQ5bG6IiGR0orFtWeUwMVHksLkhIpLRiR8/KcVhYqLIUYiiKEY6CaKulJSUdHu/2+2G0+mERqORvC9BEKDRaKBUSuv3nU4nRFGEWq2WnFNrayt0Op3kOA6HAwqFAomJiZLieDwe2O12aLVayTnZbDYkJiZCpZJ2dCMaa+Dx0rFodSbivqJvkKJ29jjOyZMnUVNTg5ycHAwaNEhSTqyBwHAd8C8SNXDppZcGHZtvLShqFRcXd3v/6dOncfLkSYwbN07yvj7//HOMHz9e8gu2uroaVqsVBQUFknPas2eP3+cgEJWVldDpdMjJyZEURxAEHDp0SJacDh48iNzcXGRkZEiKE201UHdWROt+F1KS3Jgz4yJJ+Rw4cMDX3BQVFUmKxRoIDNcB/6KxBrrC5oailr93KxaLBSqVSpZ3NQqFAlqtVnIstVoNl8slS06A/+cgEImJiVCr1ZJjiaIIpVIpS04qlQoajUZyrGirgaoqJwAXctOc0OmkLdjed9iJiYmSHx9rIDBcB/yLxhroCmduiIhk8t0pFwAgt48jwpkQ9W5sboiIZPLtj98Ent+v57M2RCQdmxsiIpl892Nzk9eXR26IIonNDRGRDE6ZPWhqFZGq8aCPxh3pdIh6NTY3REQyOFLT1tAM6cvGhijS2NwQEcnAO0w8JN0V4UyIiM0NEZEMvMPEw/qzuSGKNDY3REQy8A4TD+/P01JEkcbmhohIIu8wcbpOgTStJ9LpEPV6bG6IiCTyDhNfwG8CJ4oKbG6IiCTyDhMXsLkhigpsboiIJPIOE4/O5df1EUUDvhKJiCTyDhOPzknA2frutxVFEdu2bcOuXbvQ0tKCkSNHYs2aNWHIkqj3YHNDRCRB+2HiDL3Cb3OzY8cO7Nu3D7/97W8xcOBA1Nf7+QEiChpPSxERSRDsMPHWrVuxbNky5OfnQ6PRYPDgwaFMj6hX4pEbiloGg6Hb+1taWiAIgt/tAuF0OlFdXQ21Wi0pTmNjI5xOpyw5Af6fg0A0NzfDbrdDFEVJcRwOh2yPzWq1oq6uDhaLRVKcaKiBL45pAWiRqWmBwVDfbQ2YzWa0trZi3759ePHFF+F0OjFmzBhcffXVSExM7LBtU1OT70+pj481EBiuA/5Fogby8/ODjs3mhqKWIAjd3m+32+F2u/1uFwhRFGG1WuFySbu6rPeFL1dOcsRxOp0A/D+f/jgcDng8HllycrlcsNlsUCqlHTyOhhownE4GAOT2ESAI1g418Morr+DkyZMAgAULFiArKwsAkJCQgFtvvRWCIOBvf/sbtFotZs6c2SGu999NjnpiDQSG64B/0VgDXWFzQ1GrsLCw2/tNJhOMRqPf7QJhMplQUFAAnU4nKY7BYIAgCLLkVFVVJUuc8vJy6PV65OXlSYpjsVhgNptlyclisWDo0KHIzMyUFCcaauDUzrMARMy/JB8ZekWHGnj22Wc77QMAbr75ZqSlpQFoO5rz5ZdfdnoMTU1NqKysRGZmpuTHxxoIPBbXge5FYw10hTM3REQ9dO4wsT8ZGRlQKpW+JgcA3G635NMgRNQRmxsioh4Kdpg4ISEBM2fOxFtvvYXGxkbU1taipKQEkydPDmWaRL0OT0sREfVQT65MvHz5cmzcuBH3338/lEolZs6ciblz54YqRaJeic0NEVEP9eTKxFqtFitWrMCKFStClRZRr8fTUkREPdT+ysREFD3Y3BAR9UCww8REFD5sboiIeiDYYWIiCh82N0REPdCTYWIiCg82N0REPdCTYWIiCg82N0REPcBhYqLoxeaGiChIHCYmim5sboiIgsRhYqLoxuaGiChIHCYmim5sboiIgsRhYqLoxuaGiChIHCYmim5sboiIgsBhYqLopxBFUYx0EkRd2b59e6RTIOrk6Jn+eL9qJPJSm7D4gsMh2099fT1MJhOysrKQmZkZsv0QRburr7466J/hMVWKWv4K2mQywWg0oqioSPK+SkpKUFxcDJ1OJymOwWCAIAgoLCyUnNP27dt79KI+V3l5OfR6PfLy8iTFsVgsKCsrw+zZsyXnVFpaivz8fMm/tCNRAzX/ZwWq7Jg6ZgCuntP5OZWrBvbv3w+TyYSCggJMnz5dUizWQGC4DvgXjTXQFZ6WIiIKgneY+IJsvjckilZsboiIgvDTMDE/Bk4UrdjcEBEFqP0wcXYal0+iaMVXJxFRgHhlYqLYwOaGiChAvDIxUWxgc0NEFCAOExPFBjY3REQB4jAxUWxgc0NEFAAOExPFDr5CiYgCwGFiotjB5oaIKAAcJiaKHWxuiIgCwGFiotjB5oaIKAAcJiaKHXwLQkTkh5zDxFVVVXjllVdgNBqRnp6O66+/HrNmzZIpUyICeOSGiMgvOYeJn3rqKeTl5eHVV1/F0qVLsW7dOpw4cUJyXCL6CZsbIiI/5BomtlqtqK+vx+zZs6HRaDBlyhSkpaXBaDTKkCURebG5ISLyQ65hYq1Wi2HDhmHfvn2w2Wz417/+BUEQMHLkSDnSJKIfKURRFCOdBFFXysvLu71fEAQ0NzdjwIABkvdVXV2NAQMGIDExUVKcs2fPwuVyISMjQ3JOVVVVyMvLkxynsbERiYmJSE1NlRTH6XTCZDIhJydHck51dXVITU1FcnKypDjhqoH7dgxEi12FP86rRT+du9s47WvglVdeQW1tLQBgwYIFuPDCC1FfX4833ngDVqsVAHDVVVdh4sSJneJ8++23qKysxIgRI1BQUCDpsbEGAsN1wL9I1MCYMWOCjs2BYopaer2+2/tFUYTVavW7XSBUKhV0Oh3UarWkOHa7HQ6HQ5acFAqFLHGam5uRlJQkOZbdbodSqZQlp4SEBCQnJ0uOFY4aaLAo0WJXIVXjwdAsrd847Wvg7rvv7nCfIAjYtGkT5s6di4svvhinTp3Cm2++iczMzE5Hb7x5qNVqyY+PNRAYrgP+RWMNdBlb9ohEMvH3bsVkMsFqtcryrsZgMCAnJwc6nU5SHFEUIQiCLDkdPnxYljgWiwV6vV5yLIvFgtraWllyMplMyMrKQmZmpuQ4oa6B44edAFoxcpA6oP10VwNlZWVwu91YunQpAGDEiBE4fPgwDAYD5s+f32HbmpoaAEBaWpos/3asAf+4DgQWJ9pqoCucuSEi6oacVybOzc2FzWbD3r174XA4YDAYcOjQIQwdOlRybCL6CY/cEBF1Q84rE2dnZ+Oee+7Bli1b8PLLLyMlJQWzZs3qdNSGiKRhc0NE1A25r0xcXFyM4uJiWWIRUdd4WoqI6DzkvDIxEYUPX61EROch55WJiSh82NwQEZ2HnMPERBQ+bG6IiM5DzmFiIgofNjdERF3wiKKvuZFrmJiIwoPNDRFRF6obRZg5TEwUk/iKJSLqgvcj4BwmJoo9bG6IiLrAYWKi2MXmhoioCxwmJopdbG6IiM7BYWKi2MbmhojoHBwmJoptfNUSEZ2Dw8REsY0nkylqWSyWbu+32Wxwu91+twuEx+OBIAgQRVFSHLvdDqfTKUtOgP/nIBBOpxN2u11yLEEQ4PF4ZMnJ7XbDZrNJjhWqGjhyoq25Gdo3+Nhy1YDD4fD9KTUWayAwXAf8i0QN6PX6oGMrRKn/ikQhsmfPnm7vd7lccDqd0Gq1kvclCAI0Gg2USmkHM51OJzweD5KSkiTnZLFYevSiPpfdbodSqURiYqKkOB6PBzabDcnJyZJzslqtSExMREKCtPdXoaqBN8qH4/umVCwaZcSY/meCiiNXDdTU1KCmpgY5OTnIycmRFIs1EBiuA/5FogZmz54ddGweuaGo5a+gTSYTjEYjioqKJO+rpKQExcXF0Ol0kuIYDAYIgoDCwkLJOW3fvr1HL+pzlZeXQ6/XIy8vT1Ici8WCsrIyWXIqLS1Ffn4+MjMzJcUJRQ1ok5Px9L+aAYhYNHds0DM3ctXA/v37UVNTg7y8PEyfPl1SLNZAYLgO+BeNNdAVztwQEbXDYWKi2MdXLhFROxwmJop9bG6IiNrhlYmJYh+bGyKidnhlYqLYx+aGiOhHvDIxUXxgc0NE9KOaM+AwMVEc4KuXiOhHhoa2PzlMTBTb2NwQEf3ouMkDgMPERLGOzQ0R0Y++r2+7YDuHiYliG5sbIiIAHvGn5obDxESxjc0NERGARqsGZwVwmJgoDvAVTEQEoK617YsAOUxMFPt4YpmICECdpe1bpeUYJm5ubsbu3btx4MABzJ8/H5MmTfppP3V1WL9+Pb777jtkZGRgyZIlsnzpIxH9hEduiIgA1P7Y3MgxTPz2229jw4YNKC8vh8vl8t0uiiKefvppDB06FOvXr8eyZcvw7LPPora2VvI+iegnbG6IqNfziKLvtJQcw8S/+tWv8M4770Cv13e4vba2FkajEQsWLIBWq8WECRNQUFCA0tJSyfskop+wuSGiXq+6UUSrMxFpyQjpMHFjYyMSEhKQnJzsuy0tLQ2nT58O2T6JeiOFKIpipJMg6oq/d7N2ux1WqxVpaWmS99XY2Ii0tDSoVNLetQuCALfbjZSUFMk51dfXIzMzU3KclpYWqFSqDr9Qe8LlcuHs2bPIyMiQnJPZbEZycjLUarWkOHLVwNenUvHWoYEoyLDgV5NqgvrZTZs2oa6uDgBw1VVXITc311cDL7zwAi677DKMGDECAFBVVYX33nsPd999t+/nd+zYgcTERMydO7dD3KqqKlRVVSEvLw95eXmSHh9rIDBcB/yLRA0UFxcHHZsDxRS18vPzu73fbDbDZDL53S4Qzc3NyM3NhUajkRSnrq4OdrsdQ4YMkZxTQ0ODLI/NaDRCq9UiKytLUhybzYbKykpZcqqoqMCAAQMk/0KSUgOmZmBfpQpD+4kQlAoAwMiBiUHH+v3vf9/h7+1rQKVSISsryxfT4XBAoVB02Ider4dWq0V+fj62bdvW6SiOt8nxmjFjBgoKCoLKkTUQGK4D/kVjDXSFzQ1FLX/vVkRRRFNTkyzvalQqFTIyMqDT6STFsVgsUCqVsuQE+H8OAmEymaDX6yXHslgsUKlUsuRkMBiQlpYmOZaUGvii1oHNXwiYP06NRosHgAuFQ3X4279UuHKCuscfCW9fAwqFAn369PHl53Q64XK5oNPpfLVms9lQUFAAQRACOj2Vmpoa9ONlDQSG64B/0VgDXeHMDRH1St6PfH99woVv69wAAONpD7YcsOP211pCss/s7GwMHjwYW7ZsgdVqxaFDh1BZWYnJkydj6NChSE1N7fLnvNMDqampKCwsDEluRPGEzQ0R9UreIzN1Zg+aWkVoE1x4/+u2JuK/r5X2zv18lEolVq1ahR9++AErVqzAhg0bcOeddyInJwcAMG3aNN+23oZGFEUoFArf/Uoll20if3haioh6rfFDEnDwRNt1aNweJaw2EQuLkjBjZKIs8V977bVOt2VnZ2PNmjVd5zN+PD755BM0Nzf7Ghrvn6mpqRg/frwseRHFO74FIKJeq/1cjcOjRGaqAr+cJW2YVKqpU6d2eXv7ozpE1D02N0TUa03Mazt4rfjx7/ddoUKKRnH+HwiDCRMmdJq94VEbouCwuSGiXqv9kZsJmacxLjeyjY3XuUdveNSGKDhsboio18pOU2J4lgpD+6lw7YgTkU7Hp/3RGx61IQoer1BMRBSFjh07hp07d2L+/PkYNWpUpNMhiilsboiIiCiu8LQUERERxZX/D96TGmQ1t2WUAAAAAElFTkSuQmCC" | [
"The slope of Function A is less than the slope of Function B.",
"The slope of Function A is greater than the slope of Function B."
] | null | 0 |
math | kindergarten | match-analog-and-digital-clocks | true | true | Look at the analog clock: Which digital clock shows the same time? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA5oAAAEJCAYAAAD1mFhPAABkZElEQVR4nO3de1zUVf4/8BeIgwLjheEilDqgQgbTjQqwUpTStgIrLZV+u9umtFu7m3Tfxe/Waqu12w3qW9/dtN32hlpaCbYlhYIWYEm3ARW0YcwaHHRUGAZhQPn9wc7EyFzO3Ad4PR8PH87lnPN5CzM17znnvE9QX19fH4iIiIiIyCOCgoL8HQKR3wX7OwAiIiIiIiIaXphoEhERERERkUcx0SQiIiIiIiKPYqJJREREREREHsVEk4iIiIiIiDwqxN8BkP+dMZ5... | 1 |
math | algebra-1 | interpret-a-scatter-plot | false | true | Does this scatter plot show a positive trend, a negative trend, or no trend? | 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" | [
"positive trend",
"no trend",
"negative trend"
] | null | 1 |
math | grade-1 | cubes-and-rectangular-prisms | true | false | Which shape is a cube? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAXZUlEQVR4nO2dX2wTV77Hv2n+OcGxzdrOH7BJqGxDdkGZBpa9RNBSgnSblmqh0obtviR0H/b2StvSZXUfgq4apAsrXaksdFfq9qGQPC2bSrfpJht6dQmbFghXWUgcgTbEziUOk2yC/yj+V8fOH+U+TM4kjp0SyIxnxj6fl4TxMD7x+fjM7/zm/MlaXFxcnJoFRiJAaAGYXwSFIjtysoCibMBaCJTkAVlTscXFvqDUxaJQ1s+PNECOM8L9oywP2LGJs5pCkRuhBWD... | 1 |
math | grade-1 | which-tally-chart-is-correct | true | true | Emma's friends looked in their lunchboxes. They found some fruit. Which tally chart shows the right number of each fruit? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABDYAAADhCAYAAAAzpzXIAABZ30lEQVR4nO3dd3yV9d3/8dd1ZtbJDmHvoYIsB9BWoRbFXdo6W+toRbS1dVS9Ha21FntrbdUOf3W2VtuqRau3FVwoOEGrFheyV4AEsueZ13X9/jgQDDlJTsbJyQnv5+ORB5zr+l7X93NCEnLe5zsM27ZtRERERESkRxiGkewSREQOKo5kFyAiIiIiIiIi0lUKNkREREREREQkZSnYEBEREREREZGUpWBDRERERERERFKWgg0RERERERERSVkKNkREREREREQkZSn... | 1 |
math | grade-2 | equal-sides | true | false | Which shape has 6 equal sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAIxElEQVR4nO3dz29U5RoH8O8Mw2Ri20tbGkirUdpaWwo2ehNiEFzA1YQfi5pQf8vmJrCxLooa9C9QosIC3EByN/jbktgFPxINLARJZKGpUNpb2qLRFkxpK9OScZzOuJhwo1eRnnPe932ed+b7WUGaOefJ9NuZc97zPOfECoVC4UoWuHQDSM8DuQKIIkvEgKpFQMsdwPIkELvyS6Hw1XXpsqiUPfQPIDF8o/if+iTQWlFMIVFU6XlgaA6YyAL/vQHEr+eKP2DIyKS... | 0 |
math | kindergarten | count-corners | true | false | Which shape has 5 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAIkklEQVR4nO3dT2hUVxQG8O9NZkya0SSdjplREBNQE1pTY7Rmo4J/FrroShcFu6iC6M6NRVpwEZSKRBduFJEWF67ElbpxIwiNkSBGpUmrjkhISSMmaidxMH8mr4sxEouoM+/ec+998/02EkPeXOZ93DNz3psznu/7/vAkkMkBY3lg2gdRYFEPWFABLK8GUvMAb3jC93uyppdFYdZeA0Qf5Qo/LJoHNMULKSQKaiwPPHgF/DMJPMwBkex04RcMGam0oKKQKQAYzwO... | 0 |
math | grade-1 | time-and-clocks-word-problems | true | false |
Ava went sailing with her parents. They got on the boat at 8:00. They were on the boat for 4 hours. What time was it when Ava and her parents got off the boat? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAdZUlEQVR4nO2de3SU1b33P88zM89M5pIZcpkkQAKSgHJLoMpRCa2lFVCr76qAutpTrees10q1rvVWRbt6UaltT4XYdi0v4Nu1epBY254jclptK6CHV4WcKlAyMRGFSSCEkJnJbZK5ZK7P8/4xzJCQBDKXJDaZz1pZMM9l7z3Pd/Z+9t6/3/5tQVEUxRECux88UYgoZJlCqAUwqWC+HookEBxBRfmwf7KLlWUiuDYX1Cf9sQ8lElxpiP0askwdPFH41AcdITjhB7E... | 2 |
math | algebra-1 | special-right-triangles | false | true | Find s. | 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" | [
"2 miles",
"$4 \\sqrt{3}$ miles",
"4 miles",
"8 miles"
] | null | 3 |
math | calculus | find-limits-at-vertical-asymptotes-using-graphs | false | true | The graph shows f(x). The dashed line is a vertical asymptote. | 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" | [
"$\\lim _{x \\rightarrow 3^{+}} f(x)=\\infty$",
"$\\lim _{x \\rightarrow 3^{+}} f(x)=-\\infty$"
] | null | 1 |
math | pre-k | count-scattered-shapes-up-to-5 | false | true | How many rectangles are there? | "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" | [
"2",
"1",
"5",
"3"
] | null | 0 |
science | grade-3 | identify-solids-liquids-and-gases | true | false | Select the gas. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA8q0lEQVR4nO1deXRUVZr/1b6ktlRVKntCIJANAgQIhC3sCNKggoq7rZ627e6ZY3vGGVvndI897Zlzunt6Rke7RXEbbRWbplVwa0S2QAxZIRDIvhBIKpWl9r3emz8y9/pqCaKSqorU75x3krxUvXr31u99997vft/v49VaWLYgCVAKkEACUYUtALQ6gAEvkCwElmvGz/MThEwgVlAKgIKk8d/tga/O8xOETCCWIPzzsV+d48fmVhJIYGIkSJlA3CFBygTiDglSJhB... | 2 |
science | grade-8 | use-data-to-describe-climates | false | true | Which statement best describes the climate of Riyadh? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Riyadh, Saudi Arabia, is a city in Asia. It is located in the Northern Hemisphere. It has a subtropical desert climate. | 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gbW1NdXU1qqWvOkopXn75ZaD9biKrV69m7dq1mJubM3fuXKClta21cLK0tGTKlClMmTIFjUaDVqs1Fl3tMRgMpKamAvDggw9y00034e7ubiyeW1vXWls9165da/zp/ZNPPmlzXz81R2th09jYaNzeiBEjgJaf6CdOnMiUKVOIjo6msrISW1tbYwFzrb788kvj30lJSUBLNxNLS8trytA6o8K0adOYNm0a0dHR5OTkAG1bRVsfe21trXFZa4Gxf/9+ABoaGoytuFcyfPhwLCws0Ol0+Pv7M2XKFCZPnkxlZSVKKWOrfnf705/+RHBwMKdPn+aJJ5644vr33XcfAI8++ig6nc7YvQJa5psGGDBgAPfddx/x8fHGk9e0PrcDBgwwdmVqfV1ramqMX2qvVkZGBn/5y194++23271eKcWdd97Js88+yzPPPGN8j0BLF5fWXMHBwR3KDx3bD1rfb2lpacZfiHbv3s3Ro0ev6vFd2D1kw4YNbY5Hu3fvBi7fTaRVR48lrfLy8ti7dy8AxcXFxttebqaTjr6nhBDiZ6Nbe3xfJx544IE2g+UulJeXZxwE1DqLgV6vN86AAKgJEya0uc3SpUuNg53uvvtuNWfOHOOo/MLCQqXUpYOGWg0YMEABavjw4eoPf/iDCggIUCNHjlSAGjVqlEpOTlZpaWnGgVNRUVFqzpw5qk+fPpcMcuxIjosdO3bMeD8333yz+u9//6u0Wq2KjIw0zlTw61//WoWEhChAPf3000qpSwfIKdUy20nrstbZCNLS0hS0zLjRqnUAX0BAgBo/fryaM2eO8fG1zuTwUzModX52GB8fH/Xss8+qmJgYNWbMGONgvY8++qhNjsGDB6snnnhCKaXU3XffrQDl5OSkHn30URUdHW3M0d7gvAu3q5RSDz/8sAJUr1691EMPPaTi4+MVoOLj45Ver2/3NfixQY6tgwSVUurf//63AlRsbGy796PU5WcRWbNmjTHzpk2bfvRxNDc3GwcAW1lZtZmNo3WmC3Nzc/Xb3/5WzZkzR40aNUppNBplYWGhFi1apJQ6P2DP0dFRLViwQPXv318FBwcrQN12220/uv158+a1GUDa+vwEBgZe9nG/8cYbxvtydnZWgwcPNs7EAqi77rrrqvJ3ZD/QarXGWU+Cg4PV3XffrXx8fFTv3r0VoP71r39d9vW90BdffKEA5ebmZhxAeKHWwaGts4lcy7Hkf//7n/G94evrq+6++27j+8rPz09ptdp2t9HR95QQQvxcSIF9EZ1Op7y8vBSgPv7443bXiYqKUoBavHixcdkjjzxi/LD+3//+d8ltvvrqKxUZGamsrKyUg4ODmjJlijp06JDx+st9KO7Zs0cNGzZM2djYqLCwMLVs2TJ18OBBFRAQoGxsbNR//vMfpZRSS5YsUQEBAcra2lrFx8erlJSUS74IdCRHe5544gnl4OCgHBwc1LPPPquUapkRY+HChcrT01NZWFio4OBg9fe//904fVtnFNgfffSRmj9/vrKzs1MeHh7qL3/5S5tcPyVD6+2mTp2qHBwclLe3t3ruuedUTU2NGjFihLK0tFS//OUvlVJKffnll8rb21tZW1ur8ePHK6VaZqOYNWuWcnZ2Vr6+vupvf/ubevvttxWgZsyY8aPbVapl/3r++edVUFCQsrCwUB4eHuqhhx5S5eXll33+u6PAVkoZv3AFBwerurq6H30crVPZzZw5s81yg8GgHn/8ceXh4aEcHR3V/PnzVXl5uXr44YeVtbW1CgoKUkopVVxcrKZMmaJsbGyUt7e3+uMf/6hefvllBajp06f/6PN4uQI7JCTkso9bKaWSkpLU5MmTlZ+fn7K0tFSOjo4qNjZWvfXWW8ZZRDqavyP7gVIt79/W91u/fv3UsmXLjNPjvfHGG23yX67AnjVrloK2MxVd6PHHH1eAmjRpklLq2o4lrY9h3Lhx6uuvv1Z9+/ZVVlZWKjY2ts2MKRdvo6PvKSGE+LnQKCUjUK53ZWVlZGdn09DQwE033QTA999/T0JCAtbW1lRWVhoHwF0PgoKCOHHiBCtWrGDGjBmmjiMuUlpaapy9ZdOmTcYZYUzptddeY9myZcYuE0IIIYQpySDHG8Dx48cZM2YMer2e6dOnExwcbOwj/vvf//66Kq5Fz3XixAkeffRR9u/fT3l5ORMmTOgRxTW0jIkYM2aMqWMIIYQQgAxyvCEMGzaMtWvXMmbMGLZv387//vc/3Nzc+Oc//8mf/vQnU8cTN4jGxka2bt1KZWUlM2fO5PPPPzd1JKBl+rlbbrmlQwM0hRBCiO4gXUSEEEIIIYToRNKCLYQQQgghRCeSAlsIIYQQQohOJAW2EEIIIYQQnUgKbCGEEEIIITqRFNhCCCGEEEJ0IimwhRBCCCGE6ERSYAshhBBCCNGJpMAWQgghhBCiE0mBLYQQQgghRCeSAlsIIYQQQohOJAW2EEIIIYQQnUgKbCGEEEIIITqRFNhCCCGEEEJ0IimwhRBCCCGE6ERSYAshhBBCCNGJpMAWQgghhBCiE0mBLYQQQgghRCeSAlsIIYQQQohOJAW2EEIIIYQQnUgKbCGEEEIIITqRFNhCCCGEEEJ0IimwhRBCCCGE6ERSYAshhBBCCNGJpMAWQgghhBCiE0mBLYQQQgghRCe67gvsJUuWsGTJElPHEEIIIYQQArjOC+z09HROnTrFqVOnSE9PN3Ucdu/eTUlJialjALBu3Tqam5tNHYPa2lq2bNli6hgAFBYWkpaWZuoYAGRkZHDixAlTxwAgOTmZ6upqU8fAYDCwZs0aU8cAoKysjO+//97UMQDIzc0lKyvL1DEASE1N5cyZM6aOAcCGDRtoamoydQwhhGjXdVtgGwwGdu7caby8c+dODAaDCRMJIYQQQghxHRfYGRkZbVrdqqurycjIMGEiIYQQQgghrtMC++LW61bSii2EEEIIIUztuiywW1uvlVLGZUopacUWQgghhBAmd10W2K2t1xqNpt3rpBVbCCGEEEKYynVXYKelpbU740FrsS2t2EIIIYQQwpSuuwJ7165dV1wnMzOzG5IIIYQQQghxKYvu3qBer+fJJ5/k5MmTvP/++zg5ORmvS05OZvny5ZSUlODp6cmsWbMYO3Zsm9s7Ojpecc7euLi4roguhBBCCCHEFXV7gb1mzZp2T1SQkpLC22+/TWJiIlFRUaSlpfHOO+9gZWVFfHy8cb0FCxa0ud3ixYsBWLRoUdcGF0IIIYQQogO6tYtIeXk533zzDaNGjbrkuuXLlzNo0CAWLlxIREQECxcuZPDgwaxYsaI7IwohhBBCCHFNurXAXrJkCQkJCfj5+bVZrtVqOX78OOHh4W2Wh4eHk5+fL6fDFUIIIYQQ141uK7AzMjJIT09n3rx5l1xXV1eHUgoHB4c2yx0dHQGora3tloxCCCGEEEJcq27pg63T6Xj//feZOXMmzs7Ol1x/uXmrW6fe0+v1V9xGQUHBtYXsBI2NjZw9e5bGxkZTR0EpxcmTJzE3NzdpjqamJnQ6XY94fSoqKqirq+sRWWpra9Hr9e3O5d7dmpubOXPmDJWVlSbNoZRCKdUjXp+6ujqampp6RJbKykr0en2PyNLQ0EBpaSlardbUUdDr9RQVFWFhcW0fYwEBAZ2USAghzuuWAnvVqlVotVoSExO7bBsVFRVddt8d1dzcTE1NDTqdztRRMBgMVFZWYmZm2pkYm5ub0ev1PeL1qa2tRavV9ogsTU1NKKVM/vpAyxfgqqoqGhoaTJqj9cysPeH1aWxspLm5uUdkaWhowGAw9IgsWq2WmpqaDjV6dDWlFJWVldfciCAFthCiK3R5gX327Fm++eYbHnzwQaysrNpd53JFRusHbkcOoBERET89ZCfZvXs3ISEheHl5mToKp06dYtCgQVhaWpo0R21tLdXV1T3i9SksLKS0tLRHZMnIyMDZ2ZnAwEBTR6GyspKwsLA2U2aagsFgoKioqEe8PmVlZRw5cqRHZMnNzaW5uZkBAwaYOgqpqan4+/vj4+Nj6igUFxczcOBArK2tTR1FCCEu0eUF9nfffYdWq+XNN9/kzTffbHPdvffey6hRo3jwwQfRaDSX9LVuvWxvb9/VMYUQQgghhOgUXV5gT548mREjRrRZtn37dtauXcuf/vQnvL29sbKyIigoiMOHD7dZLysri4CAAGxsbLo6phBCCCGEEJ2iywtsDw8PPDw82iw7dOgQAIGBgcafpWfOnMnrr7/Oxx9/THR0NAcOHODAgQM89thjXR1RCCGEEEKITtPtZ3K8nBEjRvDII4+wfPly1q5di6enJw899BAjR440dTQhhBBCCCE6zCQF9rRp05g2bdoly8eMGcOYMWNMkEgIIYQQQojOYfo5woQQQgghhLiBSIEthBBCCCFEJ5ICWwghhBBCiE4kBbYQQgghhBCdSApsIYQQQgghOpEU2EIIIYQQQnQiKbCFEEIIIYToRFJgCyGEEEII0YmkwBZCCCGEEKITSYEthBBCCCFEJ5ICW4ifscqmGtJrj3Gi5oypowghhBA3DAtTBxBCdL/86tPcvXkx24rSWhYcfx8XKwc+vGkRM0JGmzacEEIIcZ2TFmwhfmbyq08z5IsF54prBarlX6W2lplrF/GP9KWmjiiEEEJc16TAFuJnZuGml6hprj9XWAMaTcs/FKB4fOeb5FefNnFKIYQQ4volBbYQPyOVTTUkn0qnpZjmXGHd6vzfS7LXdmcsIYQQ4obSLX2wtVot33zzDTt37qSyshJfX19mzJhBQkKCcR2dTsf8+fMvuW1ERATPPvtsd8QU4oaXXprT8kdry/VlfHF0I6HO/vR3DaC/ayD2lrbdE1AIIYS4AXRLgf3uu++SkpLCHXfcQe/evUlJSeEf//gHtra2REdHA1BdXQ1AYmIigYGBxtu6ubl1R0QhbnjfHtvB+4eTWi5crrZWGtDA0cpC7tz4gnFxgIM3/V0DGOAWRH/XQGPh7WPn3inZ0ktzWJm3nfSyTPbuKWZ6yCgiPUI75b6FEEKI7tblBXZTUxPbt29n7ty5TJ48GYDBgweTlpbGtm3bjAV2ZWUlACNGjCAsLKyrYwlxw2vSa1l74geW5WwlKf/7ln7XwLnm65Y+2Je0YrdcNzNkNHqlyCrP51j1KQpqiymoLWZDYWqbtV2tHRngGkh/10AGuJ37v2sQQU4+mGvMO5TzNzv+yT8PLDNe/nZPKs/v+YDnY+7huZh7fvLjF0IIIUylywtsCwsL3nzzTZydndsst7e3p6qqyni59e+L1xNCdNzli2oY7B7CrD5jcLFy4PGdb7UU16q1L/a5lTQaxvhGsvzWvxpvpzU0k1N5kuyKE2SV55NdUUBWRT5HKgqoaKrh+zOZfH8ms00OKzMLQl3OdzEZ4BrUbneT5/e8f0FxrYy1f8t1H6BQPB9zbyc/S0IIIUTX6vIC29zcHB8fH+NlnU5HWloa+fn53HHHHcblrS3YUmALcXXqdY18V5BySVGtAeK8BzKzz2hm9xlLH+fexttUamv5854PL2nBHuMbycrEv7ZZZmVmyUC3YAa6BUOf88sVisKaErIq8s8V3yda/l+RT0lDJYfKj3Oo/Hib+9IA/ue6m3jYuvD50Y3GewPN+UJfKdAo/rznQxb2v5Ugp17X/kQJIYQQ3aRbTzQzf/58dDodAOPGjWPq1KnG66qqqjAzM+Pdd99l//792NnZERcXx/z587GysrrifdfW1nZZ7o7S6/U0Njb2iCxKKerq6rCwMO25hOrr6zEYDD3iOWlqakKn0/WILM3NzTQ1Nf3kLCfrzrK6YBcrj+8grSyHBr3WeN1onwimBSYwLTCBXhf0kb5wW0+Gz2Ou/xg+y9vI9rx9xPkPpq+rP3eGToJmqG3uWC43jT0JbgNJcBvYpviu1NaSU3WSo1WFZFee4GjVSY5UFpBXc767SdsuKhd1VWltXdfA7pMH8QhwvOrn6Fo0NDSg1+t7xL6i1Wppbm7uEVl0Ol2PO8Y1Nzdf0/04ODh0UiIhhDhPo1Trb8Rd79ixY2i1WtLT09m8eTOLFi0iODgYgCVLlrB27VoSExMJCAggOzubLVu2MGnSJO6///7L3ufixYsBiIuL65bH8GMaGhqwtLQ0eVELUFdXh52dHZofmSmiOxgMBhobG7GzszNpDmgpavV6PTY2NqaOQlNTE2ZmZlhaWnb4NoVNpeyoOcyO6sMcbTxlXG6JOUMd+jDKKZwExwE4ml/djB/19fXY2NhgZtb1s3bq0HOyqYxCbSkry3eTXpdPm34hbbQs/7X3Lcx2H9Hl2S6k1+vRarXY2pp+9hSttuXLU0caGrpaY2MjFhYWN9Qxbvz48Z2USAghzuvWo2RISAgA/fv3Jzs7mw8//JAXXmiZqWDUqFEMGDCA2NhYoKWFu6mpic2bN3PPPfdgbv7jA6Z6wkFy9+7dhISE4OXlZeoorFu3jtGjR19VAdcVamtr2bNnT494fQoLCyktLSUqKspkGVYe284/Dyxj35lsnK3sGdZrAM/F3HPZGTPSzh7lm7xtLM9LJqvihHG5t60rs/uOZW7fcQzz6o+D5U//ApOcnExUVBROTk4/+T5+iohjQ5i5dtHlVzhXd/cP68f4Id27/5SVlXHkyBHi4+O7dbvtyc3Npbm5mQEDBpg6Cqmpqfj7+7fp9mcqGzZsYOTIkVhbW5s6ihBCXKLLC2ytVsuZM2fw8vJq03Lo7e3N7t27jZednZ1xdXVtc9uwsDB27dpFRUUFHh4eXR1ViC61cNNLfJS9zni5pqGBk8d2sPLYDj6csIiFA25FodhTfJjlecksz0smt6rIuP6FRfVo30jMNNf3eaLG9o7Cycqeam0dl7ZiK+PZJR9N/gdf527jj8MXcpP/cNOEFUIIIa5ClxfYpaWlPPHEE9xzzz3ccsstxuWFhYW4uLgYLy9ZsoSKigpeeukl47KTJ09ibm5+SeEtxPVm5bHtFxTXF06TB6Dh7s2LWV+Qws5TByiqKzXe7kYrqi/kYu3IRzc9c64Vu/VU7a1aiu3HIuayPG87208dYOK3jxPjNYA/xixkSlBCe3cphBBC9AhdXmD7+vrSr18/li5dirW1NT4+PqSkpJCTk9Omb3VMTAxvvfUWn376KdHR0eTl5bFlyxYmTpx4xe4hQvR0z+/54NxfF7TUGvuOtiz7KmczcGMX1RebETKarTPfZOGmlzhRU2xcHujozZKbnmFs72heTXiEdw99yyv7PmNPSRZTk54iwqMvfxy+kJkho2/o50cIIcT1qVv6YC9atIhly5axbNkyqqur8fX15dFHH2XUqFHGdUaPHk1TUxNr165l3bp1uLm5MX36dGbPnt0dEYXoUgdKc8/9dfkBWR42Tiy75S83fFF9sbG9o8lf8A37S46wYcdmJo+Z2KZPuqWZBQ8Pns2vBk7n4+z1/HXvxxwozWXOumcZ4BrIM8MWML/fTT+r50wIIUTP1i0Ftr29PQsXLmThwoU/ut7EiROZOHFid0QSolvUNtez6vjODq3b28GLsb2juzhRzxXpEcppm9zLDvi0NLPg3vApLBxwC18e3cxLez8iq+IEd258gZf2fsQzwxZwe78JHT6DpBBCCNFVTD/XkhA3mPLGalbn7+Kb3G1sKNhDk+HCeXovNyUdly0sRVvmGnPuCJvE/H43seLYdl5MXcKB0lzu3PgCz6W8xx+G/ZJf9p+MpZkc3oQQQpiGfAIJ0QlKGir4Jncb3+RtI7koHZ3SG6/r69ybwe59WHFse8uC1hOsXDDIEeA3kbd1f/DrmJnGjNl9xjK7z1i+ydtmLLTv2/Iyf97zAU8NvYN7w6diY276+aOFEEL8vEiBLcRPVFBTzIpjLdPp7TyVgeGCWTCGuPdpKf76jm05xTgXTNNnPHnh+ZbsDycskhbsa9BaaCfl7+LFPUvYU5LFI8lv8JfUj3gyaj4PD5kthbYQQohuIwW2EFchr6qIpblb+CZ3G/vOHmlz3VDPMGb3HcttfcfTx7n3JbddctMzzAgZxT/Sl7K/5AjOVvYM9e7P87H3SnHdSaYEJTAlKIFNham8mLqE7acO8OSud/h72hc8GTWfBwfNwN7S9GdnFEIIcWOTAluIKzhUftzY/SOjLM+43AwNI32HMKvPGGaGjCHA0fuK9zUjZDQzQkaTkZGBs7MzgYGBXRn9Z+sm/+Hc5D+cnaczeHHPh2woTOXJXe/w132f8HjkPB4ZMhtnKwdTxxRCCHGDkgJb/Cz8I30pmadyOFtbTnRzGo9FzMXF2vGy67eeTfGbvG1tzqZooTFnTO9IY/cPL1s5CVJPNrLXEL6b/gZ7S7J55of/sqEwlWd3/49X93/OoxFz+U3EbbjZtD1F/JKstaSczORwcR7jLbJZ0P8Wgpx6megRCCGEuB5JgS1uaOmlOfxy44scLDtmXLaqJIXX07/io5ueYUbIaAAMysAPZzL5Jm8by/OS25z0xNrMkkkBMczuO5apQQmXFGSi5xvm1d9YaL+YuoRVx3fyYuoSXk/7kl8PnsXTQ+/ETKNh5tpFbCtKM95u+55DvJb2JW+O/g0LB9xqwkcghBDieiIFtrhhVTbVMD3paQpqi1tm7ADjAMNqbR0z1y7i32OfJP1sDiuPbae4ocJ4WzsLayYHxDG77ximBY/EwdLOBI9AdLZhXv35NvFlDpbl8ZfUj/g6dyuvpn3Ovw4ux83GicLaknP7igY0LftMTXMdd29ejIu1g/ELmRBCCPFjpMAWN6wlWetaimtoM2NHi5Yi6qGtrxqvc7FyYGpwArP6jGFSQAx2Fjbdmld0n8Huffhq8gscqSjgTynvsSxnC3W6xvNTKALnp3tpKbTv3rSYGb+SAlsIIcSVSYEtblgrW+edbvfkLucuazTcMyCR2X3HcmvgiG5MJ3qCMNcAvpr8AjYWVnycvf4ya7XsK5XaWvKrT0t/bCGEEFckBbb42Xt/wh9MHUGY2InqMy1/tH+STWPLdn6NFNhCCCGuzMzUAYToKsZCSLVXNbX87B/Ygan1xI1vrF/U5a+8oNvI2N7R3ZRICCHE9UwKbHHDmh488txfCi44y6JxwCPIoDUBXLgfaLhkXzn3/ayvc2/0St/d0YQQQlyHpMAWNySdQceK1j7YGg3nCydlvDzIPYTnY+4xXUjRY0R6hPJczN3nLmnOfQlTbfad3MqTTFz5OGUNVaYLKoQQ4rogBba44egMOuau/xOfHPkOKzNLHhw4A2cre1oKpZbmyMci5rJj1js/erIZ8fPyfMy9rLh1ccu+ojm/r0wPHsmOWf8iwMmHrUX7iV56DwdKc00bVgghRI8mgxzFDaVJr+X2755n5bHt2FvasuKWxUwMGM6/xz3J+swdFJae4v6x80wdU/RQM0JGU/mr0aSdOMyu7L3cOXam8UvY/ts+YO76P7K1aD9xy37FsskvMiU4wcSJhRBC9ETdUmBrtVq++eYbdu7cSWVlJb6+vsyYMYOEhLYfTsnJySxfvpySkhI8PT2ZNWsWY8eO7Y6I4gbQpNcyJen3bCrci72lLRumvU58r8HG6wc6B+Hd7GDChOJ6EeDgTYNj3za/cLjbOrNx+hs8sO1V3j+cxLQ1T/F8zL38MWYhmstOPyKEEOLnqN0Cu66ujhMnTpCTk0NJSQm1tbVoNBocHBzw8fGhX79++Pv7Y2tr26GNvPvuu6SkpHDHHXfQu3dvUlJS+Mc//oGtrS3R0S2j8lNSUnj77bdJTEwkKiqKtLQ03nnnHaysrIiPj++8RyxuSFcqroXoDOZm5rw3/mnivAfy6+TXeG7P++wpyeLzSc/hZGVv6nhCCCF6iDYFdl1dHfv372fz5s1kZmZSW1uLubk5ZmYtXbX1ej0GgwFnZ2ciIiK46aabGDRoEHZ2lz+NdFNTE9u3b2fu3LlMnjwZgMGDB5OWlsa2bduMBfby5csZNGgQCxcuBCAiIoKCggJWrFghBbb4UbXaemauW8Smwr24WDuyZsrfpLgWXeq+gVMZ5B7CzLWLWJP/PcOX3seGaW8Q6ORj6mhCCCF6AGOBferUKb799luSk5MxNzdnwIABBAcH4+bmhq2tLUopGhoaKC0t5fjx42RkZHDo0CEmTZrELbfcgpeXV/sbsLDgzTffxNnZuc1ye3t7qqpaRuNrtVqOHz/O3Llz26wTHh7OV199RVNTE9bW1p392MUNoFZbz6RVv+WHM5m4WDuydcabRHqGmjqW+BmI8xnI/nnvM3nVE2SU5RG99B6WTX6R8X5DTR1NCCGEiRkL7E2bNrFnzx5iYmJISEggLCwMZ2dnNJq2fQuVUlRUVHDo0CF27tzJli1b8PDwIDExsd0NmJub4+NzvlVHp9ORlpZGfn4+d9xxB9DScq6UwsGhbf9YR8eW/o+1tbVSYItLSHEtTK2XvQe7577Lwk0vsTR3C5O+fZxXEx7m8UgZSCuEED9nGqVazrqxefNmtFot8fHxl7Q2X05ZWRnJycn4+fkRExNzxfXnz5+PTqcDYNy4cTz44IOYmZlRVlbGgw8+yD333MMtt9xiXH/Dhg3873//45133rlsC/nixYsBGDrU9K1GOp0OMzMzY5caU9JqtVhZWZk6BkopdDodlpaWnXq/NfoG/nTqS7IaT+Jibs9LvX9BH+sf/3neYDBgMBiwsDD95Dk9aV9pbm7GwsLiki/TptBT9luDwYBer7+q/XZFZQr/O7sRA4rRDuH8zmcGlhrza86i17ec3Mbc/Nrv61r1pP1Wq9ViaWl5zfvtzTff3EmJhBDiPGOlMXLkSLRaLdnZ2Tg4OBAWFtbmIHrmzBkOHTqEj48PYWFhWFhY4O7uTmJiYocPcC+99BJarZb09HQ2b97MiRMnCA4O7pQHMm7cuE65n2uxd+9egoKC8PDwMHUUNm/ezMiRIzu9sL1arf36R40a1Wn3WdFUw6Sk35LVeBIvW1c2T/0H/Vz8r3i7oqIiysvLGTzY9P2zDx8+jJOTE35+fqaOwvfff8/gwYONvxiZisFgYPPmzT3ivVxRUUFubi7Dhw/v8G3GMY6ZRTczd8Mf2V57mMZqxdJJL9DLzv2ashw/fpzm5mb69et3TffTGdLS0ujdu/dlGzy607Zt24iPj+8RX8iEEOJixgJbo9Gwbds2Pv74Y8aMGUPv3r1xcnIyrnj27FlWrFiBVqvl3nvvZfjw4ZiZmV1V142QkBAA+vfvT3Z2Nh9++CEvvPDCZVtDzjWud6jlpiccZM3MzLCwsOgRWaDlOTF1ga3VatFoNJ32nFQ0VnPzmpY+rwGO3myY9gZhrgEduq2FhQVmZmY94vUxMzPD3Ny8R2TRaDRYWlqaPIvBYAB6xnu5tUX/arPcHBxL6m3vMW3NU+wpySJu+YOsuHUxcT4Df3IWc3NzDAZDj3heetoxrifst0II0R5jZXvkyBG++uordDod/fr1u+RndB8fHxISEigqKuKbb76hsLCwQxvQarUUFBTQ2NjYZrm3tzcnTpwAWgY8ajQaamtr26zTetneXqa/ElBcX864lY9yoDSXAEdvts98p8PFtRDdJcw1gNTb3iMxKJ4z9WWMXv4w7x1abepYQgghupGxwN6zZw+VlZXMmTOH0aNHXzL1nqenJ9OmTWPy5Mnk5OSQmZnZoQ2UlpbyxBNPsHXr1jbLCwsLcXFxAVparIKCgjh8+HCbdbKysggICMDGxuanPDZxAymuL2f08ofbFNcyJZroqZys7Fk95RX+HHMvOoOO+7e+wn1bXkZv0Js6mhBCiG5gLLALCwtxd3dn0KBBly1o7e3tiY6ORqPRUFRU1KEN+Pr60q9fP5YuXcqWLVs4fPgwH374ITk5OW1mHpk5cyaZmZl8/PHHZGZm8tlnn3HgwAFmzpx5jQ9RXO9OVJ9h9PKHOVpZSD8XfymuxXVBg4Y/xdzNqsRXsDG34v3DSUz89nHKGqpMHU0IIUQXM/YDaR29f6WzM7Zer9VqO7yRRYsWsWzZMpYtW0Z1dTW+vr48+uijbQa+jRgxgkceeYTly5ezdu1aPD09eeihhxg5cuTVPiZxAzlRfYbRKx6moKa4pbie9Q7edm6mjiVEh00JTmD33HeZtuYpthbtJ3rpPaxKfIUIj76mjiaEEKKLGAtsZ2dn8vLyOHv27I+OVm/tT301Mw7Y29uzcOFC41kaL2fMmDGMGTOmw/crbmxSXIsbRYRHX/bf9gFz1/+RrUX7iVv2K5ZNfpEpwQmmjiaEEKILGLuIDBw4kNraWjZt2sTp06cvWdFgMHDo0CFWr16Nra0tffr06dag4uflSEWBsbiO8OgrxbW47rnbOrNx+hvcGz6FRr2WaWue4oU9H6JQpo4mhBCikxlbsIcPH87u3bvZvHkz5eXlxMbG0rt3b+zs7Kivryc7O5utW7eSn5/PL37xCwYO/OnTTgnxY45UFDB6+cOUNFQQ4dGXrTPexNXG6co3FKKHMzcz573xTxPnPZBfJ7/Gc3veZ09JFp9Peg4nK5ktSQghbhTGAtvb25s777wTa2trkpOT+eGHH7Czs8PGxoampiYqKyvx9PRk/vz5TJ8+HVdXV1PmFjeoC4vrET6DWDPlb1JcixvOfQOnMsg9hJlrF7Em/3uGL72PDdPekMG7Qghxg2gz2XX//v25//77iY2N5ejRo5w9exatVouNjQ3e3t4MGDCAwYMH4+YmP9WLzpd+NoebV/3WWFxvmPY6DlZ2V76hENehOJ+B7J/3PpNXtZw4KXrpPSyb/CLj/YaaOpoQQohrZHHxAh8fH3x8fBg/fjwNDQ00NzdjbW2NjY1Nh86oKMRPkX42h3ErH6WyqUaKa/Gz0cveg91z32XhppdYmruFSd8+zqsJD/N45DwA0ktz2FC0C71eT5OnBZEeoSZOLIQQoiOMBXZjYyOpqamkpaVhZmbGiBEjGDx48FXNFiLET3FhcX2T/zBW3LJYimvxs2FrYc1Xk18gLn0gv9v1Dr/d+Rbbi9LRY2D18V3G9RYd/pCxvaP4cMIigpx6mTCxEEKIKzHOIpKamsru3bsxMzPDYDCwdetWDh06ZMps4mfg+9MH2xTXSVP+JsW1+Fl6PHIeG6a/gZuNEyuPbz9XXKtz/wAU24rSGLP8ESqbakyYVAghxJUYC+y0tDRsbGy44447mD9/PvX19Rw5csSU2cQN7vvTB5m06rdtimtrcytTxxLCZMb7DeWXYTcDGlCq5f9oWq48V2cX1Bbz/J4PTJRQCCFERxi7iLi7u5OTk0NKSgparZaGhgacnZ1NmU3cwDYWpDJz3SLqmhuYETKaL29+XoprIYC0szktf2guukKjoaXK1pBclNbNqYQQQlwNY4HdekryzMxMlFIMHTqUyMhIU+USN7CNBalMSfo9WkMzM0JGs2zyC1iYXTLeVoifpeRT6ef+urjCPr8svTS3u+IIIYT4Cdq0YI8ePZry8nLMzc3x9/fvUAt2bW0tZmZm2NlJv1nR1j/Sl7K5IJXC0tNEbfqB6SGjsLewNRbXd4XdzAcT/iDFtRAXGOMbea7Ibu0icgGlQKMh0NHbBMmEEEJ0lLGyWb9+PTU1Ndxyyy34+HTsZAeFhYWsWrWK/v37M2HChC4LKa4v+dWnmbbmKQ6WHTMuO5Cdz5LsdZhhhgEDd4XdzEc3PYtG014rnRA/X2P9oi5oxb6AUsZ6e2zv6G7NJIQQ4uoYC2wLCwuSk5M5ePAgo0aNYtiwYfj4+GBpadnmBlqtlqKiIlJSUti1axf19fWEh4d3e3DRcy3c9NIFxbVqc50BA0M8+khxLcRl/CbiNr7JSyaz7BjG949qfa+09MO2NJNzEgghRE9mLLDHjBmDmZkZ69ev58MPP2T58uUEBATg5eWFvb09Sinq6uooLi7mxIkT1NXVERwczLx58xg6VM48JlqsPLb9/M/binMDs85RCjSKjNI8Ka6FuAwXa0dWJ77Cwk0vnW/J1rT8J8ipFwXVxbx3OAlrcyveGv24vJeEEKIHMhbYrq6uTJ48mdDQUHbv3k16ejpHjhwhIyMDpVpaUTQaDXZ2dvj7+xMVFUVsbCyBgYGXtHKLn6/00pzzFy7+4NdojD9zbyvaLz9zC3EZQU692DbrbbYV7WdT1m70ej03D0pgbO9oVuQlM3f9n3jn4HKqtXXya5AQQvRAbUaXWVlZMWDAAPr27cvNN99MYWEhFRUVNDY2AmBra4u7uzv+/v64u7tjYdGxwWk6nY7Vq1eTnJzM2bNn8fLyYtq0aYwbN67NOvPnz7/kthERETz77LPX8hhFN6psqm35Q2nanwRBCNFhY3tH49fgRHNzMwN6DwBgZp8xLJv8Ard/9zyfHPkOQIpsIYToYdqtkC0tLfH19cXX17dTNvL222+zb98+5s2bR2BgIKmpqfzrX//CwsKCUaNGAVBdXQ1AYmIigYGBxtu6ubl1SgbRPYIcz53CWXOZGRDOifQI7b5QQtxgZvYZQ9KUvzEl6ffGIltm5BFCiJ6jy4/GpaWl7Nq1izvvvJMpU6YAMHjwYA4dOsR3331nLLArKysBGDFiBGFhYV0dS3SRhF6DMNNoMChoM82YcQYEDdODR+Ji7WiyjELcCCYGDG9TZNc0N8ic8kII0UOYXXmVazdr1ixiYmLaLOvVq5exqAaoqqoCkLNHXse2nNzHhJW/waAM55ZcWFy3nPLZ0cqOJTc9Y6qIQtxQWotse0tbVh7bztz1f6JJrzV1LCGE+Nnr8gLbw8OD+fPn06tXL+MynU7H0aNHCQ09302gtdiWAvv69Eb6V0z69nFqmuu5re8EfpjzX8b4RrZcea5v6IL+t1Cw4BtpvRaiE00MGM6Gaa8bi+wpSb+XIlsIIUxMo5RSP7aCTqejvr4ec3NzbG1tMTO79pp82bJlfPPNN/ztb38jICAAgJUrV/LFF18QHx/P/v37sbOzIy4ujvnz52NlZXXZ+1q8eDEAEydOvOZc16q8vBx7e3usra1NHYXi4mI8PT075fX6MY0GLS/kfcGm8nTM0PBY4HTm+4wxXq/T6cguOc4gX9P3uW5oaKCpqQkXFxdTR6GqqgpLS8secQbU0tJSnJ2dTT4bkFKK4uLiDp/oqitptVpqa2t7xBiQ2tpalFI4Ov74F9OMmuP8X/Z/aDBoiXHqx+th92PVyd1FKioqsLW1xcbGplPv96coKSnBw8Pjmo9xw4cP76REQghx3mWPvgUFBWzfvp3MzEwqKiqYOHEiEyZM4NChQ9jb2zNkyBDMza/+ZAdpaWksW7aMO++801hcQ0sLtlIKFxcXFi5cSHZ2NklJSWi1Wu6///4r3q+/v/9VZ+lsDQ0NeHp69ohW+LNnz+Ln5/eTXqOOKm6oYOHOv3C46gSuVg68G/cEI70Gt1mnsbGR2traHvH6lJaWUlNT0yOyGAwG7Ozs8PT0NHUUqqur6dWrF7a2tibNoZTi7NmzPeL1qampobm5uUdkOXPmDDqdDj8/vx9dzx9/vLy8uWvXYvZUH2XRiU/4IP532Ft03uva1NSEh4dHj/iSWlZWRu/evTs8m5UQQnSndo9M+fn5fPTRR+zevRs7Ozuys7Nxc3MjNjaWH374gbKyMuzs7K56MGJBQQFvvPEGo0ePZtq0aW2uGzVqFAMGDCA2NhaAcePG0dTUxObNm7nnnnuuWCj2hFav/Px8XF1d8fLyMnUUNBoNXl5eXdYqufvMIWZuXcSZ+jL6ufizYdobBDpd+hrU1tZy7NixHvH6NDc309zc3COylJSU4OTk1COyHDlyBHd3d5ycnEyaw2Bo6bvfE54TS0tLzp492yOy1NbWdni/nerjwzZvX8atfJTtJRnctfsVNkx7HQerzvmlpLCwEBcXlx7xvJiZmeHp6dkjfjEUQoiLtfvb2o4dO8jKymLSpEk8/fTTjBgxAjMzM6ysrAgPD6eoqIiMjIyr2lBFRQWLFy8mJCSEBx988JLrnZ2d2/TJBggLC0Ov11NRUXFV2xJd671Dqxm9/GHO1JeRGBRP6m3vtVtcCyG6X6RnKFtnvImXrSs/nMlk0qrfUqutN3UsIYT4WWm3wM7JyaF3797Mnj2b4cOHG/shWlpaEhUVha2tLSUlJR3eSGNjIy+//DK2trb87ne/a/cnvSVLlvDaa6+1WXby5EnMzc1xdXW9msckuojeoOe+LS9z/9ZX0Bl0/DnmXlZPeQUnK3tTRxNCXCDSM5Tts95pU2RXNFabOpYQQvxstFtgm5ubX/asYA0NDTQ3N3d4YInBYOCf//wnBQUFzJs3jzNnzpCXl2f8V1/f0rISExPD0aNH+fTTTzl8+DCrV69my5YtTJw4sUv7EYuOKWuoYuK3j/P+4SRszK1YlfgKf4q5G42crlGIHinMNaBNkT1u5aNSZAshRDdptw92SEiIcVaPSZMmUV1djaWlJZmZmezatYva2torDrhpVVtby969ewEuaaEGePrppxk6dCijR4+mqamJtWvXsm7dOtzc3Jg+fTqzZ8++hocnOsOB0lymrXmKgppiAhy9WZX4ChEefU0dSwhxBa1F9qRVj3OgNJdxKx/lu2mv421n+tlRhBDiRtZugT1y5EiOHj3KunXr2LFjB8eOHcPMzIzc3Fz0ej2TJk0iOjq6QxtwcnJi2bJlHVp34sSJPWK6PXFe0vFdzF3/Rxr1Wsb1jmbZ5BdxtzX9LClCiI4Jcw1g+8x3GL3iYQ6U5jJ6+cNsn/WOFNlCCNGF2i2wg4KCWLBgAaGhoWRlZeHn54dGo8HDw4Pw8HASEhLw9fXt7qyiGykUL+5ZwvN73kcB94ZP4b9jf4e5mXTXEeJ6E+jkYyyyj1YWSpEthBBdrN0C+/DhwyilmDVrFlqtlpqaGjQaDU5OTjg6Okqf6BtctbaOX2z4M2vyv8fSzIJ/jXmC+wZONXUsIcQ1aC2yJ6163FhkX256TSGEENem3ZGKycnJrF+/npqaGtzc3AgMDCQgIAAXFxcprm9wRyoKGL70Ptbkf4+PnTvbZ70jxbUQN4hAJx+2z3qHfi7+LUX2ioc5UX3G1LGEEOKG026B7ePjw+nTp9m1axenT59Gq9ViMBja/LvCGdbFdWjLyX0MX3ofRysLifUOZ/+894nzGWjqWEKITuRt52YssgtqiqXIFkKILtBuF5GGhgb27NnDnj17WL16Nc7Ozpe0XE+fPp2xY8d2R0bRDd5I/4rf7XoHvTJwW9/xfDLxj1iZd81ZIIUQptVaZN+86rctAx9XtHQXCXMNMHU0IYS4IbRbYGs0GgIDA9Hr9TQ2NtLY2HjJOnV1dV0eTnS9Bl0TCze9xNLcLZhrzHh95P/xeOQ8U8cSQnQxbzs3ts54k3ErH20zu4gU2UIIce3aLbDHjh3LoEGDLnuyGYBevXp1WSjRPU7XlTJ51RNklOXhZuPEsskvMt5vqKljCSG6iauNE1tnvEli0u/54UymFNlCCNFJ2i2wKyoqyM/P/9Eb2tnZ4eHh0RWZRDfYfeYQM9cu4kx9Gf1c/GU2ASF+plxtnNgw7XUmrfqtscj+btrrRHqGmjqaEEJct9otsHft2sXy5cvbLNPr9dTX16OUwsXFhYceeog+ffp0S0jRud47tJpfJ79Gs0FHYlA8n096Dicre1PHEkKYiIOVXZsie9zKR9k6400psoUQ4idqt8COjIzEwqLtVQaDgaqqKvbt24eFhQVubnKCguuN3qDngW2v8v7hJDTAn2Pu5Y8xC9Fw+a5AQoifh9Yie+a6RWwq3Mu4lY+yZsrfiO812NTRhBDiutNugR0TE0NMTMwly5ubm8nIyGDdunXU19d3eThx9fKrT5N8Kp2N5dvJOljJ+IBhRHqEUtZQxdz1f2Rr0X5szK1YNvlFpgQnmDquEKIHcbCyI2nK35iS9Hs2Fe5l0qrfsmHa64S7BZFclM6ak9twrnFmin4UY3pHmTquEEL0WO0W2JdjaWnJkCFDWLFiBceOHeuqTOIn+kf6Uh7f+abx8mff74Dv4cFBM1h74gcKaooJcPRmVeIrRHj0NWFSIURPZW1u1abInvDtYzhb2lPcUNGyQhH8/fBSZoSM4sMJi3CxdjRtYCGE6IHaLbArKyupqam5ZHlzczPHjh0jNzeXgAAZZd6TXFxcQ+uJgDT8J3MloBjXeyjLJr+Iu61z9wcUQlw3WovsW1Y/ydaT+2nUac9dc/4EYyuP7aCyaRFbZ75lmpBCCNGDtVtgr1mzhrVr116yXKfTUVpaire3NwMGDOjycKJjKptqeG7P+y0XlAKNBoz9qtW5vzX8b/zvpbgWQnSItbkVeoO+5ULrYaT1uKIUaBTbitL4R/pSfhN5m4lSCiFEz9Ruge3g4IC3t/elK1tYEBUVRUxMDBEREV0eTnRMemkO1dq6C4rrC52/vONUBn2c/bo3nBDiurX91IGWPy45rGjOHW9ajj9CCCHaarfADgoKwtfXFz8/P8zMzM6vfG5mkYKCAsrLy3FycurQRnQ6HatXryY5OZmzZ8/i5eXFtGnTGDduXJv1kpOTWb58OSUlJXh6ejJr1iw5HXsHpJ/NbfnjspOBtDQ/5dec7qZEQojrXX516/HC2Hzdlubi9YQQQrS67DzYjo6ODBkyBGtr6zbXnTp1ihUrVjBw4ECCgoI6tJG3336bffv2MW/ePAIDA0lNTeVf//oXFhYWjBo1CoCUlBTefvttEhMTiYqKIi0tjXfeeQcrKyvi4+Ov7VHe4CI9zw1YvMznYKsgRzn7phCiY4KcWo8XlzmonDvenF9PCCFEqzYF9saNG0lJSWHdunXY2tqSm5uLpaWl8XqlFCUlJezZswc/v451NSgtLWXXrl3ceeedTJkyBYDBgwdz6NAhvvvuO2OBvXz5cgYNGsTChQsBiIiIoKCggBUrVkiBfQVjekfhbGVHlbaeS6tsBQocre0YK9NqCSGuwoL+t/BR9rp2vryfH+w4xle6CwohxMUuacGuqqqitraWiooK0tLSMDc3b3O9UoqRI0cybNiwDm9k1qxZl8yr3atXL+Pp2LVaLcePH2fu3Llt1gkPD+err76iqanpkpZ00aJaW8cvNvyZKm0drYMZW4tq46AkDbwQc5+0NAkhrso/Rj3K8mPJ1LR+eb/ouIJSLNr9Pwa4BRPnM9CkWYUQoidpU2DHx8cTGhpqPEtjXFzcJWd0NDc3x8XFpcMt2B4eHsyfP7/NMp1Ox9GjRxk4sOWAXFdXh1IKBweHNus5OrbMr1pbWysFdjtOVJ9h0qrHOVpZiJuNM88M+yX/OLCUwpoSY2uTk5U9H930DDNCRps2rBDiuuNi7UjG7R+xcNNLJJ9Kb9OK/fvoX5BanM3Wov2MXv4w/xrzBPcNnGqyrEII0ZO0qZ7t7e2xt7dn/vz5WFhY4Ovr22aQI0BNTQ0rV67kzJkzjB8//idtdMWKFVRXVzNz5kyg5TTs7dGcmxFDr9df8T7z8vJ+UpbO1NDQwOnTp9udQ7yz/VB2mP9Le5vK5jqC7X1YMvx39Lb1YPrI4aSUZ5Gad5ChwQMZ4TEQlOmeH61WS3Nzc494fSorK6mrq+sRWaqrq9Fqteh0OlNHQavVcvLkSZN/iVVKoZTqEa9PfX09jY2NPSJLeXk5er3epFnej3icw8EnOFCYjY+zB0O9++Nkac+9XjfxqtUy3ju+jvu3vsKGnB/4y6C7MdeYXflOr5Fer+fEiROX/Mp6tfr06dNJiYQQ4rx2Bzn6+/uTmZnJunXrKC4uprm52XhdVVUVe/bsYcGCBT+pwE5LS2PZsmXceeednXqymqampk67r59Kr9fT3Nzc5Vk+KtzI33O+xoBijPtg/jbwPhzMbI3bjbQPwdlRQ4BdgMmfF61Wi1LK5Dmg5ZcTg8HQI7Lo9Xp0Ol2PyNJTnhOlWvr19oQsWq0WvV7fI7I0Nzf3iNeoj7UP9g7gaOeItcHCmOfx4Jn0t/Pj6cMfsOzkdk7UFfPGoAdwsXS4wj1eG6UUjY2Nl/zKKoQQPUG7R6aMjAyWLFlCbm4uhYWFmJmZ4enpycmTJ1FKMWbMmKvqg92qoKCAN954g9GjRzNt2jTj8otbyVu1fuB2pIUiPDz8qvN0turqagICAvDy8uqS+2/QNbFw00sszd2CBvhzzL38MWYhmnZG+Z84cYL+/fu3GaRqCrW1tZSXl/eI16ewsJDS0tIekSUjIwNnZ2cCAwNNHYWzZ8/Sp0+fDk+72VUMBgP5+fk94vUpKyujqampR2TJzc2lubm5R5zcq66uDn9/f3x8fNosDw8PJ2HAMGauXcSeiiPMT3+FVYmvEOHRt8uynDx5krCwMJP/8iKEEO1pt8D+/vvvKS8vZ86cOSQnJ+Pg4EBiYiJnz54lJSWF0NBQevW6ugFzFRUVLF68mJCQEB588ME219nb26PRaKitrW2zvPWyvb39VW3rRnSi+gzT1jxFRlkejpZ2fD7pOaYEJ5g6lhBCABDnM5D9895n5tpFpBQfJm7Zr1hy0zPMC51g6mhCCNHt2m06Pn36NH5+ftx6660EBwcTEBDAyJEjueOOO5g7dy5nzpwhMzOzwxtpbGzk5ZdfxtbWlt/97neX/KRnZWVFUFAQhw8fbrM8KyuLgIAAbGxsfsJDu3FsObmP6KX3kFGWR4CjN6m3vSfFtRCix+ll78H2We9wW9/xNOq13P7dczy582306srjaIQQ4kbSboFtbm6OTqdDq9Via2tLTU0NlZWVmJubEx4eTl1dHceOHevQBgwGA//85z8pKChg3rx5nDlzhry8POO/+vp6AGbOnElmZiYff/wxmZmZfPbZZxw4cMA4EPLn6vX0L5n07eOUN1Yzrnc0+2/7gDDXzuu7LoQQncnK3JKvJr/A6yP/D3ONGa+lf8nElY9T1lBl6mhCCNFt2u0i0qdPH1auXMm2bdvw9PQkPT2dL7/8kpiYGI4fP87x48eJjIzs0AZqa2vZu3cvAK+99tol1z/99NMMHTqUESNG8Mgjj7B8+XLWrl2Lp6cnDz30ECNHjvzpj+46dmF/a4Ano+bzcvyDmGuubcS8EEJ0h8cj5xHh0Ze56//I1qL9RC+9p8v7ZQshRE/RboE9atQoCgoK0Ol0DBs2jGPHjpGUlMS6devQarUMGDCAiIiOnb3LycmJZcuWdWjdMWPGMGbMmI6nv0Gdritl8qonyCjLw9LMgk8m/lH6MQohrjvj/Yay/7YPjONHpF+2EOLnot0C28/Pj1/84hdYWFjg4+PDXXfdRVhYGCUlJTg4OBAdHW08SYzoXLvPHGLm2kWcqS/Dx86dFbculjOkCSGuW4FOPuye+y5z1/+RNfnfc/t3z5FanMWrIx9udwYkIYS4EbRbYK9Zswa9Xs9NN92ElZUV/fr1IzQ0FKUUGo3GeAIY0bneO7SaXye/RrNBR6x3OCtuXUwvew9TxxJCiGtia2HN6imv8OKeJTy/531eS/+S7MoCPp/0HE5WMkuUEOLG0+4gx5ycHDZv3kxBQYFxmUajwczMTIrrLqDVN3Pflpe5f+srNBt03Bs+he2z3pHiWghxw9Cg4U8xd7Mq8RUcLe1Yk/89w5fex5GKgivfWAghrjPttmD369ePjIwMPvjgAyIiInB3d79kar3+/fsTHBzcLSFvZKfrSo3zxpppzPjv2N9x38Cppo4lhBBdYkpwAqm3vcekVY9ztLKQ4Uvvk3n9hRA3nHYL7LNnz5KVlUVlZSU7d+7E2dn5krMpPvDAA1JgX6ML+1u72TixbPKLjPcbaupYQgjRpcJcA9h/2wfGGUamrXmK52Lu4U8xd0u/bCHEDaHdAjs8PJz777//R7uDhIaGdlmon4ML+1sPce/DqsRXCHTyufINhRDiBuBu68zGGW/w9Pf/4e9pX/D8ng9ILcmWftlCiBtCuwV2fHw88fHxNDQ0cPbsWcrKynB3d8fX1xdo6Y99cYu26BitvplfJ7/G+4eTAEgMimfZ5BextbA2cTIhhOhe5hpzXk14mGFe/blr44vGftmrEl+RE2oJIa5r7RbYer2etLQ01q1bR3Z2NpWVlcyaNYvExER27dqFvb09o0ePxs7OrrvzXtfKGqpITPodKcWH0QDPx9zLH2MWyk+iQoiftXmhEwh09GHm2kXSL1sIcUNodxaRQ4cO8dFHH7Fnzx48PT2prKwkLy8PnU7HsWPHWLlyJVlZWd2d9bp2oDSX6KX3kFJ8GEdLO1YlviL9DYUQ4pw4n4Hsn/c+sd7h1DTXM23NU/x5zwemjiWEED9JuwX2jh07qKio4K677uKpp54iJiYGjUaDra0tCQkJNDQ0cPjw4e7Oet36Kmczcct+RUFNMf1c/Em97T1pmRFCiIv0svdg+6x3uDd8Cgp4fs8HzFv/Jxp0TaaOJoQQV6XdAvv06dP4+/szZswYevXqhaWlJdDS9zokJAQbGxuqqqq6NWhPl199mrSaPL4vyTQu0ys9T+58m9u/e45GvZZxvaNJve096VsohBCXYWVuyXvjn+Z/457CTGPG0twtxC37FSeqzxjXya8+TUZ9PgfKck2YVAghLq/dPti2tracOnWKiooKvL2921xXUlJCfX091tYyKA9aDvR3b17MtqK0lgVHwOn7V3gq+hdsKtzH1qL9ADwZNZ+X4x/EXCODQ4UQ4kruGziVEGdf5q7/IxlleUQvvYe/jniAfx9cQXrpucL65Mc4Wzmw5KZFzAgZbdrAQghxgXYL7CFDhrBv3z7eeustxo4dy4kTJ7C0tGT16tWkpKRgMBjo169fd2ftcSqbaoj4ciHV2jpAgWpZXq2t5Znd/wMUNubWLLnpGeaFTjBlVCGEuO6M9xvK/ts+YNqap8goy+WBra+ev1Ip0Gio0tYyc+0i3hj5KL+JvM10YYUQ4gLtFtixsbGcPHmStWvX8uabb5Kfn4+5uTmFhYV4eXkxffp0Bg8e3N1Ze5yFm146X1yjwTheUSnQtCx7e8zjUlwLIcRPFOjkw+657+L9wVRqtPXGwprW8zScu/zcnveZETKKIKdepg0shBBcpsD28vJi7ty59O/fn5ycHKqqqtBoNLi6uhIWFsagQYNwcXHp5qg9z7fHd57766KZQDSacwd9OFh2rNtzCSHEjeRIZUFLcQ3nC+tW5y5Xa+vYVpTGQimwhRA9QLsFNoC7uzuDBg3C1dWViooKzMzMcHd3x9/fH2dn56vaiFarJSsri8zMTDIzM5k5cyYxMTFt1tHpdMyfP/+S20ZERPDss89e1fa6Q3ppTssfra0pFzu3KP1sTveFEkKIG1B+9emWPy53vD33K2J+zenujCWEEJfVboFdWVnJ5s2b2bRpE4WFhdTV1aHRaHB0dKRPnz5MnTqVESNGYGNj06GNfPnll6xevdp4Wa/XX7JOdXU1AImJiQQGBhqXu7m5XdUD6mr1ukbWn0jhq5yNHVpffq4UQohr42Lt0LH1rBy7OIkQQnRMuwX2zp07+fzzzzEzMyMyMhInJycMBgOlpaVkZGRQXFyMra0tcXFxHdrInDlzmDp1Kvn5+SxevLjddSorKwEYMWIEYWFhP+3RdJHa5npWHd/JN7nJrC/YTf25OVk1gNJoMPbBvtC5RWN7R3VzWiGEuLGM7R2No5Vd2z7YRur88dZPjrdCiJ6h3QJ7//79eHp6cvfdd9O/f3/s7e1RSlFZWcnOnTt5//33OXjwYIcLbDs7O+zs7Dh79uxl12mdV/tqu590lfLGalbn7+Kb3G1sKNhDk6EZADsLa+b0GcvcvuNxtLLh1tW/BzTnDvDq/B1oNIzxjWThgFtNkl8IIW4kL8Tcx+M732y50Hq8VecKbY2GxyLmEukRarJ8QghxoXYL7ObmZgYMGEB0dLTxJDMAnp6exMbGsmHDhna7eVyL1hZsUxbYJQ0VfJO7jW/ytpFclI5OtTxGOwtr5gS3FNVTguOxszjfNWbFrYv55aa/nBuAc75VZYxvJCsT/9rNj0AIIW5Mv4m8jUptDX/e8+G5Ja0zN7UU18/H3GPCdEII0Va7BXZYWBgFBQXk5uYSFhaGmVnLCR+1Wi2HDh0y9sXuTFVVVZiZmfHuu++yf/9+7OzsiIuLY/78+VhZWV3x9hUVFT9puyfrzrLm5A+sLvie3SWHMZybzNrW3IpbfWOZETiKm/2GY2vecmKdppoGmmgw3n6M62Aypr/P53mbSSs4jK+rF8N7hZPoPwJVr6Oi/qflulatvzhYWFx2HGu3aGhoQK/X/+TXpzPV1dWh1Wp7RJampibq6+t7RBa9Xk91dXWnf2m+WkoplFI94jmpqalBp9P1iCwNDQ09JktzczO1tbUmy/JY6Cxm9kpgTeFuUo9l0Ld3EFMDExjsGvKTj7eurq5dkFQI8XPXbvVlZ2dHSkoKmZmZhIeH4+LiglKKkpIS0tPTsbS0xMnJiby8PADi4+MZMmTINQWprKxEKYWLiwsLFy4kOzubpKQktFot999//xVvn5mZecV1WhU1lbG16iDJlZkcaSgyLrczs2aEYxjj3YYw3CEUGzMrqIG8rCvPBDKKPkQ5e2NtaY1llSWZVR3P0xX0ej1ZWVlo2h1x3705tFrtVb0+XUWr1dLc3NwjstTX11NVVUVpaampo9DQ0EBubi7m5qY9y2hrgd0TXh+dTkdDQ0OPyNLY2IhSitraWlNHoba2lsbGRk6fNu1sHaPowxAXDxzNHNEU1ZNZ9NNfp1GjRnViMiGEaNFugV1VVUVNTQ2nTp2iqKjI2Ae7uroanU6Hk5MTKSkpxvV9fHyuucAeNWoUAwYMIDY2FoBx48bR1NTE5s2bueeeey758F95bDv/PLCMbU4tpygfW3qaxyLmXvZ0uYfKjxu7f2SU5RmXO1raMSUonrmh47g1cATW5lduLb+c3bt3ExISgpeX10++j86ybt06RowY0aaLjynU1tayZ8+eHvEhVlhYSGlpKVFRph8IlZGRgbOzc5sZc0wlOTmZqKgonJycTJrDYDCwbt26HrGvlJWVceTIEeLj400dhdzcXGO3PVNLTU3F398fHx8fU0dhw4YNxMXFYW1tbeooQghxiXYL7OHDh+Pu7t7h1s+BAwdecxBnZ+dLfqoLCwtj165dVFRU4OHhYVz+mx3/5J8HlrVZd1tRGtuK0ngu5m6ej7kXgD3Fh/kmbxvL85LJrTrfUt2ZRbUQQgghhBAXarfAHjRoEGFhYVRWVlJVVYVOp7tkHS8vr06do3rJkiVUVFTw0ksvGZedPHkSc3PzNoX3tqL954rr1hk7jOcnB+DPez7kUPkxUouzOVFTbLydi5UD00NGMafvWCb6D5eiWgghhBBCdIl2C+yCggLWrl3L3r17jYOflFJt1rn77ruZOnVqpwWJiYnhrbfe4tNPPyU6Opq8vDy2bNnCxIkT23QPeT7lgwtupbno75aMX+dsA42mTVF9c0AslmamHfAnhBBCCCFufO1WnMnJyaxfvx53d3dCQ0PbnYniwi4bnWH06NE0NTWxdu1a1q1bh5ubG9OnT2f27Nlt1jOeovziE7tcsMzK3JLVU/7GOL9oKaqFEEIIIUS3arf6zM3NpX///tx77714eXm1O7tAR6bOu1i/fv1YtmzZZa+fOHEiEydO/NH7cLF2oEpb187ZvDAu62XvzqSAmKvOJ4QQQgghxLVqt8B2cXHBwsICb29vk88scLEgx14tfasv34AtZ/MSQgghhBAm026BPWbMGDZt2sQnn3xCaGgojo6OxpPNtAoICKBXr17dEvJC/xj9GFFf3s2Ffa7Pa6mwn4+9t7tjCSGEEEIIAVymwNZoNOzfv599+/bh5eWFra3tJQX2Aw88cEn/6O4Q6RHKhxMWcffmxbTXjP3hhEXSgi2EEEIIIUym3QJ7165d1NTUMGXKFHx9fdvtgx0UFNTV2S5r4YBbifQM5fmU90nJPQBAbN8Ino+9V4prIYQQQghhUu0W2GfOnCE6OpqHH34YT09Pk59CuT2RHqGsTHyZxYsXA7AocZGJEwkhhBBCCHGZAtvX1xeDwYClpWWPLK6FEEIIIYToqdotsIODg1m7di3vvPMOYWFhODg4XNIHu3///gQHB3dLSCGEEEIIIa4X7RbYp06dYteuXTQ0NODu7n7ZQY5SYAshhBBCCNFWuwX2gAEDeOCBB9BcfCKXC4SGymBCIYQQQgghLtZugR0fH098fDwAOp2O+vp6zM3N223JFkIIIYQQQpzXboENUFBQwPbt28nMzKSiooKJEycyYcIEDh06hL29PUOGDJEBkEIIIYQQQlyk3QI7Pz+fjz76iN27d2NnZ0d2djZubm7Exsbyww8/UFZWhp2dHWFhYd2dVwghhBBCiB6t3f4eO3bsICsri0mTJvH0008zYsQIzMzMsLKyIjw8nKKiIjIyMro7qxBCCCGEED1euwV2Tk4OvXv3Zvbs2QwfPhw3NzcALC0tiYqKwtbWlpKSkm4NKoQQQgghxPWg3QLb3Nz8sjOINDQ00NzcLIMdhRBCCCGEaEe7VXJISAjHjx/niy++IC0tjerqaqqrq8nMzGTp0qXU1tbi5+fX3VmFEEIIIYTo8YyDHPPz8zEYDPTu3ZuRI0dy9OhR1q1bx44dOzh27BhmZmbk5uai1+uZNGkS0dHRHd6IVqslKyuLzMxMMjMzmTlzJjExMZesl5yczPLlyykpKcHT05NZs2YxduzYTnmgQgghhBBCdAdjgb1+/XqampqYP38+QUFBLFiwgNDQULKysvDz80Oj0eDh4UF4eDgJCQn4+vp2eCNffvklq1evNl7W6/WXrJOSksLbb79NYmIiUVFRpKWl8c4772BlZWWck1sIIYQQQoiezlhg5+TkUF9fT2NjIxqNhr59+xIcHExVVRU1NTVoNBqcnJxwdHS86vmv58yZw9SpU8nPz2fx4sXtrrN8+XIGDRrEwoULAYiIiKCgoIAVK1ZIgS2EEEIIIa4bPzpS0dzcHDc3NwIDAwkICMDFxeUnnVzGzs4OV1dX7O3t271eq9Vy/PhxwsPD2ywPDw8nPz+fpqamq96mEEIIIYQQptDmRDO5ubmsWrUKd3f3K94wKiqK/v37d0qIuro6lFI4ODi0We7o6AhAbW0t1tbWnbItIYQQQgghulKbAvvQoUPU1NR0qJh9+OGHO63ANhgM7S5vnSqwvT7bF0tKSuqULNdCKUVpaampYwAtWb777jtTxwBasvSE1wdashQVFZk6BkopNBoNBw8eNHUUlFJs377d1DGAnrev9IQsSikA8vLyTJykJUtxcbGpYwAtWTZu3HjN9zNlypROSCOEEG21KbDDwsK49dZbO9SCfXF3DlNLTEw0dQRSUlIIDg7Gy8vL1FFYv349EyZMwNLS0qQ5amtrSU1NZdy4cSbNAVBYWEhZWRmRkZGmjsLBgwdxdnYmICDA1FHYvn07kZGRODk5mTSHwWBg/fr13HrrrSbNAVBWVsbRo0cZMWKEqaOQl5dHc3NzpzVoXIu9e/fi5+eHj4+PqaOwceNGRo8eLb9uCiF6pDYFdv/+/Zk3b163f+hf7qQ1rS03Hen3fbkT43Q3jUYjWS7KcOH/TaknZWnVU7LIvtJWT8rSqqdk6Qn7SquelEUIIS7UI07HaG9vj0ajoba2ts3y1suXGxwphBBCCCFET2Nswfbz86OxsRErK6tuD2FlZUVQUBCHDx9uszwrK4uAgABsbGy6PZMQQgghhBA/hbHAnjx5MgaDAWdnZ5MEmTlzJq+//joff/wx0dHRHDhwgAMHDvDYY4+ZJI8QQgghhBA/hbHAHjBggClzMGLECB555BGWL1/O2rVr8fT05KGHHmLkyJEmzSWEEEIIIcTVsLjyKp2nX79+LFu27LLXjxkzhjFjxnRjIiGEEEIIITpXjxjkKIQQQgghxI1CCmwhhBBCCCE6kRTYQgghhBBCdCIpsIUQQgghhOhEUmALIYQQQgjRiaTAFkIIIYQQohNJgS2EEEIIIUQnkgJbCCGEEEKITiQFthBCCCGEEJ1ICmwhhBBCCCE6kRTYQgghhBBCdCIpsIUQQgghhOhEUmALIYQQQgjRiaTAFkIIIYQQohNJgS2EEEIIIUQnsjB1gFY6nY758+dfsjwiIoJnn33WBImEEEIIIYS4ej2mwK6urgYgMTGRwMBA43I3NzdTRRJCCCGEEOKq9ZgCu7KyEoARI0YQFhZm2jBCCCGEEEL8RD2mD3ZVVRUAzs7OJk4ihBBCCCHET9djCuzWFmwpsIUQQgghxPVMo5RSpg4BsHLlSr744gvi4+PZv38/dnZ2xMXFMX/+fKysrC57u8WLFwMwduzYbkp6edXV1djY2Pxo3u5SXl6Oq6srGo3GpDn0ej3V1dW4urqaNAdAU1MTzc3NODg4mDoKtbW1WFhYYGNjY+ooVFZW4uDggIWFaXuMKaUoLy/H3d3dpDkAmpubqa+v7xFf+BsaGlBKYWdnZ+oo1NTUYG1t3WOOcS4uLpiZXVs7UXx8fCclEkKI83pUH2ylFC4uLixcuJDs7GySkpLQarXcf//9V7x9T+i3ffjwYXx9fXFxcTF1FPbs2UNoaCjm5uYmzdHQ0EB2dnaPeH3Onj1LVVUVffv2NXUUjh07hr29Pd7e3qaOwoEDBwgODjZ5AaeUIiUlpUfsK9XV1RQWFvaILEVFRej1egICAkwdhSNHjuDp6dkjBp/v3buXvn37YmlpaeooQghxiR5TYI8aNYoBAwYQGxsLwLhx42hqamLz5s3cc889VywUe0Krl6WlJY6Ojj0iC4Crq6vJP3xqa2sxMzPrEc9JfX09DQ0NPSJLUVER9vb2PSKLubk5zs7OODk5mTSHwWAAesZ7GcDCwqJHZKmoqKC5ublHZOlJxziNRoOrqyvW1tamjiKEEJfoMX2wnZ2dCQ0NbbMsLCwMvV5PRUWFiVIJIYQQQghxdXpMgb1kyRJee+21NstOnjyJubl5j+i/K4QQQgghREf0mAI7JiaGo0eP8umnn3L48GFWr17Nli1bmDhxosn7EQshhBBCCNFRPaYP9ujRo2lqamLt2rWsW7cONzc3pk+fzuzZs00dTQghhBBCiA7rMQU2wMSJE5k4caKpYwghhBBCCPGT9ZguIkIIIYQQQtwIpMAWQgghhBCiE0mBLYQQQgghRCeSAlsIIYQQQohOJAW2EEIIIYQQnUgKbCGEEEIIITqRFNhCCCGEEEJ0IimwhRBCCCGE6ERSYAshhBBCCNGJpMAWQgghhBCiE0mBLYQQQgghRCeSAlsIIYQQQohOJAW2EEIIIYQQnUgKbCGEEEIIITqRFNhCCCGEEEJ0IgtTB7hQcnIyy5cvp6SkBE9PT2bNmsXYsWNNHUsIIYQQQogO6zEFdkpKCm+//TaJiYlERUWRlpbGO++8g5WVFfHx8aaOJ4QQ4jpz6NAhtm/fTkREBMOGDcPKysrUkYQQPxM9psBevnw5gwYNYuHChQBERERQUFDAihUrpMAWQghx1b799lsAtm3bRkpKCrGxsVJoCyG6RY/og63Vajl+/Djh4eFtloeHh5Ofn09TU5OJkgkhhLgRNDQ0sG3bNt555x2+//57tFqtqSMJIW5gPaLArqurQymFg4NDm+WOjo4A1NbWmiKWEEKIG4wU2kKI7qBRSilThygrK+PBBx/knnvu4ZZbbjEu37BhA//73/9455138PLyave2ixcv7q6YQgghbjD+/v7cddddpo4hhLjB9IgW7GsREBBg6ghCCCGuUxYWPWYokhDiBtIjjixmZu3X+a2N6+bm5pe97Z133tklmYQQQlzffuwXTltbW+OgRyGE6Gw9osC2t7dHo9Fc0te69bK9vb0pYgkhhLjBXFhYy2wiQoiu0iMKbCsrK4KCgjh8+HCb5VlZWQQEBGBjY2OiZEIIIW4EUlgLIbpTjyiwAWbOnMnrr7/Oxx9/THR0NAcOHODAgQM89thjpo4mhBDiOjRjxgy2bdtGZGSkFNZCiG7VI2YRadV6qvTi4mI8PT2ZOXMm48ePN3UsIYQQQgghOqxHFdhCCCGEEEJc7677afqEEEIIIYToSaTAvsHpdDo5U5kQQgghRDeSAvsGt2nTJoqKimhubjZ1FOrq6qiqqjJ1DKRX1HnHjh3jyJEjpo4hrjNHjx5Fp9OZOoYQQvRYN0yBLUXTpfLz80lOTubgwYOmjgLABx98wLFjx0zeor5r1y6OHj1q0gytTL3frlu3jo8++ogvv/ySs2fPmjQLwKFDh1i/fr2pY7TR+hqZ+rXqKQ4dOsTXX39NTk4Oer3e1HF6ROOBEEJc7IYosEtKSsjPz2f37t0mL94A9Ho95eXl6PV6kx7809PTsbOzw9PTE0tLS5PlAMjMzKS6upqioiKTTpV16tQpPvzwQ/bs2UNtba1Ji6aesN8OHjwYGxsbMjMzef311/nuu+9MWjQdP36cL774gmeeeYa0tDST5WhVVlbG6dOnSU1Npba2lsrKSgwGQ7ds22AwUFVVRUlJCY2NjaxcuZKKiopu2faPcXV1Ra/X8+mnn5KTk2PSLIcOHWLz5s188803FBUVmTSLEEJcqMfMg30tvvzyS/Ly8nBwcGDp0qXceuut3HTTTSbJkpGRQWZmJmfOnMHCwoK4uDi8vLzo1asX1tbW3ZZj79697Ny5k7NnzxISEkJYWBhubm7dtv0LabVa0tLSqK6uxt/fH6UUGo3GJFk8PT2ZMWMGa9eupaGhgTlz5uDq6mqSLD1hvx09ejSRkZFs3bqVffv2sX37dtLS0pgwYQLDhw/v1iypqanG50Oj0fDWW28RERHBnDlz6N27d7dmafXVV1+Rk5ODjY0NFRUVJCQkEBkZib+/Py4uLl26bYPBwCeffEJNTQ2enp4UFxczcuTILt1mR3h7e3P77bezfv16Nm3ahKWlJUFBQZibm3drjh07dvDDDz9w4sQJ/Pz8GDFiBAaDATOzG6LdSAhxnbvup+lLSkpi7969DBo0CIPBwMmTJ8nLy8PNzY25c+cyZMiQLt3+hcViY2MjTz75JK6urpiZmWFlZcXBgweJiYlh0qRJ9OnTB1tb2y7Nc6H169eTlJSEnZ0dPj4+xMbGEhcX1+0fhPv27ePDDz+ksbGR0NBQEhMTGTRoULdmuNDp06fZsmULR48eZdiwYYwaNarLi6WLmXq/bU9+fj7btm0jLy8PvV5PUFAQN910EyEhIV2+7aamJp588klGjRrF8OHDqaio4ODBg+Tk5JCbm8v06dOZO3cuFhbd1yaQlJTErl276NevH87OzsYvis3NzUyZMoWEhIQu/dJcV1dHSkoKqamp7N27lyFDhnD77bfj7e2No6Njt39JvfiL8d69e/n0008ZNGgQCxcu7NbXpqmpiccee4zx48cTFxeHmZkZPj4+WFhYUF1dzYEDB0hISJBiWwhhMtd1gV1XV8c777xDREQEw4cPx83Njby8PNLS0jhy5Ai5ubkMHTqUuXPn4u3t3SXbX7ZsGcOGDWPQoEGsWbOGw4cPM3r0aAYOHEhxcTFnz55ly5Yt5Ofn88tf/rLbW6AqKipYs2YNKSkpuLu74+fnR1xcXLcXuDk5OSQlJVFQUICnpyehoaHExcXh7+/fbRl0Op2xCKirq2P58uVs3bqV+fPnc9NNN3VbwWLq/fZi3333HUOHDsXDwwOAtLQ0tm7dSkVFBXq9nujoaG666aYu/RLy3XffsX37dmbOnMmwYcOAlucpPT2d1NRUDh48iLW1NXPnzmXcuHFdlqNVTU0Nr732GrGxsQwfPhwPDw/KysooKytj+/bt/PDDD8yZM4eJEyd2aWHZ1NTEkiVLyMvLw9zcnNLSUiZPnkxCQgKOjo7Y29vT1NTULb+OHT58GHt7ezQaDQEBASilKCoqYtmyZdjb2zN16lR69erV5TkAtm7dys6dO5k2bRoRERFtrvvhhx9ISUlh3Lhxl1wnhBDd5bruIpKeno6ZmRkajcbY/aFPnz706dOH9PR00tPTyc3N5f3332fRokWdvv2UlBQOHjzIqVOnyMjIoKqqCg8PD/r374+DgwMODg706tULBwcH1q9fz7Zt2wgPD8fV1bXLirmGhgbq6uqorKzE0dERb29v7rzzTmJjY0lKSiIrK4uSkhKysrKYOnUqNjY2XZKjlcFgQKfT0adPHx577DFSUlKMrbfHjx8nMjKSESNG4Ojo2KU5tm3bhl6vx9nZGS8vLwICAkhMTMTFxYWUlBQ0Gg0jRozA3t6+S3OA6ffbC504cYLt27fz8ccfM3v2bGbNmkVUVJSx20hycjLp6emkpaXxzDPPYGdn1+kZdDod5ubmlJeXt+kTb29vT0JCAt7e3uTm5uLh4cGyZctIT0/ntttu69JuI0eOHMHe3h4rKyvjFw93d3fc3d3R6/Xk5uZy/Phx9Hp9lxbYZmZmODo6snDhQurq6sjOzmbHjh3s3buXm2++mb59+1JcXMyZM2eYMGFCl72fy8rK+Ne//oWFhQWBgYFYWFgQHR2NlZUVffr0oaioiCNHjuDp6dnlLdl6vR5ra2tKSkraHUPRu3dv8vPzKSsro7m52eTjT4QQP0/XbYF95swZli5dSlVVFXq9Hl9f3zatspGRkcaCpV+/fl2SYfz48dja2pKUlMSBAweor6/H19e3zUHfzs6OQYMGkZ2dzZ49ezh58mSX9oXesGEDBw8epLGxETc3NwYMGEBCQgKhoaE8/vjj/PDDDyQlJdHc3NzlxXV+fj7Hjx+nsLAQZ2dnhg0bRt++fXnxxRdJSkpi/fr11NTUcPjwYR544IEu6z5TV1fHtm3bKCoqwt3dHQsLC3r16sWQIUNobm7G1taWvXv3EhgYSN++fbu0Jbsn7LcX8vDwYNKkSWRmZrJz50527NjBnDlzSEhIYPz48URERLBt2zacnZ27pLgGsLCwIDg4GD8/PzZu3IiVlRX9+/c3tsrqdDoiIiJwcXHB19eX7OxsUlNT8fDw6JKW2zNnzvDZZ59RVlYGgI+PDwMHDjRe7+/vT1hYGMePH6eqqgovL69Oz9DK0tKSuXPnotFosLCwwM/Pj5CQENLT0/n444/x8fHBzMyM0NDQLn0/GwwGHnroIYqLi8nLy0Oj0fD555/Tt29fGhoaOHXqFJmZmVhaWpKQkNBlOQDMzc3x9fWld+/ebN++3Vjkt+4Lzc3N9OnTh4aGBimuhRAmc113EcnOzmbNmjWcPHkST09PwsLCiIuL6/YBUQaDgaSkJNatW4e1tTW9e/dm9OjRxMbGAlBbW8uWLVtYvnw5f/vb37rsA3nv3r188cUXhIaG4uTkxI4dO3BwcMDLy4uEhATi4+ONeevr63FwcOiSHK3+8pe/UF1djcFgQClFXV2dMYe/vz+VlZUkJSXh5eXFlClTujTLkSNHsLa2Jjs7mzNnzhi7HwwaNIjjx49TXV2NjY0Nd999d5cP7usp++2FioqKSE9PJysri7y8PAIDA5kzZw59+/YFLu1/29mUUqxfv55PP/2UiIgIYmNj8fT0xM3Nje+//56VK1fy97//HQ8PD15//XWampq4//77u+y91PoaFRYW4uXl1eY1au3u5OrqysKFC7tk+9Ayy8zJkycpLi7G1taWsWPHAi3P1fHjxykqKiIrKwutVsttt93WpYV+Y2Mj1tbW6PV6zM3NqaiowM7OjkOHDgEt86kXFBSwYMECY4t/V9Hr9ZiZmbF27Vo+++wzhg0bZuxq5enpSUpKCl999RV///vf8fHx6dIsQghxOddtgX3hB/7OnTtJSkoCWn7GjYqK6raf+1s1NjZSXV1NUlIS6enpuLu7ExAQwNChQzl58iTZ2dkEBQUxa9asLsvw8ssv4+/vz/jx4/H29mb79u0sWbIEZ2dnHB0dCQgIIC4urlsG0G3evJnt27cTFxfHgAEDKCsrM3ZHcHJy4o477iAsLAzo2uJNq9Wi0Wiorq42/nLQ2NiIVqtFr9cb+7ZmZmZy8OBB42vk4+PT6ZmOHj2Kh4eHMYcp99vm5mZ0Ot0lvxpkZ2ezb98+MjIyKCws5KabbuKuu+7qspbAV199lfj4eBISEtDpdBw5coRVq1aRl5eHv78/FRUVODo6EhkZyezZs6murmbp0qWcOnWKxx57DGdn507N0/qFsL6+HicnJ9LT042vUWsLelNTEyUlJfzf//0fTk5Onbr9C7311ltUVFTQ0NBAbGwst9xyS5sW+6amJmP3mq5svW7tzlVcXGzsynThfqzX69FoNDQ1NXX5IO4jR45w5swZlFI4Oztjbm7O6tWrOX78OAEBAZSXl+Pj48OAAQOYPn16l2YRQogfc90V2K0Da+rr6zEYDPTv3x9oKRjWrFnDhg0bcHd3x9PTk9tuu63LWzCOHTtGbm4uOp2O5uZmoqKiqK2tJSkpidOnTxu7IAwYMIAFCxZ02QwexcXFfPPNNzg7O3PHHXcA8OyzzzJ+/HicnZ35/PPPaWxsxNfXlz/84Q9dOrq+sbGR9957Dzc3NyZPnmz8IC4vLyc3N5d169Zha2vLvffei7u7e5flgJbBUNnZ2VhbW+Pq6srw4cPx8/Nrs07r4MeMjAw++eQTAgICuPvuuzu1hd9gMPDqq69y+PBhZs+ezbRp0wDT7bdJSUkUFRURExNDVFRUm+uam5tZsmQJOTk5hIWFce+993ZJhmPHjrF8+fI2LeZ+fn7U1NSQl5dHenq6sc/82LFjMTc3JyMjg3Xr1hEQEMD8+fM7NY9er+frr79m7969eHp6opRi+PDhjBo1yvgaNTU14eXlRWxsLDNmzOjU7V9o3bp1xoF6wcHBuLm5YWdnh5mZGZmZmXh6enbLANiNGzeSkpJCRUUFbm5uFBcXY2Njw7hx44iNjcXFxaXbZurYvHkzKSkpFBYWYm9vj6WlJR4eHsyePZuzZ8+SlZWFi4sLvXv3JioqSmYQEUKY1HXXB3vTpk1kZGSQk5ODn58fvXr1IiEhgf79+zNjxgxiY2NZs2YNZWVlXV6k1NTU8J///AcbGxvKy8txdHQkOTmZ6dOn8/vf/57k5GTWrFmDhYUFo0aN6tTi+uLBO61TdxUWFlJUVEReXh52dnbExsZiaWmJm5sbLi4uxMfHd/kHz65du6iurgZo09/czc2N6Ohojhw5QlpaGiUlJV1aYO/YsYMNGzZgZ2fH2bNnsbOz4/DhwwwbNoyEhARjAd06KKtPnz4MHjyY06dPU1lZ2akFtlarJSYmBnt7e7Zu3cqOHTuYPXs2cXFx3bLflpeXG18LrVZLQUEBWVlZlJaWcuTIEWJiYozT8el0Otzc3IwDQbtKSEgIiYmJpKenk5OTw4svvsiYMWOYM2cOMTExxMXFUV9fj62tLRqNhry8PFJSUigrK+Oxxx7r9DzLly8nOzubgQMH0tTUxIkTJ/jqq68ICAho8xplZGSQkZFBdXU1cXFxnd5XvqGhgZ07dzJw4EBj3/NWtbW1fP/999jZ2TFjxowu7eZVU1PDl19+ya233kpsbCzNzc3U19eTmprKV199xenTp5k/f363TD1aU1PD559/zsSJE7n99tvJyclh3bp1KKUICgoiMDCQyMhI9Hp9l48tEUKIjriuCuwzZ87w5ZdfEhsby+zZs0lNTSU9PZ3CwkKGDBlCQkICvXr14r777qOqqqrL83z77bf06tWLESNGMGDAAFatWsXatWuNLaRRUVHExcWxe/duQkNDO227FRUVLF26lOHDhxMdHQ20tOzHxsZy/PhxfHx8WLduHT4+PsY5lr29vfH19b2ktbKzabVacnNzyc/Px8nJiY8++oiEhARjX16dToeXl5exZb+r6PV6kpKSGDlyJEOGDKFXr178+9//Zs+ePdTX15OZmUlCQgJxcXHG25iZmeHl5UVqamqnd9NobfXr27evsa/zhx9+aCy0Q0JCumy/zcnJYcOGDQwaNIghQ4bg6urKr3/9a9LS0li1ahWpqakUFhYSHh7O0KFDKSkp4dSpU7i5uXX5l9QBAwYYn5MDBw6Qk5PDY489xpw5c0hMTGwzsLJ3796EhIQQGxvb6UVUaWkpW7duZfr06cTExNDc3Mwnn3yCt7c3ffv2RavVUl1dzYIFC8jOziYpKck4g9DQoUM7dZrH6upqXFxcqKysvGRqRFtbWxwdHcnJyaGurq5LC+x9+/YRHBxMSEiI8ZhmMBhwdnbG0tKSI0eOcOTIESIjI7ssQ6u0tDSCgoIICwujd+/eNDY2UllZya9//Wug5UyxZmZm9OnTp8uzCCFER1xXBfaWLVuIjIxk8uTJ+Pv7Ex0dza9//WvMzc3ZtWsX2dnZREVFGbtFdKXKykpOnTqFt7c3gwYNMp5GecKECfTp04fKykqSk5OJj49n1KhRnbrt9evXk5aWRnl5OdnZ2cTGxtKnTx/69etHcHCwsQUyNTWV3bt3U1FRwb59+zo9R3usrKx44IEHSE9PZ82aNWRmZnL69GkGDhxIbGwsp06dIj8/nyFDhhAUFNRlOY4ePYqnpyeurq4EBgYCLafh/uUvf0lubq6xBf3IkSMsWLAAaCmC+/fvj5OTU6ee3fHCXxv8/f3x9/c3zhRy8OBBnn32WW6++WZuv/32LtlvS0pK2L17NydPnuT48eMMHjyYIUOGEBUVRVRUFN999x1r1qyhoqKCzZs34+joyNmzZ3nhhRc6PQu0FLPV1dXGFnNLS0uGDx9O37592bt3Lzt27ODTTz9l+/btPPvss8YpHK2trRk5cmSXzBxSWVlJQEAAZmZm2NjYcPz4cVJTU3n99dcBSE5OprKyEg8PDwYPHszgwYPZunUrSUlJeHt7d2p/fXd3d+P+sXHjRqKioowDB3U6HZ6enuTk5LQ7Rd21uHAshF6vx8HBgYKCApqbm43rmJmZ4efnR0JCAqmpqZw6dYrw8HCsrKw6NcuFDAYDTk5OFBYW0tjYaNxPR44cSb9+/aivr2fXrl1YW1sTEBAgLdhCiB7huimw6+rqsLKyorq6Gg8PDzQaDcuWLWPKlCnceuutfP7556SmplJVVUVUVFSnt7ydPHkSjUZjnOnBzMwMe3t7Tp48SWlpKSdPnmTPnj28/fbbAOTl5Rm7sXh6enZajqamJhwcHLC0tKSqqoqjR49y+vRp+vfvT2xsrPGDuF+/fuzevZuVK1fi7OxMfHy8cVBhZ9JqtZibm2Nubt7mAzoyMpLIyEg2bdpEUlISVVVV7Ny5E0tLS3r37s28efM6PcuFPDw8OHv2LCdOnGDYsGFs2rSJwMBAxowZw/Dhw8nOzsbe3p6hQ4cab9P6+nZm4Z+Tk0NycjIxMTFtBpeGh4cbz+x56tQpjhw5QnFxMQEBAZ227Vbx8fGEh4fz9ddfs2nTJmOhPWTIEPr168fNN99MfHw8mzdvpqysDGdnZ/r27dtls0GsWLGCyspKBg0aRExMjLGbkKurKxMnTqSkpARra2uGDx/eZn50jUbTZSdU8fLywmAwsGPHDqysrNi9ezczZszA19eXuro6lFJkZmYyfvx4423GjRvHiBEjrqmgU0oZZ+ZobZG2sLAgMjKStLQ0Nm3aRGNjIwEBAfTu3ZvCwkKysrLo3bt3px7jCgoK0Ol0BAUFodFoMDc3x8vLi759+7Jjxw5sbGzo27ev8RcFrVaLr68vzc3NXVpcQ8ux1sPDg9DQUNatW0dwcDApKSm88847AJw9e5bm5mbjYG4hhOgJemyB3dDQ0KYLgb29Pb169eLYsWNkZ2fj7OzM0aNH+cMf/oCLiwvu7u7ExcUxePDgLvlZ+8MPPyQ8PJxbbrkFOzs7bG1tGTRoEN9++y3ffvsthYWFzJkzB2dnZ2pqaqisrCQrK6vTB4hZW1szdepU40+0jo6OHDlyhKqqKnJychg2bBixsbH079+fRYsWsW/fPry9vQkODu7UHNDSx/nMmTM4Ojri6upKaGgo9fX1+Pn5Gc8ud9NNNxn7rm7btg1bW1u0Wi0nTpzotDMDtg5wio2NNRZg1tbWTJo0Cb1ej06nY//+/YwZMwZoGRA6YMAARo0adckZLa91toyL99u0tDQOHDhAcXEx2dnZxMTEGAt4a2trPD09GTp0KCNGjOiS4hpaClMXFxfuvfdeRo0axTfffMOGDRsoKCggPDyciIgIevXqxYwZM6ipqcHe3r5L++kHBASQnp5OeXm58XT1MTExWFpaUl1djZ2dHXZ2dsZpJTtbc3Mzzc3N1NXVGb9EWFtbExERQVJSEt999x3FxcXGXzZOnDhBRkYGYWFhl4wZuNbW0ry8PDIyMqisrDS2Tk+ePJmgoCCeeOIJvv32W5YuXUpwcLCxxbquro5nnnnmmrZ7sS1btvDdd98xefJk5syZg52dnXEWpE8++YTm5maGDx+Oq6srbm5uxi4999xzT6fmaKXX69FqtVhZWWFubo6fnx/R0dF88sknnDhxgsGDB5OXl4erqyt79+5l9+7dvPnmm12SRQghfooeO4vI0qVL8fHxYciQIcZCrKSkhLS0NEaOHMmuXbvIyMhg5syZODo6snXrVkpLS3nggQc6/UxirR8+Dz74oLGFB6C+vp4vv/ySjRs3Ym1tzV133YW7uzunT59m7969DBo0iJkzZ3ZqFmhp9SorK2Pbtm3Y2NgQFxfH5s2b2bFjBx4eHvTu3ZvY2FgGDx5sXL+zCyaDwcC//vUv0tPTiYyMpLKykpqaGvz8/GhsbGTQoEFYWFjg7++Pq6srZmZmxmkM8/PzcXd3p2/fvsTFxV1zi/Frr71GRUUF/v7+xMbGGvuENjc3G6cy++yzz2hsbGTSpEkUFxezfPlynn32WXx9fa/9ybhAe/ttamoqq1atoqGhAR8fH8LDw4mJiUGn05GamsoPP/zAc8891y2nu1ZKoZRix44dfPPNN1hYWDB48GDi4+MJDQ3ttpkXqqurWbVqFTt37sTHxwdfX18iIyNpbGxk27ZtREVFMXXq1C7Z9u7du9m/fz9VVVWEhoYyefJkHBwcUEqxceNGVq1ahcFgYNCgQZibm1NbW8uZM2d44YUXOnXcQEpKCjt37uT48eP4+flRUVGBwWCgsrKSWbNmMXHiRCorK6mtrWXXrl0opYzdRzpzYKVer2ffvn0cPHiQ7OxsysvLmTNnDpMmTaK5uZljx46xfv160tPTCQgI4OzZs4SEhBAREcHkyZM7LQe0nDHy5MmTHD16FK1Wi6WlJSEhIQwbNoympiaOHz/O2rVr22QJDQ1lyJAhTJo0qVOzCCHEteiRBXZOTg7PPfeccVDLkCFDGDJkiHEWDr1eT3p6Op988gkTJkygqqqKzMxMJk2a1OYn3M6g0+l45JFHmDlzJiNGjDDOe1tdXY1OpwPg4MGDbNq0yThnr0ajITAwkAceeKBTs1zs9OnTLF++HFtbW6ZOnUpNTQ1JSUkcO3bM+PPuyJEjO72IbHXgwAE+/fRTPDw8mDFjBhUVFRw5csRYOGo0GhobG/H398fZ2RkHBwfuuOMOsrKySEpKMv70fS1fikpLS/n000/Jzc3F3d0de3t7AgICiI2NNbbaNzU18dFHH5GWloarqyt6vZ6oqChuv/32znw6rrjfrlu3jlWrVuHm5oZGo8HBwYHq6momTJjAhAkTOjXLlbSe/Gf58uV8/fXXTJo0iTvvvLNTi3ylFI2NjTQ1NeHi4mLsCnGhY8eOsXr1aoqKioy38fT05Pe//32n5bjQxo0b2b17NxYWFjg6Ohpfo9YvQzU1NZSWlvL999+za9cuAgMD6d27N9HR0YSHh3daDp1Ox5NPPkl0dDRRUVH4+fnR0NBAZmYmOTk5xinnfvGLX9C/f3/MzMyoq6vr0jnSS0tLycjI4NChQ8ZfCWfPns2AAQOora2luLiYrKwsXF1d8ff3N06R2ln0ej0ffvghx48fx8rKisbGRurq6rC1tcXHx4fJkycTEhJCdXU1Z86cITs725ilK7q/CSHEteiRBXZrC+3XX3/Nrl276N+/P/3792fIkCHG2Thqa2v57LPP+OGHH+jduzfu7u789re/7fQsX3zxBSdOnOCOO+7A39/fuPyll14ynpWwubmZxsZG8vLyjK2UHh4eXT7HM7TMrPL999/Tq1cvoqOjsba2Zs+ePSQlJdHU9P/t3Xl4lFWeNv67qlLZQ/aQfSNkIwskkIR9RxSQLTSitKK2o7Z2M462Pe3Yv5m2Xx3fnnZpt2mdaaERFQmySFgUEELYAgnZd7InJGTfk1qf3x9562lCAgR4qpLg/bkuL8mTqjqnqp6q3HXqe85RYcuWLQgLCzNK2zqdDrm5uUhNTcWkSZMwa9YsODg4oKGhATU1Nfj444/x8MMPQ61Wo6SkBIGBgdi8ebN4/SNHjoj14feioKAABw8eBDAQplUqFRwdHcWJlU5OTujr68P58+eRlZWFsLAwLFq0SPIR45Gct+3t7Th27Bhqa2thZmYGPz8/cU1sUzMEYMOGNy+99JI40U8K3377LcrKyuDu7i6OlGu1Wvj6+kKpVEKpVMLS0lKsb66rq4Orqyvc3d2HrFUuhc7OTrz88stYu3Ytpk6dCmdnZ6jVatja2qK3txd9fX2oq6sbtHtlZ2cnXF1dJd9oJzk5GdnZ2Vi/fv2QoFpZWSmWYGi1WiQmJiIqKsqoO2ne2H5OTg4KCgpQXFyM6OhoJCYmwtPTEzKZzGh110lJSSgvL0dUVBSmTJkCV1dXFBYW4vz582hsbERvby9mzZqFJUuWwNbWFjKZTCwjISIaa8ZkwAb+8VV2UVERkpKSxIl84eHhiIqKwsSJE9HV1YXa2lqo1Wp4e3tLPimrrq4OL7/8Ml5++WVMmTJFnOBz5swZ7Nu3D7/85S8REBBg9K/VVSoVzM3NIZPJht318PLly/j888+xZs0aLF68WPz9xYsXERcXZ9S+9fX14ciRIzhy5Ag2btyIxYsXo7a2FsnJyeju7sZLL70kTuASBMEok5B0Oh0qKiqQmZmJ6dOno6SkBIcPH4adnR1cXV0xY8YMcdt6uVyO/v5+oy0ReLvz1jA/oLm5GZaWllAqlSYpDbmVS5cu4ejRo1i6dOmgZQvvhWGzoaysLMyaNQs6nQ7nz59HaGgoysvLERERAWtra3GreLVaLY5CGmvXyAMHDqC8vByrV68WVzABBgLliRMnUFVVhZ6eHlhaWiIxMdFoS1r29fXhyy+/RFtbG55++ulBa8VfLzU1Fdu3b8eCBQvw6KOPSr5JlWHLccP7iuG9xfD/3NxcsWykuLgYa9euRWJiIszMzCQP+4b32q1btyIyMnLI8oNnzpzB4cOHIQgCVqxYgdjYWJOsv01EdLfG7CRHmUwGmUyGsLAw/P73v0dKSgqSkpJQXV2N6upqJCQkIDQ0FGFhYUYb2Tl+/DgsLS3R0NCAGTNmiMeTkpKwbNkyODs7m6Rm9fDhw6itrUVkZCTs7e1hZWWF4OBgdHV1wd7eHlOnTsXWrVtx8eJFZGZmIioqCmZmZkYP18DAurwPPfQQlEolTp48KW7QcubMGbz55pti6Ycx1+tVKBTw8fFBWVkZtm3bhnXr1uGNN97AwYMHceHCBXHCaXx8PCIiIoz6h3mk562xVugYKa1WC61Wi66uLrS2tuLq1atDJnzeC0tLS7EEp6qqCqtXr8b69euRk5ODqKgocWLahAkT8N1338HT0xOdnZ34j//4D6MsVdjf3w+9Xg+VSiUGWr1ej6ysLJw7dw4lJSVYuHAh5HI58vPzsW/fPtjb2w8K4lIxlKc0NDTc8r0rNjYWLS0tuHDhAnp6esTyM6kYNu2xs7ODWq2GpaUldDodlEolBEEQV/xpaWlBf38/9u3bh9OnT+Ptt9+W/DlKSkrC4sWLERgYOOx7hWFJvh07dmD//v3w9fU12qRgIiIpjNmAbWAILAsWLMDcuXOxZ88e7N27FyqVCkFBQZJPaDQw/CEODw/H0aNHkZubi3Xr1iE/Px+urq6IjIyUbBWMWykrK8P3338PYGD1i2nTpuHq1as4duwYAgIC0N3djSlTpkCj0UCtViMlJQW2traS7y53K5aWloiOjkZhYSHS0tKg0WjwwAMPGHWd6xsZVg2xt7dHUVERHBwcsGnTJiQkJODgwYPIy8tDY2MjXFxcjL55CjB65+1I9Pf3Iz09HRUVFWhqakJPT49RdgV0cnLCwoULceLECZSWlsLf3x/z589HS0sLrKyskJ+fj82bN8PS0hJFRUXw8PAw2vr1hm8LSktLkZ6ejhkzZuDKlSv429/+hkmTJuGpp55CcHAwrKysYGNjg6+//ho6nc4ofTEzM0NYWBjOnDmDAwcO4MEHHxx223Nra2uYm5vDwcEB165dE+d/SKGsrAzbt2+HSqWCq6sr5s2bh9raWrEtFxcXVFVVwdvbG3q9Hv7+/uJKQVI/R2VlZSgoKICbmxuamppuugW8i4sLZs2ahQMHDqC+vp4Bm4jGtDEfsA0Ma7MmJiZi8uTJ2LlzJy5cuIDZs2cb5Stlw3J4kydPRkZGBsrKyvCnP/0J3d3deOaZZ0xSXw0MjM7OnTsXNTU1aG5uRnV1NTZu3IjGxka0t7fD3Nwchw8fhr+/v7ju86FDh+Dv72/S2kTDZMVt27bh4sWLYh2rMQw3WQ4YOEcmTZqEkpISHDt2DOvXr0dQUBBeeuklXLhwAdXV1SYJ1zf2yZTn7UhotVrIZDJUV1dDLpcjNjYWDzzwgOTtyOVyTJkyBV1dXdi+fTs6OzvxyCOPoK2tDefOncODDz4o1t/HxMSIk4aNQa/XY9KkSZg4cSJOnDiBQ4cOwc7ODqGhoViyZMmgCYx2dnYICQlBd3e3Ufoik8ng7u6O0NBQ5OXlwczMDNHR0Zg8efKgZf/a2tqgUqnQ2Ngo+URlhUKB+fPno7S0FDU1NaioqMDPf/5zWFlZQalUilvUd3V1YcKECejo6ICTk5NRniNDX8rKyvDee+9h5syZWLdu3ZDSGblcDi8vL9jZ2UGj0dz0fYCIaCwYszXYt1JWVoZdu3YhNDQU69atM/rkH71ej4yMDFy+fBnl5eWor6/H+vXrsXr1aqO2e2P7GRkZaGhoQENDA1auXIkVK1ZAp9OJYcnOzg7Z2dlwcHAYtIGKqWg0GmRnZ2Pfvn1wd3fH2rVr4eXlJfnzc/z4cXHSnGHd7euXItTr9di/fz+am5uxcuVKo62icqdMfd7eSmtrKxQKBXQ6HaytrY26+51KpUJ6ejpOnjwJZ2dnWFtbIzU1FR9++KHJ62hLSkqQmpoKuVwOT09PJCQkwNbWVgxqbW1tOH/+PE6dOoX//M//NGqA02q1+Prrr5GcnIxp06YhMjISAQEBCA0NRW9vL7Kzs/H9998jPj4eK1askLz969/XqqqqUFdXh3Xr1pnsfe1u+lJcXIykpCQsWrTIaOukExFJYdwEbL1eD71eD5lMhoKCAnzzzTdYtWqVOHnNFNrb25GRkYG8vDxUVVVBoVBg3bp1mDlzpsnbr66uhkKhEJcPBDDsBEhTEwQBly9fxo4dO+Dr64vnnntO0qXF0tPT8cknn8DKygqBgYHw9fVFZWUlYmJioFQq4eTkBH9/fxQXFyM3Nxfe3t5YsGDBqJVkjIXzdizo6urC/v37kZKSAr1ej40bNxpl1PxO+mPYUKe/vx9dXV2wtrbGuXPncObMGSxZsgRz5841ah8EQUBfXx8qKiqQnJyMkpISsazK3t4eTU1NcHFxwdatW43aj9F+XxtpXzo6OpCSkoJz587h7bffNnnfiIjuxLgJ2CUlJaiqqkJ3dzdqamrQ19eH3/72t6PSl5qaGmRkZKCoqAhVVVWYNGkSnn/+eaOuUXu79tetW2eUCVl3o7OzE2fPnkVbWxseffRRSW/7+PHjuHz5sjgCa1jnOzc3V6y/trGxgaurK/Lz89HS0oJly5Zh5cqVo/LhYyydt6PNsE772bNnsWLFCsyfP19cmWc0nTt3DgUFBaiuroa9vT1cXFzEXRxNwbDMZ0FBAc6cOQO5XA6VSoU5c+YgMDDQZN/AjKX3lRv7EhAQgJkzZyIpKQmbN282yQRuIqJ7MS4CtkqlQmlpKXbt2oWmpibEx8dj0aJFJp1EN5y8vDxkZGTAwsJC8k1L7qT9iooKVFVV4fHHH8fChQtN3o/hGHZQNMaHjoKCAmRkZKCurg61tbWIi4vD6tWrodfrYWNjg+LiYvT396O9vR35+flYsmSJpCtkjNRYPW9HU2lpKXbu3AmFQoFNmzYhKChoVL910Wq1qK+vx/79+2FhYYH4+Hj4+/sbbbLlrej1esjlcjQ3N8Pe3h4ymWxUvnkZS+8rhr6Ul5eLa2T/5je/GZW+EBHdiXERsIGB2sje3l5xdQ9TrOAxEmq1GhqNxmSj18O1n5GRgaysLKxZswYeHh6j0g9T02q1yMjIQGZmJmpra3Ht2jWsWbNGrFU1rOsrCMKoToQaq+ftaBEEAU1NTdi2bRtqa2vx1ltvGWVt9DthmLjX29sr6Uod49lYel8x9CUzMxNr1679ybzHEdH4Nm4CNt2asbdRHqtaW1sH1WxaWVlh3bp1g9Ytp7FFpVLh4sWLUKvVJt8inu7MWHpfGUt9ISK6HQZsui9UVlYiIyNDrHkODg7G448/PuobutDNGUoiiIiI7jfjZh1solvx9/eHv78/cnNzkZGRgaqqqlFfUYVujeGaiIjuVxzBpvtOf38/mpub4e3tPdpdISIiop8gBmwiIiIiIgnxO1oiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEJmo92Bsa6kpATvvPMOAMDHxwevv/76KPfop2n79u04f/48Fi1ahI0bN474eufOncPf//53eHt74/e//73k/TL27Q/nd7/7HVpbW/H8889j6tSpd307dXV1eOONN4Ycl8vlcHBwwMyZM7F8+XKYm5sDuPvn4G5oNBq8+OKLAIA//OEPcHd3l7R9tVqNH3/8EZcuXUJLSwtUKhXs7OwQEhKCNWvWwNnZWYq7cVv5+fn44IMPYGdnhz//+c8A7uz5TU5OxsGDBwEAixcvxs9+9jNJ+zeSvrS0tOC1114DALz33nuwtraWtA9EROMRR7BvIz09Xfx3TU0NmpqaRrE3P10+Pj6IjIyEp6fnHV3PyckJkZGRmDx5snistbUVzz77LE6cOHHH/Xj99dfxySef3PL2jS00NBSRkZGYMGGCZLfp5OQEV1dXuLq6wtraGq2trTh06BDee+89CIIA4O6fg7Ho888/x759+9DQ0AAvLy9MmjQJPT09uHjxIt577z2oVKpR69udPL/Xvz9dvnxZfK5MydzcHJGRkYiMjIRCoTB5+0REYxFHsG9BEARkZmYCALy8vFBXV4eMjAwsX758lHv207N48WIsXrz4jq8XGhqK0NDQQceuDyV3oqqqCk1NTYMC5nC3b2xPPPGE5Lf5yiuvDBq1TU1Nxc6dO1FeXo4rV65g8uTJd/0cjDX19fXi6/p3v/sdvL29AQCNjY344x//iKamJuTm5mL69Omj0r+RPr/19fWor6+HtbU1zM3N0dbWhoqKCgQGBhq5h4PZ2dmJ3zYQEdEABuxbKCkpQWdnJ+zt7bF8+XL87W9/Q3p6uhiwCwoK8Je//AUKhQLvvPMOrKysAAz+ytTw9XZmZiZ++OEH1NfXQy6XIyYmBomJibC0tAQAfPbZZ8jIyEBiYiJqa2uRkZGBl19+GQEBASgtLcXBgwdRU1MDmUyGwMBAJCYmwt3dXexrZmYm9u7di9bWVvj4+GDz5s1499130dPTg9///vdiiLhdP2506tQpfP311wgNDcXs2bORnJyMlpYWeHh44LHHHkNAQMBt+19bW4v9+/ejqqoK/f39CAoKwiOPPIKJEyeK7TQ2NmLv3r0oKiqCIAjw8fHBqlWrEBISAmBoecLVq1fxhz/8AXK5HL/73e+wa9cuVFVVYcKECVi1ahVmzZoFYGgJx5tvvonq6moAwO7du7F792588MEHsLCwwNmzZ/Hjjz+isbER1tbWiI6Oxtq1a2FlZYU9e/bg2LFjAIDs7Gw8++yzeOGFF9Dd3T1siUhaWhqOHz8uPs6+vr546KGHEB4eDmAgHP3Hf/wHLCws8O///u/44osvcOXKFdjY2GDdunWIj4+/6Xl549f2hucoKioKixcvxu7du3Ht2jVMnDgRTz75JHx8fG5/st9g7ty5SEpKgkqlwtWrVzF58uRBz0FiYiJ++9vfoqurC08//TTi4uKG9O+JJ57ArFmzRnT+ZmVlYe/evWhpaYGXl9ctS0DkcjnS0tJw4MABdHR0IDw8HE888QRsbW1HdN96e3vFf9vZ2Yn/dnNzw+9//3vY2dmJr2UAt+3/wYMHkZycjOjoaPzyl78EMHyJCwAcOnQIJ0+ehEqlwpQpUzBt2rQh/RtpiYjhg2J4eDisra1x+vRppKenDwrYhvPM0tISv/rVr/C3v/0Nnp6e+NWvfgW1Wo1Dhw4hIyMD7e3tcHR0xLx587BkyRLIZLJBbanVanzxxRfIyMgAACQkJGDDhg1QKBQ3LRG51euJiOh+xxKRWzD8MZk2bRqio6NhZmY2qEwkNDQUtra20Ol0KCwsFK+Xk5MDAPD29oa7uzuysrLw17/+FTU1NZgzZw4mTZqE1NRU/O///q94HTOzgc86Fy5cQH5+PiZPngylUon6+nq8//77KCkpQVxcHPz9/ZGbm4sPP/wQGo0GANDQ0IDPPvsMjY2N8PT0hLOzM/77v/9bDBKGr21H0o8bGfpVU1OD5ORkzJo1C/7+/qipqcHHH38s9uFm/W9pacGf//xn5ObmIjQ0FLNmzUJhYSHeffdd9PX1AQA6Ojrwf//v/0VmZiY8PDwQERGBsrIyvP/++ygtLR22X0qlEgCg1+vx6aefIjQ0FNOnT0drayv+/ve/o6qqatjrxcXFwdHREQAwefJkLFq0CAqFAufOncOOHTvQ3t6ORYsWwcrKCikpKfjyyy/FyxqCi4uLCxYtWgRXV9dh2zh27Bg+//xz1NbWIjIyEkFBQSgtLcUHH3wgnhuGx0utVuPTTz+Fi4sLAgIC0N7ejm3btt1RKZLhthoaGrBz506EhITAyckJdXV1+O///u+7KhvQ6XTQ6XQAMGxwVSgUmDlzJoCB88qgvr4era2tMDc3R2xs7IjP308//RTXrl1DQEAAvLy8bnlO1tTU4OuvvxZfezk5OUhKShrxfXN3dxfPnz//+c84ceIEamtrIQgC3NzcBgXAkfR/pM6cOYPvvvsOXV1dmDp1KrRaLfbs2XNHt3E9w/tTbGwsYmJiAAwtEzGcGyqVCl999RUcHBzEsP/ll1/i6NGjsLCwwKJFi9DV1YU9e/bgzJkzQ9o6dOiQ+EGrr68PJ0+exI8//njTvt3u9UREdL9jwL4JQRBw+fJlAEBMTAwsLCzE0UfDHza5XC6OQOXm5orXNYQow6ieYRLSihUrkJiYiBdeeAFeXl7Izc0VR1Pl8oGnoqWlBf/f//f/YevWrfD29kZhYSFcXV0xa9YsbNq0Cc8//zzMzMzQ3NyMmpoaAEBKSgr0ej08PDzwr//6r3jmmWewcOFC8Q+tYTRqJP24kaFfPT09eP7557F8+XJs3boVFhYW6OrqEsPVzfp//Phx9PX1ISwsDE8//TQ2bdqE+fPno729HWfPngUAHD9+HN3d3fD19cWrr76KZ555Bg899BDkcjmOHz9+y34BwLJly/Dwww/jySefFEe8U1NTh73e0qVLxZHzadOmYePGjTAzM0NRURE8PDywevVqrF27Fo8++iiAgfAoCAKio6MREREBAOIIq4eHx5Db7+vrw3fffQcAeOyxx/Dss8/i17/+NRYsWABBEHDgwIFB/RcEAdOnT8fmzZvx0ksvwcnJCYIgIC8vb9j+3+qxaGxsxC9+8Qts3LgRv/rVrwAMPB9Xr14d8W0BAyO8+/btg1arhVKpRHBw8LCXmzt3LoCBiXparRYAxH5PnToVFhYWIzp/T58+Db1eDx8fH7z88st44oknblmGVVFRgddffx2vvfYaVq5cCWDw6+92bGxs8Mgjj0ChUKCxsRG7d+/GH//4R/zLv/wLtm/fjoaGBvGyI+n/SJ06dQoAsGjRIjz99NN48cUXb/rY3k5dXR3q6+thbm6OiIgIBAcHw8bGRiwTMbj+PIuIiMBvf/tbbNiwARqNBrW1tfDw8MATTzyBdevWYcmSJQAgvu9dz8nJCa+++ipeeOEFsUzo9OnTN+3f7V5PRET3O5aI3ERJSQm6urpgZ2cnTmCLjY1FTk7OoDKR6dOnIzU1FXl5eRAEASqVCsXFxeLvVCoVamtrAQCurq5oa2sDAPj6+qKurg5lZWXw9fUV2w0LCxs0uWnRokVYtGgRAIghxtbWFu3t7Whvbwcw8McWACIiIsTR6vj4+EGjenfajxu5ubmJgdLc3Bx+fn4oKSlBXV0dZsyYcdP+X7lyBQDg6ekptunl5SX+bsmSJSgpKQEATJkyRfwwsGrVKqxateqm/bledHS0+O/g4GAUFxeLj8lIPfXUU+K/tVqtWDqg0WjQ09Mz4vKD8vJyqNVqABhUNjF9+nScOnUKdXV14vNoYPiQJpfL4ePjg9bWVnR0dNxR/wHA0dER/v7+ACCOxPb19aGjo0N8zG/G8BX/9WQyGR555JFBZRTXc3Nzw+TJk1FaWoqSkhKEh4eLAdswuj2S89dwXoaFhYnPf2xsLL766qth242MjISLi4v474MHD6Knpwc6nW7Ek+zmzJmD8PBwXLx4EYWFhSgvL0dvby/Onz+Py5cv45VXXoGvr++I+j8SgiCI5+SUKVPE47GxsXc1J8DwIX/KlCniKi/R0dE4d+7ckDIRg4SEBPHfSqVSLGkSBAEajUZ83Q53v+Li4sTnJioqCidOnEBjY+OQc9lAqtcTEdF4xYB9E4Y/emq1Gm+++SYAiF8JG8pEXF1dERwcDDs7O3R2dorHdTodAgMD4ezsLIZKAPif//mfIe3c+MfsxpUDWltbsXv3bhQWFqK/v3/Q7wwjQd3d3QAGRuYMrv83MLjudCT9uNGNdZOGmm1D2zfrv6EM5MSJE0NW7TC0aejb3S7vdf31LCwsAAyMuN+J0tJS7N27F9XV1TcNDSNheDyUSqUYfIB/lFkIgoD29vZBNa7XP1fXl77cqRufc0N5wEhGDJ2cnKBQKKDT6dDa2goA+NWvfjUoDA5n7ty5KC0tRVZWFoKCgnDlyhU4ODggLCwMwJ2dv9c/j7c6F+zt7cV/G55vYOAxu5NVLJycnLB8+XIsX74cOp0OWVlZ+Oqrr9Dd3Y3jx4/jqaeeGlH/R6Kvr098Tkd6P2/FELDLysrwxz/+EcA/HsfLly9jw4YNQ+qob3xtpqam4tixY2hsbBx0X4a7X9cH4uv7fLPXmVSvJyKi8YoBexh6vV5cZeD6kd/rGVYTMUwUTElJQW5uLhobGwFAHNW9/o/R+vXrB03sAjBkvd3rSx8A4NNPP0VlZSWmTJmCpUuXwsLCAh9//PGgYGsIVtf/sbsx+N5pP2504+11dXUBGPpH+8b+G9pNSEhAbGzsoN8ZwpGDgwMaGxsH9V+r1aKnpwdyufymI6jX98XQf0M/b3edG6//4YcfQqVSYenSpYiOjkZnZyc+++yzEd+GgSGIaDQaqNVqMWR3dnaKl7GxsRn0gWcsMKwiIggC/vSnP6G8vBwnTpy4bcCOiYnBrl27kJOTg4iICGi12kGjnSM5fw2P2fWPieH8MoaamhpUVFTA0dERkZGRAAZqymNjY1FTU4MjR46gubl5xP033Nfra7Jv7L+VlRXkcjn0ev2g8/z682Kk6urqxDKWzs7OIbdxs9VErn9t5ubmYufOnTAzM8PmzZvh4eGBnJwcHD16dNg2r39uDP+WyWTiaP71pHw9ERGNV6zBHoahPMTMzAx/+ctf8Omnn4r/rV27FsDgpd4MwTE7Oxt5eXmQyWTiMQsLC/HreYVCgaioKERFRUEmk0Gn091yBEsQBFRWVgIA5s2bh7CwMNja2op/3A0jTYZl4/Ly8sSJaRcuXBh0W/fSD2Cglre8vBzAwKREQ8327VaoMPyR7+/vF9u0t7eHWq0WPxgYViLJy8sTR/mOHz+OV199FZ9++uktbx8ALl26BGDgg5GhRGEkK2cYRiSvXr0qrnu8YsUKcSKXgaFPhiB1qzWSAwMDxdF+wygj8I/zxd/ff0yvoiCTybB582bI5XLk5+cPOY9upFQqER8fj7a2Nhw5cgTAP8pDRnr+Gs7L/Px88bE+f/78Xd+HkydP4tChQ8N+MAYGnpcvv/wSO3bsGFSf3t/fL06qdXFxGXH/DR/m6urqxNff9RM/gYHH1VBidX29+O0e35v1Hxg4165/b/r000/FD0S3Kzsx3C93d3dxwrPh27bhRrANrzFg4H0OGHjfGe4bg5G+noiI7mccwR7G9ctf3bh8XWxsLPbt2zekTGTChAniyhWhoaGDvsZesWIFPvvsM3z77beora1Ff38/Ll++DFtb21vuDCmTyeDu7o6GhgYcPnwYFRUVuHjxovhV/MmTJ2Fvb485c+bg1KlTqK+vx3/+53/C1dV12AlYd9sPYGCk+q9//SumTJmCkpIS6HQ6ODk5ISoq6pbXW7x4Mc6dO4esrCx8+OGHsLe3R0ZGBlQqFV544QV4e3tj2bJlSE1NRW1tLf7rv/4Lrq6uSE9Ph0wmw0MPPXTL2wcGvuquq6tDc3MzamtroVAoMG/evJte3rCKyI8//oiWlhYsXLhQHF384osvYGdnh9zcXLi5uYnLB65atQoODg4ABj6Aff7555g9e/aQ27ayssLDDz+Mb775Bjt37kRhYSG6u7uRn58PhUKBdevW3fb+jDYvLy8sWbIEP/zwA3bv3o0pU6bc8huBuXPn4uTJkygvL4evr6/4gW+k5+/s2bNx8uRJ1NXV4U9/+hNcXFzEAAjcWSkGAPzwww9obW2Fo6OjuDzl9RYvXoyMjAw0NjbiD3/4A1xcXKBUKtHc3AyNRgNzc3MsW7ZsxP03zB3o6OjA+++/D3d3d5SXl8PMzGxQecTcuXOxa9cupKSkoLOzE729veJI+Z24fvWQG8XExCA/P18sE7kZQ9ivq6tDUlISWltbxZHwxsZG7N+/H2vWrBHDcF1dHd59911YW1uL3+7Nnz9/2NueOHHiiF5Pptotk4hoNHAE+wZ6vV4cfRruD5irq6s4OmoI4jKZTFwmC8CgSX+G23nmmWfg4eGBtLQ05OfnIzIyEq+88ooY9m7mySefhJ+fH+rq6pCZmYnExEQ8+uijcHJyQmVlJerr6+Hj44MtW7bAyckJ9fX1aG9vx9NPPy3ehmGU6V76MWHCBGzatAmlpaVoa2tDQEAA/uVf/uW2Na+urq545ZVXEB4ejtLSUly4cAFubm544YUXxK/nbW1t8corryAyMhJXr15FTk4OAgICsHXrVnHlllt56qmn0NzcjKqqKri4uOD555+/5W6DS5cuhYeHB/r6+lBYWAg7Ozs8/vjjcHZ2RnZ2Nmpra/HCCy9g5cqVsLS0RHZ2Nnp6ehAbG4uwsDBxdPdmI9mLFi3C448/Dnd3d2RkZODKlSsIDw/Hyy+/LK5yMtatWrUKTk5O6Onpwddff33Ly3p5ecHJyQnAP0avDUZy/np7e+Pxxx+Ho6Mjampq0NLSgueff16sR7/bGt4by5UM7Ozs8Oqrr2L58uXw8PBAd3c3GhsbYWdnh/j4eLz22mtiMB9J/11cXPDUU0/Bzc0NFRUVuHbtGp599lnxw7mh//Pnz8fixYthZWWFgoIC2NnZYfPmzXd0H68vD7n+Pcdg6tSpkMvlQ1YTuVFsbCwWL14MGxsbpKamQqFQ4IUXXsCCBQsgl8tx8eLFQf0yTHbNz8+Hra0tli9fftMPsQ4ODiN6PRER3c9kAtdMGve6u7vR0NAAjUYjTi4rKyvDn/70J5iZmeH9998Xw8qdunGjlrHiZptbkOkVFxfj3XffhYWFBd5+++1Rfy4EQcA///M/45/+6Z9uW0NORERkDCwRuQ8YNnMxrNfs4uIijq4/8MADdx2uiW4lJycHp0+fFpelfOCBB0Y9XAP/WJfbUNtPRERkagzY9wE/Pz/8+te/xuHDh1FaWorCwkK4uLhg+fLlN62TJLpXXV1dKCoqgoWFBebPnz+ienlT6O7uxpNPPjkmwj4REf00sUSEiIiIiEhCnORIRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCSh+yJgb9++Hdu3bx/tbhARERERjf+AnZWVhatXr+Lq1avIysoa7e4QERER0U/cuA7Yer0eZ86cEX8+c+YM9Hr9KPaIiIiIiH7qxnXAzsnJQWdnp/hzZ2cncnJyRrFHRERERPRTN24D9o2j1wYcxSYiIiKi0TRuA7Zh9FoQBPGYIAgcxSYiIiKiUTVuA7Zh9Fomkw37O45iExEREdFoGJcBOzMzc1DttYEhbHMUm4iIiIhGy7gM2GfPnr3tZfLy8kzQEyIiIiKiwcZlwLazs7vtZRISEkzQEyIiIiKiwWTC9bMEx6m33noLAPDaa6+Nck+IiIiI6KfOzFQNqdVqfPvttzhz5gza29vh6emJNWvWYPbs2eJltFotNm3aNOS60dHReP31103VVSIiIiKiu2aygP3ZZ58hLS0Njz32GLy8vJCWlob3338fVlZWiImJAQBx4uKKFSvg5+cnXtfJyclU3SQiIiIiuicmCdgqlQqnT5/Ghg0bsHz5cgBAZGQkMjMzcerUKTFgt7e3AwBmzpyJkJAQU3SNiIiIiEhSJgnYZmZm+OCDD2Bvbz/ouI2NDTo6OsSfDf++8XJEREREROOFSVYRUSgUcHd3h5WVFYCBWutLly6hsrJSHL0G/jGCzYBNREREROOVyWqwDTZt2gStVgsAWLhwIVatWiX+rqOjA3K5HJ999hkuX74Ma2trJCQkYNOmTTA3N7/tbZeUlBit30REdH8KDg4e7S4Q0X3G5AH7zTffhFqtRlZWFk6cOIGqqioEBAQAGBjBFgQBDg4O2LJlC4qKipCcnAy1Wo1nnnnmtrd9H6w4SERERETjnMkDdmBgIAAgNDQURUVF2LZtG9544w0AwNy5cxEWFob4+HgAAyPcKpUKJ06cwFNPPQWFQnHL2+bESCIiIiIabSapwVar1aiurkZ/f/+g4xMnTkRVVZX4s729PSZPnjzoMiEhIdDpdGhrazNFV4mIiIiI7olJAnZzczNefvllnDx5ctDxmpoaODg4iD9v374d77zzzqDL1NbWQqFQwNHR0RRdJSIiIiK6JyYpEfH09ERwcDB2794NCwsLuLu7Iy0tDaWlpYNqq+Pi4vDhhx9i586diImJQVlZGX788UcsXbr0tuUhRERERERjgclqsF977TUkJSUhKSkJnZ2d8PT0xK9//WvMnTtXvMy8efOgUqlw+PBhHDlyBE5OTli9ejXWr19vqm4SEREREd0TmXAfLL3x1ltvARgI8UREREREo8kkNdhERERERD8VDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSYsAmIiIiIpIQAzYRERERkYQYsImIiIiIJMSATUREREQkIQZsIiIiIiIJMWATEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSkJmpGlKr1fj2229x5swZtLe3w9PTE2vWrMHs2bMHXS4lJQV79+5FY2MjXF1dsW7dOixYsMBU3SQiIiIiuicmC9ifffYZ0tLS8Nhjj8HLywtpaWl4//33YWVlhZiYGABAWloaPvroI6xYsQLTpk1DZmYmPv74Y5ibm2PWrFmm6ioRERER0V0zScBWqVQ4ffo0NmzYgOXLlwMAIiMjkZmZiVOnTokBe+/evYiIiMCWLVsAANHR0aiursa+ffsYsImIiIhoXDBJDbaZmRk++OADrFy5ctBxGxsbdHR0ABgoIamoqEB4ePigy4SHh6OyshIqlcoUXSUiIiIiuicmCdgKhQLu7u6wsrICAGi1Wly6dAmVlZXi6HVPTw8EQYCtre2g69rZ2QEAuru7TdFVIiIiIqJ7YrIabINNmzZBq9UCABYuXIhVq1YBAPR6/bCXl8lkAACdTnfb2y4pKZGol+NXZl0mHk96Ahqd2qjthLhPwVcbdsDG3GbQ8b6MDDS89jujtg0AViHBmPju+5CZmfwUJqL7THBw8Gh3gYjuMyZPJ2+++SbUajWysrJw4sQJVFVVISAgQJLbFgRBktsZzy7XXUbQtAREL3jIqO0c+u+30aPqgbXSetDx/pwcBMXGYlJMrFHbP7btcwg6HaBQGLUdIiIiojtl8oAdGBgIAAgNDUVRURG2bduGN954A3L58NUqhtCsGEGQCgkJka6j45RblRtk1TKjtyOTyRAUFAR3e/dBx684OwOlRm8ekMkQHBwMuYWFCRojIiIiGjmT1GCr1WpUV1ejv79/0PGJEyeiqqoKwMCER5lMNqTW2vCzjc3gUgQiIiIiorHIJAG7ubkZL7/8Mk6ePDnoeE1NDRwcHAAA5ubm8Pf3R0FBwaDLFBYWwtfXF5aWlqboKhERERHRPTFJiYinpyeCg4Oxe/duWFhYwN3dHWlpaSgtLcUzzzwjXm7t2rV49913sWPHDsTExCA7OxvZ2dnYunWrKbpJRERERHTPTFaD/dprryEpKQlJSUno7OyEp6cnfv3rX2Pu3LniZWbOnIkXX3wRe/fuxeHDh+Hq6ornn38ec+bMMVU3iYiIiIjuickCto2NDbZs2SLu0ngz8+fPx/z5803TKSIiIiIiiZmkBpuIiIiI6KeCAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCd10oxm9Xg+NRgOdTgdBECAIAmQyGeRyORQKBczMzCCXM58TEREREV1vSMDW6XTo6+tDfX09iouLUVtbi+7ubqjValhYWGDChAnw8/NDSEgI3NzcYGFhwaBNRERERPT/iAFbEASoVCpUVlbixIkTKC8vh5WVFby8vODu7g5LS0v09fWho6MDJ0+exLFjxxAeHo4FCxbAx8cHZmYm23WdiIiIiGjMElOxVqvFmTNncPLkSUyaNAnPP/88/P39hwRnQRCgVqtRUlKC06dPY9u2bVixYgXi4+NN3nkiIiIiorFGTM8qlQoXL17EE088geDg4JteQSaTwcLCApGRkQgPD0dOTg6OHz/OgE1EREREhOsCto2NDV588UVMmDABwMBItU6ng16vh16vH3JFQ9CeOnUqJk2aZLoeExERERGNYWLAlslkYrgGgK6uLhQUFODatWtQqVQQBGHQFa2srPDwww8PuR4RERER0U/ZsDMT+/r6sGfPHuTn52PChAmwtLQcchlra2ujd46IiIiIaLwZNmBrtVqUlZXhhRdeQGBgoKn7REREREQ0bt10AWtbW1t4eXmZsi9EREREROPesCPY5ubmiIyMxIULFxAbGwu5XA6ZTDboMjKZbNjSESIiIiKin7JhA7ZSqURERAT+53/+BykpKXB1dR2yHra1tTUee+yxETek1Wpx8OBBpKSkoKmpCW5ubnj44YexcOHCQZfZtGnTkOtGR0fj9ddfH3FbRERERESj5aaTHL/99lvodDpxhRCtVjvoMhqN5o4a+uijj5CRkYGNGzfCz88Ply5dwieffAIzMzPMnTsXANDZ2QkAWLFiBfz8/MTrOjk53VFbRERERESjZdiArdPp0NzcjJdeegkTJ06850aam5tx9uxZbN68GStXrgQAREZGIj8/H99//70YsNvb2wEAM2fOREhIyD23S0RERERkasNOcpTL5XB0dJR0fet169YhLi5u0DEPDw8xVANAR0cHAMDe3l6ydomIiIiITOmmNdjR0dE4duwY5s2bB6VSOeQyMplsxGthu7i4DKmt1mq1KCkpwZQpU8RjhrDNgE1ERERE49VNS0TKy8tRXV2Nc+fOwcHBYcgkRxsbGzz//PN33fC+ffvQ2dmJtWvXisc6Ojogl8vx2Wef4fLly7C2tkZCQgI2bdoEc3Pz295mSUnJXffnftHU1AQIt7/cvRIEAWVlZei07Rx0vK2lBS7Gbx4QBJSWlkI2gvOCiOhWgoODR7sLRHSfGTZgy+Vy2NnZITIy8qZXvJcl+jIzM5GUlITNmzfD19dXPN7e3g5BEODg4IAtW7agqKgIycnJUKvVeOaZZ257uzdu5/5TJAgCBFMkbENbo/iYC4IA8DknIiKiMWbYgG1paYnNmzeLP0sZoqqrq/Hee+9h3rx5ePjhhwf9bu7cuQgLC0N8fDwAYOHChVCpVDhx4gSeeuopKBSKW942J0YCblVukFXLbn/BeySTyRAUFAR3e/dBx684OwOlRm8ekMkQHBwMuYWFCRojIiIiGrlhAzYwUCOtUqmg1Wqh0+mGhGzDRMg70dbWhrfeeguBgYF47rnnhvze3t5+yG2GhITg7NmzaGtrg4uLSYoPiIiIiIju2k1rsPPy8nDkyBE0NzdDp9MNucyECRPwxhtvjLih/v5+vP3227CyssJvfvObITXdALB9+3a0tbXhzTffFI/V1tZCoVDccZgnIiIiIhoNN91o5uDBg/Dw8MCCBQuGrbe+XbnG9fR6Pf7yl7+guroaW7duRUNDw6Dfe3h4wNraGnFxcfjwww+xc+dOxMTEoKysDD/++COWLl16R+0REREREY2WYQO2IAhQq9V44oknhl2i7051d3cjPT0dAPDOO+8M+f2//uu/IjY2FvPmzYNKpcLhw4dx5MgRODk5YfXq1Vi/fv0994GIiIiIyBRuuoqIp6cnWltb4eTkdNPRY7l82H1qhpgwYQKSkpJGdNmlS5di6dKlI7osEREREdFYc9NVRObNm4fdu3cjJiYGrq6uQ0K2mZkZ/Pz8TNJJIiIiIqLx4qaTHK9evYqKigqUl5dDJhu67JudnR3+8Ic/GL2DRERERETjybABW6VSISUlBTNnzsSUKVNgMcxaw5x0SEREREQ01E3XwZbL5Vi7du2wy+kREREREdHwhp2lqFAo4Ovri7q6OqjVanGzmev/02q1pu4rEREREdGYN+zwtFKpRFhYGL7++mtERkbCxcVlSEmIUqlEdHS0STpJRERERDReDBuw+/v7sXfvXshkMpw8eXLYK9rZ2TFgExERERHdQAzYgiBAq9VCqVTCxsYGr7766i0nMhrWwL7+ekREREREP3ViwNZoNEhPT0dMTAwsLCwwceLE215Zp9Ohp6cH+fn5mDlzplE7SkREREQ0HogBW61W4/jx4ygvL8fChQvh7OwMMzMzKBSKQetgG0as1Wo1GhoacPLkSbS1tTFgExERERHhuoBtY2OD5557Dt988w0++OADTJkyBcHBwfDz84O1tTXkcjl0Oh26urpQUVGB4uJilJWVITg4GM8999xo3gciIiIiojFDDNgymQxubm547rnnkJ2djZSUFOTk5ECn0wEAzM3NoVarIQgCLCws4Ofnh8cffxxhYWHD7vRIRERERPRTNGQVEaVSienTpyM2NhZtbW2orq5GV1cXNBoNLCwsYG9vDz8/P9jZ2Y1Gf4mIiIiIxrSbbtMok8ng5OQEJycnU/aHiIiIiGhcG3YnRyIiIiIiujsM2EREREREEmLAJiIiIiKS0E1rsA0EQYAgCEOOy2Qyrh5CRERERHSDmwZsrVaLvr4+qFQq9Pf3DwnZcrkcXl5eRu8gEREREdF4MmzA1mq1yMnJwYEDB9DR0THsSLWdnR3eeOONETek1Wpx8OBBpKSkoKmpCW5ubnj44YexcOHCQZdLSUnB3r170djYCFdXV6xbtw4LFiy4s3tFRERERDRKhg3Y/f39OHLkCPz9/REdHQ1LS8shl1EqlXfU0EcffYSMjAxs3LgRfn5+uHTpEj755BOYmZlh7ty5AIC0tDR89NFHWLFiBaZNm4bMzEx8/PHHMDc3x6xZs+7i7hERERERmdawAVuv16Ovrw+bN2++4yA9nObmZpw9exabN2/GypUrAQCRkZHIz8/H999/LwbsvXv3IiIiAlu2bAEAREdHo7q6Gvv27WPAJiIiIqJxYdhVRBQKBZycnNDX1zfsBMe7sW7dOsTFxQ065uHhgfb2dgCAWq1GRUUFwsPDB10mPDwclZWVUKlUkvSDiIiIiMiYhh3BViqVmDZtGg4dOoRly5YNWyIik8lgbW09okZcXFywadOmQce0Wi1KSkowZcoUAEBPTw8EQYCtre2gyxm2ZO/u7oaFhcWI2iMiIiIiGi03neRYVFSE6upqXL58Gc7OzjAzG3xRGxsbPP/883fd8L59+9DZ2Ym1a9cCGChLGY5hgqVOp7vtbZaUlNx1f+4XTU1NgDRfOtySIAgoKytDp23noONtLS1wMX7zgCCgtLQUMnNzU7RGRPex4ODg0e4CEd1nhg3YcrkcdnZ2iIyMvOkVhxvVHqnMzEwkJSVh8+bN8PX1vevbuZFU5SzjmSAIEEyRsHHzNdJNRRAEgM85ERERjTHDBmxLS0ts3rwZgiBAp9NBr9dDEATI5XIoFArI5Xe/AWR1dTXee+89zJs3Dw8//LB4/Ga3aQhwCoXitrcdEhJy1/26X7hVuUFWbfwNgGQyGYKCguBu7z7o+BVnZ6DU6M0DMhmCg4MhZ9kQERERjTE33WhGp9Ohu7sb5eXlaGhogEajgZWVFXx9feHr6wsrK6s7bqytrQ1vvfUWAgMD8dxzzw36nY2NDWQyGbq7uwcdN/xsY2Nzx+0REREREZnaTZfpq62txY4dO9DW1iaOHhtKAgICArB582Y4ODiMuKH+/n68/fbbsLKywm9+85shNd3m5ubw9/dHQUHBoOOFhYXw9fW9p5IUIiIiIiJTueVGM7a2tnjsscfg6ekJpVKJvr4+lJaW4ujRozh69CgeeeSRETWi1+vxl7/8BdXV1di6dSsaGhoG/d7DwwPW1tZYu3Yt3n33XezYsQMxMTHIzs5GdnY2tm7deu/3lIiIiIjIBIYN2DqdDjU1NfjFL36BgIAA8bitrS0iIyMhl8uxb9++ETfS3d2N9PR0AMA777wz5Pf/+q//itjYWMycORMvvvgi9u7di8OHD8PV1RXPP/885syZc6f3i4iIiIhoVAwbsAVBgFarven617a2tne08cuECROQlJQ0osvOnz8f8+fPH/FtExERERGNJcMGbMNOjpmZmbC3t4dCoYBMJoMgCOjr60NOTg7c3d2HuyoRERER0U/asAHb3NwcCQkJOHjwICorK+Hl5QVzc3P09fWhqqoK165dw8aNG03dVyIiIiKiMe+mW6XPmjUL5ubmOHv2LM6ePQtBEKBQKODr64vNmzcjIiLC1H0lIiIiIhrzxIAtCAL0er244YtMJsOMGTMwY8YM6HQ6aDQamJubi7/X6XQj2vyFiIiIiOinRAzYOp0ORUVF8PT0xIQJE5Cfn3/rK5qZYcqUKUbvIBERERHReCIG7L6+Pnz99ddYs2YNQkNDsWPHjlte0c7OjgGbiIiIiOgGYsC2trbGr3/9a9jb20OpVGLr1q1QKpVDriCTyaDT6aDX603aUSIiIiKi8UAM2AqFAhMnTgQAqFQqFBcXY8GCBUNCtl6vR319PbKysuDj42Pa3hIRERERjXHy638QBAFdXV1oaWnB0aNH0draiq6uriH/VVdX4/z586PVZyIiIiKiMWvQMn29vb14//33odFo0Nvbi48++ggymWzQFfR6Pfr7+wdtoU5ERERERAMGBWxLS0s8/fTTKC8vx/79+zFjxgyYmQ1dKtvOzg6RkZEm6yQRERER0XgxKD0rFAp4enrC2dkZWq0Ws2fPHlKDLQgC1Go1mpqa4ODgYMq+EhERERGNefLhDlpYWGD+/PnQ6XTo7u4eVH/d2dmJ4uJi/PWvfzV1X4mIiIiIxrxht0oXBAFNTU04cuQIKisr0dXVBaVSCUEQoNFooNPpWINNRERERDSMYUew+/v7kZycjNraWnEzmfj4eERFRcHe3h6xsbH4+c9/btKOEhERERGNB8OOYGu1WlRVVWHz5s1wd3dHXl4eFi5ciAkTJqCjowPffPMNysvL4eTkZOr+EhERERGNacOOYBsmMk6YMAHAwORHtVoNmUyGCRMmYNGiRThx4oRJO0pERERENB4MG7Dlcjns7e1RUVEBALC3t0dpaSlUKhVUKhW0Wi06OztN2lEiIiIiovFg2BIRpVKJKVOm4NChQ/Dy8kJwcDAOHjyIa9euQalUIi8vj9ukExERERENY9iAbW5ujsWLF8PJyQkODg6YN28eOjo6kJaWBgDw8/PDqlWr7qghtVqNwsJC5OXlIS8vD2vXrkVcXNygy2i1WmzatGnIdaOjo/H666/fUXtERERERKNh2ICt1+tRW1uLmTNnQi4fqCLZuHEjNmzYIK6NXVVVBS8vrxE3tGvXLhw8eFD8WafTDbmMoexkxYoV8PPzE49zMiURERERjRdDAnZfXx86Ozvx2Wef4Xe/+x2sra0H/V6n06Gqqgp79uzB1KlTR9xQYmIiVq1ahcrKSrz11lvDXqa9vR0AMHPmTISEhIz8XhARERERjRGDAnZfXx/27NmDvr4+9Pf3Y8+ePUO2StdqtWhoaICtre0dNWRtbQ1ra2s0NTXd9DIdHR0ABiZVEhERERGNR4MCtpmZGQICAlBZWQm5XI6+vj5oNJohV/Lz88Ps2bMl74xhBJsBm4iIiIjGq0EBW6lUYs6cOYiJiREnHFpYWJisMx0dHZDL5fjss89w+fJlWFtbIyEhAZs2bYK5ufltr19SUmKCXo5tTU1NgGD8dgRBQFlZGTptBy/X2NbSAhfjNw8IAkpLSyEbwXlBRHQrwcHBo90FIrrPiAFbEAT09fXBwsICVlZW2LBhA7RaLbRa7bBXlMlkQ+qz71V7ezsEQYCDgwO2bNmCoqIiJCcnQ61W45lnnrnt9QXBBMlyjBMEAYIpErahrVF8zAVBAPicExER0RgjBuy+vj5s374dCxcuhJ+fHz777LNbXtHGxgb/9E//JGln5s6di7CwMMTHxwMAFi5cCJVKhRMnTuCpp56CQqG45fU5MRJwq3KDrFpm9HZkMhmCgoLgbu8+6PgVZ2eg1OjNAzIZgoODITfhNyxEREREIyEGbJlMBkdHR5ibm0Mmk8HZ2fmWV7SyspK8M/b29nB0dBx0LCQkBGfPnkVbWxtcXExSfEBEREREdNfEgG1lZTVok5fHH38cer0earUaer0ewEAIl8vlUCqV4vrYUtq+fTva2trw5ptvisdqa2uhUCiGBG8iIiIiorFo2I1mBEFAf38/KisrkZubi7a2NqhUKlhbW8PNzQ3R0dHw9va+bcnGnYqLi8OHH36InTt3IiYmBmVlZfjxxx+xdOlSydsiIiIiIjKGYQO2RqNBSkoKjh49Cjs7Ozg5OUGpVKKtrQ2lpaU4e/YsNm3adEcbzYzEvHnzoFKpcPjwYRw5cgROTk5YvXo11q9fL2k7RERERETGMmzAVqlUOH/+PFavXo158+aJo8eCIKCrqwv79u3D4cOH7ypgBwcHIykp6aa/X7p0KZYuXXrHt0tERERENBYMW0gtCAJ0Oh3mzJkzqDRDJpPBxsYGs2fPRnd3t8k6SUREREQ0XgwbsOVyOVxdXdHW1gadTieudSwIAjQaDTo6OuDr62vSjhIRERERjQfDlohYWFhgxowZ+Oabb7Bw4UJ4eHjAzMwMfX19KC0tRXp6OpYtW4aOjg4AA4Hczs7OpB0nIiIiIhqLhg3Y/f39OHDgAFQqFa5cuQJgoDzEMJItl8vxv//7v+LPEyZMwBtvvGGiLhMRERERjV03HcFeuXLliNe6ViqVknbqXhU0XkOfRmPUNuwtLRHkzI1vxhqtTkB2RY/R2/F2tsBEx7F13hMREdHYIAZsQRCgVquhVCqhVCoRFxd32ytbjMFtqs9VVeKxb3cBRtgI53pmkCH5sScQ4upm1HbozvzXt1fxQXIDrC2Nt266IAB2FjJkfxRttDaIiIho/BIDtkqlwrFjxzB16lS4urri8OHDt7yipaUlHnroIaN38E7Vd3XCwX4CVi6aY9R2dh38AW19fUZtg+5cxbV+zIx1w8xpE43Whlqtx1ufZBrt9omIiGh8EwO2VqtFbm4ufH194ejoiOzs7Fte0dbWdkwGbCIiIiKi0SQGbFtbW7z22mviL/7whz9Ar9dDr9fDzGzgYoIgQKvVQqFQjLg+m4iIiIjop+SmG82o1WpUVVWhuLhYPK7RaJCWloba2lrodDqTdZKIiIiIaLwYNmDrdDrk5OTgr3/9K/Lz8wcdz8zMxKeffjooeBMRERER0YBhA3Z/fz9+/PFHxMfHY/369eJxKysr/OIXv0B4eDiOHTtmsk4SEREREY0XwwZsvV6P1tZWTJ8+HQrF4OXOzM3NER0djcbGRpN0kIiIiIhoPBk2YMtkMtjY2KC+vh5qtRo6nQ56vR5arRZ9fX2oq6uDtbW1qftKRERERDTm3XQnx8jISBw6dAjt7e3w8vKCmZkZent7UVZWhszMTMybN8/UfSUiIiIiGvOGDdhKpRLLli2DWq3GyZMnoVarIQgC5HI5bG1tMXfuXCxevNjUfSUiIiIiGvOGDdgymQzW1tbYsGEDVq5cicbGRvT19WHChAlwdnaGpaWlqftJRERERDQuDBuwgYG1sDUaDXQ6HaytrSGTyeDm5gaFQoG+vj5YWlpCJpOZsq9ERERERGPesAFbEAT09PTg9OnTSEtLQ3t7O5RKJX7zm99AJpPhwIED+NnPfgZ7e3tT95eIiIiIaEwbNmCr1WqcOnUKqampSEhIgJubGw4cOABgoHyks7MTP/zwAzZs2DDihtRqNQoLC5GXl4e8vDysXbsWcXFxQy6XkpKCvXv3orGxEa6urli3bh0WLFhwd/eOiIiIiMjEbhqwL1++jMTERMyYMQOdnZ04cOAA5HI5HB0dsWTJEnz33Xd31NCuXbtw8OBB8efhtlpPS0vDRx99hBUrVmDatGnIzMzExx9/DHNzc8yaNesO7xoRERERkendtESkt7cXvr6+Q34nk8lga2uLvr6+O2ooMTERq1atQmVlJd56661hL7N3715ERERgy5YtAIDo6GhUV1dj3759DNhERERENC4Mu9GMQqGAo6MjSktLxY1mAIgbzVRWVsLBweGOGrK2toajoyNsbGyG/b1arUZFRQXCw8MHHQ8PD0dlZSVUKtUdtUdERERENBqGHcE2MzNDeHg4Dh06hObmZri7u0Or1aK0tBTt7e1IT0/HokWLJO1IT08PBEGAra3toON2dnYAgO7ublhYWEjaprEIegCCYNQ2ZHIZwEVciGgsEQQIer3Rm5EpFEZvg4joXtx0J8clS5ZApVLh/Pnz0Gg0EAQB+/fvh62tLWbNmiX5To76m7wpG5YCHK5m+0YlJSW4evUq9PrbX/Ze6fQ6VFdXw6l/8Mh6d0EvSrZWQ9upNWr71kHWCP3YD2YOg//QNDU1AcbN9gAGyojKysrQads56HhbSwtcjN88IAgoLS2FzNx80OGOzh7A1vg9EAQBJSUlRm+HaLwQNBo0vvQSeq+UGrchvR7uf/oTrKZOk+wmg4ODJbstIiLgFjXYer0ea9euxYMPPohr165BpVLB2toaEydOHLMbzQiCAMHII8f/aGz49npK+jFx6kREb4kwavMn/y0V6jYNFPaDq3wEQYBgioQNEz/eN2l/yDcFJuzPaN53orFGr9FAVVmBB37xjFHbuZKRgZacXFhGTzVqO0RE92LYgN3b24tPP/0UGzduhJeXFwIDA43eEbl82HJwMcQoRvCVYEhICPI0KshrKyTt23AUCgX8/PwQ4us36LjcvRJX5Y1Gb18ulyMgIAD2wXaDjrtVuUFWbfzaEZlMhqCgILjbuw86fsXZGTDyANb/6wCCg4Mhv6FsyN6+DM3G/4YaMpkMISEhxm+IaJzQ9faizkSbj7m4uGASX39ENIYNm2oNI9iVlZXo7+8Xd3S8/j+tVtoSCBsbG8hkMnR3dw86bvj5ZpMjiYiIiIjGkpvWYM+YMQMpKSmoqamBj4/PkAmGSqUS0dHRknXE3Nwc/v7+KCgoGHS8sLAQvr6+Y7YshYiIiIjoesMG7P7+fnEjmdbWVqSnpw+5jJ2dnaQBGwDWrl2Ld999Fzt27EBMTAyys7ORnZ2NrVu3StoOEREREZGxDBuwra2t8eqrr8LMzOymE7luVjN9L2bOnIkXX3wRe/fuxeHDh+Hq6ornn38ec+bMkbwtIiIiIiJjGBKwtVot1Go1bGxsoFAooFQqYWY2bA6/K8HBwUhKSrrp7+fPn4/58+dL1h4RERERkSmJyVkQBKjVahQUFCAtLQ2dnZ1wcHBAXFwcpkyZAqVSOZr9JCIiIiIaF8Q6D51Oh+zsbHz++edobW2Fg4MD2tra8NVXXyEtLW00+0hERERENG6II9gqlQqnT59GVFQUtmzZAqVSCZVKhUOHDuH7779HfHw8R7GJiIiIiG5DHMHW6/VobW3FjBkzxCBtbm6O+Ph49Pb2orW1ddQ6SUREREQ0XogBWxAE9Pf3w87uHzsDymQyWFlZQRAEaDSaUekgEREREdF4Iv1ae0REREREP2GD1t8TBAF9fX2Dtivv7e0V/3/9cZlMxu3LiYiIiIhuMChga7VaJCUlwdzcXDym0+mg1Wrx1VdfDZrkaGNjg3/+5382WUeJiIiIiMYDMWArlUrExMQMeyEfH58hx6ysrIzXKyIiIiKicUoM2FZWVnjyySdHsy9EREREROMeJzkSEREREUmIAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJyOz2FzEdrVaLTZs2DTkeHR2N119/fRR6RERERER0Z8ZUwO7s7AQArFixAn5+fuJxJyen0eoSEREREdEdGVMBu729HQAwc+ZMhISEjG5niIiIiIjuwpiqwe7o6AAA2Nvbj3JPiIiIiIjuzpgcwWbAJiK6c4IgQC/ojd6OQq4wehtEROPZmArYHR0dkMvl+Oyzz3D58mVYW1sjISEBmzZtgrm5+W2vX1JSgqtXr0Kv1xm9rzq9DtXV1XDqVw063nitDXrj/32DXq9HZWUlrGAx6HhTUxMgGL99QRBQVlaGTtvOQcfbWlrgYvzmAUFAaWkpZDecFx2dPYCt8XsgCAJKSkqM3g7RnXhk92PIrsk0ahuCIOCdVX/GipAVg47r+/oAwQRvPgBaWlqgk/D1FxwcLNltEREBYyxgt7e3QxAEODg4YMuWLSgqKkJycjLUajWeeeaZ215fEAQIJnqDhzB8ewM/y0zThZu0L5giYd+kfVMSBGHoH3QT9mc07zvRcHLqsrDhpT9CrjDeCHNxxhlkXL2Mh4IfGnTclK+H0X7vISK6nTEVsOfOnYuwsDDEx8cDABYuXAiVSoUTJ07gqaeeguI2fzRCQkKQp1FBXlth9L4qFAr4+fkhxNdv0HG5eyWuyhuN3r5cLkdAQADsg+0GHXercoOs2vgBXyaTISgoCO727oOOX3F2BkqN3jwgkyE4OBhyi8Ej+Pb2ZWg2wTcIMpmME3FpzDHNR3vAwcFxyPmv6+1Fncw0PXBxccEkvv6IaAwbU5Mc7e3tMXny5EHHQkJCoNPp0NbWNkq9IiIiIiIauTEVsLdv34533nln0LHa2looFAo4OjqOUq+IiIiIiEZuTAXsuLg4lJSUYOfOnSgoKMDBgwfx448/YunSpbctDyEiIiIiGgvGVA32vHnzoFKpcPjwYRw5cgROTk5YvXo11q9fP9pdIyIiIiIakTEVsAFg6dKlWLp06Wh3g4iIiIjoroypEhEiIiIiovGOAZuIiIiISEIM2EREREREEmLAJiIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIikhADNhERERGRhBiwiYiIiIgkxIBNRERERCQhBmwiIiIiIgkxYBMRERERSYgBm4iIiIhIQgzYREREREQSMhvtDtwoJSUFe/fuRWNjI1xdXbFu3TosWLBgtLtFRERERDQiYypgp6Wl4aOPPsKKFSswbdo0ZGZm4uOPP4a5uTlmzZo12t0jIqJxJj8/H6dPn0Z0dDSmT58Oc3Pz0e4SEf0EjKmAvXfvXkRERGDLli0AgOjoaFRXV2Pfvn0M2EREdMcOHDgAADh16hTS0tIQHx/PoE1ERjdmarDVajUqKioQHh4+6Hh4eDgqKyuhUqlGqWdERHQ/6Ovrw6lTp/Dxxx/j3LlzUKvVo90lIrpPjZmA3dPTA0EQYGtrO+i4nZ0dAKC7u3tEtyOXySCXySTv39B25JAN045MDsjkJmjfTIbh7qZcJodcZvynVSFXDH//FQoAxr//Mvnw91GhMMHzLxtoh2iskcsVGPaNQUIymQyK4V5/Mtn/e/0bl0wGCPd4Fxm0icjYZIIgCKPdCQBoaWnBc889h6eeegoPPvigePyHH37A//zP/+Djjz+Gm5vbsNd96623TNVNIiK6z/j4+ODnP//5aHeDiO4jY2YE+174+vqOdheIiGicMjMbU9ORiOg+MGbeVeQ3+crfMMCuuMVXj5s3bzZKn4iIaHy71TecVlZW4qRHIiIpjZmAbWNjA5lMNqTW2vCzjY3NaHSLiIjuM9cHa64mQkTGMGYCtrm5Ofz9/VFQUDDoeGFhIXx9fWFpaTlKPSMiovsBgzURmcqYCdgAsHbtWrz77rvYsWMHYmJikJ2djezsbGzdunW0u0ZEROPQmjVrcOrUKUydOpXBmohMZsysImJg2Cr92rVrcHV1xdq1a7Fo0aLR7hYRERER0YiMuYBNRERERDSe3RfL9BERERERjRUM2CTSarXc0YyIiIjoHjFgk+j48eOoq6uDRqMZtT709PSgo6NjVNr+KVZLlZeXo7i4eLS7QWNASUkJtFrtaHeDiOi+wIB9g59iyAKAyspKpKSkIDc3d1T78fnnn6O8vHxURtLPnj2LkpISk7d7PVOff0eOHMHf//537Nq1C01NTSZt+3r5+fk4evToqLVvYHj8f2rvA/n5+dizZw9KS0uh0+lGpQ+j+cGeiEhqDNjXaWxsRGVlJS5cuDAqAU+n06G1tRU6nc7kf2yysrJgbW0NV1dXKJVKk7ZtkJeXh87OTtTV1Zl8Ka2rV69i27ZtuHjxIrq7u0clYI3G+RcZGQlLS0vk5eXh3Xffxffffz8qAauiogJff/01/u3f/g2ZmZkmbx8AWlpaUF9fj0uXLqG7uxvt7e3Q6/VGa0+v16OjowONjY3o7+/H/v370dbWZrT2bsXR0RE6nQ47d+5EaWmpydvPz8/HiRMn8O2336Kurs7k7RMRSW1MrYM92nbt2oWysjLY2tpi9+7deOihh7BkyRKTtJ2Tk4O8vDw0NDTAzMwMCQkJcHNzg4eHBywsLIzadnp6Os6cOYOmpiYEBgYiJCQETk5ORm3zRmq1GpmZmejs7ISPjw8EQYBMJjNZ+66urlizZg0OHz6Mvr4+JCYmwtHR0WTtA6Nz/s2bNw9Tp07FyZMnkZGRgdOnTyMzMxOLFy/GjBkzjNq2waVLl8T7LZPJ8OGHHyI6OhqJiYnw8vIySR8A4JtvvkFpaSksLS3R1taG2bNnY+rUqfDx8YGDg4Pk7en1enzxxRfo6uqCq6srrl27hjlz5kjezkhMnDgRjzzyCI4ePYrjx49DqVTC398fCoXC6G2npqbi/PnzqKqqgre3N2bOnAm9Xg+5nOM/RDR+cZm+/yc5ORnp6emIiIiAXq9HbW0tysrK4OTkhA0bNiAqKkrS9q4PkP39/XjllVfg6OgIuVwOc3Nz5ObmIi4uDsuWLcOkSZNgZWUlafs3Onr0KJKTk2FtbQ13d3fEx8cjISHBJH9gASAjIwPbtm1Df38/Jk+ejBUrViAiIsIkbRvU19fjxx9/RElJCaZPn465c+caJVgNx9Tn33AqKytx6tQplJWVQafTwd/fH0uWLEFgYKDR2lSpVHjllVcwd+5czJgxA21tbcjNzUVpaSmuXLmC1atXY8OGDTAzM+5YQHJyMs6ePYvg4GDY29uLH/g0Gg1WrlyJ2bNnS/5Bt6enB2lpabh06RLS09MRFRWFRx55BBMnToSdnZ1JPmDe+EE2PT0dO3fuREREBLZs2WL0x12lUmHr1q1YtGgREhISIJfL4e7uDjMzM3R2diI7OxuzZ89m2CaicYcBGwN/6D7++GNER0djxowZcHJyQllZGTIzM1FcXIwrV64gNjYWGzZswMSJEyVpLykpCdOnT0dERAQOHTqEgoICzJs3D1OmTMG1a9fQ1NSEH3/8EZWVlXj88cdNMrLV1taGQ4cOIS0tDc7OzvD29kZCQoLJgm5paSmSk5NRXV0NV1dXTJ48GQkJCfDx8TFqu1qtVgwSPT092Lt3L06ePIlNmzZhyZIlRg86pj7/bvT9998jNjYWLi4uAIDMzEycPHkSbW1t0Ol0iImJwZIlS4zyYeP777/H6dOnsXbtWkyfPh3AwOORlZWFS5cuITc3FxYWFtiwYQMWLlwoefsA0NXVhXfeeQfx8fGYMWMGXFxc0NLSgpaWFpw+fRrnz59HYmIili5dKnngVKlU2L59O8rKyqBQKNDc3Izly5dj9uzZsLOzg42