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
science
grade-6
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
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"
[ "H2SO", "HSO2", "H2S", "HS" ]
null
2
math
pre-k
circles
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJgAAACaCAYAAABVCoEqAAAG/UlEQVR4nO2cy1IbRxSGj7h44djJLimvU0kewe+Vp8oLBMeyNmzkKkOVvYAqEweKTSoCcRESoypJzHQWI8qAdRlpuvtc+v82towlhPgYRn2mv4ZzznXGRP8MiQY50Z0jANZmq0H0cpPol+dEPz0janRGzn3ocz8tYJHX3xNtfRmWN149I/rtu9I+ANZlkBMdZUT/jYn+HhJt9O/KD0Au4IOXm6VLRES3OdFG/uADAPjg3qWJI9rgfSrAOhAMBAWCgaBAMBAUCAa...
1
math
grade-1
addition-sentences-up-to-10-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "4+2=6", "4+1=5" ]
null
1
science
grade-2
identify-plants-and-animals
true
false
Select the animal.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADeCAYAAABL7FARAAEAAElEQVR4nOz9Z5RlV3X2j/5W2PukyqlDdc651VIHhVYOKCEUkJDIYDLYJBOMbXAkGINBGGOMCRZBSGRJIAnlrFZ3S51zztVdueqkvVf4f1i7Wvgd+F5edD/87xg+Y/TorupTp87Ze6655nzm8zxLrB3yfm4JGhX/+/jfx/8rHyMWdpbheAKtGla3hO/L/w3c/338v/3RqGBuKfx71L78ffm/gfu/j/9/eIzFaepf/p7+fU9c8Ve/ffkL7xFCIITIvvQ4L5AIPDb...
1
math
grade-2
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5AAAAEJCAYAAADiusiGAABhl0lEQVR4nO3deViU5foH8C8urLJYLiEoiKWChTugHrFS8KSgHXFXLDVQS1NLtH6l5dIpRY+SdlRw17QSLEEtocUoFdRM8ThoKTA6iIYGDAIzLPL7AxlBGOadfRi+n+vqkmHu93lvp6Hm5n4Wi8rKykoQEREREZFOWFhYGDsFIr1pZuwEiIiIiIiIqHFgAUlERERERESCsIAkIiIiIiIiQVhAEhERERERkSAsIImIiIiIiEiQFsZOgIxPJpOhpKQEJcXFKCmRoaS...
0
math
precalculus
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Cosines", "Law of Sines" ]
null
1
math
algebra-1
identify-functions
false
true
Look at this table: Is this relation a function?
"iVBORw0KGgoAAAANSUhEUgAAAMgAAACQCAYAAABNhSQEAAAP1ElEQVR4nO3dbUyU554G8GtmYAakCI7MdKYyQMWtrliqtUAW2j2FNpOCOXrW+BI9xl3F+rKliqG6KdvUFNgQqT3HtYVAP5SmsIhgxRRpkZwumxC1SgSEQ7tOqtg6IA4gkzPDS3mZZz9YWUHPfXiTe+5n/r9kPjDz5TK3V+5nnjz3fxRlZWUSCCGP5QUAv124jXcO8qvKnmJaDzei5B2AEHdGBSGEgQpCCAMVhBAGKgghDEIXRBN1CT4Jv0Dx1AoAgHLBb+AT3w9N1CVA6cs5nWdR+IbDJ+EXaKLrH3pTDZ+Xb8En3gGFTxi3bDMhdEGG2/4DAOAVkgaFJhjqFf8FaagDv1z7J8A1wDmdZ5EGbgCjDih8F4+9p1q0E1AbMWotgDR4i1+4GfDiHWAmXN3nIDmaoHp6E5RPRQJKHww1vgEMdfKO5pFczhYoA2IB7yBgxA6vkDRg9C8YvpXNO9q0Cb2DAMDwraOAwguKp1Zg6M+/h+T8M+9IHktyXAMAKHwXQ2X4PRQ+IRj56SNguIdzsukTviBehs3//4drkF8QApfzfkGUvmHwCjkIDN3ByM//yTnVzAhdEK/wDCh1v8OoNe/+32HpnBN5NpejCQCgMv4LFH5/j+GbmcJ/FxS2ICrDFniF/htG73yBYctBuO79CcoFr0IZ8A+8o3ksydkKSCNQal+D1H8do3c+5x1pxoQsiGJ+NLyXFUByNGD4egoAYOTnPwIAvJ79d57RPJs0BGmwDQAwfON9QBrlHGjmhLyLJf3lCgb/Z/6491z3/oTB/9ZwSkQAQBn4j1D4/h1c9jq4us7yjjMrhCwIcS8K/9VQGTbDy/jPwKgTw//7r7wjzRohL7GIe1Et+A28Fu2BNHADvzSYIfVbeEeaNbSDkBkb+fkPGPn5D7xjPBG0gxDCoKAz6YT8dV4AsHHjRt45yK/Ky8tpPdwIXWIRwkAFIYSBCkIIg3AFuXPnDsxmMxQKBUZGRsZ91tDQgISEBMyfPx96vR5bt26FzWbjlNQzsNajtbUVZrMZAQEB0Ov1SE9PhySJdU9IqIJcuXIFUVFRCA4OfuSz4eFhJCYmIi4uDnfv3kVrayvsdjt27drFIalnYK1HX18fEhMTYTKZ0NzcjIqKCpw8eRLHjx+f+6AzIFRB7HY7qqqqsHPnzkc+a29vh81mw44dO+Dr6wudTocNGzagsbGRQ1LPwFqP+vp6dHZ2Ii8vD6GhoYiLi8ORI0dQUFDAIen0CVUQs9mMF1544bGfhYSEIDIyEvn5+ejv70d3dzdOnz6NtWvXznFKz8Faj6GhIahUKnh7e4+9ZzKZYLFY0N/fP1cRZ0yogrAolUqUl5fj1KlT8PPzg06ng8PhwNGjR3lH80gvvfQSNBoNsrOz4XK5cPfuXeTk5ECSJPT29vKON2myKcjAwADWrFmD7du3w+l0orOzE3q9Hlu2bOEdzSNptVqUlJQgLy8P8+bNw6pVq5CQkAAA43YVdyebhxVrampgs9mQkZEBhUIBPz8/ZGVlYfny5ejs7ITBYOAd0eMkJSWhvb0d9+7dQ2BgIM6fPw+NRoOFCxfyjjZpstlBAMDlco37+8FtR6VSVv9MIQwNDaGkpAQOhwNarRZKpRKVlZWIjY2FSqXiHW/ShPqf09PTA6vViq6uLgD371xZrVb09/cjLi4OarUamZmZGBwcRG9vL7KyshAdHQ29Xs85uTyx1kOtViMjIwOHDx+GzWbD2bNnUVhYiEOHDnFOPUVlZWWSKNatWycBeORVVFQkSZIkXb58WXr11VelgIAASafTSRs2bJB++uknzqmnRk7r0djYKEVHR0s+Pj7Ss88+K3322WecE0+doqysTKKnR90HPc3rXoS6xCJkrlFBCGGgghDCQAUhhIEKQggDDW0ghIGGNrgZus3rXugSixAGKgghDFQQQhiEKwhrSMDVq1cRHx8Pf39/6HQ6Gtowx+QwpGEioQrCGhLgdDphNpuxevVqtLS0oKamBhaLBfv27eOQ1PPIZUjDI0R6evT8+fNSU1OTVFdXJwGQhoeHxz7r6OiQjh07Jo2MjIy9l5eXJ4WHh/OIOm0ircfDamtrJW9vb2lwcHDsvcLCQmnp0qUcU82cUDsIa0iA0WhEWlra2GGctrY2FBcXIykpaS4jeiy5DGmYSKiCTIbFYoFarUZ4eDief/558bd4QchlSMNEsitIWFgYGhsbUVFRgQsXLmDv3r28I3kEuQxpmEg2QxseUKvViIiIQEREBIxGI2JiYpCVlUXHbueAHIY0TCSbHaSqqgqRkZHjBjc8+D6iUCh4xfIYchnSMJFQBWENCYiKioLVakVKSgpu3ryJ5uZmHDp0CDExMdDpdJyTy59shjRMJNJtxckObfD395eCgoKkjRs3Srdv3+acempEWo+J5DCkYSKhvoOcPXuW+Xl0dDRqa2vnJgx5xMqVK3H58mXeMWaVUJdYhMw1KgghDFQQQhioIIQwUEEIYaChDYQw0NAGN0NDG9wLXWIRwkAFIYSBCkIIg9AFaWhoQEJCAubPnw+9Xk9DGjhgDdEIDQ2FQqEY99q2bRunpNMjbEGGh4eRmJiIuLg43L17F62trbDb7di1axfvaB6DNUQDAOx2O8rLy3H79u2x18cffzzHKWdG2IK0t7fDZrNhx44d8PX1hU6nw4YNG9DY2Mg7msew2+2oqqrCzp07H/nM5XLB4XDgueeeQ3Bw8NhrwYIFHJJOn7AFCQkJQWRkJPLz89Hf34/u7m6cPn0aa9eu5R3NY7CGaNjtdkiShPz8fCxduhRLlizB/v370dfXN8cpZ0bYgiiVSpSXl+PUqVPw8/ODTqeDw+HA0aNHeUcjuD8na9GiRVAqlSgtLUVeXh6qq6uRnJzMO9qUCFuQgYEBrFmzBtu3b4fT6URnZyf0ej22bNnCOxrB/ZE/VqsVn3zyCVatWgWz2Yzc3FycOnUKdrudd7xJE+rA1MNqampgs9mQkZEBhUIBPz8/ZGVlYfny5ejs7ITBYOAdkUywbNkyAPfvfAUGBvINM0nC7iAAxg1oADB2m1GpFPqfJQtNTU146623xs3m/f7776FUKhEaGsox2dQI+z8pLi4OarUamZmZGBwcRG9vL7KyshAdHU0jfuYIa4iGwWBAUVERDh8+DKvViu+++w4HDx7Ejh07MG/ePM7JJ0/YggQFBeGbb75BbW0tDAYDli5dCpfLhfLyct7RPEZycjJMJhPWr18P4P7QPpPJhDNnzsBgMODrr7/GxYsXsWzZMmzevBlvvPEGTpw4wTn11Aj7HQSgIQ28/a0hGi+//DIuXLgwN2GeEGF3EELmAhWEEAYqCCEMVBBCGOhMOiEMdCbdzdCZdPdCl1iEMFBBCGGgghDCIFxB5H4GWjSs9bh58ybWrl2LwMBA6PV6bNu2DT09PZySTo9QBfGEM9AiYa2HJElYs2YNvL29ceXKFVRXV6OlpQX79+/nkHT6hHoW68EZaIfDgcLCwnGfTTwDTZ481nrYbDYsX74c+fn5Yz+Bl5qaivfff59H1GkTagfxhDPQImGtx9NPP40vv/xy3O9Dtre3w2QyzVW8WSHUDsIy8Qx0V1cXUlJSYLPZUFpayjuex7t27Ro+/PBDVFRU8I4yJbIpyIMz0A/Lzc2F2WxGfn6+MEc85ai2thabN29Gbm4uEhISeMeZEqEusabq4TPQhI+SkhJs2rQJxcXFQt5RlE1B5HIGWk7OnTuHtLQ0fPvttzCbzbzjTItQl1g9PT0YGBgYdwZapVJBq9WOnYGeN28eDhw4AKvVKuQZaJGw1mN0dBS7d+/Ge++9B61WO+7y95lnnhFnsIZIP1y/bt06CcAjr6KiIkmSJKmurk6KjY2V/Pz8pJCQEOngwYNSX18f59RTI5f1OHfu3GM/AyB1dXXxjj5pQu0gnnAGWiR/az0kSfyTFILsc4TwQQUhhIEKQggDFYQQBioIIQw0tIEQBhra4GZoaIN7oUssQhioIIQwUEEIYZBNQVpbW2E2mxEQEAC9Xo/09HRZPOogqpSUlMcOchCNLArS19eHxMREmEwmNDc3o6KiAidPnsTx48d5R/NI9fX1OHnyJO8Ys0IWBamvr0dnZyfy8vIQGhqKuLg4HDlyBAUFBbyjeZzR0VHs2bMHaWlpvKPMClkUZGhoCCqVCt7e3mPvmUwmWCwW9Pf3c0zmeU6cOAGdTodNmzbxjjIrhHrcPTU1FU1NTY+8//nnn0Oj0SA7Oxvvvvsuurq6kJOTA0mS0NvbSwem5ojVakV2djYuXbokm+9/QhWE9Z2ipKQEb775JjIzM6HVanHgwAHU1NSM21XIk/X2228jNTUV4eHh+PHHH3nHmRVCFYQlKSkJ7e3tuHfvHgIDA3H+/HloNBosXLiQdzSPUFlZiRs3bqCsrIx3lFklm+8gJSUlcDgc0Gq1UCqVqKysRGxsLFQqFe94HuGLL77AjRs3YDQaERQUhOjoaACAwWAQei6ZLHYQtVqNjIwM1NXV4YMPPsDFixdRWFiIM2fO8I7mMQoKCsbdELl16xZeeeUVXL16ddx0RdHIoiAAUFpaij179iA0NBRGoxF5eXlITEzkHctjaLVaaLXasb8HBwcBAIsWLYKXl7j/zcRNPsHKlStx+fJl3jHIr5YsWSKLO1my+A5CyJNCBSGEgQpCCAMVhBAGOpNOCAOdSXczdCbdvdAlFiEMVBBCGKgghDAIVxDWD9dfvXoV8fHx8Pf3h06nw9atW2Gz2Tgl9Qx/bT2qq6uhUCge++ru7uaYeGqEKgjrh+udTifMZjNWr16NlpYW1NTUwGKxYN++fRySegbWesTHx+P27dvjXjk5OXjxxRfHPbPl7oR6Fov1w/UOhwPp6elITU2FSqVCWFgYkpOT8dFHH3FKK3+s9dBoNOOK09vbi2PHjuGrr74S5+fXINgOwvrheqPRiLS0tLHzH21tbSguLkZSUtJcRvQorPWYKDMzE2azGTExMU841ewSageZDIvFghUrVmBkZAS7d++m0T9uoKOjA59++imam5t5R5kyoXaQyQgLC0NjYyMqKipw4cIF7N27l3ckj5ebmwuz2YzFixfzjjJlsttB1Go1IiIiEBERAaPRiJiYGGRlZUGv1/OO5rFKS0uRk5PDO8a0yGYHqaqqQmRkJFwu19h7D76PKBQKXrE83vXr19HW1obXX3+dd5RpEWoHYf1wfVRUFKxWK1JSUvDOO+/A6XTi0KFDiImJEfpMtDtjrceDWWQNDQ0IDg5GQEAAz6jTJtQOkpycDJPJhPXr1wO4/33DZDLhzJkz0Ov1qK6uxg8//ICVK1fitddeQ1BQEE6fPs05tXyx1uOBjo4OBAUF8Yo4Y4qysjKJnh51H/Q0r3sRagchZK5RQQhhoIIQwkAFIYSBCkIIw/8BqvSV3Bx5R1MAAAAASUVORK5CYII="
[ "no", "yes" ]
null
0
math
precalculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=1?
"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"
[ "no", "yes" ]
null
0
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the gas.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA1TklEQVR4nO29ebQc5X3n/amlq/ft7qvulYQkQCAJATYYGycB4syLPZ45Ic7EyfHx63EyxHHwgjFgSOw32HEyzsQzgx2fCQlxPCbBduzYBrwQExuQWCQksQnQLt1979u3b+9V9bx/PFXdfRftErcw9T2nbvetrnrqqapv/fbnKWVnVogNUYhr+PDxuiJnwb48jFYgrcPbU3K96hPSx0ohrsGGqPw+b9XXqz4hfawkXP5VRX2dujJd8eHj+PBJ6cNz8Enpw3PwSen...
2
math
grade-1
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 7+1=8?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUQAAABKCAYAAADDly0CAAAMeUlEQVR4nO3dTWwc533H8e8zL/u+XEvUCy3SkSjZatjaDSoDVXKqDcj2IQgKpDCQQ05Bk0NaBOihKJBjDwHantpDgbbHHJLAt7go4NSBgOTUtEgAJ7EaSzGlyFJFUUub5MzuzM7L08Psii+ilzvLmd3h6v8BCIrcnWeen4b477w884zSWusHPbjVge0IQo0QQjwVLAVNE16owdkSqAe+1j/bmna3hBBiuq7OgXWzk/zwbAl+r55USyGEeBpsR/AbF/6vBx90wNg...
1
math
grade-7
classify-quadrilaterals
false
true
What name best describes this shape?
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8ZOfORb08ujZ8nL8GAMBSCRWwRyJh9YSfk9ORoQoXARtJ5jKOh8xeG1XuLXEtCwAALExCBeyuAfNymfLCOuU6CyyuBoizywjY/qC5e11eWCeng9GVAABYKaECdge/Akeyam+Xenul0lKpvn7BL49N1mFtAABguYQK2NEQUcsIMiSb6O51b69UXi7dcYf06KOX9FJDho4HzcuXWBsAAFgvYQL2KyPdCoydljtzpUryKq0uB4iv5mazudHlknp6pF27zI85HNJNN0n332/ucs+jb6hTofEz5trIZ20AAGC1hLkq3T89gqzas00Oh8PiaoA4KyubmSLS3m7+d0uLObavtXVmh7uszDyj3dRkBnK3W53TvQnVnm1yiLUBAIDVEiZgR89fVzCeD8muvt78c/fd5mzs1lYzbLe2mrvbDz5o/pn+XO+6KeW8z5CvhvPXAADYQUIcEZmYGldXaHqXzr3N4mqAZeR2m0dFHnzQDNeHDkn33TczK7u9XfX/ekQS16MDAGAXCbGD3R0+oogxoZK8SnmyiqwuB7BOdHf79tslSS/+69fU2vEdFa3awOhKAABsIiECdvSGulpGkAFz7Gtwau81Xt3C9egAANhGQhwR6YjN+CVEALPFfvj08MMnAAB2YfuAHRzrV99wp3LS81VeUGd1OYBtnD33svpHe5WTXqCywvVWlwMAAKbZPmAfD5kXaFS4NysjjSuggajoeL4K9ybG8wEAYCO2D9jRX4FXMp4PmIPeBAAA7MnWAdswjNj16D7OmAIxhgz5A22SGM8HAIDd2Dpg94SPanRySN6sYl2VW251OYBt9Awe1ehkWN6sYq3IXmV1OQAAYBZbB+yOYHR6CLvXwGzRtcHRKQAA7MfWATt6e2Mt4/mAOaLnr/nhEwAA+7FtwB6JhNU9eEROR4YqXOzSAVEjkbB6ws9J4vw1AAB2ZNuA3TVwQBFjQuWFdVwBDczSNT2er6xgHWsDAAAbsm3A7pj+FXgFZ0yBOTpix0PYvQYAwI5sG7Cj4/m4AhqYi7UBAIC92TJgvzLSrcDYaeWk56usgCuggaiZtcH16AAA2JUtA7Z/1ng+h4MroIGo6NrgenQAAOzLlgG7c3o8H2dMgbk6uB4dAADbs13Anpgaj82/rnZvs7gawD4ixszaYDwfAAD2ZbuA3R0+otHJIZXkVcqTVWR1OYBtvDB4RBFjQkU5pVyPDgCAjdkuYPv5FTgwLz/j+QAASAi2C9gdgWiDIyECmG1mbfDDJwAAdmargB0c61ffcKecjgyVF9RZXQ5gG7PXRpV7i9XlAACAN2CrgH08tE+SeXtjRlqmxdUA9jF7bTgdrA0AAOzMVgE7OiGhluMhwBwzvQmsDQAA7M66gB0KSRs3SvfcI7W3yzAMHQ+au3Q+roAGYgwZ8gfaJEmVrs0WVwMAAC7GadlXbmmR2tvNP3ffLbkL9d71Dj3fdI2uusYhlVlWGWArfUOdGp0My525UiX5lVaXAwAALsK6gN3cLLndUmur1NIiR2+vNjwtbXj6qPSVcqm+XmpqknbuNP8GUlRH0DweUu3ZxvXoAAAkAOuOiLjdZsjetUvq6dH3f/Ue/fTTJRr8/R2Sy2XubO/aZQZwIIX5Gc8HAEBCsW4He5aRSFiH87sVufVK3dL4a8lZYAbr1lYzhAMpaiQSVvfgEUlcjw4AQKKwRcDuGjigiDGhsoJ1ynUWmB9sauJoCFLevGsDAADYmi3G9HVwBTQwL9YGAACJxxYBO3rGtJbxfMAc0bVR6WY8HwAAicLygH323MsKjJ1WTnq+ygrWW10OYBuvjHRPr40CrSmss7ocAABwiSwP2P5g9FfgjXI4GEEGRPmD5u51hXsT16MDAJBALA/YHbERZJwxBWbrDB2QJNUyng8AgIRiacCemBpX13SIqHZvs7IUwFYixri6QgclMZ4PAIBEY2nA7g4f0ejkkEryKuXJKrKyFMBWXhg8otHJsIpySrUie5XV5QAAgAWwNGD7p0eQMSEBmMvPeD4AABKWpQG7gyuggXl1MJ4PAICEZVnAHomE1TfcKacjQ5WuLVaVAdhOcKw/tjYqXARsAAASjWUBOzqer8K9WRlpjCADoo6H9kmSygvruB4dAIAEZF3Ajt7eyBlTYI7oZB2OTgEAkJgsCdiGYeh40Nyl83E9OhBjaGZt1DKeDwCAhGRJwO4b7lRo/Iy8WcW6KrfcihIAW+obMteGO3OlSvIrrS4HAAAsgiUBuyPIeD5gPtG1Ue3ZJoccFlcDAAAWw5KA7Wc8HzAv1gYAAIlv2QP2xNS4ugePSOIKaGC2kUiYtQEAQBJY9oDdOfCsIsaEygrWMYIMmKVr4IAixoRK8ipZGwAAJLBlD9gzvwJnhw6YrXN6PF8tx0MAAEhoFgRss4mrlvF8wBzRtcEPnwAAJLZlDdhnz72s/tFe5aTnq6xg/XJ+acDWZtZGgdYU1lldDgAAuAzLGrBnX4/ucDCCDIiaWRub5HRkWlwNAAC4HMsasDti16NzPASYjbUBAEDyWLaAbRiGuqabuBhBBsyIGOPqCh2UxNoAACAZLFvA7gkf1ejkkIpySrUie9VyfVnA9l4YPKLRybC8WcWsDQAAksCyBeyOIOP5gPlEx/NxeyMAAMlh2QL2zAgyQgQwW2x0JT98AgCQFJYlYI9EwuoJPyenI0OVri3L8SWBhDB7bVS4NltdDgAAiINlCdizx/NlpDGCDIiKro3ywjquRwcAIEksT8COjSDjV+DAbNG1wdEpAACSx5IHbMMwdDy4T5JUya/AgRhDM2ujlvF8AAAkjSUP2H3DnQqNn5E7c6VK8iqX+ssBCaNvaNbayGdtAACQLJY8YHcOmCPIqj3buB4dmGXO2hBrAwCAZLHkAbuD8XzAvKJro8LN0SkAAJLJkgbsialxrkcH5mFejz69g+3eZnE1AAAgnpY0YHcOPKuIMaGygnWMIANmOREy10ZJXqU8WUVWlwMAAOJoSQP2zAgydq+B2WZGV3J0CgCAZLPEAds8Y1rJGVNgDn+sN4EfPgEASDZLFrDPnntZ/aO9yknPV3lB3VJ9GSDhzKyNAq0pZG0AAJBslixgR0eQcT06MFf0evQK9yY5HawNAACSzZIF7OivwDljCszVMX3+mqNTAAAkpyUJ2IZhzDQ4Mp4PiDFkqCt0UJLk8/DDJwAAyWhJAnZP+KhGJ4dUlFOqFdmrluJLAAmpZ/CoRifD8mYV66rccqvLAQAAS2BJAnZHkPF8wHxm1ga71wAAJKslCdh+rkcH5jXTm8APnwAAJKu4B+yRSFg94efkdGSo0rUl3m8PJI72dumOO6SnnpI0d21UuGhwBAAgWcU9YHdNj+crL6xjPB9SW0uLtGuX1NQkeTwa3/k23fTTV7VhqFy5zgKLiwMAAEvFGe837OB4CGBqapJCIam1VTp8WO5ftelWSfrWf0hl+6XmZvNzbrxRcrutqxMAAMSVwzAMI55v+Df7blFg7LTuvO4nWp1fFc+3BhJXT49+9oN36tonX1Td0Sk5BsIzzx55xAzbAAAgKcT1iMgrI90KjJ2WO3OlSvIq4/nWQEJ7ZaWh//q9dD30t3VSaEA6dEi66y5z97qpyeryAABAHMX1iIh/egRZtWebHA5HPN8aSGj+2Hi+BjnkkOrrzT8AACDpxHUHm/PXwPxm1gbj+QAASHZxC9gTU+PqCpkTRLgeHZgRMWbWRrV7m8XVAACApRa3gN058KwixoRK8ioZQQbMciI0szY8WUVWlwMAAJZY3AK2P2CeMa3leAgwB2sDAIDUEr8d7OjxEM6YAnOwNgAASC1xCdjBsX71DXcqJz1f5QV18XhLIClE14bTkaE1hawNAABSQVwC9vHQPklShXsz16MDs8xeG04HawMAgFQQl4Dtnx5BxhlTYK6ZtcHxEAAAUsVlB2zDMGJNXIznA2YYMuQPtEmSfB5++AQAIFVcdsDuCR/V6OSQinJKtSJ7VTxqApJCz+BRjU6G5c0q1lW55VaXAwAAlsllB+yO2BXQ7F4Ds82sDXavAQBIJZcdsKM31FW6N192MUAyia4Nzl8DAJBaLitgj0TC6h48IqcjQxUuAjYQFV0bklgbAACkmMsK2F0DBxQxJlReWMf16MAs0bVRVrCOtQEAQIq5rIDdMT2CjDOmwFwza4PjIQAApJrLCtjR8Xy1jOcD5phZG/zwCQBAqll0wH5lpFuBsdNyZ65USV5lPGsCElp0beSkF6iscL3V5QAAgGW26IDtnx5BVu3ZJofDEbeCgETnj43na5BDrA0AAFLNogN25/QIsgrG8wFzRNcG568BAEhNiwrYE1PjsRm/1e5tcS0ISGQRY1xdoYOSWBsAAKSqRQXs7vARjU4OqSSvUp6sonjXBCSsFwaPaHQyzNoAACCFLSpg+6dHkNUyng+YI7o2uNkUAIDUtaiA3RHYo+2/DmhrWyTe9QAJrSMQbXDkh08AAFLVggN2cKxfgVeO6cN/+6JWffCzksMhvetd0v33S+3tS1AikBiCY/3qG+6U05GhKvcWq8sBAAAWWXDAPh7aJ0k68GfbpQ0bzA+2tEi33y5t3CiVl0t//MfSo49KoVD8KgVsLro2Ktyb5XRkWlwNAACwyoIDdlfogEYL0jV456fNHetgUPqXf5H+6I+k0lKpp0d68EGpuVnyeMzQfc890lNPxbt2wFZmehMYzwcAQCpzLuSTDcPQ8aC5S+eLXgHtdksf+Yj5RzJDd2uruav91FPm/x09OuJ2S01N0n33SWVll1c5YCOGDPkDbZJmrQ0AAJCSFrSD3TfcqdD4GXmzinVVbvn8n1Rfbx4XaW2VDEN65BHpttvM3e1QyAzeLS2XVzVgM31DnRqdDL/x2gAAAClhQQG7I2j+CnxBExKam6Vdu8yjI6Wl5seamhbyZQHbi64NxvMBAIAFBWz/9AiyRZ0xbW+XenvNkF1fv/DXAzbmZzwfAACYdskBeyQSVvfgETkdGapwLWKXrrXV/JvdaySZ6NqQJJ+HBkcAAFLdJQfsroEDihgTKi+sU66zYOFfKXrumoCNJBNdG2UF6xa3NgAAQFK55IDdEVjE+evZomP6mpsX93rApmbWBrvXAABgAQE7dv56Mb8Cj+5eb9hgjuoDksjM2uD8NQAAuMSAffbcywqMnVZOer5K8ioX/lWi56/ZvUaSmVkbBSorXG91OQAAwAYuKWD7Z43nczgcC/8qnL9GkppZGw1yaBFrAwAAJJ1LCtgdsRFkizge0tNjjudzuQjYSDqXtTYAAEBSuqSr0q/IXi0ZDj3ywi6dCO6Xz9uoWu8O5TldF38x4/mQpCLGuLpCByVJlYsZXQkAAJLSJQXsN6/+gHaf/pmGJoLaf+Yx7T/zmCSptKBWPk+DqjzbLhwwosdDOH+NJPPC4BGNToZVlFOqFdmrrC4HAADYhMMwDONSPnHKiKh78Kj8wT3yB9v0YtgvQzMvzUrPVZV7q3yeBtV6r58JHG63NDAgdXdLZWVL8C0A1mjpvl9PvPSgbir5gG5d+zmrywEAADZxyQH79YYjA+oI7JY/sEfHgm0KTwTmPL8ie7UaXynTzTsfkEqvkXp641IwYBf3Hnyv+oY79an1DyxufCUAAEhKl3REZD55Tpe2rrxFW1feIkOG+oa75A/skT+4RycHDum1c6fUe7RDp67N0fP159R+5E/l8zTK521USV4FExeQ0EYiYfUNd8rpyFCVe4vV5QAAABtZ9A72GxmfOqfO0AH5g3t0LLBH/aNzd68LMryq8TTI522Uz9Og/AxPvEsAltSBVx/XD459XjWeBn1m/T9aXQ4AALCRJQnYrxcc65c/uFv+QJuOB/dpdDI85/nqvCr5vA3yeRq1xlUvpyNjqUsCLstDJ76kvf2/0LvXflZvLvmg1eUAAAAbWZaAPduUJtU9cOSCzZKZadmqdG+Wz9Oo9StuZDoDbMeQoS/svVmh8TO687qfaHV+ldUlAQAAG1n2gP16w5EBHQ/unT6/3aaB8VfnPL8ie3XsKEmVe6uy0nMtqhQwnRo6oa/+7n1yZ67Uvdsfp58AAADMYXnAfr3TIydjzZJdod8pYozHnqUpXWtcG6abJRt0dX61HJd2GSUQN//50g/0aPe3tL3oD/Thqi9bXQ4AALAZ2wXs2SamxnQi9OwFmyXznC5Ve7bL523Ueu+baJbEsrjv8MfUNXBQH635mjZfebPV5QAAAJuxdcB+PZolYbWIMa4/f+Z6RYwJfbPxt8p1FlhdEgAAsJmECtizTWlSvYMd8gfb5A/uUc/gczI0FXs+u1myxtuoopxSC6tFsugI7ta3j35aZQXr9Jcbf2h1OQAAwIYSNmC/3ujkkPzTN0vO1yzpzSqO7W7XeBpolsSiPHzyG3qy70e6pfQTekfpJ60uBwAA2FDSBOzXo1kSS+GeZ5vVP9qr2zd8V5WuzVaXAwAAbChpA/ZsE1Njen7gkDl7O7BHp0dOznk+u1my1tOowswrLKoUdnb23Mv64v63Kye9QF9v/I2cjkyrSwIAADaUEgH79QbHX1PHdNg+Htyr4cjAnOfFuWunZ283qsK9iWZJSJKePv2wftz1VdWtaNIna++zuhwAAGBTKRmwZzM0pZ7B52iWxEV9p+MOHTnbqvdX3Kk3Fd9qdTkAAMCmUj5gv97o5JBOBPdNHydpU2Ds9Jzns5slqzzblJOeb1GlWE4RY1x/tef3NDoZ1le2PqYV2ausLgkAANgUAfsi+kd7dWy6WbIzdEDjU+dizxxKU1nhOrNZ0tOg0sJapSndwmqxVDoHDmjX4Y+rKKdUd21psbocAABgYwTsBYgYE+oKHbxgs2ROeoGqPdvk8zZovfcGmiWTyC97v6Nf9f6zbir5gG5d+zmrywEAADZGwL4MC2mWvNa1URlpWZf+5q2t0lNPSTt3SvX1ca0bC/d3hz6knvBz+tT6B1Tr2WF1OQAAwMacVheQyAozr1BD0TvVUPROGZrSS0PH5Q+YzZIvDBzW6ZGTOj1yUv916odyOjJV4b5uevZ2o4pz177xm7e0SPffLxkGAdtiI5GwesLPyenIUJV7i9XlAAAAm2MHe4mMTY7o2PRkkvmaJV2ZV8rnaTB3uL07zm+WrK+XDh+WnnxSampatrpxvgOvPq4fHPu8KlybdMeG71ldDgAAsDkC9jJZULNkIE9p5ddKLpcUCllXNCRJD534kvb2/0I7yz+jt139UavLAQAANscRkWVSlFOqopJSNZW8XxFjQi8MtMd2t08Nn1D34BF1Dx7RY73f0Q3/OaL3SQo0VMkx1i9PVpHV5acsQ4aOB/dJEmevAQDAJSFgW8DpyFCle4sq3VvUXH6bhiaCOhp4OtYsWfPbbknSL+tf0d59N6sop1Q1082SVe4tC2uWxGXpG+pUaPyM3JkrVZJfaXU5AAAgARCwbSA/wzOnWVJH3ZKk8Ru2KU0vqH+0V/19vWrt+/HCmyVxWToHDkiSqj3b5JDD4moAAEAi4Ay23bS3Sxs3SqWlUk+PxiZHdCK037zKPbBHr507NefTZzdLVnu2K8/psqbuJPWto3+mY8E2fbTma9p85c1WlwMAABIAO9h209Ji/t3cLEnKSs9V3Yom1a1okiSdPfeyOgLPyB9s04nQfg2Mv6q2/p+rrf/ncsihawp8ZuD2NKrcVcfNkpchYoyrK2TuYPs4fw0AAC4RO9h2Ex3P98gjsZB9IVNGRM8PHJrTLDnb7JslfZ4dNEsuUEdwt7599NMqyavUFzb9u9XlAACABEHAtptQyLzFsalJcrsX9NKhiWDsKMmxYJvCE4E5z2c3S1a6NyszLTteVSelh09+Q0/2/Uhvvfojai6/zepyAABAgiBgJylDhvqGu+Sfnr19cuCQJo1I7Hm6w6m1ro2xZsmSvIrka+Lr6ZEefVS68cZF3YZ5z7PN6h/t1e0bvqtK1+a4lwcAAJITATtFjE+d0/Hg3gs2SxZkeFUz3SxZ692RHM2Szc1mwJaksjLztwJNTdLOnRf97cDZcy/ri/vfrpz0An298TdyOjKXtlYAAJA0CNgp6vXNkmOTI7Fn5zVLFq5XmiMB+2HdbmlgwJzI0ts791l9vRnAm5rMHe7Xaev/uX544i7VrWjSJ2vvW4ZiAQBAsiBgQ1NGRN2DR81myWCbXgz7ZWjmn0VWeq6q3Fvl8zSo1nu9VmSvsrDaS9TaKt10U2zcodrbzY+1ts7sake53XN3t8vK9P1jf6WDrz6h91fcqTcV37q8tQMAgIRGwMZ5hiMD6gjsvmCz5BXZq+XzNsrnaVC1Z7s9myXvvlu65x7pttukXbvOf97SMhO4Dx+e+6ysTL/dOq6ffGqlvrL1scT4gQIAANgGARtvKGGbJRcw7lA9PWbQjobugQGdujZH3//RW3XXlpYlLhQAACQbAjYWZHzqnDpDB+QP7tGxwB71j8492zy7WdLnaVB+hmf5iwyFJM/0113EP+/f/voLOva7H8v7vv+tW9d+Lr61AQCApJeAnWuwUmZattZ5r9c67/XSWik41q+jZ5+KNUuGJwLaf+Yx7T/zmCRpdV7V9EU3jbrWtXF5miWjt2HO07x4KfZe9aJ63uTSJ9yM5gMAAAtHwMZl8WQV6YZV79ENq94zb7PkqeETOjV8Qk+89ODyNUu2tpp/X+xoyDxGImH1hJ+T05GhCmZfAwCAReCICJbMcGTAnL0dMAP3wPirc57Pbpascm9VVnpufL5wWZk5lu/QoQVfMHP47JP6544/V4Vrk+7Y8L341AMAAFIKARvL5vTIyVizZFfod4oY47FnaUrXGteG6WbJBl2dX7O4Zsn2dmnjxpnxfAv0o67/o2dO/0w7yz+jt1390YV/fQAAkPI4IoJlU5y7VsW5a/WW1R/SxNSYToSendMs+fzA7/T8wO/0854HFt8sGT0e0tS0qBr9gT2SpFrPjkW9HgAAgIANS2SkZZ3XLOkP7pY/0KbjwX1v2Cy5xlUvpyNj/je+jID9yki3AmOn5c5cqZL8ysV9YwAAIOVxRAS2M6VJ9Q52yB9skz+4Rz2Dz8nQVOx5Zlq2Kt2b5fM0qsbbqKKc0pkXO6aPlQSD5g2NC/Dfff+mn578prYX/YE+XPXlOHwnAAAgFbGDDdtJU7rKC+tUXlint5d+QqOTQ/JP3ywZbZZ8LvCMngs8I52UvFnF8nkb1NBmqFySNmxYcLiWpI7AbklSBeP5AADAZSBgw/Zy0vO16cq3adOVb5N0frNkYOy0njn9/xQ5FlC5pLaGNA28+P3pZslqOZR20a8RMcbVFTogSap2b1vKbwcAACQ5joggoU1Mjen5gUPm7O3AHoX6OyVJowXpkqQ8p0vVnu3yeRtV62lUYeYV875P58AB7Tr8cZXkVeoLm/592eoHAADJh4CNpDI4/pqOBn4ba5YcnQzPeV6cu3Z6MkmjKtybYs2SLd3364mXHtRbr/6Imstvs6J0AACQJAjYSFoLaZZsPf0fOjPSo9s3fFeV3OAIAAAuAwEbKWN0ckgngvumj5O0KTB2etZTh3LS8/T3O562rD4AAJAcCNhIWbObJXOdhWouv00rsldZXRYAAEhwBGwAAAAgji4+vwwAAADAJSNgAwAAAHFEwAYAAADiiIANAAAAxBEBGwAAAIgjAjYAAAAQRwRsAAAAII4I2AAAAEAc/X+j74t8rE8wIgAAAABJRU5ErkJggg=="
[ "parallelogram", "rhombus", "square", "rectangle" ]
null
2
math
pre-k
addition-sentences-up-to-5-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "2+2=4", "4+1=5" ]
null
1
math
grade-7
mean-median-mode-and-range-find-the-missing-number
false
true
Tanvi has the following data: If the mode is 16, which number could r be?
"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"
[ "7", "16" ]
null
1
math
grade-1
compare-sides-and-corners
true
false
Which shape has more corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAI2klEQVR4nO3dvY8URxoG8Kd6hoFZdhYJWXeybESA8MlycDocYKzzh2T/E5fZkiU7gQRHBBec7i6wZGeWM8sZIjOhnVlyhENfYgx4EWJhQWgFuyzs9PT0Bc3C8rELvdtV70c9vwgEmi5NPTvz9rtdVaGu6/r6GLiwCixXwKQGkVn9AIx6wOEZ4M8DIFxfq+tzd6SHRdS9o3NA//fV5i8vD4C/7G3ST2TVcgX8dhe4NgbOrwLFnUnzDww3eTDqNVkGgJUKKKoN/0D...
1
science
grade-5
animal-adaptations-beaks-mouths-and-necks
true
true
Large ground finches eat small, hard seeds and nuts. The shape of the large ground finch's beak is adapted to crack open small, hard seeds. Which bird's beak is also adapted to crack hard seeds?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOydebgdRbX2f1XVe595yBzCnIQgyDwIVwZFRAGRD5QroyAoIlwERGJABS6iooCgQJRJhAiKRgWMyiUCikAMgRBymWQKMyQh4zk5097dVd8f1VVd3WcnOYEo6t1vnjw5Z+/u6uqq6k69a71rLWGMMXEco7WmjjrqqKOOOuqoo4466vjXhJSSKIoQQrzbXamjjn9LyDpxrqOOOuqoo4466qijjn99aK2J4/jd7kYddfzbQtaJcx111FFHHXXUUUcddfx...
0
math
grade-4
angles-of-90-180-270-and-360-degrees
false
true
What is the measurement of this angle?
"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"
[ "180°", "360°", "270°", "90°" ]
null
0
math
grade-7
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
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"
[ "positive trend", "no trend", "negative trend" ]
null
1
math
grade-2
fractions-of-a-whole-modeling-word-problems
true
false
For a family picnic, Colton's parents make an extra long hero sandwich. Colton cuts the sandwich into 4 equal pieces. Colton's dog Fuzzy gets into the back of the car and opens the picnic basket. Fuzzy eats 2 pieces on the way to the picnic! Which model represents the fraction of the sandwich that Fuzzy eats?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUoAAABKCAYAAADdXh2xAAACGklEQVR4nO3cQU4TYRjH4f+0hQWCsjAaD6Aega0X8BByMLyDXsA1N0Dci9EFaaEJ2OZzMda4e1sDtqHPs2km00nefItf3i6mXWutXdwmX6bJZJ7MWgC22qhLDobJy73k+W7SXdy0djpe91gAm+nocTI6n/YXL3aT14/6igJss8k8ObtOvt4mn6fJYDzrb4gkQO9g2DcxSa7myWD+1w0Aeosm/mzJYL2jAGw+oQQoCCVAQSgBCkIJUBBKgIJQAhRGqz5wedzdxxw...
1
math
pre-k
different
true
false
Which is different?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAKB0lEQVR4nO2d+XMT5xnHvyuttLpl3bINBgw2l4FwmiNcBuwCoQVC2knShJJOoDO0k3SmDJ3wJ/RPIEzIMANtpmka2kmmY66CC9QUSgjEOFwJx2Bs+ZB1WZe3P6jOmIAV+d13dyXt+/kFZOl9nmf00Wp330ucKIpiVwq4HQciWSAjglFG8Bxg1wN1FiBgBLiupCi2D6pdFkMJGh0Afyuee1BpBKZbc58GRvkQyQKdMeBxCvg6DugGM7knmOzyxK7PuQWAaBbQZUc...
0
science
grade-4
compare-strengths-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.
"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"
[ "The magnetic force is stronger in Pair 1.", "The strength of the magnetic force is the same in both pairs.", "The magnetic force is stronger in Pair 2." ]
null
0
math
grade-1
simple-fractions-what-fraction-does-the-shape-show
false
true
What fraction of the shape is blue?
"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"
[ "1/4", "1/5", "1/2", "1/3" ]
null
2
math
grade-2
cubes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJ8AAACfCAYAAADnGwvgAAAXAUlEQVR4nO2dW2xTZ4LH/2luTnBsM7ZzAZuEyjbJDCinwDBLBC0lSNtQqoFKE6bzktB5mO1K09JhtA9Bq4K0MNJKZaAzUqcPBedpmFTappNM6GoJkxYIqwwkjkATYmeJw3EmwRfFtzp2Lso+nHwHO3ba2D7H1+/3Euf4+JzP/n7nu18KVlZWVmYXgIkA4FsGllZAoYhCUQFQUQjoy4GqEqBgNrSyMuRNd7Ao+caPZECRJcD9U1MC7NjEmUmhiIFvGRj/BphZAMw...