NDVQqldG+xSooKICNjQ1kMhl8fX0hCALq6uqQlJQEGxsbrFq1Ch4eHkZpGwBOnjyJM2fO4OGHH0Z0dPSg350/fx5paWlYuHDhkN8REY11LBHBQP2xXC6HTCYTSyMmTZqESZMmISsrC1lZWbhy5Qr+9re/4bXXXrvn9tLS0pCbm4urV68iJycHHR0dcHFxQWhoKGxtbWFrawsPDw/Y2tri6NGjOHXqFMLDw+Ho6Chp2Ovr60NPTw/a29thZ2eHiRMnYvPmzYiPj0dycjIKCwvR2NiIwsJCrFq1CpaWlpK1fT29Xg+tVotJkyZh69atSEtLE0d0KyoqMHXqVMycORN2dnaSt33q1CnodDrY29vDzc0Nvr6+WLFiBRwcHJCWlgaZTIaZM2fCxsZG8rYNTH3+Xa+qqgqnT5/Gjh07sH79eqxbtw7Tpk0Ty0ZSUlKQlZWFzMxM/Nu//Rusra0la1ur1UKhUKC1tXVQzbuNjQ1mz56NiRMn4sqVK3BxcUFSUhKysrLws5/9TPKykeLiYtjY2MDc3Fz8kOHs7AxnZ2fodDpcuXIFFRUV0Ol0kgdsuVwOOzs7PPHEE+jt7UVRURFSU1ORnp6OBx54AEFBQbh27RoaGhqwePFiSV+DLS0t+OSTT2BmZgY/Pz+YmZkhJiYG5ubmmDRpEurq6lBcXAxXV1ejjGTrdDpYWFigsbFx2DkPXl5eqKysREtLCzQazajNDSEiuhs/+YDd0NCA3bt3o6OjAzqdDp6enoNGbKdOnSoGneDgYEnaXLRoEaysrJCcnIzs7Gz09vbC09Nz0B8Za2trREREoKioCBcvXkRtba3kddE//PADcnNz0d/fDycnJ4SFhWH27NmYPHkyXnrpJZw/fx7JycnQaDRGC9eVlZWoqKhATU0N7O3tMX36dAQFBeGPf/wjkpOTcfToUXR1daGgoADPPvuspKUyPT09OHXqFOrq6uDs7AwzMzN4eHggKioKGo0GVlZWSE9Ph5+fH4KCgowykj0a59/1XFxcsGzZMuTl5eHMmTNITU1FYmIiZs+ejUWLFiE6OhqnTp2Cvb29pOEaAMzMzBAQEABvb28cO3YM5ubmCA0NFUdrtVotoqOj4eDgAE9PTxQVFeHSpUtwcXGRbES3oaEBX375JVpaWgAA7u7umDJlivh7Hx8fhISEoKKiAh0dHXBzc5OkXQOlUokNGzZAJpPBzMwM3t7eCAwMRFZWFnbs2AF3d3fI5XJMnjxZ8tegXq/H888/j2vXrqGsrAwymQxfffUVgoKC0NfXh6tXryIvLw9KpRKzZ8+WtG0AUCgU8PT0hJeXF06fPi0Ge8Nzq9FoMGnSJPT19TFcE9G4wxIRAEVFRTh06BBqa2vh6uqKkJAQJCQkGH2ClV6vR3JyMo4cOQILCwt4eXlh3rx5iI+PBwB0d3fjxx9/xN69e/GnP/1J0j/u6enp+PrrrzF58mRMmDABqampsLW1hZubG2bPno1Zs2aJfezt7YWtra1kbV/v//yf/4POzk7o9XoIgoCenh6xfR8fH7S3tyM5ORlubm5YuXKl5O0XFxfDwsICRUVFaGhoEMsTIiIiUFFRgc7OTlhaWuLJJ5802qS/0Tr/rldXV4esrCwUFhairKwMfn5+SExMRFBQEIChtbpSEQQBR48exc6dOxEdHY34+Hi4urrCyckJ586dw/79+/HnP/8ZLi4uePfdd6FSqfDMM89I+lowPP41NTVwc3Mb9PgbypYcHR2xZcsWydoEBlaNqa2txbVr12BlZYUFCxYAGHhMKioqUFdXh8LCQqjVavzsZz+TPNz39/fDwsICOp0OCoUCbW1tsLa2Rn5+PoCBNdKrq6vxxBNPiCP7UtLpdJDL5Th8+DC+/PJLTJ8+XSyRcnV1RVpaGr755hv8+c9/hru7u+TtExEZ008+YF8fHM6cOYPk5GQAA18RT5s2zejlAf39/ejs7ERycjKysrLg7OwMX19fxMbGora2FkVFRfD398e6deskbfftt9+Gj48PFi1ahIkTJ+L06dPYvn077O3tYWdnB19fXyQkJBh1ct2JEydw+vRpJCQkICwsDC0tLWLJwoQJE/DYY48hJCQEgPQBT61WQyaTobOzU/xmoL+/H2q1GjqdTqyJzcvLQ25urvgcuLu7S9aPkpISuLi4iO2b8vzTaDTQarVDvhEoKipCRkYGcnJyUFNTgyVLluDnP/+55COI//Vf/4VZs2Zh9uzZ0Gq1KC4uxnfffYeysjL4+Pigra0NdnZ2mDp1KtavX4/Ozk7s3r0bV69exdatW2Fvb3/PfTB8sOvt7cWECROQlZUlPv6GUXOVSoXGxkb86le/woQJE+65zet9+OGHaGtrQ19fH+Lj4/Hggw8OGplXqVRiGY3Uo9eG8qtr166J5UjXn4s6nQ4ymQwqlcooE6yLi4vR0NAAQRBgb28PhUKBgwcPoqKiAr6+vmhtbYW7uzvCwsKwevVqydsnIjK2n2zANkzm6e3thV6vR2hoKICB4HHo0CH88MMPcHZ2hqurK372s59JPoJSXl6OK1euQKvVQqPRYNq0aeju7kZycjLq6+vFEoWwsDA88cQTkq7mce3aNXz77bewt7fHY489BgB4/fXXsWjRItjb2+Orr75Cf38/PD098bvf/c4oM/j7+/vxv//7v3BycsLy5cvFP+ytra24cuUKjhw5AisrKzz99NNwdnaWvP2TJ0+iqKgIFhYWcHR0xIwZM+Dt7T3oMobJjzk5Ofjiiy/g6+uLJ598UpLRfL1ej//6r/9CQUEB1q9fj4cffhiA6c6/5ORk1NXVIS4uDtOmTRv0O41Gg+3bt6O0tBQhISF4+umnJW27vLwce/fuHTRS7u3tja6uLpSVlSErK0usiV+wYAEUCgVycnJw5MgR+Pr6YtOmTffcB51Ohz179iA9PR2urq4QBAEzZszA3LlzxcdfpVLBzc0N8fHxWLNmzb3f8escOXJEnMAXEBAAJycnWFtbQy6XIy8vD66urkaZ0AoAx44dQ1paGtra2uDk5IRr167B0tISCxcuRHx8PBwcHIy6aseJEyeQlpaGmpoa2NjYQKlUwsXFBevXr0dTUxMKCwvh4OAALy8vTJs2jSuIENG49JOtwT5+/DhycnJQWloKb29veHh4YPbs2QgNDcWaNWsQHx+PQ4cOoaWlRfJw09XVhb/+9a+wtLREa2sr7OzskJKSgtWrV+PVV19FSkoKDh06BDMzM8ydO/eew/WNE4QMy4DV1NSgrq4OZWVlsLa2Rnx8PJRKJZycnODg4IBZs2YZ7Y/b2bNn0dnZCQCDasudnJwQExOD4uJiZGZmorGxUfKAnZqaih9++AHW1tZoamqCtbU1CgoKMH36dMyePVsM0IaJXZMmTUJkZCTq6+vR3t4uScBWq9WIi4uDjY0NTp48idTUVKxfvx4JCQlGOf9aW1vFx1mtVqO6uhqFhYVobm5GcXExZsyYgUmTJgEY+GDh5OQkTviUWmBgIFasWIGsrCyUlpbij3/8I+bPn4/ExETExcUhISEBvb29sLKygkwmQ1lZGdLS0tDS0oKtW7dK0oe9e/eiqKgIU6ZMgUqlQlVVFb755hv4+voOevxzcnKQk5ODzs5OJCQkSFIH39fXhzNnzmDKlClijblBd3c3zp07B2tra6xZs0by0qyuri7s2rULDz30EOLj46HRaNDb24tLly7hm2++QX19PTZt2mS0ZUG7urrw1VdfYenSpXjkkUdQWlqKI0eOQBAE+Pv7w8/PD1OnToVOpzPavA8iIlP4SQbshoYG7Nq1C/Hx8Vi/fj0uXbqErKws1NTUICoqCrNnz4aHhwd+8YtfoKOjQ/L2Dxw4AA8PD8ycORNhYWH47rvvcPjwYXEEddq0aUhISMCFCxcwefLke2qrra0Nu3fvxowZMxATEwNgYPQ+Pj4eFRUVcHd3x5EjR+Du7i6uvzxx4kR4enoOGdmUilqtxpUrV1BZWYkJEybg73//O2bPni3W+2q1Wri5uYmj+FLS6XRITk7GnDlzEBUVBQ8PD/z3f/83Ll68iN7eXuTl5WH27NlISEgQryOXy+Hm5oZLly5JVq5hGDEMCgoSa5+3bdsmBu3AwEDJzr/S0lL88MMPiIiIQFRUFBwdHfHLX/4SmZmZ+O6773Dp0iXU1NQgPDwcsbGxaGxsxNWrV+Hk5GS02tewsDDxvmdnZ6O0tBRbt25FYmIiVqxYMWhCpZeXFwIDAxEfHy9J6GpubsbJkyexevVqxMXFQaPR4IsvvsDEiRMRFBQEtVqNzs5OPPHEEygqKkJycrK46k9sbOw9L93Y2dkJBwcHtLe3D1n60MrKCnZ2digtLUVPT4/kATsjIwMBAQEIDAwU32/0ej3s7e2hVCpRXFyM4uJiTJ06VdJ2DTIzM+Hv74+QkBB4eXmhv78f7e3t+OUvfwlgYDdXuVwuftgjIhqvfpIB+8cff8TUqVOxfPly+Pj4YNq0aXjhhRegUChw9uxZFBUVYdq0aWLJhJTa29tx9epVTJw4EREREeKWzIsXL8akSZPQ3t6OlJQUzJo1C3Pnzr3n9o4ePYrMzEy0traiqKgI8fHxmDRpEoKDgxEQECCOVl66dAkXLlxAW1sbMjIyJGn7ZszNzfHss88iKysLhw4dQl5eHurr6zFlyhTEx8fj6tWrqKysRFRUFPz9/SVtu6SkBK6urnB0dISfnx+AgW26H3/8cVy5ckUcNS8uLsYTTzwBYCAMh4aGYsKECZLs7nj9Nwo+Pj7w8fERVwrJzc3F66+/jgceeACPPPKIJOdfY2MjLly4gNraWlRUVCAyMhJRUVGYNm0apk2bhu+//x6HDh1CW1sbTpw4ATs7OzQ1NeGNN96457av19zcjM7OTnHjGqVSiRkzZiAoKAjp6elITU3Fzp07cfr0abz++uvisowWFhaYM2eOZCuHtLe3w9fXF3K5HJaWlqioqMClS5fw7rvvAgBSUlLQ3t4OFxcXREZGIjIyEidPnkRycjImTpx4zzX4zs7O4vN97NgxTJs2TZxEqNVq4erqitLS0mGXrrtT189d0Ol0sLW1RXV1NTQajXgZuVwOb29vzJ49G5cuXcLVq1cRHh4Oc3Pze27/enq9HhMmTEBNTQ36+/vF823OnDkIDg5Gb28vzp49CwsLC/j6+nIEm4jGtZ9cwO7p6YG5uTk6Ozvh4uICmUyGPXv2YOXKlXjooYfw1Vdf4dKlS+jo6MC0adPueQSvtrYWMplMXBFCLpfDxsYGtbW1aG5uRm1tLS5evIiPPvoIAFBWViaWrbi6ut5T2yqVCra2tlAqlejo6EBJSQnq6+sRGhqK+Ph48Y96cHAwLly4gP3798Pe3h6zZs0SJxdKQa1WQ6FQQKFQDPqDP3XqVEydOhXHjx9HcnIyOjo6cObMGSiVSnh5eWHjxo2S9cHAxcUFTU1NqKqqwvTp03H8+HH4+flh/vz5mDFjBoqKimBjY4PY2FjxOobnT4qwX1paipSUFMTFxQ2aQBoeHi7u2Hn16lUUFxfj2rVr8PX1vec2Z82ahfDwcOzZswfHjx8Xg3ZUVBSCg4PxwAMPYNasWThx4gRaWlpgb2+PoKAgyVeO2LdvH9rb2xEREYG4uDix9MfR0RFLly5FY2MjLCwsMGPGjEFrnstkMkk3WnFzc4Ner0dqairMzc1x4cIFrFmzBp6enujp6YEgCMjLy8OiRYvE6yxcuBAzZ86849AnCIK4SodhRNrMzAxTp05FZmYmjh8/jv7+fvj6+sLLyws1NTUoLCyEl5fXPb/3VFdXQ6vVwt/fHzKZDAqFAm5ubggKCkJqaiosLS0RFBQkflugVqvh6ekJjUYjebgGBt77XFxcMHnyZBw5cgQBAQFIS0vDxx9/DABoamqCRqMRJ1oTEY1n933A7uvrG1RmYGNjAw8PD5SXl6OoqAj29vYoKSnB7373Ozg4OMDZ2RkJCQmIjIyU5Ovxbdu2ITw8HA8++CCsra1hZWWFiIgIHDhwAAcOHEBNTQ0SExNhb2+Prq4utLe3o7CwUJKJZRYWFli1apX41a+dnR2Ki4vR0dGB0tJSTJ8+HfHx8QgNDcVrr72GjIwMTJw4EQEBAffctkFqaioaGhpgZ2cHR0dHTJ48Gb29vfD29hZ3qFuyZIlY83rq1ClYWVlBrVajqqrqnnYPNEyYio+PFwOahYUFli1bBp1OB61Wi8uXL2P+/PkABiZ/hoWFYe7cuUN2r7zbVTRuPP8yMzORnZ2Na9euoaioCHFxcWJwt7CwgKurK2JjYzFz5kxJwjUwEFAdHBzw9NNPY+7cufj222/xww8/oLq6GuHh4YiOjoaHhwfWrFmDrq4u2NjYGKX23tfXF1lZWWhtbRW3o4+Li4NSqURnZyesra1hbW0tLhEpBY1GA41Gg56eHvEDg4WFBaKjo5GcnIzvv/8e165dE7+tqKqqQk5ODkJCQobU/t/NiGpZWRlycnLQ3t4ujk4vX74c/v7+ePnll3HgwAHs3r0bAQEB4oh1T08P/u3f/u0e7/nAN3Xff/89li9fjsTERFhbW4srFH3xxRfQaDSYMWMGHB0d4eTkJJbrPPXUU/fctoFOp4NarYa5uTkUCgW8vb0RExODL774AlVVVYiMjERZWRkcHR2Rnp6OCxcu4IMPPpCsfSKi0XLfryKye/duuLu7IyoqSgxrjY2NyMzMxJw5c3D27Fnk5ORg7dq1sLOzw8mTJ9Hc3Ixnn332nncvM/yBe+6558RRJADo7e3Frl27cOzYMVhYWODnP/85nJ2dUV9fj/T0dERERGDt2rX3etcBDIygtbS04NSpU7C0tERCQgJOnDiB1NRUuLi4wMvLC/Hx8YiMjBQvL1W40uv1+OSTT5CVlYWpU6eivb0dXV1d8Pb2Rn9/PyIiImBmZgYfHx84OjpCLpeLSxZWVlbC2dkZQUFBSEhIuKvR43feeQdtbW3w8fFBfHy8WFeq0WjEJdC+/PJL9Pf3Y9myZbh27Rr27t2L119/HZ6enpI8BsOdf5cuXcJ3332Hvr4+uLu7Izw8HHFxcdBqtbh06RLOnz+Pf//3fzfK9tiCIEAQBKSmpuLbb7+FmZkZIiMjMWvWLEyePNnoKzZ0dnbiu+++w5kzZ+Du7g5PT09MnToV/f39OHXqFKZNm4ZVq1ZJ1t6FCxdw+fJldHR0YPLkyVi+fDlsbW0hCAKOHTuG7777Dnq9HhEREVAoFOju7kZDQwPeeOONe67/T0tLw5kzZ1BRUQFvb2+0tbVBr9ejvb0d69atw9KlS9He3o7u7m6cPXsWgiCI5SP3OplSp9Ph8uXLyMnJQVFREVpbW5GYmIhly5ZBo9GgvLwcR48eRVZWFnx9fdHU1ITAwEBER0dj+fLl99Q2MLBLZG1tLUpKSqBWq6FUKhEYGIjp06dDpVKhoqIChw8fHtT+5MmTERUVhWXLlt1z+0REo+2+DtilpaX493//d3FSTVRUFKKiosRVOXQ6HbKysvDFF19g8eLF6OjoQF5eHpYtWzbo6+G7odVq8eKLL2Lt2rWYOXOmuIZuZ2cntFotACA3NxfHjx8X1/yVyWTw8/PDs88+e293fBj19fXYu3cvrKyssGrVKnR1dSE5ORnl5eXi18Zz5syRLFgaZGdnY+fOnXBxccGaNWvQ1taG4uJiMUzKZDL09/fDx8cH9vb2sLW1xWOPPYbCwkIkJyeLX5/f6Qee5uZm7Ny5E1euXIGzszNsbGzg6+uL+Ph4cYRepVLh73//OzIzM+Ho6AidTodp06bhkUcekeS+3+78O3LkCL777js4OTlBJpPB1tYWnZ2dWLx4MRYvXixJH27GsLHP3r17sWfPHixbtgybN2+WJNQLgoD+/n6oVCo4ODiIJRLXKy8vx8GDB1FXVydex9XVFa+++uo9t29w7NgxXLhwAWZmZrCzsxMff8MHna6uLjQ3N+PcuXM4e/Ys/Pz84OXlhZiYGISHh99T2zqdDi+//DJiYmIwbdo0eHt7o6+vD3l5eSgtLRWXonv00UcRGhoKuVyOnp4eydc8b25uRk5ODvLz88Vv7NavX4+wsDB0d3fj2rVrKCwshKOjI3x8fMTlSu+FTqfDtm3bUFFRAXNzc/T396OnpwdWVlZwd3fH8uXLERgYiM7OTjQ0NKCoqEhsX8rSNCKi0XRfB2zD6O2ePXtw9uxZhIaGIjQ0FFFRUeLqHN3d3fjyyy9x/vx5eHl5wdnZGf/yL/9yz21//fXXqKqqwmOPPQYfHx/x+JtvvinuVKjRaNDf34+ysjJxNNPFxcUo6z4DA6unnDt3Dh4eHoiJiYGFhQUuXryI5ORkqFQqbNmyBWFhYZK2qdPpkJubi9TUVEyaNAmzZs2Cg4MDGhoaUFNTg48//hgPP/ww1Go1SkpKEBgYiM2bN4vXP3LkiFgXfqcKCgpw8OBBAANhWqVSwdHRUZxM6eTkhL6+Ppw/fx5ZWVkICwvDokWLJBs5Hsn519HRgR9++AG1tbUwMzODn5+fuCa2sRmCsGGDm5deekmc/Hcvvv32W5SVlcHd3V0cIddqtfD19YVSqYRSqYSlpaVY61xXVwdXV1e4u7sPWYv8bnV2duLll1/G2rVrMXXqVDg7O0OtVsPW1ha9vb3o6+tDXV3doJ0qOzs74erqKsmmOsnJycjOzsb69euHhNbKykqxHEOr1SIxMRFRUVFG2Snz+jZzcnJQUFCA4uJiREdHIzExEZ6enpDJZJLWXSclJaG8vBxRUVGYMmUKXF1dUVhYiPPnz6OxsRG9vb2YNWsWlixZAltbW8hkMrGMhIjofnFfB2zgH1+JFxUVISkpSZzkFx4ejqioKEycOBFdXV2ora2FWq2Gt7f3PU/uqqurw8svv4yXX34ZU6ZMEScRnTlzBvv27cMvf/lLBAQEGOXreJVKBXNzc8hksmF3P7x8+TI+//xzrFmzBosXLxZ/f/HiRcTFxUneH2CgDvnIkSM4cuQINm7ciMWLF6O2thbJycno7u7GSy+9JE4CEwRBsglOOp0OFRUVyMzMxPTp01FSUoLDhw/Dzs4Orq6umDFjhrgtvVwuR39/v+TLAt7u/DPU+Tc3N8PS0hJKpdIopSG3cunSJRw9ehRLly4dtDzh3TBsIJSVlYVZs2ZBp9Ph/PnzCA0NRXl5OSIiImBtbS1uCa9Wq8VRSyl3izxw4ADKy8uxevVqcdUSYCBonjhxAlVVVejp6YGlpSUSExMlXZKyr68PX375Jdra2vD0008PWuf9eqmpqdi+fTsWLFiARx99VJLNpAzbjxte/4b3AMP/c3NzkZubi6KiIhQXF2Pt2rVITEyEmZmZJAHf8N63detWREZGDllm8MyZMzh8+DAEQcCKFSsQGxtrtDW3iYhG030/yVEmk0EmkyEsLAy///3vkZKSgj179qC6uhrV1dVISEhAaGgowsLCJBtBOn78OCwtLdHQ0IAZM2aIx5OSkrBs2TI4Ozsbrdb18OHDqK2tRWRkJOzt7WFlZYXg4GB0dXXB3t4eU6dOxdatW3Hx4kVkZmYiKioKZmZmRgvXwMDavg899BCUSiVOnjwpbtZy5swZvPnmm2Lph9Rr/ioUCvj4+KCsrAzbtm3DunXr8MYbb+DgwYO4cOGCOKE0Pj4eERERRvlDP9LzT+oVO25Hq9VCq9Wiq6sLra2tuHr16pCJnXfD0tJSLLGpqqrC6tWrsX79euTk5CAqKkqcyDZhwgR899138PT0RGdnJ/7jP/5DsiUx+/v7odfroVKpxHCr1+uRlZWFc+fOoaSkBAsXLoRcLkd+fj727dsHe3v7QUH8XhhKUhoaGm75nhIbG4uWlhZcuHABPT09YpnYvTBsyGNnZwe1Wg1LS0vodDoolUoIgiCu0NPS0oL+/n7s27cPp0+fxttvvy3J45+UlITFixcjMDBw2NezYUm+HTt2YP/+/fD19ZVsMi8R0Vhy3wdsA0PQWbBgAebOnYs9e/Zg7969UKlUCAoKuucJjQaGP+rh4eE4evQocnNzsW7dOuTn58PV1RWRkZH3tDLGrZSVleH7778HMLAixrRp03D16lUcO3YMAQEB6O7uxpQpU6DRaKBWq5GSkgJbW1tJdqe7HUtLS0RHR6OwsBBpaWnQaDR44IEHJF/n+kaGVUPs7e1RVFQEBwcHbNq0CQkJCTh48CDy8vLQ2NgIFxcXo22qApju/BuJ/v5+pKeno6KiAk1NTejp6ZF010AnJycsXLgQJ06cQGlpKfz9/TF//ny0tLTAysoK+fn52Lx5MywtLVFUVAQPDw9J15s3fBNQWlqK9PR0zJgxA1euXMHf/vY3TJo0CU899RSCg4NhZWUFGxsbfP3119DpdJK1b2ZmhrCwMJw5cwYHDhzAgw8+OOy259bW1jA3N4eDgwOuXbsmztO4W2VlZdi+fTtUKhVcXV0xb9481NbWirfv4uKCqqoqeHt7Q6/Xw9/fX1zZR4rHv6ysDAUFBXBzc0NTU9NNt3p3cXHBrFmzcODAAdTX1zNgE9F96ScTsA0M68EmJiZi8uTJ2LlzJ86fP485c+ZI8hW1YWm8yZMnIyMjA2VlZfjTn/6E7u5uPPPMM0arrwYGRmznzp2LmpoaNDc3o7q6Ghs3bkRjYyPa29thbm6Ow4cPw9/fX1wL+tChQ/D39zdJ/aNhsuK2bdtw8eJFsf5VKsNNpgMGnvNJkyahpKQEx44dw/r16xEUFISXXnoJFy5cQHV1tVHD9Y19ufH8u3DhAmbPni1picStaLVayGQyVFdXQy6XIzY2Fg888IBkty+XyzFlyhR0dXVh+/bt6OzsxCOPPIK2tjacO3cODz74oFhTHxMTI076lYper8ekSZMwceJEnDhxAocOHYKdnR1CQ0OxZMmSQRMY7ezsEBISgu7ubsnal8lkcHd3R2hoKPLy8mBmZobo6GhMnjx50FJ/bW1tUKlUaGxslGRysUKhwPz581FaWoqamhpUVFTg5z//OaysrKBUKsXt57u6ujBhwgR0dHTAyclJssff0H5ZWRnee+89zJw5E+vWrRtSIiOXy+Hl5QU7OztoNJqbvm6JiMaz+74G+1bKysqwa9cuhIaGYt26dZJPMtLr9cjIyMDly5dRXl6O+vp6rF+/HqtXr5a0neHazMjIQENDAxoaGrBy5UqsWLECOp1ODFZ2dnbIzs6Gg4PDoE1VjE2j0SA7Oxv79u2Du7s71q5dCy8vL0ke++PHj4uT6gxrbV+/7KBer8f+/fvR3NyMlStXSr5iyp0y9vl3K62trVAoFNDpdLC2tjbKrnkqlQrp6ek4efIknJ2dYW1tjdTUVHz44YcmqbstKSlBamoq5HI5PD09kZCQAFtbWzHMtbW14fz58zh16hT+8z//U/KQp9Vq8fXXXyM5ORnTpk1DZGQkAgICEBoait7eXmRnZ+P7779HfHw8VqxYIUmb17/nVFVVoa6uDuvWrTPqe87dtF9cXIykpCQsWrRI0nXPiYjGip9cwNbr9dDr9ZDJZCgoKMA333yDVatWiZPdjKG9vR0ZGRnIy8tDVVUVFAoF1q1bh5kzZ5qkzerqaigUCnHJQADDToA0FUEQcPnyZezYsQO+vr547rnn7nl5svT0dHzyySewsrJCYGAgfH19UVlZiZiYGCiVSjg5OcHf3x/FxcXIzc2Ft7c3FixYYNLSDGB0zr/R1NXVhf379yMlJQV6vR4bN26UdLR8pH0wbJ7T39+Prq4uWFtb49y5czhz5gyWLFmCuXPnSt6uIAjo6+tDRUUFkpOTUVJSIpZE2dvbo6mpCS4uLti6davkbY/Ge85I2+/o6EBKSgrOnTuHt99+2yT9ISIytZ9cwC4pKUFVVRW6u7tRU1ODvr4+/Pa3vzVJ2zU1NcjIyEBRURGqqqowadIkPP/885KvfXu7NtetWyfZhK671dnZibNnz6KtrQ2PPvroPd/e8ePHcfnyZXFk1rCmd25urlh/bWNjA1dXV+Tn56OlpQXLli3DypUrTfpBYzTPv9FiWHP97NmzWLFiBebPny+urGNq586dQ0FBAaqrq2Fvbw8XFxdxF0djMSzHWVBQgDNnzkAul0OlUmHOnDkIDAw06jcpo/36v7H9gIAAzJw5E0lJSdi8ebNRJ1cTEY2mn1TAVqlUKC0txa5du9DU1IT4+HgsWrTI6BPtbpSXl4eMjAxYWFhItqnJSNusqKhAVVUVHn/8cSxcuNAkbd+MYTdFqT5gFBQUICMjA3V1daitrUVcXBxWr14NvV4PGxsbFBcXo7+/H+3t7cjPz8eSJUskWTljpMbK+TcaSktLsXPnTigUCmzatAlBQUEm/wZFq9Wivr4e+/fvh4WFBeLj4+Hv7y/pBMtb0ev1kMvlaG5uhr29PWQymcm+QRnt17+h/fLycnGN7N/85jcma5+IyNR+UgEbGKi77O3tFVf7MNaKHrejVquh0WiMOno9XJsZGRnIysrCmjVr4OHhYbK2TUWr1SIjIwOZmZmora3FtWvXsGbNGrHG1bA2sCAIozKxaqycf6YmCAKampqwbds21NbW4q233pJsvfM7YZjQ19vbe8+rdow3o/36N7SfmZmJtWvX3pfvP0REBj+5gE0wypbMY01bWxvS09PFGlArKyusW7du0LrkZFoqlQoXL16EWq02+lbwdHOj/fof7faJiEyBAZvua5WVlcjIyBBrn4ODg/H444+bfGMX+gdDqQQREdH96ie3Djb9tPj7+8Pf3x+5ubnIyMhAVVXVqK2eQgMYromI6H7HEWz6yejv70dzczO8vb1HuytERER0H2PAJiIiIiKSEL+rJSIiIiKSEAM2EREREZGEGLCJiIiIiCTEgE1EREREJCEGbCIiIiIiCTFgExERERFJiAGbiIiIiEhCDNhERERERBJiwCYiIiIiktD/D5LGGNPko2PoAAAAAElFTkSuQmCC" | [
"Winters have lower temperatures and more precipitation than summers.",
"Summers have higher temperatures and slightly more precipitation than winters.",
"Winters have lower precipitation and higher temperatures than summers."
] | null | 0 |
math | grade-4 | multiply-fractions-by-whole-numbers-using-models | true | false | Which model represents the product 2×
2
3
? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAT4AAACOCAYAAACohWTxAAAEUElEQVR4nO3ZMWvUdxzH8e8lUfCi7ZJaOtRObcG4O4hL985S6JI8Bwn4AALpg9DZtcVHcNzinAjWLrWDtmYy5tDU49/hSNtBjvbyS3Lc5/VakuPgmz/3gTeB63Vd1708qvplVHUwrnrfFcBCWelVXVmu+rJf9enFqt7Ld133+PV5PxbA2bj5UdXKs9HkxWcXq75enVQRYJEcjKueHla9OKr6eVS19Pr95A3RAxbVleVJ46qq3oyrlsb/egNgUR037s+uaul8HwX... | 1 |
math | grade-2 | interpret-bar-graphs-ii | false | true | Katy went on a picnic and brought some bagels, crackers, and cupcakes. She made a bar graph of the food she brought: Which item did she bring more of, crackers or cupcakes? | 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" | [
" cupcakes",
" crackers"
] | null | 1 |
science | grade-7 | identify-ecosystems | true | false | Select the cold desert ecosystem. This ecosystem has:
warm, wet summers and cold, wet winters
soil that is rich in nutrients
only a few types of trees This ecosystem has:
warm summers and warm winters
a rainy season and a dry season
soil that is poor in nutrients This ecosystem has:
a small amount of rain or snow
dry, thin soil
long, cold winters | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9ebwsVXnvj7+ftVZVd+/pHA6HQQEvjnhxIEqcURFQEzVqHDDG4WeMcYpGjZJINOEmMYrXGL2oIRrjgCRGf0kcXsabGA0KoqLohRhHJMggIAfOtPfu7qpaw/ePtaq6unfvfQCjJlIfXtvVVauGVcOxP/1Zz/N55Cv7QjhmEZY1HTp06NChQ4cOHTr8WLDq4DvrIPttCB3x7NChQ4cOHTp06PDjxqoDCSGEn/ZAOnTo0KFDhw4dOtw2YNoLv/jhfQC... | 1 |
science | grade-3 | classify-rocks-and-minerals-by-color-shape-and-texture | true | false | Select the rock with the lighter color. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAACVk0lEQVR4nOz9Sa9tSZbfif3MbPenvf3r3D08wiMjIpkhEklmZQElkolCDghJoEChRgUOOKgPUIMCJH2J+gKCNCDUDIuihBoIECAUhGSRTLEyyYrsIzy8e93tTr9bM9PAmrPvcw/3iPDIjMjKZ47r77177j3N3rZsrfVf//VfwlprebverrfrC5f8Zb+Bt+vt+lVebw3k7Xq7vmS9NZC36+36kvXWQN6ut+tL1lsDebveri9Zbw3k7Xq7vmS9NZC36+36kvXWQN6... | 0 |
science | grade-7 | compare-concentrations-of-solutions | false | true | The diagram below is a model of two solutions. Each green ball represents one particle of solute. Which solution has a higher concentration of green particles? | 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" | [
"Solution A",
"Solution B",
"neither; their concentrations are the same"
] | null | 1 |
math | grade-3 | identify-two-dimensional-shapes | false | true | What shape is this? | "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" | [
"triangle",
"hexagon"
] | null | 0 |
math | kindergarten | represent-numbers-up-to-10 | true | false | Which group has 7 hearts? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAANx0lEQVR4nO3dsW/bZhrH8cdRqoK6pjDAgw82RCBDzwYKFOpW2KtWeYwz1nNWzVnzJ2S2xijbyatWFegkj2UzCKDh9HxHwKhSGvHV0A2C7Cq2EFsmn/eVnu9naZ1U1PNDxR8ZhuK7MhqNRr9diLzLRIaXIn+OBABy8XhF5ElJ5J8VkX+URVZ++zga/fy767EALLsfvhZ5/Gs2/mG9LLL1t3EbAUAehpciv/wh8v5CJM5EHv3+5/g3KBsAeXtSGneLiMiHS5FHl3/... | 0 |
math | grade-6 | identify-trapezoids | false | true | Is this polygon a trapezoid? | "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" | [
"yes",
"no"
] | null | 0 |
math | grade-1 | simple-fractions-what-fraction-does-the-shape-show | false | true | What fraction of the shape is green? | "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" | [
"1/3",
"1/2",
"1/4",
"1/5"
] | null | 1 |
math | grade-8 | identify-functions-graphs | true | false | Which of these relations is a function? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAasUlEQVR4nO3de3CU9b3H8c9ubnsNkZyQRArCQSHYTBNSWhMpILZaIqBCpSgUFYXOOJAAPafD9MwZpzNejp3pqXLTqVYUj1Y5UkpBC5UKtlUTL8hSKQYrh4DTEkQl92yuz/ljyWVJlutudn+779eMA3mSPPsz2Xx4nifPZ782y7Ksmjbpk2apoVPqsAQAMS3ZJnmTpKtcUnaqZKtptax366O9LAC4ONekS8l/bw68kZsqjXMHUg4AYllDp3SoSTreJn3cLNnrOwL... | 0 |
science | grade-8 | use-scientific-names-to-classify-organisms | true | true | This organism is a Eurasian lynx. Its scientific name is Lynx lynx. Select the organism in the same genus as the Eurasian lynx. | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOy9d7glVZX3/9l7V9XJ99ycOudAR5ocBVQQBVFBDKOYHdMYB2fG0ZGfjuOMigFhjAijjDI6oqhIRqBJDQ00nZuOt+/tm9O5J1Tae//+qO5+RRAbhxFf3/N5nvN0nzrnVO2qWlV3r1prfZew1to4jjHGUKdOnTp16tSpU6fOC4mUEsdxXuhh/F+NEOKFHkKdOn8QWXdC69SpU6dOnTp16vy5YIwhjuMXehh16tT5X8apO6F16tSpU6dOnTp1/pyoz0/... | 2 |
math | algebra-2 | factor-quadratics-using-algebra-tiles | true | false | Which area model represents the factorization $9 x^{2}+12 x+3=(3 x+3)(3 x+1) ?$ | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAXIAAAE4CAYAAABG53gDAAAWk0lEQVR4nO3cfWyV9d3H8U/PQ3k4tQU5QFvKWgvIM4MisjDmmEJAHFuY7A8WJ8lm7riIeC/xjiPcJnuK/jV3b8u9hOyWJVsMUUE3n7GyIGwwR22hQgGBjq6FVjgMWltqac913X8gDSAwes7vcPY91/v1T+3V9ny/+YTz4dfrHMnzfd9vOy8dOSd9nJT6fAEA/o1F8qRbwtKEodLofCmvrcf3/9aR7bUAAKmYWyhFDp+78ElJvjQxdqHlAQD/vj5OSoe6pNbz0of... | 0 |
math | grade-5 | rotational-symmetry-amount-of-rotation | false | true | This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same? | 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" | [
"1\n8\n of a full turn",
"1\n7\n of a full turn",
"1\n10\n of a full turn",
"1\n9\n of a full turn"
] | null | 0 |
math | grade-3 | identify-multiplication-expressions-for-equal-groups | false | true | Which expression describes the model? | "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" | [
"3×5",
"4×5"
] | null | 0 |
math | pre-k | more | true | false | Which group has more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAdoAAACGCAYAAAB630uXAAAjv0lEQVR4nO3dd5hcd33v8fc50/vuzPamXlZltbZlG4y7kcHAxaEkxoZL7DgECNfhhjwB8tzEAeMbAjy+z3WBBG4cQyimuAGxiQ022JZxQZIlWVbvu6vtbXo9v/vHrGY1mpnVSto5Kv6+HnisnVPmzOc3z/M9c87v9zuaUkoNpGFvHCI5yCqEEEIIcYqsGvgssMQNjXbQBlJKvRY+04clhBBCnH8u9YN1Tzz/R7MdlnnyVVgIIYQQpyaSg10x6E/D7jjo4Wx+gRR... | 0 |
math | grade-5 | adjust-a-budget | false | true | This table shows Kathleen's April budget. What could Kathleen do to balance her budget? | 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" | [
"increase spending on magazine subscriptions by $10",
"clean the Moores' pool to earn an extra $10",
"face painting at the spring carnival to earn $20",
"decrease spending at the aquarium by $5"
] | null | 2 |
math | grade-1 | purchases-do-you-have-enough-money | false | true |
A piece of cornbread costs 43 cents. Do you have enough money to buy it?
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" | [
"yes",
"no"
] | null | 1 |
math | algebra-1 | multiply-two-binomials-using-algebra-tiles | true | false | Which area model represents the expression (3x+2)(3x+3)? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAVUAAAEACAYAAAADT+VqAAAT2klEQVR4nO3df2zU9R3H8dd97wqFK6XFFtoCQ1vkl0qAjihR9kOHglGXxWwJxmThPxOHmsV/nHN/bnPJMpeFzJm4xOlc/IHLcIlI45gwN3BrC8oPy49Ki7SlPSktvXb9cd/bH127toPa3r2PL/e55+Ofeoe99zsvLq/7fnvlvqFkMplsG5BO9UqXEtJQUgCAKYqEpDlh6cbZ0oIZUqitP5n8sDvotQAg+91aKEVO9g7fKJ8hLY8ONy4AYGouJaSGuNQ6IJ3olbz... | 2 |
math | grade-3 | read-a-calendar | false | true | What date is 2 days before May 3? | 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" | [
"May 2",
"May 1"
] | null | 1 |
math | grade-1 | select-two-dimensional-shapes | true | false | Which shape is a hexagon? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFnUlEQVR4nO3dTU+cVRiH8f/wtqit7jTu3Kgfge9ojHHhwoVNmmBSSbqAjU3EmMZKikAaEJqmBZMS5UXaYGAYyMAMj4vjmIqDheF57nOf81y/pAmUMjmLKxw6zM3dKIqi2DmR1o+kZlfqFAKubaQh3RqWPrwhvTcmNXbaRTF/EPtYyNn429LI2lF45/0x6eO3QoXAdTW70rOWtH0iPT+Shg464QNEhjLdGg5NSdJhVxrqvvYBoEy9pk4LaSjuUVAXhAYThAYThAY... | 1 |
math | kindergarten | cubes | true | false | Which shape is a cube? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJ8AAACfCAYAAADnGwvgAAAQu0lEQVR4nO2dXXAcV5XH//d2z4c+RhpZH0h24iiABQS8KszGdmrLcVEbL4VdrhAKKIoK5gVTVPFVsDztkieyT7tbBFJQS2XzgnmggCrYpGQKSB6wC4gF2GXzYWIlOI5lJFmSLWmkkWamu+8+3Jnp7tFY6u6Z7ntbfX8PVqvnTvcZ68y993/PuacJY4zNloHXikDBBAwGhSIUdALkNGBfJ/CWNEBmS4xNrog2S5E0DvUA+lSR/zKSBt7RxT1ToQiDggm8ugbMlIF... | 0 |
science | grade-8 | identify-common-and-scientific-names | false | true | This organism is Flabellina iodinea. It is also called a Spanish shawl nudibranch. Which is this organism's common name? | 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" | [
"Flabellina iodinea",
"Spanish shawl nudibranch"
] | null | 1 |
science | grade-8 | identify-ecosystems | true | false | Select the hot desert ecosystem. This ecosystem has:
warm, wet summers and cold, wet winters
soil that is rich in nutrients
only a few types of trees This ecosystem has:
year-round rain and warm temperatures
soil that is poor in nutrients
many different types of organisms This ecosystem has:
a small amount of rain
dry, thin soil
many different types of organisms | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9d5Rl+VnY/X53OvvkHKrqVA5d1Tm3emZ6erJGOcJIMkIkkV8DtoUtjK+5C99r5ItfDCIJJCMUEIwQSCOhMJo8PT090zlWzuHUyTnu+P5Ro15ug8H4vtCs1+ez1lmrT++zd+19qn5Vz/nt3/M8woWKbU96wCfR1dXV1dXV1dXV9Q+iZsJcA4SqYdvdwLOrq6urq6urq+sfWs0EwbZt+26fSFdXV1dXV1dX1/8e5P/2yf53jFKtVtneLKAqEiIStm4... | 2 |
math | grade-7 | identify-trapezoids | false | true | Is this polygon a trapezoid? | "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" | [
"yes",
"no"
] | null | 1 |
math | grade-2 | which-picture-shows-more-up-to-5-dollars | true | false |
Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAlYAAAC8CAYAAAC65eDSAAC36klEQVR4nOy9d5hcd3m3f59zpred7b0X9V6sahVL7t3GNRQDCWCIIeXNm18KJKQQXkIgkAQCBAIY2xh3GRfZkm1Jlqy+2lVbbe9lei+n/f6YnbFkGyPZki3Q3Nela3c1OzPne/aZ833OUz6PoOu6PpGGnjhEVFB08uTJkydPnjx58pwFBgGcErTaoNwEwkRK1/eFP+zDypMnT548efLk+d3mMhcYuuOZHypNMMOe8bry5MmTJ0+ePHny/HYiKnTFYDwNp+IghpX... | 0 |
math | pre-k | different | true | false | Which is different? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAGsUlEQVR4nO2dW28bRRSAv7W9vmycphCREEJiKiVBjXghqZryABISpX1A8A5/sjxVqSroUyt6oQ1FSqFUJHIhF1SljS+79np3eTAGilrapLHnrOd8L1HkRD4z38zsmd2dGSdJkmS7Db80oRZBJ0EZInIOjGZh3oPJPDjbrSS5vm86LGUQrByD3P1m95epPLw70m0NyvBQi+CnBmy14ecmZPY73Q9U9nAymu26BahHkIn+9YEynPTchglkzIaiDBoVbhkq3DJUuGW... | 0 |
math | grade-2 | fractions-of-a-whole-modeling-word-problems | true | false | Bobby is making a poster about friendship in his art class. He divides his poster into 3 equal parts. Bobby writes the names of his friends all over each part. Which fraction model represents one part of the poster? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUkAAABKCAYAAAA2aaayAAACEElEQVR4nO3XMU7bcBjG4c8hMABtt1Yd2Gg5AuIA3KdH4T4cAIkbULIxlK4JRCIl+newUKsOrxQa6lQ8z2TLtvRJln7+3LXW2u2iajKvmi2rHlsBvFrjrurNVtWn3aoPO1Xd7UNrl9OhxwLYPMdvq8bX8/7k407V0V5fUIDXarasurqv+rao+jqvGk0f+wsCCdB38GivP75bVo2Wv10A4FcPf7Sq0bCjAGw2kQQIRBIgEEmAQCQBApEECEQSIBiv+sD5wcVLzAH... | 0 |
science | grade-4 | compare-properties-of-objects | false | true | Which property do these three objects have in common? Select the best answer. | 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" | [
"sticky",
"opaque",
"transparent"
] | null | 1 |
math | algebra-1 | domain-and-range-of-square-root-functions-graphs | false | true | What is the range of this function? | 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" | [
"$\\{y \\mid y \\geq 0\\}$",
"$\\{y \\mid y \\leq 1\\}$",
"$\\{y \\mid y \\leq 0\\}$",
"$\\{y \\mid y \\geq 1\\}$"
] | null | 0 |
math | grade-3 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines perpendicular? | "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" | [
"yes",
"no"
] | null | 0 |
math | pre-k | subtraction-sentences-up-to-10-which-model-matches | true | false |
Which picture shows 8 − 1 = 7? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAPtElEQVR4nO2d228bV37HP2dmeBFFSrIkS7GtRHbiKN7mYlvbOHIaFN1gt9ugydaIs9lsgyTcx2Jfiz70pehLn/ontICcwigWTdJgt802KLAbbIpKcWzZycZNfIkj3yJZsmhJJCVeZub0YURRFKmbxcuI+H0AQR7yzPB8TOE7h+cMf6O01noyB1cXIOmArREEQRB2EJaCmAmPRqA3CGoyq/WZ+UZ3SxAEQagGz7SBdWXB29gThMdavdQXBEEQdg5JBy6lYSIHlxf... | 1 |
science | grade-6 | identify-ecosystems | true | false | Select the tropical rain forest ecosystem. This ecosystem has:
a small amount of rain
dry, thin soil
many different types of organisms This ecosystem has:
year-round rain and warm temperatures
soil that is poor in nutrients
many different types of organisms This ecosystem has:
long, cold winters and short, cold summers
mostly small plants
soil that is frozen year-round | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9ebBs7V3WD3/uYY097emc80xJnswQCVYMUogIgggqVKmgDC9TBMqpSiiFKIplyqFMfCMWBcYRiQiiWFiIr6KAgBAkBlADIpQmPEme6Qx76mHN9/T+ca/uvfdJmN76keT16auq6+zTvXr1vdbqrr76+/1e1yV+ZhXCqycwU+yxxx577LHHHnvsscdvCjYO/ncNYm1D2BPPPfbYY4899thjjz1+s7FxIEII4SO9kD322GOPPfbYY489XhjQ1//z0z/... | 2 |
science | grade-6 | compare-magnitudes-of-magnetic-forces | false | true | Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different shapes. | "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" | [
"The magnitude of the magnetic force is the same in both pairs.",
"The magnitude of the magnetic force is greater in Pair 2.",
"The magnitude of the magnetic force is greater in Pair 1."
] | null | 1 |
math | grade-2 | purchases-do-you-have-enough-money-up-to-1-dollar | false | true |
A can of tuna fish costs 91 cents. Do you have enough money to buy it? | 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" | [
"no",
"yes"
] | null | 0 |
math | grade-3 | match-mixed-numbers-to-models | false | true | Which mixed number is shown? | "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" | [
"1 2/4",
"3 2/4",
"3 2/3",
"2 2/3"
] | null | 3 |
math | grade-5 | adjust-a-budget | false | true | This table shows Annie's December budget. What could Annie do to balance her budget? | 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" | [
"decrease spending on dinner with friends by $20",
"increase income from ice-skating lessons to $50",
"babysit for the Bennett family to earn an extra $25",
"spend $10 less at the planetarium"
] | null | 2 |
math | grade-1 | find-the-next-shape-in-a-pattern | true | true | What shape comes next? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAlkklEQVR4nO3dfZAc9X3n8U93z9PO7LPQ7urJS7SSeIiEgBiwAwibJBIoMYHjzjapirk4V/eHyTm5Si4+V7Cv7uwkTlXKySWOq+6ukrNTV46ds+M7V4yNKsEB4wNLGAJYGJAWBJIWrR52Je3O7M5DT98fw4iVtFrNQz/8puf9qlIVSDu//v1++qq7P/3r6bY8z/MEAAAAIBYsy4q6C0ayo+4AAAAAAASN4AMAAAAg9gg+AAAAAGKP4AMAAAAg9gg+AAAAAGKP4AM... | 2 |
math | grade-8 | identify-linear-and-nonlinear-functions-tables | false | true | The table shows a function. Is the function linear or nonlinear? | "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" | [
"linear",
"nonlinear"
] | null | 0 |
math | grade-7 | identify-trapezoids | false | true | Is this polygon a trapezoid? | 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" | [
"yes",
"no"
] | null | 1 |
science | grade-2 | predict-heat-flow | true | false | Two solid blocks are at different temperatures. The blocks are touching. Which picture shows how heat will move? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAV10lEQVR4nO3deZgcdZ3H8XdVdfd0TzLJTK7JfRACgYRLhYDgPiCgnB6rK+iz6D7og7sqz+7z7COyII8Kyiq6++x6466ycimKj3KJoCgI4UrIwZWDJEzuY2YyZ09fVfXbP6onc2QIPZme6uqZz+t58uSZ7qTnN/Ot/tSvvlW/LssYY/blYUsPdHngGkREyiJmQZ0DS2qhMQHWvpwxL3ZWelgiMtatmASxN3qCL2Yl4PgJQRqJiJRDlweb0rA3D5t7wO50gycUNiJ... | 1 |
science | grade-2 | identify-solids-and-liquids | true | false | Select the liquid. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABfvUlEQVR4nO2dd5wlVZn3v+dU1Q2de/IwwzCkIYOSQTIiqLCouIb3FRV1zS66GABFUHRd91VXwIASVBZkDaDAggRJQwZJAwwzpBmYHHo63lh1znn/OOdU1R2COIHpgX78XO/c7kvfulW/evLze8QDg8bs0A6dAWMyJq+pDCuYX4FlTegN4aAe+3M5Bsgx2VTSGcAO7fbfIyr7uRwD5JhsSvH4i032M7lpDmVMxuTlZQyUYzLqZAyUYzLqZAyUYzLqZAyUYzLqJNz... | 1 |
math | grade-6 | interpret-histograms | false | true | While doing a project for P. E. class, Jeremiah researched the number of athletes competing in an international sporting event. Which range of athletes per country was the most common? | 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" | [
"41-50 athletes",
"31-40 athletes",
"21-30 athletes",
"11-20 athletes"
] | null | 0 |
math | pre-k | compare-size-weight-and-capacity | true | false | Which top hat is shorter? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKMAAADpCAYAAABIr4eKAAAP/0lEQVR4nO3df1DTd57H8Vc8cJyEL/UAlZKKWUP4AulqSxq3MxpQD2ZbWM9aKlJ7vY66dXbPTtvbca7j7G1r6+3qOJ3d7e2snbNWZ/VqreuPs7c4OKuzi5zXbhUselDESbVpoYgBXUOytjhyf9BkA+FHEpJ838Dr8VdIYviITz7fX59E3R86e/v+t+sOAECHPgA6ECVGH/qgA/qARRlJSPqg605QfgyREknXX5wOONN1B0n+uTBPmQLHjGRkTGWQlBjur/tQd70... | 0 |
math | pre-k | subtraction-sentences-up-to-5-which-model-matches | true | false |
Which picture shows 3 − 1 = 2? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARIAAABKCAYAAAB3ndsNAAAP4ElEQVR4nO2de2xb133HP/fyKZGSLMmWbMWSJTm24/gRR1P8qp3EKbIUbpOmWdA1cJcGRbJk6doNw4ZiA7Ziw4D1n2TINqxrh3VZEwfYmsRLt6VFPM+Jk9SJHT8iW/VDthTbki1KFGXxfclL3v1BkxItUqRJSpTY3wcQpHvuveeeL/W733vOueccKoZhGMMRuBAEXwx0A0EQhBkxK1BjglXV0GwFZVgzjCPechdLEISFypZaMPcFExvLrLDGkXAZQRCEmfDF4Fw... | 2 |
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