2
math
grade-5
nets-of-three-dimensional-figures
true
true
Which net will make this figure?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAADlCAYAAADeIwWJAAAZUUlEQVR4nO3deVxU5f4H8M+wKouDgLuFJSgiiksumQVe1+oa6sXC6ormUjd/Ku4aiiM/UUtUUsvcEi0TahLFUiwJuPdnpUZCimIUi4myxjrEPr8/xplC8VyBYc6B+bz/mZfnJTPf8xrmw/OcOd/nkQFQgyRDrVYjuwr4pRworQVq+O4QGZSZDLA1BVysgC4WgAwMSUnJrlTjYonYVRARAIzoAJiJXQTVl1queexmAfS11vxFIyLDKa0FbqiAO1XAz+WAidgFUX0...
0
math
grade-5
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
1
math
grade-2
identify-repeated-addition-in-arrays-sums-to-10
false
true
Which addition statement describes the array?
"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"
[ "1+1", "4+4", "5+5+5+5+5" ]
null
1
math
algebra-1
identify-functions-vertical-line-test
false
true
Look at this graph: Is this relation a function?
"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"
[ "no", "yes" ]
null
0
math
grade-3
identify-multiplication-expressions-for-arrays
false
true
Which expression describes this array?
"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"
[ "5×6", "5×5", "6×5" ]
null
1
math
grade-5
multiplying-fractions-by-whole-numbers-choose-the-model
true
false
Which model represents the product 3× 2 5 ?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASwAAACECAYAAAAqRRZCAAAPcklEQVR4nO3db0xb570H8C8kZVHNaieaAtukQUBdX3Szg7TbyKhLQBpU904EvKt20hZoqVYtZMkUFnJXTa0C3a60QZjI7i0sWm5K6TopyxIo2aYE9sLLIlORVdhk6tW6OXHui8xupvS0NW3CSM994R3/AQM2Ps9zzkO+HykqieGch+9T/fw7Ps9jF+m6rkfngb9+ALx/F1jQQURkCxuLgI9vAB68HygrAYqid3R9+j2rh0VEtLIdDwAb//JB4i+fLAEeciSqGRG...
1
technology
grade
logo
false
true
This is (part of) a (former) logo of which computer related brand?
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"
[ "Diamond Multimedia", "Verbatim", "Iiyama", "Corsair" ]
null
1
math
grade-1
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
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zUrFQA3QSPKqQ9mjgmizUwP7ce+YEdscEDDUiGWWFBBXxR88NZqSsf6HAGi0FMPiU/+Em7N1P+ysv0f7i6qb4Vzbgy41DPPq/C56LiMKJTvyYDBgHGTAOftzjOMCKeAp2z0Q6nRIorPSAAtQXj+n9pPfV/3p6/9Ez8t6alPPU1DOynVtWwI/bkBstl1U+0uqQnzpLNTundPONATfX0gypXo7JJWZJmV6OcVpg6M7N0Tvy/4CvXTBOs1ZMqEPAZ835bBfrC9KkKJB2D2MMvY08/msWO9Lsgy7SDQJAIbGoeIKCIYFAPIQmfRtk9fug8eg7aXzogQQ66d9YuWoLtWR/nuljf/YsxyJVBVRhfw4kqUEBLWZ/tjhl4V5l9mc70hj4/AypgvaGQqro40aejkf1+S72FN5J40P3V6FU/3vhcyvhKUjyj/Q66LuuqChdOm+qBk16Lt7ACZBh55sv0fvmS94YCp4cuG5OMXX+mubVhqytXFb59I5MJrECggntJ1yAMgwsdKBXIEVPvZ08eDLKPlsWHhZe8SjVuisKanduofGBezFDdZ9urUqHosBdnFX2WoT8uclVfxi3qtg92xILtboRlRtSCaX1bwylJbrYA4qvp98ffrjPQrU7N1+ThTr/uZKFW9mfXWR/jmn7S7I/h8LnoJAWsz9r+j/IKrM/2z0TZT0bS3kKixX8cjwFQ3WcTPQUqlBW8BRWQuqH9i9SfPG6Bl3/AIVjZMB9LPIA+z6XeNZ2qFToG8rn5pLLxnzy506y7OycTg9TWKSWIZmoWss0S8pmaZKBeMzWF8C9cQ7Gm7j5ttaViGbtuG6OmW2VCxR3yxWRSatL8dqMbsgjjVUNeoeYAtESrmYjVS1kf7Tl66FOp6KokuB1gFY633zJK7DkdwHpFsjUhau2uFt/fNhTuFDGplxesnBfkf1Zk2Hi9VyG/dkYs+os3OIoY56XzQYrPYlK0kQ6DjFtOhkHz+XW+eZLpWERPQVdVzJ1HlbA86kf2s/Cnz1dpm/bvlgVhsaH7scY6HzrR9WYj/OK8J4dyE9nKWYuJR4gyTxjkUIKirb+s3vJp85jFrrYPduw268+fV5a3XJ+rfIa3JCqXFb5uPlOX3YOlbqERdk5hfNUHkYrtEOwV9OhYgwUNCvKGTB5QfHcZBkjwOAWuso91bfBXW9q6FqL1qOcpPvCa0jLp4zZ1a9HqR/aT35sqlQwYaMIG1ifgpEQ23PpRkLpEVFuAPqyKp5+yz1ufAhmqI5b6AJm2Zte6BODCYoH7Q3jtC4ERLPFCsFmJqaDg6CkmuE+8Jq3THKxHtoKEJfev4b6ne8Ts9Ip/ovGIVE8MTaW1OEsNQ6Ljv2eRvAU+qE67ylc7TgsJXb7OHbiDtz0LHa8icx3CJ6vPm0pkZIwD0y4XgO1GvbALorOazB9iZic4rNhFkG9fZ5R74XJ+H7j/fcu65rDGuy98BpuvtBrzbQwWkQwvS6mt/Y1YbeDXFb5yPRc9GwGeT79WVEmyaaSXh49JqyNG4gusGRjEMAaXO6D1u1uYjkndQnilr7QdS6dv3iO9reOwcgdMDqi9SiCp88XQu968R5J7/w8na+fwD7xArX911+PEi3U5HkGBRQMi3qfhVrZIJdlobrK62k20rVaqEv1iVk++7PFZLUrsD/fuD4xlXHoe/7B01yWp/DWLMXZS+V6IoHalvIUrmMcLieN9x+g/cQRag/uwb1+jvz1mdIxw9D5xlFvEFCdVwi0OnS+/P2q5ymObNdWagfvovvki4sVTz+06BVW/dD+y17norYv2+/CvM2WnqQBi84PwdCbmaP39VeRJ56nvtH2ZVXkssonTHASBVOtByEqkGp9SLB4/MAWZXqnBgw1Gw7RP07TQ9O8/kXQzk1WRNZ9+gTdrz2Po4nZfVeigB1iTdxADS7W3WAMDA9jR1auHkUt1HG1UMd89bspF3BqoUaLOgZrDNT7LNQwjnioq3Ck2Uwk4wdqoYro68u1UCP7cwrl+I3aXZrHjg+BsRhrKH7yFma4rpQs1iBOj7UDu2OfGLm4QKgbib2HCqeQcXUiQwGmXqfz1SMrmuJ/WU8hPu9legpnL1XaJcQ2A8lz7/cUui9M+vXFssfhStJ87CCdJ1+k++yrfn5DQlRS9dxI5oUpFUdVkUDx+jmK18/FB9GvUEk9OwyNRw4sqUgrbV9235lAzi7Oc2e8YsS3acAiY6MwOqrfMT+vbV92Dt2wmrDbQS6bcBChsDRdlmDB+A/1W1ppmqSvO4gvpBuUo1Q8/nvSiZhi4Pjvd2dnV+auV1mk1WXh8e+w8KffxQ2Nw9ZNhPRfrWfQLCtjNP3XWM9tZ3y2lkZXMUYwIyOw+07yzihzv/vkNQfDG4/ci8FQe/Ausju3xvEMkEznG0fp/vVLMcsoDQLLfJvOl79P8epPY5qviGB3bqHxdx8YmKRQxhrKc7MMCzXI1bE/F8tkf+5n4ZYbwv5cHYcDGPDjsK0yv9NxiBtsEmQX7ynEcfB/Z3duofFLDwxWPJUgfQndLXccriRmpMnwb7wPCNdLcj+yOGsyrn83eJ6kWW9EfdyXtGBg6ygGMMN1//tVCW1f5v/kO9r2ZcsmnR8uxxifEIUDo0lRNqTl4zDkGHJt+4LDjvq2L92Nti8rKZev8xluREVQZuWUrjxLnSceTHUjc3FDA8qJ6YTGo/fTePSdye+klrROwGzv+rc4ynqU49gdE5hl1qOYUI9iQn2KErOuVD1K85cPwkiD7rM/Jg9JDn3ZQ+l55ThAISFqoXb+039dMisOIVraYKhfxkKtPsNbt09MZRxODx4H6R+HResnWUciA8dhoKfgPajljsNypfHIvWR7JxQa3bW5TJPuM0gq88hfV1RA1lQUjz6Hvv3C30ftv/kZZGYeQWj+8rsWeaah7Uvv6eNku96Grdf9eOdkOKwIodbL+GxIjK9LND4134C6wA4x+r4ZasC+/bS+cnTVa8JuB7ms8sn2TlQnMH0bTDj2LxTwEIcMnnCDvgeSbKpyIZpaRrZ7S+lprWMp61HOIVmmzN+etVuWqkcRX48iOaEexRqtR/EPlFCPYii0HuWlc1ddj1KxUOkfD7NIcVQs0Xge/iPGSEpL21XqMvR1ga1jl7VQB4myP3tLHcoYtP5S6RGvUJ8Y098nJmF/Xun6snQc/PCWz7FfcVQ2cFc5jxt3+Hunz3ugAvOeAoAZbix7HK5GRj/9GHakCQjZgR3R4EgNzXCd/QZptnc79ffds/j9EIsL5/Ua9Q/cq20WEBqP3MvQxx6qXEdo+1K8NgM1bfsiEtLpxXtcYc2FYzAItVje4jChjsyvXxNrxgrY8XbaL06z8Ph3Vvw53k6yvJYKUSHQ5+FQWjiDLOh+S3hQfYj/+943X6Lz10fj74UFKL2C4o1zwPrP45//nbIexYwN60R36upbkVhXYtJ6FJLXfedXGVCPIqg1bwTYNE73GupRSgsV7K4tAzeGxRZqqXRCOnNqSZv+cdZ/eAv1bmRmDoGBFupSouzPJsY8Us8nTUIBUfbnBQ/B5TnkgnQLKASXq8LBFzSbvMAUOZLnuKnzmvrd6iJ5T9s35wWm3YPZudIQMsr+vJISxoHgKVRiGNVxCOslVSg48SS9fnwGjB8Qvzd4CiA0f/ngqtBU2e3jjH72o7ipiwA0P/wgjDbL64JF6z5cb/6Tt+gePtanMKnEgO3OzTR/5d0UUxcoJs+S7Z0YqERj2xdjYKSp4y6+E6x4z8Z3hK0gD8k6FFcqIkUkwue8YpICu2UTnRPnVq0m7HaQyyqf+qH9pWWcejqYKpabxA5k0EIIG1ffgkonWj/UFoKSNGuEwON6Vj6tPz6sMQZQDe0nLVKU0JBXKCKlghGXQG44P9FDOrG31MJCCBX9FODrUa52Yxz99GOYkQYg1A7sKMengrX3eaz+WNu7nfr77i4NjWR8KwaHt1AlWqgHFlmol3+YSZ8YP91ibNH/Q5I3jIjvE1PGgOj2fJ+YfMk+MfnzJ5GFtE9MG7lwCU2EKZNoVqNPTOop1O7ZUX2eMNggoOopLFJI3pOIn180Dos9hZWUbO8Eo5/+CHL6HL2jrzH88Z+j8YF7qe2d8Ncl9CvWgchJnEcZ9p4dDP3Ku2l++EHyIycpjp8h2zvB2Gc/ukiJLjz+HW37EmKE1iJSeAOwp7G+XBkuwvUQFIvTzsrGx1pFfAw29BsrPBNG8nm7dQsLX/jPK26c3C5yZeXTlwTQH5Np/J0HqD/6zsUYLyCZoXbfbsyWsaoCGohFk1h4AIb6g3uwm0cQ0Ym9kjj1SkqoRxHKmITJvQLxMQVEOeyU8aGkgLF+AeA9HokUMD72I6qQbGi4F6EBQXw9ytWI3T7OmLdQBWh++CCMlRaqSS3p5Vio6bj3Waj55PSSFurlpMr+7L8/ycYLiiGdj+pxO+350vU9iXo5xjcsIy8wPVU+RTdHcqceUq/QlhMX5n3bAf2BfpLPlZbUUxg0DsA1jUMwCKvjsLSnsNJSP7Sf0c9+FLqO1hefQToFjY88yPA/ej+NX3qA+nv3Y3Zswu7cjNSzMja8dQyzYxO1fRPU3rOP5q+8m+F/9LdpfvCduNkF2l/+AfnkWRqP3DtQ8Wjbl1dCborubL3cNzT0EKx4Vosij/+2It4AVK7J6BF5w9Ai3uDzyQqBKcMrIPP2batKyXQry2VTrTU1dAyZnoOxBrS6foKXaa9+xy0xeikxeVuvY+/ZofT6Zy8lMR3je8FI/DvnQr2FbjDOOXo/PBU3lvXcernz1efQDSth/W53MMUYV6pHEZzylWW2rx5F2wI4f679Tnx/JP/8baNGcaFF9xsv0vjw8utRgoXa+qNv05tdYPjjP08++RbFyWmKyelK2nysQ+k/JuNsGjXsvglqB3Zit43RO3yM4uRZsn2DLdQrSYX9GeI8S5Aw0kLZy/eJCfNJoueU9ompsj+HdOAy7Xc1+8SEcVjw4zD08Z+nmHwLd3KafPJskhbcNx5LrLcwDvUDOzHbxugePhYhqmsZh+u5r/Hf/fss/Ltn6D71Cr0jJ6kd2EFt/3bqh/ZRZz9Qfd795256lt4zr5JPnkVmOxqr+tQv0nxs8DwPbV/8dqTS7UA+rH2QRFOozd5t2kn1p5e0HiykV9sMO5RpnaGPNVpjtQU5wegpC2hDTIt6HXdxYaPtyzWIkeiGDJb2Ez+g/cQPaL7vHorTMxSvny/rVUJeP8ZDTZQTAKoTgWjAYnZtoX5wD53/9EP/hv4vxKjTGFIwOu/4w19fl55P96njavn4Lq5asGaUEmW4iR0f9pMbMBY73FCIKPTHsYbaA3fFehR3cUG/WJKD+Icr3hfwO7A44I23wAjjf/CJq95cilPTzP/e13GXFqgf2k/94J1Ip8BNncfNzFFMnccAxcycspcDdtsYNGqYZg27bRy7azPZri0A5MenNFlgtk3jkQMM/8b7rmnDu/DJz+sz88+H+Fy9x2OS+WaTc4h/V4qfianHPchz6/PAJXm99p69jH76sau+j+WKjsOTfhzeQf3gXUgnx02dw83MU0yd18uamVMDBTDbxlTZNGuYOA6bAUN+/Ay9IyeR2QUaj9x7zeOwUve28O+eJj92Rl9o1LATo9ht45hm3X/KK/xODzczh5ueha4ygJiRBs3HDtJ8bOlYVfep4yz8yXf8/MCvPz8JRoYwYw2MtWAsZBaGtPCYOJcs2cE7MRNjFD98DTm3oEtOryBuZE6EWCMWG2KBO/1TjIXx37/6NXg7yxWVj7Q6XPqnX0BanVKxhIrl5Lxsu8BiCy09usSEJUAbAfJJYkcJhNB45F5G/smjq/gYrl1m/9WfI6fPRUUC4Xno0YwPYxo1fR5Zpn11sgwx3nLHYLeOY/dvJz96WmGg+HhMaWGlEJNniDDGULzxFnR6DP/jD1yTdyitTrRQTaNO5i1Uu2vzYI+n71hMz1IcP0M+eRZmOzBcZ+jjP7ekhbocufSbf6p9YmyigKDspGutxtRMco6Uzz312NL5RwIJ+/lW++B9GHyfmPC6VD839PcOrWqsBNbnOKykFKem6X73OPnLbyRp9EvfT+29+6g/tJ/afbuvaHTO/daXKU5Nx4aHtjJPwNwxjNRq2MxEhSMWjM0AMJnBbh4le8fb6L14GnLnmTASz9Npp2WNOfoOsqB66Mw0stBh+Dc/uK4RmvUmV2wmZ0aaDH/qfbT+zeES2vAKJBagupCVJBGCIwaFFx9xaWVz3/tB8WwbQ6Znk9TU5Usg7NTrXz2ywFCPoo6fKQ0iytgP821Emsp1R1FuhFlki8TNXMSdm42QYwlB6Pc4UAJM8eUQobMlgunlGhR/7uQ1TXwz0mTknzxK87GDLPy7Z8iPvq5KsFFPLNQaqTux2EIVzEiT5scOXdZCXa7YPRPIK1MxyJNCTxWIl+TcQ3GV+UepQCCdZ8TzmM4NCu359009w06MU7xx/rruZbmyvHFYpqdwleNwI9aLxpw0YcidnfX/XdJr91K7b7d+dt+2q7j2DsWpab8fVQ3f+Jxm2zDaUAVkreedtRrDySzkBjk3S+/crH4e7aQsoqEB1TcGcdpIEc/MYPx+WHR7YKB3jWvwdpVltdFuvP9eOk++qBvtllE4P594Mi72lO/3cCoWqDWx4Vj8u+RzMeYjQuPhu+k+cwIwy1pExStn6D1/kt4Lp3Hzuc4PY8uYUq8LvS719+xfUbLAUP1eKgrK2ETq+S10EalBPcNgvOJxysaM77gpBdY/BxKLK7trG/UDO+k9cwKZ76nrj99A59rxeXafO8nIddxLiAukFmrx2gxu6kLpkZrF2Hz9vfuoP/QOavftWlFYNPm5MvgfYjr9MZ4wj5Zi4Q7vkygcX0dSsj/jDR9VQMr+fCEmu9woGTQO7rUZ8jcuDHz+4fxqPIW1Wi9B7PZxf43Xz5XWO3LS/8t7wuI5ACkNQGOAhS5mGJz1688VmKwGkiuxaBGQBU+CHgwfB7W9E9gDO8mf/TFubkHfcIIxGfnsnCYtCOTPT173/SxHbiQb/mrKspQPwOi/eIzZz3wJjCF74E7yl14vPZ64YQbLM/FsDNh9E2T7Jugeftm/7oO5/YVnjYzGw3dTnDwLmCum6JZkgeOYsVFk+52wvYT+VAJ0ZemdU7JAVoiwM0z8sA3ozO0LkgfW747PwGrU9DlZoxM+sxQujy6+JbHMATd1HjPu+djyXC02AdMrkNk5QhDdYFak5cRqWahXI4PYn+lTMJVz5z0dVyokKKHb9Lz/GKG44HGLPs+S/Xlt6suWNw67ALPscVjr9bIaUtIfeUMkIWstPWevmNo9VTyNTNu9SE/r1nzdFPh2Ln7eGQcYoXhjBsabFHNtbOFKA6bbw8621HP2Bs9qtH1RJu5Jei+cws17NvwsZcPvYPL8pmPivmLMJ5Xi1DSzn/kStQM7yQ7spHf4GG62XbE409hPNT1pUKynhN7Mzk00H76H7tHTuONvYvdsY+y3B2foVMgCt271hY+UrjdGA/P9QUNrEOdfn5vDXDhPbccQQ5+8NrLA+f/9P5C/ciZizWnMR2MVfTGKoJgyC5mJno96joo9ixP9LqHicbhoyQOdnqYFu1SBO4b+u4cY+tihq76P9Sbu7CyX/tmfJUktZbJBiKU1/s4DGOPZn4OL5Pv2XI6Fu3/eVWNAegzsz/LmRexd2xj/3X+wVo9iRaSyXrZs1aD7GqyX1ZC5//0/UBw/49dbEhtcIgYbP2e07YvGfkpPKeihNNYqwZAkOsjKrtHuIEU1Rtj8tfeuWHyw8xfP0f72KzA8DiPDMDzix6XKhh9JnlvzcOkCpjVHbd/6NBZSWbbnAyE19DFaf/Rt3Gyb5scfwk1dID9+huLUdCWGoxZooLetHuPnGhlZTNEdp3v4RxSTM2RLKB5pdWj/+7+h88wJ7N7dmKEhNN8+KDyT6Dnr15L3tEJlvt/AlbV2hF67Q/65Jxn5xEPU//bV4bXVehT/wzZZ0Ak0VMYmjKf48OnA1iCmUMvMGzVhD9A2SKbMvMqdpq0HqhXKWMdq1aOshVTYn8ea6vVRQpkBG/OPgMiE4KG0xX1iwnMJyRrVPjH0xR5Xg/15LURaXdr//lm6z5zALLledH1ceb2MXPd6WQ2R6blSkSaxwUXrLmS/QZw40it0/ZiiooDivBIIbaMEv30VDtpd/XdqIEIJWVyn9J4+Qedrz+NoYHbdqRuCMSCFIiu+fANctdHgyDCMrhwb/mrLVXk+QUJqqFxqU3vwTuoPvaMMfk6dx01dUEy6W2h6KMDWMWyzBo0a2cQ4Zudmst1bAKE4/ibdIz9BZjtLpugqWeB/pHhtGrv77doXxyZ9XnzQX4wh9jWxfuMOUI2GERHfaCx4HABMnaH5c7sY+sTDy34OFz/5+QEezmBLK56TnCeYdKzYryRf+IXjZBFEWdZFeYVeOJofOcjwp1a/kPBGSPvLP6D9lSM0Hr677BOTPj9JnmeaXUm6AZFsSP19Yvxzc30eUIwJ6fvrNcX/SrIe18tqyIVPfr46L1JPOWZBXsYTClBdABYCp1zFMzZaqIqPTQfDRaoeMwKNX3qA4d/4xWu6F2l1aX/xGbrP/hh71y4YGS7HJRgKiuXrfRjr+1IFg9eWsdkwTgtt+OkUw//wIRrrwFhI5ao8nyBaRPYPfGrocXpHT5Pt3079wbuoH3pH8km/oQ44d9OzdJ85QTE5jcy2MSMNhj/1voGpoYEs0E3PYupKFogob5q1luAyCNYPhCn38TAQYsDkiFhMsBhcEYPa7Hw7nRenkfnvMPybH1jWc0g9nLBgB1telJa5Nb6QtPyGfsuprD9JJrp/P43xpArLGHBnLy3rum8Gaf7yQTpfX6JPTDyWUC+QxBz7IbZBfWIoN5j0+cbnffk+MetZ1ut6WTWJ6y+sK4g3NGg9hgLlJFaYrkNJ54FA2iixgi8EKC7xrNOY3FXdgmfDd6dnsDvfBkMNbfvg57vxoQXdX4p4PzZBAkDSjvE6roEN/6sv4V6bYeiTa2sspHJNygdYnBp67A3c8TcVSpsYh/EhsvHhcqP0QfdiZhaZnke6PYWKhusMXSE1NJIFWqNM0b7fCjbz1DRGYyRGEGe0oZgI2CzJxnMeGivUlXbeUnCCwYJxsHkTneMz1L53fFmQgh1paD1KyLqySbaND3LGVuKk52G+GISSsWDpDqFQ9+0mAvlqoJ5J04fXM/fd1UpIsW/90bcxEizzUmEQLfVyfkVIs9yBomKqbDymNAD6PR62jmBm5uEqWLjXm9zI9dI9dnbZ62U1xAw3tLdTMPiDAupTPP3zJE1WUQWcKph+A0aPjUfvV0jrWz+KHmAwQJ1/XteyBgMbvpybV7aTkSFNA7fGJ21mvt9XCekHqFFtBevHcwnIH4O8fYLu0Rnk8cMM/+YHV+TZX69cs/IJUk0NfYX82JTm3WMooqez2AOqH9pP/b37qb3z8qmhC48fVrLAgNlanyYZvtfYyC6gz9nHTqx3lQ0YETJvOkfsFrUA9Vs0BoOA3baZ1hf+M6MT41fMWqnWo1Qn+qLzOPFZuh5lkAcUT01pcblgcXHD61FupDQe0RT/4tQ0dtcWTfuOmsdUnmOALuPGE+ZHZpHcxedegdj62Z9/4WfoPfsqIAxdBQv3epLF68Ws3Hph8Xox27fS+sJ/WdZ6WQ3J9k6QvzK1dKwn3YBDbLYyf5J15oM7sVNvv2cMyXpOXq9ZahObyT37/tVKZMM3wNgw4g0EQSl+oEC8R2p9rK5E6C3aj8h4RCAgIT5WByAKrbL5DnonzpF97/i6gOCuW/kE0dRQxTrTtNDYfVSg9s7dgJDtm1jWwlaywONlTMUYTK+HKQQxWnGsWEyIuWTKHm1tUkdENWvHD6CgBWNq2WQRy3EikSxw/Pc/ecVrjGq13wIfAMFFiyRYXNH1r1pcaRJBmN+dbx7FSOlTxz4w3YJi6gIi65v1+1pl9NOPMfeZL4Fon5ji+JmIbVe43Zz0KXxHbf/bsHsn6H33WBVaMabkyBPBNGrUH/4ZipPTwOqzP6+WDF4v+dLrJbvW9eKz5eJ62brs9bLykiQ5JfWGeORhYH0Y6TwZoLBSiC0xULrfeqmalu/fF1eQv3EOw9WjDykbfsjaNK5QA8FZhEKzYkU0ZhcMgRDDcrk3yP3TcCZZD6ihmkCq4tnw7RoZC6ksr5/P1X7p9nFq79wdF/HQxx5i6OMPUXvnLmrv3L1sizKQBRI2dIBOF/KygyXiqN25hext49oS2bNHB7oAO1RTVuhAl47SpWuvHd/uILY5UNp0U69TeLLAy0n90P6oePQg1XNvaS9qH9EXpEz7lvRP+PB+pQV5gjGboXr0rG5F5RPZn89cBAawP0vyHKV6nv/kLbrfebnynAHF0tHnmy2zT8zNIMtfL5t1veTXul6KRetFZrtXXC+rIfVD7yhDHtGjhUoMJ/V003UWYjv96zAkFaSks0LMcCs9IlQJNGvx/GrW4CA2fIrQ6r0cl8iG79uyBDZu4xziO7CWbPgF4vuFDWbDd54N/zvX89hXRFZF+ayEdJ86TvHKmbixQnB5wc21MUWuFkJRUJx6Czk3rxXahXYoNK6g8c4d1H5+H+aOYe1UKb4zoR9cZTXWATYux/oWyiIOk2V0/uI5pNVZ8hrrh/YvcsHLIKWe1x+9n8aH7u9TJF4BZZbsvl3YreMDF0L6PfQtJESov2svbBpWi2vPtpsyOL4cCezP7nJ9YvoUT2XjSTaS0G/I3q19YhrL6BNzM0j3qePkS6wXabUxebJeJs+u2HrBrxcxXHG9rIYEAzAgAZUkAAEcNP/OA9QfvV/fTuaJERBrqN+3G7N1rHydMkmlOp8kapwwn2oH92A2j3rk4erWYOerRygNBX9sd3XtF0Ucr9qeLdhtY2oIeIXkXI5Ywdastl0pCqwTP04FrtDOyeJ8a/mo1HJss05xYZ7uGhgLqawY7LbS0v3G0RLCChgtPpjY7kA9U7qazCA97cWBNQmEYCkmp8msRS610IZQKZTlYyjBajKBdt+nARiQ+Q69I5NL8jVdth4lYsvE3yk7c+r9UF+6HoUl6lH0oMfeC5Px/Zu5HmU5Uj+0n7HPfpT533uS1hefoX7oHTQ+cpB6H/uzIWF/Foks3LbCwr0Z8OzPh4+tC/bn65XuN47CUuul1YEsWS/ioNW/XgzF5LSScl7lerEIxTLWy2qI3T6OCW1fRhsw3yW2xQjJBf6zFQYMD82a4SHMgZ2YTi9mqsUW8cYD6UGRxWXoFbwI+Q9fi+eNR5a/BrtPHSc/NlUyoJgyJuUuzWPHh8BYjDUUP3kLM1zXRojWIE6PtQO7Ixu+XFzQ+xGIzNu+rYj2I0qyMQowtTrtrx6h/siBNZvz61L5SKtDfupspfDLjw/4czfXwowOQc0qdu0CR5ODTLNX3LlZ3Lm5GJ03sR+HYtXWMwrgs6msn5CCwbU1i+1KZIGN9x+g88QRag/ehXv9PMXrMyXWjKHzV0ejS92PNTPfpvPl7yfYs3fdd22hdvAuOk++WPF4IqQnJk608Dva+O/WlkqK/3evs0/MybPI3JX7xNwMsjLrhcuuFxGJDByD1ou0e9hlrJfVkMb776X9xA9oHNxDfnoG98Z50hhP969eAnxMqMIBqChK94nv+325jPWYnZtp/OxeOv/3D/1DTj0eU67LgFggV7UGO994sZq9RumpmnZXjetGTRkUMotrFVib+XMDhdG07JpFZhe0Dby/fokWrykLr0MMLCokB+3eDTcWUlmXyqd3ZLJ0RcODDIwgSdCehQ4MNdSSy5QYUWnSQ1A/R7NB9LtCUNqJob5nm5IFPvMqbr5Tcd3d7ELc6K9EFth87CCdJ1+k++yPAapcY/H6JU6M8Lr/+jI4SGlR9dejVDyegDkHBABD/SatR7kWqab4P+3Zn1+/pj4xV0rxX0puFGv6cuX61ovVT11hvdSWWi8CMt/2KQxC/tzkDb//sAY7z7waEMdkHfZnmSbH4NGlSSt658jUeTohgzRAdaXrUyIS/vXGI/cuew0uYsPv91Shjw3fqSHgoXpygWxpNnx9APp9Ci+aFWfDXwlZl8onf+6kH49kQLwlpxXaYcJY6PQwhUVqShborGeLLsBmvod7VABoXYMB98Y5GB+imG9jCqeWHAbXzTGzragYnHOXJQus1KNgqpZVsvD76w0qCikVKUla4/cZKi2VtR5l9KavR7ke0fjMry1mfw4s3InHc619YoJEFugfnsbNKQt0KNYScZheb1VZoK8k17peJLPIFdeLejiXWy9cmk+gucuvl9WQ0PZlIWn7Uul0GxVMYvBJAlHConW4KOstQG2ufN9uG1PI/SrbvvSOTJaeI1VPVaAcr4UuInWoW0zRx4af4wtPi7hP6b6hafTZXduwB3bQe+bVwWz4/vPXy4Z/PbIulY+b7/R5DvRZcpRYKUZdSRGkMFDLSgWg5GjR80RQahoDJi8onjsZbDzA4BZ6SKvtXdQAdRnyl9+47GIq61FmsLs2X2U9ihef9golxBaCnGUwVW6ZepSVktVk4V7EAj1xJ0yUlmUQ8S2aSxbo56nt33rDiB2vdb0Q14svLL3a9dL2BLdXuV5WQ0Lbl+K1GczOTciZi0kBaenRlIYdfQrIQGbAK9Z4n1IeUwSi/gt303tW2740rtJ77h05GQ2Dy3qqCHR6kJvIhq/7mqih7dnwjah5FR0zBrHhe8UU2PCDgmZl2PCvRdal8pHpuWipXd6SS7BMEYwz0CvKCRe41oxWbOPrGIwJ5TWeq6kQ7d2uez3qigdLwnO5XEFGP+1bTiDUDuwgP36m6vk4TyIayUKDJ4R2rNy7jd53X6lYXPowiFBBqEdxN3k9ymrJSvWJqbBA79pdUpvgIrAhSo6mMyNg6GPDyMiIxgrnZsk//8wNYYG+3HoBqcy3pddLcZn1UrYZWHq9+PejpXTjZfRfPMbsv/y/AEN2zw7ciTfL9dQPgYfn4pMt7N4Javsn6Bx+ueoxp7EdDFLLaL7vbvKTb2E85H3Va7DVuaynWo6X56YTg3S08Z14NvxYnyWqiFI2fItBegvkz09GDwehZMOX6nithbEA6zTVujh7KU6UGGQnTIDSYUgx2woGG2IjhWbBSS+HXqED2Mv12Olpa/CFLrR7VQ61uOP7CbeM9FG7fZyxz34UN3URoaxHUWxc4jHcBxLORetRDh+rpnWmlpYTbFKPkk9O39T1KOtVpNVh4U++Q+tPv4OMjmO2bsKkdRLisMahlf4OS4E1oqnKVsC/b6TAjI3A7t30emPMfe5Jut87vmrXfbn1kpz2rRe/Efevl3zQeunpeplvD1wvFY8eg7S6q3avlxO7fZyx3/413NR5ABq/9CBmbCimVYf7TcsdwrGYfIvOt1+u7iNpWYSA2bGJoV99N/nUeYrJGezebde0Bqts+P66TNx1omKKnmoYV+fHp+t7g/X0KL5XmOkVkBcU3Rwp/Od6hWYAXphH5jveWKiO11rJuvR8gstrUo60iNX2WQrRogvnoZK7hLyii00SVHT9isynOXouteDDikjJ0nAFCfUorT/6Nr3ZBYY//vPkk2/hTk6TT56tejyJZdVvacXPNWrYfRPUD+zEbBujd/hYLIS8WetR1qssYoGu10EEwZWdMQN0gSFg7eKKhHMuTMzA4WeVIHL/fhaeOIo7PbMqLNAD10u83qXWSwpBJUFvucx68Z4C4XvDeomvX916WQ2JbV8+/y3y2TZDH38INzlNfvIt3KmZxONZ5jqsZdT2T5Ad2Em2bZzO4R/hQtuXa1yDMj2XjFdfzCcdJz8uA5lSCsGYBGrzkLwET8mJr8sqLY9yvwvIjv7dWhkL61L5MNzAtHvVBWLN4IWTnscsFpcMVNVCCx5F8EQCWWD3mz/qg7zKv8/2Lh8yKetRvk7ri89SP7SfxkcepN4pKvUoFihCPQpL1aNsASA/PnXL1KOsRxnEAm08C3QI6up00MwwjIkxecVw/UavVYsYCg+x3iAW6EHrZdD6GLBeFpNqUjkCqkgJ6+UBRITeovWi93m162U1pH5oP2O//WvM/96TLHzxb6gf2kfzI+/SrMepC7iZOQrvHTEzpx4CwLZRskbNZ06ma1DIj7/JwuGXL9v2ZblSGYc0FpcY0lQUESX0nsawpPzOlIWbpdjwg4eVpl9j1owNf10qn5QskLCQnAzMGqtYKqGTZVxYyQBWONQoLTooJwLlwqNmsRN3XBNZoNaj/H3fcuIV8iMnyQ7s0LYTh/bRYH8M2kJ5H+l5EVtOnIXZjma13aB6FE0lnlbLax2kEq+2RBZoYyILtHgWaBNYoAswxs+2GAPJFAqxNvZX0rSx4HF7y1YMcPWs6cuV61kvlayuQeulHzKmjFlCul4y7PY7yE9fG7nmSsuiti9HTlI/sBO7b7uSGrNv4LpLz2V6Lmn7soAdaTL0qYdpPvau67q2fjZ84rjZigKKSRyx75AdPI7Jvub6PNfao/dhgM5fv1TG7Kga5GtFy7UulU+QNCgfs8OSpIFoMfS70jFYmnhEpFBbaRH0vvnSYAuhd+1kgcDilhNHXyc/ehoadezEmNJlNGukyQxlPcocdHNAMCNNmtdYj7Jc0R7xJ+m+8BrS8u1UbdojvovJe9Tes5favbtumh7xy5GFxw9rhpRBh2KZrOnRs7EMYIFOoDkCMqJfoKzpq8QCHT2ctVkvhTfU1gvHYP8a7B19HY6+Dg1lgtc1WCe6GoQ1OIubnvdrEF8T9tCKrUG7ZwI5PhV/NkBv0geFCgHJkcQgSDwYynGCxGPtK8sI86/i2dazazauV0rWpfKpH9pPfuyNiiUQsdGKRZdYAsGSC+y8yYBVMOw+iy1dSGmWG40Ms6C8VdezmKotJ9J6lPNVC6bveC31KFcrnb94jva3jsHIHdrpcvtduiD6esRjNP22e36e7tdPYL7ywk3RI/5KElmgfdaRNQaWYE0HGcwCHdoRLGKB9h6sqAeEx9qduBVngQ7rhcp68bGfVVov5fvlemGhB6w/dvWl2r6I77g8aP3B8tu+XItogzhKDyeN6VQgUsrxSFtmu2qQKCI9gZvOx+Y633ypkmwhIVbXzZGp87Dh+VSlfmg/C3/2zJKYtYjQ+LsPAND71o8IIxgtg8xQu2cX7qcXkZnZEJMrMVGkDyNN3gfqD+6hePM8Resi2d6JFZl4q1mPcrVS9ohvYnbfpbNbZ67vCLlEj/jhYRi5eXrEX0mU2NGUUJL38sh7qmg8hFa7cyvSy3FvXlJa+0JUH9lMW8O3uzF4HA0YP7WsGISCYHlaDCSs6c2PXD+MuhbrJbWwV2O9rIYsbvsyi5u+VEmQuBFrUI2FqT5DYcC4pTGeNOYzIDbX7/HEoww4ItihBm6hC6wdG/66VD5K2OnJAsca0OoSgmOVwqzURU0th3ode88OpNODs7Ol64pRskAniz2eGISD3g9PxYG8GrLAq7q/FahHuVrRHvHP0n32VYzvER+ztsRULWZQkslgOcf6JIWgGBmBkRHyhTZzv/vkuuwRfzkJLNDgFSvh/kDm2mSjTS06FIM7dRaaDT9vCt9HBWoP7IaJMYoXTlOcb5WWLJTPM9ZZOIz3JAUTWdMbK0DsGNaLu+J6YRnr5VJ1XS13vfgNcDXWy2rIWq1BCMbC01QYUfpicfUP3Y8x0PnWj4hp9CGWWM/I7tmBvDVLkYwXpONbekzl63qs/+xeRV4Wutg1ZMNfl3U+oBXLgtA4uIds95ZFGrz710fp/tXRwZp9rk33Kz8gP/EmILFPh9mxmeYvPVhacC5AbcnCknLAgut9K0joEd975gR25wSm2cD4+hVE+4RojEL80Z8bwTiHMXpuTYGlwFAAruwR/5WXaH/x2bW+zWVL9xsvAuJjISrBwzPtDtLNkVwz3lwvR1ptlHpG+6fgHO7UNOZ8K2GBLjDOM6y7QunvndLdG6f09rgC63z2nGeBXglRVvPF68VU1stLy1gvXGG9hPVhquvFf+RWWS+DRFpdjY++ciZy+12LBDZ8EbBjzT5IjPgP73SWCiS0W6kpGz6bhvULPfs9KbQq5ef7Y3fdFyaRNy8iwpqy4Rspd9p1JdLqMPtPv4BrdSImH1oDp+dl24UEOkmDqn2W3iILIeloCdWBajxyLyP/5NE1uPuVlbRHvGQWu2+XZnBZg3bezQD//AxoOrEeFf225fv6rxicjpYwgrlwifo7xtZNj/ilRFodLv0P/1bnj0nmVf/56BDUDCar6SPJvK2WGZ1loVV1mGd9rOkmMwrRSRmzDBt38dpPsSJk797L6D//yMrc0z/9ghZOX+166YPoLlvh72MJ3MLrJUjk9HvhNG4+cPpp1+Pr5fRrf/kHdL5yRBlLXj9P/vqMJ3mVJcYveb1/vPxwBDb87pMvLt7P+pMQ/L43/oe/vmaez7pVPgDd775C698chr4HH2MU5aH8hxnwRUGS2E5IBoomW7AUt44hM7OYkSZ3/OtfvyXqaeZ+68u408qiy6YxzNZN+rwsCrEZD68QJrwpXXmTnCc94vHBUH2EIVUMZOYcw7/6znUNwXWfOs7C44f9bZn4LDAmzi9j/TwbakDNQGaxIfPN6nmZlqsqukznVxbo7MBOus+8qpXlKBSHCG5uAXNxPlqmd/zxP1qReda/XkDvqX+9xHUEG+tlgCzi9BsaIj4o/9wkuiYW05qDSxdgfnbZnH6lsdANy4to9BkW73dBjM9qof9YHhaPWxiz0sMCaDxyYE2NhXULu4G6hNmebRgMZuemKobplM990Xk/dUbYJJ0+9WoLa9FkJr+QGg/frb0xMDQ/snqpzTdSFpIe8boRie9MWbZE1oJK31LZd6oUV/jPOoxvyWvwf4eoq48vxKRAG1YV4HvE58em1vbGLyP5cycTC5+4fuO2kngodHqYTg7dAskLJM+RosB1e5A7pTXJC6UxcQ7pOWxR4N44RzF1DjffhkL/1haFJifMtRLFLhSnrh3CSaWyXnZs0ruprI9kQwodYPvXi7369QJmVUsBbpT0nj7B7P/3/6T97CnYtRszsRmadYVUCdBz2a7aGIchV06/HbvgZ+6ltzDM/OefYf5zf3lZaM5EJuzw/PX1FBI1fecQxo1Sg0RI1J96yq5KEkL8ewNbR/X3hxtrTs+1rpUPKFkgIw3AYO/ZER+ogSpHU/J6OLd7Jmj+7QN9A1C+H6EDERofuE/rFLqFkgV+/OYn7MyPTdHt7xHfzUuF42MS4nyPeFdgxfmj+AZV+n7ZI76MEQ3uES++R/zhtbz1y4qbD9CUn0d+XUZIMVEMgLJA93JVRLlTMs7CRW4t18sRr4BMnuPyXBu8PTeJ7fSQPIeiwM21kAuz1TRZlAV6pSSuF6PrBdL14qrrJY0N4NfLL179emlcC7nmOpJBnH4M4vQTnf9Xw+nXuwynX+ORe32mmWC2jcXxiB5KH7ccrqpQcBILmqPhTfXvoBzn2n/zM8hsBxCGPv7QmhsL6175lISd5zWb5pcewI4NeUvBVAcieeA4oZg8q2SBwdeU0nIIf2d23MHwJ36BYup85Gxaa4tgpaTz1ecIljx4BRQs9rRH/F1lj3iX9IgnA7OoR3wOUmjwXKo94tWj6mEbNdxsZ817xC8lMj1HmQ1GxfOpNAwLWUZp7KPnvaB2D+kWSDf3nk/uSTmV4FG6qnCKTg8Wesj5OVjoEn/QK7j4eysk/eulucR6qSoYuW3Xi7Q6tD73H7Xea/fbMfW6zmdRw8qE5JpwHpJyXAE2JOk4IAfjFZYRjOf0az1xlPa/XzoRZ/TTj2FHmphmRu2eHaWnk+xj0KeI0HHJ9m6n/r57SoNc0s+X42YE6h+4V+t6uj0aj9y7Ljr3ruuYTyq9Iydp/dG3sW+7g8YH30kxeZYikgUmCGiavhTf0X/H9MNGjWzfBPUH78KMD9N99gTF8TeVLPC3P7rmFsFKSIhrxNhFEsuQ4SZ2fEjjPVYBZzNcRzpFJehee+Cu2CPeXVzQL/abp+AhGE/6KhA3VBy4N97CGMf4H3xy3T3PC5/8/OLYTuW8fK2MMfadBwkTT5L5Fc4rUJVUsHfxryGQ3buTsd/66Ire47Wsl7TAEn95t/J6STn9aDawd71d57PBB//xCTjWJ2skAx9iP6GPgfgOsIbIKCFhrZw/T+Nv3bEkp1/vyEnmf//rZAd2UDuwk+7hl2Gu48dn0L5GJdRTvanwP19XtnMzzQ/eR/fISR2zvddOiLrSctMoH4Di1DTzv/ckcqlN/X0/Q/3ALlynh3iiQOcrlukWuJk53S92btYpMz5ENjGO2TZGbdcWBKE4/ibdIz+B2Q716yQLXG8y+6/+HDl9bnE2lz+a8WFMo6YbTpYhBmyW+XPdbe3Wcez+7UoL1AvkmiTB1hI6ihX0vhCueOMt6PQY/scfWLM2vUvJxU9+3j8Xn13kN5qB2W/0n4c6KIlJGQGbH8iaHi1WzS6K3FqJJVt/735GP339GW/9srz1AnRz3PSc6tzbaL3MffbLSq1kDYyPaIwHlNOvkqThE3I8UwQ2NKy0OBfqpSASYhCYJDxTCAY3PcPoR+9fktOvNBbGaX7wfoqZWYoXT5ds+OE66MtGpPTM+9nwG4f2Q6NG79lXyY+fWXds+DeV8gGPz3qyQBo1at5a0BTHik2X/lV83U3PkR8/48kC2xXepltFpNXh0v/4b2PWzJLZXCO+R3yw9q2ppBMDYCxpj3giVKVHcWr4GeM9fvHg1em3kMJRf88+RlYglXgl5eI//lNo9xZ7PAzwhPqyxcK0qngMMfgb/isVUMqa3l8Xg/eMmn/v0KrFTKrrJaN2YGeyXuKnqK6bcv246dlkvSxgRpq3xHpZePww3e+d0MJgY2DTKGbzmHov1lDh9AOlnBI8A4i+bkImqEdVdNT9+onnMZiITJ5m9H/5u0ty+qmx8HXcpQWl9jl4J2CioVB4KFUAOXNBPdJtYzpazRp25xayXZvj2ObHp7Rl9zplw7/plE+Q4tS0EnYeeyNaAHbXFsz4ENn4cDVo3MkpIllgTyfYcJ3mL7/rlsjS6ZfuU8dp/fG3laFgwMZqrKYJa78Z3yMer3gs2jERYgdPzOV7xNPfI36+jZyfBQw4x6Yv/E9r9SgGytz/9h+UBXqQh2OS80QBVTygvvoKJTDwnlBf0kv90fsxQOevjgKlR0RWsqYPraLyCbJovYhgdyfrJVU8nZxiehY3c2uul/zYFPOf+1qyDgxmuInZugkxpSdMlnD6Sblu8EwYpo/Tr2x3EGKEWUQGnAim08HMXbwsp19pLLyCadQjFGcnxuI+F35wKTb8YnKa/PhUZMMf+vjPrUtj4aZVPkH6yQIHezzl+WqSBa4Xmf/9r5O/MHllzydY9JnBNGq+hiXT1zMPQRnjiyclWnMC2GYDe2An+UtvQJ6jC85oZ8VzF31Gqk6t0f/1V9ekTe9SEpRP+nyiEevrnOJ5vwIycadJNE9fjGRRXcXg86CIRv75R24YM8DGeoH53/kaxfEzizxfs30zZFmcB7V925FuD/fTS55s16+jLNP10u4qMpDGQcNu6guOxUPTxsdC5bUpmh977xU5/UpjYQqQyIZvxoew40ndESzNhv/YwXVtLKxLbrerkcVkgUrW6d6ajRZJ7Z27ASHbN7FuB2JF5bp6xDs9Ft7SE1QRucU94ovnTyZMB1R6xIcF55wjf3lqXSmfW4k1/Wrldl8v3aeOU7xyJondEcefVhs7rJx+IoZi8i3MUAMjmgVqPadf/cHdyLblcfoZkWi8CYpELIfTbyk2fIe2/ltLNvyVkpte+aRSkgXe3lLtEe8t8wAlQVRMMd03WmZOLbbC+eB7oRuwb/ETbK3CJQtWRFOMO72SY4p0Yw4o9fqRW5E1/Vrkdlwv3W8cjQZYHFe8gdbqqOdTz5QaSRy0nEcEyjYaxeS0QtqR0y8YHhBjol4ZKfKs71sEZ4icfstJxFlPbPgrLbeU8tkQlUqPeIKi6UOKEsXUT+tu8ArIGMQ3RHPBwkewYvQ8pBND+Xephe8/v1Y94peSW501fUMGi7Q65KfOquKgui5Aj26u5Tn9rMZ6XO77ODnP6Qfu3Czu3FxwdSqcfiKaLar1NcbXgep6EAyurR1Me8+dvOos0LVk4l4NWfdFphty9RI2QiRU8FehoH5LPO6TaeGhVM8jhORQC1D6N1j/viFuuKALcq16xF9ONljTbz/pHZm8ArOFV0gLHegVSN5T+CzPlWaqcFgRLbR2ynJhnEMKPXdFQe3OLdQ/cB92qI64AiOFvl8UuIuzcT3mz0+u2XNYL7KhfG5BsSONSuwhbICmshGWllrYKNNgeamAXEUBVRWZofHoO2l86H5CtH2QQlpvnS0Bmo8dxI406TxzguL0ucp1K+VMOC2TBUzlufTX8QgydZ7Of/phomB8jKgPelO1rCzQtxvstZaSP3eynPdQZqmhHno5f00fp59TyqRCqZRMIZAX+l/k9Csip5+bOk9R4fRzyuk324qQt4isa/7DGyEbyucWFLtnIiYZQH8w3PQpmCRIPpB6pe91+jZmkspvVzo+pp6R7dxSyZ1aT2JGmgx96n2UinnwfUfKkv7ncoXnlHKmVRTWVs/hFYklN+RGiZvvJLFQKp5PgFpNsnAip5+npJJejimcUicFTr8icPoVkdOveO4kpsLpt6CcfjE9X9fjSnL63YyyoXxuUQkKoszCSWMzDLD0+zyWlDOPvo0V4obc+eZL9L75UqLo9PdcN6eYOo8I69LzgTViTZ+Z5VZiTb+ZRKbnEoOJRZ6P6fPco8HmUAXTdX2cfk5Tm/PCc/o5XFdJZl035fTrEH4wQNNlfc7tKxvK5xaUEEeoQm99ljgsabmTWu6pAur/Pql+LnoQaI/48Ln1qnzgBrGm17OSBRpzy7Cm32xSnL102VhoFTEOCEE/UoAmH3hPiF6hZQq9HOn01OOZb2MWutDulVCtfjPB1TIYpNW5wU9gfcmG8rkFRZVPFUqqeDwCjUfvp/mh+/uC4/7zmSW7bxfZ1vHq+xVFU/WoUuiq/q69sGkYA2Rr2CN+OXJDWNN/5d23DAv0zSxlbCfp10SIffoPXQ4p8OuIeN7fN0cit+FgyNv/gH/dnS3TpW9H2Ui1vgUl9Ih307PY8SYyr6nO5XKTiHUjJeQQsrNCj/ii8xpMX6osHCUPLZMQIPEI/HnvhckSalrDHvHLlWzvBKOffozWH30bN9um+fGHKCanKU6epTg1XUkS0AdXbSUdsvviRtTIyPZNKC3KtnG6h39EMTmzrhiFb0sZbmDaPW859ZFxDqp7C+ehvium4csiwwuo9NsJnH69b/5oUcw1/H22d9saPYj1IRvK5xaVxiMHaH/lCLUH9+BeP6c94sN6wtD5xtGSqyypYxEEWh06X/5+ZWGKOLJdW5ffI95v0DdLKnH90H7GPvtR5n/vSdpf/Btqh/bR/MhBpS6ZuoCbmY0s0DIzp1CLAbaNYRs1aGRkE3dgdm2OLND58TdpH34ZZjs0bgEW6Jtdsr0TyukX6rUCF5/tU0T0sUXbAJXRp7DCvO9LWsGbKcZUFJQBqJWcfre73PTcbhsyWC7fI97EWOeVesSnC4jSAdLDIEhCSodgrXvEX4sMYoHO9m8n27WF1Hf0n150XmVNv3VYoG8FiYSycQ1cDaef/5KblNNvPcptqXyk1dU+HgAjDbI9t6b7233qFVp/9O1Y11D2o/EeT8LeHF8PCwtiNhBQgSBKC3Gxx8OWEZiZh+E6d/wfn7ppLf1FLNCNLPa3sc16aRkjkTVdpueRW5AF+laRzpMvsvBnT1dZ3fuOkh7TdRKRgUT/sDims2hdeGod5XoD6jXwnH53/OGn1nU8dLXltlA++StnyJ+fpPvCKWTeE5VlNXCFTrJOF5P3qL1nH7V7d1J7z76+fic3r8x+5ksUp6axu7bgpi5ULTvKY4iRxmPQPFkGhT4zSRVRf8xDoPYLd9N79lVAGPrYQ6veJuBGyGAW6KU8IG0MVz90a7FA3yrizs5y6Z99IXo0/R4OhiqnX2WdADUbOf3cTJIsIKQB1CQGpK+JP9YP7qV48wLF1AWyvdsY/9w/uCH3vV5lRWM+yhbLuvEoOn/xHO1vvwLD4zAyDNvvggl8YyhlmQXAKAdT99w83a+/ivnKC9T2baH5a++ldu/NzaM0+unHmPvMlwAhO7CD4vgZYsdR24d998V4avvfht27jd53X6kES/GsvRETb9SoP/wzFCenAa3cvxUUDyyDBZpA7HhrskDfSrKynH6Xqp/r5/QLsaANTr8l5bo8n/z5SXrPT5K/cRH31pwOXKMJve6aehS9p0/Q/trzCA3Yuq20YISyI6FR2nRjgwFfnXi05jHnz1HbOczQJx5ec0V6PVKcmmb2M3+ujan2baf77KvIXBsgQgsVQz6VCvSWnmv3xmznZuoP303v6GmKddiqd0M2JJX2Ez+g/cQPaL7vHorTMxSvny9jO4tio+W/4/JIkWm/LszOLdTftYfOkz8sYzzhMCgGhNz2kBtco/JRj+IYDN8BoyMwNFxu7Agi/X0y5uHSeUxrflU9Cml1aX/xGbrP/hh71y5kRK9LYxumzOaKfTx8D3brSQWxEVGKG+5CG346xfA/fIjGEv3XbwbpHTnJwh99GzYPM/Thd5FPvoU7Ob24R3yS9WYGWIDB07H7Jqgf2InZNkbv8DHyybMbimdD1r2UiTidct6nHWoZEBvtXw9LrAtIYkAJMgBUyhEaj9x70yXirIZclfLpPX2Czteex9GErVsTj8L43uZhA7vxHoW0usx/7mu40zOYnW+D8TF/h8FssfF6w0YbzRvRW0giHR6+Ld83b75J49BOhj758Ipc71qI9oh/0veIfwf1g3cinQI3dQ43M08xdR4ANzOH6eb6nLaNYRo17RG/bRy7azPZrs2AWfc94q9FQjIKgFkH0PGGrLx0v/sKrX9zGBIFE/eJRTHQKyADMCD707/oPR8Rz+k3M4sZaXLHv/71m36drIQsS/moR/Es3Wdfxdy1S+Mny/EowkaPdoSMIwor6lFIq8vcb/05cm4Osgy7b7e60DZwOGX+ukxUMv6FqCzDuf9H0qFTMFgcDnP+EvW/Ncbwb37wuq53LSXtEU+jTu3ADmr7t2O9QiHN4hpw7qZnKY6fIZ88i8x2MMMNhj5+86YSV5JRWoXOT59kIQZMp4Mpcmrv3kvt3l23VDLK7Syz//JLuNdmMDs3IW9eLD0eSbLfKkhAHzKQGUwhFYVT1v1QUUiNh++m+8wJDIbm3zu0Qa3k5YrKp/QozmF2bYfRsUqWyHV7FD99k8Z7r8+jmPvsl3GvzejPbhrDbN2s/7aqCDE+IEhwsU2ZrGUCw5CHCCt5/OGa9W8EMDPnGPrVd97UEByEVOKnyY+d0RcaNezEKHbbOKZZ95/yQdPYI34Wupr5ZkYa675H/OUkTUYxATrGgG+dXQL9JXRsLl2A+Tlq+2+NZJTbWdzZWWY/8yXM5hHM+BDFiTeB1P7s93jK82zvdmr7J+gcPubfqyqcyHhRz2g8fDfFybcoJmduyrq31ZTLKp/So5hHMovdt9uvT4MDzGU9CqqxH/1XxaMgZJlch0fR+uPD5M+cKLHbO0awm8cRa4g92jOLi/n8EBSm8T3ZsaWiiT3YQ5KKSy/X6PlrbzDyzz5E7b6bf/Pp7xG/VG/4m7FH/CDpPn2c7tdeoKCB3bZN7YwIGft5YgwiNgafg9EUjZb5Ocz5c9R3DtP8xC+Q7Vm/xKkbsrRoIs6XtJB43wS9Z3+Mm2331fWk0BxJPYJUYsOVGBBgdm6i+fA9dI+exh1/E7tnG2O/vREPTeWyymfut76MOz2jD3vTKGbrJv13n0dhIVYIL/Io/IZ9OY8CgGvwKPJjU8x/7i+p5O2PNrFbxn3yg8aiMMb3ZC89H2Ns/Pno8UD0zGwMFpoEMtTPuHYbO3eR8d//5LKv9WaQW61HfCoV6HjPLu/peEMqzguArLR2pUxzkuD5hhgmBmm3MWemGP7EoZveE15LWcs4W+/ISS3E3jxC88MPVjj9INU38V/plUOicKRRG8zpt6F4BsqSymfh8cP0nk48ik0j2E2JR2HA2GAp2goEpx6FxLTm1fIo5n/na0qX4SuSrbWIBfv2rVEhiTHU3rEdaee46dmI6Qpg6haT1aCbl5avt2i07iVbVMGsT81Q/Pg1hv/7n6f5kZsz1nE7SQU63jmRJKNYDx/7jcX4NHxrSgPKJ9G4mNUE1hicKzci89OfXjd0fDuJxtlO0vvhadxc7lH6DMQh4jC9HqbXpf6e/WQ3oEQjJOLIpTa1Q/uoH9xz3Zx+vSM/gdkO9Q1OvyVloPIJHkXJgQRmtInp9yhsSDYAG5MPrtejuMT473/iihfefeo4C48fVkWXXqc1yHATOz6kSjF4PsN1pFPo+/5ztQfuwmwfI3/hNdzFhXidAQ5UbDEUpCaemwP3xlsY4xj/g09uTKx1LNLqMvfZLyMzs5DVMPt2eq9cPfhY9xXII4MHZGw5f6OeKY0nJMQ0/d+dv3DTJ6OstnT+4jk6334FGRrDjI0hQ0OkUD2kiIjFtObg0gWYn6W2f+uqxtk2OP1uvAxUPvO/85fkr7xR5Ty6Ko8iw2TZFTwKV2bBBefWgJucYvhjh2hcwaOY/Vd/jpw+FxUJUHKVWYMZH8Y0aorZZplev838uWpHu3Ucu387+dHT2os9KMywyZQa1GPANjIBFG+8BZ0ew//4AzQe2YBc1qsE6FgMmM1jmC2bknnioeEwb/3RmlKxlKzGOufxMUudzokhhYGZcwzfAskoKy29p0/Q/g/P40wDs3VrtdAb/xxjggcQoE1rEOcN3LlZzIXz1HYMMfTJ1Sv63uD0u3GySPkM9ii0bofRJmY0eBSAsdjhBtLJdaLcII9CWh0u/Y//Non1eCvWp05H6G+kialn0UvT2I/fcLLEwnVh3oeNhLgwxIEJlyd4q0yQ028hhaP+nn2M/POPrNiAbMjKycLjh+k+faL04DeNYDfdUXo8UHrMRmM9Ejx1a7QLpX6IcmcsITgDIOBCqr6AnHqD0f/l1khGuV6RVof2v/8bTTPeuxuip2PKrFgbEBCrK88beFgbFXzMmhWQdgdz5g1GPvEQ9VVU8lVOv5lwRyRRIFIPqP7efRucflcpi7jdOt94sbRI+gqu7EJXayAaNaRQj6KYX8BmWckVVhjc6Rlszar7WRSEAlNJgrW4nOBZGGORwunvifZJ7x2ZXNKj6B2ZRESwxsbkEyR47v77RDALXUTqULeYwisecZjMIrm3fKVQTN85f52aqZfdtQ17YAe9Z16F+Z56bnhHaK7tWWoNvedOrvigbMj1S35sit73TpQGFGDyAnE5RizGOcRab1gZkFw9IofGDgv12GNlu/MbI4JFG+pJiPmEdDix8LatLDz+nWVBx7eySKtD63P/kfy1aezut0O97o1Nh62UNxhVMM5D4q5Q48DHWmMsznmDcqgB+/fTeuIozdMzDH1ideJsG5x+qy8V5SOtTqyXiVk9wUMOUNR8G8R7FBSx8Mpm3mLJDG7mIu7cbMWjMAm2qx6FYMRgDbrxi9HkhV6OiJA/d/IyyudkNQ1y0XV6RYhApwe5hYaH+myGFAVkFudyjLHq2cQUPD24qfOY8SHth5Pn8f5NzyGzc6UrZAz5sakNS3edSeerRyoGFAak3cUWDqwg1kAh1N6xHdfu4c7OIs5gjUFcrtT3dYtt9xRyUxdHHaVA2uXJwEoKFYdp1ijemKfz9Rdv22QUaXWY++wTyPQsplbTDqLiwLlIZquejI+9QYQyMQYTWpgbVeiGIhoGMels59vpvjiNzH+H4d/8wKrej90+vuHNrILY9KR3ZNKHXkx0UHwohthqWQQWuki3p5t4XmAKh+S5TrC8wDjB5AVWHFLkiHO4QidftmszjQ/eix2qgXO4vNBq8iKHi/PRo+hezqNodcrrlMXXqQ5V+YYRUWiwWyC9nrYI6PZUkXRypCiQXoHz92Nzh8wtkD9/ElnoIIVD8gJabeTCpRhsDoo3f3lqVQZnQ65Nuk8dJz825T32ElU2GNzsPLgCcocRR/GTtzAX5jFFjnVO3xOhdmAH9Z/fh7mjiUiOKfTzpijAOZ37Uqhh4hwUBUb0dVuvq/JrddbwKaydzH/uLzVV3xoYbSqa4dSoxDlFHwqHlQIjBdY49TyNYFyBMYJIgRHBSAHGgcsx+L8Nr2/eROf4OXrfO77Wt7wh1yAVz6d35KSP9SX04iE4Gyz/6FHkkBcKwXlPQwpJPAqDEbO0RzGfehQG0yuQ2bkIcZjLeBTF9GzfdUpynZRZSyLRMjXG+IlvFOKzBoxCfeJb/ARUv3CUHpUI5E5p1J0L6TgEKo2Eu2FD1ol0U+g4QGPeZDbtnno1jUwLSa3BzbdjjBsLRizy+gxSMx46VoPIFSE7U0kjjTj9myLEhJz+3wm0u5eFjm9VWXj8sDZqDIvJWoXUUgjNhiJ0FMos8PtHET3LzOjzDHFXhTaKZLXpgNltm2l94b8wOjG+gT7cZFLxfGh1y7oW8I5DQLZT9tYS61aPIkfy/Co8ikmknXoUC9GjKMlJhfzlNwZetEzPJVlG/kIlXq5+JnIslWyy8VxACgeFQ3qFKr5ODp0c6fSw3RxZ6MJCR72sbi/BoPX3ItSCKDS3IetCpNXRgsXLzFvm20g7Vy+mKDAuHB0mdxjnKM5eJD/yE6TdU8u9KLDOYXK11vU1h+TBku9hikI30F4PgPw2iwfmx6boPnW8XCXGaM1OIRrLcQ6KXL3LItcct6LAoh6PpfCepz5HnKIlVgQjORanXqhz6iGJQ1yBeftWFh4/vKb3vl5FWl2KV86Qv3ImFvKuF6l4PsX0pTKWksZ8EoWQehIVj6JnEJN4FKAL0/R5FDZ4IAI9h3R7GjuREtorPYrBUmnwlFQel68TobdqYWtJmRG+B8L9lgpKnFMFJUsrsAjpYXBnL63AUGzISkjvyKT+I0maKSlSpHy93UFoYOqZxhKs1WSETCe8DYXSeENGbPRvsztDMsqPYb6bzAs0GcWXFdxuySidrx5Z/Nw7Xch7WnohDizU7tyK9HLcm5c0q60Qn4GYYZs1jc2ZMttNxPn9wWHFIBSE9W4xUK9TXFy4reNsQWIB7wuncfOemd76Al4E0+1iel1q79m/5l2bqwkHZ2d9dwQbs5+DpyzJRh+TDFIFFDymQjxm678zeBpogoEmGkhc2OXGnkw0Lu9R2JEGrtWtKsCQNZdeJ30dOwNnE6WCFXHl91B6TOFztUfvwwCdv36pVGD+usPnsr0b3F7rRXpHfuL/Vc6HMisyxOq8XdXtaayyUUNsAVlNkw2yDFyZnanJVx56E0fxxnkYG9JOmHkvJrmQi0LHBPvk9klG6T51nPwVJamt9MERkLk22WgTMoXY3amz0Gz4zp9F5FisP7gb2TZG8cJpivMtLe+IiIav93ElNYr1iSCCxWQZnb94jsYjB27LzLNFBbzb78S8zcakKAxYfL0lht7MHL2vv4o88TyN/VtpfPS9N3yeVpUPZbYYIbZDdYPH+KyT0K9noEdRfmf0IDx4u6RHYcLGf2WPwu6ZQF6ZSjycAZ6ZVzClp0YkNY2/F643UTjp9VcgSP+AoqKsZ9iJcd2IbiG52fvZlAZLmfW4aP5K3L+05qyTQ2ah1tP0eyc+9mPAGgqnBdH+W2F+gfyFn4BL3PqFrjYoC5lxGrIgf/mNFV/U63GMut84SjBMo4cZYq/tDlLPfPG5wfU04UBr7zRt3RhDMTlNZi1yqaXJBUUwECFC7FI+cufXp0UoDMh857aLs4WuzY4GZvedCdLj4r6n09Qg+HIWLDI2CqOjAHTn5+n90TOrXsDbLxXlY0eaON/hz88cYmW/3+CpdP7kMh6FVDwKlyiafo8i1NlUoK8reBQVzyyB2Eh/Nz13fRtRyq4d3k+uLyjCzjdfikkMCPG+XTdHpi4gwk3t+dxq/WwiIWo6/racx1AZduJG6RwmgY4VrrAR2nG4+HfiFYsRg/Ry6OUaQwwePlUD7HqleOUMvQRKwYAYq1mcIpheFzwX2lpAKdLqUJyaLp9b8DBtgNINMteC0SGoGYytgS0U4iycekQY3LlZ3LnZOEC6DkvD0mR+XfrYsCIvWm8l7R7W193dDsonFPB2nj6B3bcb0xzCiIsF0LjAWwjWJ8dgA6OMoksmcBmOjiCjw/TaHfLPPbnqBbxBqspnz7bEoyg9hnQhp55FMEOW41EMgrT0LIG8RLxHcQf5G+eWvOj6of3kx6YqCo4+BVM5d+V1xvtIris97z/G65YqhGiHGrgFtbJvRuWzqJ/N9rt0TJN+Nro5K+tz99w8va+/Ck+8sK772chZv3n11X0NjFWm8ySNHRZ+vhSaBpmOO2IibByTWsKRvqSX60xGKaGUcczYKLL9TtheQlrhF/X3LL1zc2syRr0jk3Hdp1myenVBERlN4BlqILUeoMozsOFrnaAj+DUWnzVoDM4Zanu2kR3YSfeZV5H5ToTicIKbW8B6AC5/bnLV73etRVodTWc/PUO26+2Yet2HK5zPErQxLhZ4M3WeF/7xenJo8bGz8NpQA/btp/WV1S3gDbKI4aD0KMpgfepZVD2aAdDGII8iSSIIE6z0KMLGrhNVPYrzcBnPp35oPwt/9nT5+wGqSxRO40P3Ywx0vvWjcqPxisjUM7J7diA/naWYuURM1yZRjAFi61egItR/di/51HnMQhe7Z9tNVYBW6Wez+84IjYgUKAdfKBy2hO0Dg3avHRnRQPr8HPnnn16X/WyW9IgZMH+NTTz56vyJHG4Vj5iBHnr0jMPvUyo+99bVJ6NUuNB27fZMHGB86nEoTwhD4xcYjA0jYYzm5sg/f2OglPy5k6UnQrl/4KF4myAodHqYwiK1DMk8vJlZXFGoApLUYMAX/oJ74xyMN3Hzba0rFLXoXTfHzLaiwSS4WzrOJq0O8599gmJ6FlPXAl7xKf/WZ4dFjxP1KOM+HgwB7+lLXCfWU575abzj7bT/6+oX8FZSreuH9usNhoU1ILhuoMxOSz8niYeQHPs38Pg96eeCAvIeRZhISykfu30cO3GHTsDRZgKJJdcbHmRyneG6qdWwB3bB5uHK9RIhxuQ+/PelG073hUltvSvQeP+91/70b6BIq8vC499h4U+fwg2PY7Zs1jRV43BOC/mE3CscwRhNJ4YCg3/fFIDDjIzA7rvodseY+9w36K6jIj8z0qjEHgcpBj1P0uXD++l8Teev9J37edF49H6aH7q/nF9980REqVeWK9LqsPAn32H+T7+DjI5r/yycr5NxGJwWZKLjZnGapiwFxgpG9H0rDjM2Crt30+uNMfe5J1e1ENPNd3wSR6KITdXzLD1LtM6ul2sJQ+7LHQqHdLV20PW0TINegclzXJ4jrQ75c5PYTi+Wdbi5BeTCbGlxeMNxqRKNW0HmP/eXqniMUe5K57RQV0Q9GVMgrsAm80bro3SepPPJOkdZ2KvrPcwnu2UTnRPnVnVtD1A+fQuoT0HUH72fRlhw/Yoms2T37SLbNr60QgqW4QDoq/6uvbBpGANkV/AoAq5be3AP2Z1bF0FmnW8cpfvXL+mE7FN00urQ+fL3KV59M1GMDrtzC41fekC5ukLW3aLrLz2+8pmtbwn9bHrPnMDu2IZp1jFSVoxb4zcwxL/uq/eNr2FBJ7b1EzlWpDfrsG8v7a++RPuLz671bQKQ7d1WGZ8YexF8sks4d+V5/zyORynPKwaZKdOwPTdZtLxFMI0adudmDMsXhVL+I93vHSfb+TZMva6wVHjulPVFoS4mbixWQHK0yDUnMgIYUSjFc6G1//3qjJFMz+nzDVB6icj3rcskluOfO70c0y2Qdg/pFkg3x+QFdPOomOjp6xQFRacHCz3k/JzCeOEHg0VfpgfdcrLw+Hc0tuZjOVoe4Bk3XF4yd+BrpBDPoanzAeM8Y4TOK+PnCWidm8V/j/+83bqFhS/8Z/Jjq8PgUlE+6lGMIyKlR0HpqaQeRQpFxBUdPIpN2iVSAiNA8ChShUSfZcnVeRTNXz6IGWnQffZV8tMz3iPDbyDE7694VoM8Mymvs3j9HJ3/9F8HW77+PsvrNzQeObDuIbfQz8adntFEgpEhX7znLSVvCelE1QmplCdeIZlS4QTrW1AKFKNRd+Ttb6N7dGadFPolUGw6P1PPOAatS8US53ff/KzE+vo8+M43X6L7zZf6DBKDdHPc1HlElhcPDFxoxWvTEUpB/AbgFT9SoG1IHILz2UzBQCj8Gsz9tTqs9ePplZbZ+XY6L06z8Ph3VvyJF2cvVWK9JVISkjpgMbTNIgSFwqnC6eba4qTTg15PsxE7PY31tLvQ7lYNApESYsXckkXf+bEput97JckmBHp5pHpSD8grl6LwxlXh45NB0YiaB84XSbsiejrgC3bRAt6osN6+bdXWte1/ofHIvRgMtQfvSjwKEzfw4FEM8mxKj+KnlYUaPQr6LcjBHoXhyh6FGWky/BvvA8J1EH8PEf+gE8UToTdf4Jq+LlQLCtHv678+MLB1FAOY4br//fUt87/zNWR6VreFcVU8akHnnqvMe0CRU0s9nWhZuxxjtJocwoQOrrzDuBwjBbL5DronLqw5BFc/tH+AxV2dd9XXk/R/0XMQUo84nZ/lhhkgvL4NFcE06/H95SifwIUW2oAExYOUG4VxyoWGZwIwngtNFYy3ZMVvJCYvudCcf50Cs0pcaOXzDgqmVPyl3VYqJEjHgcr6o2+81KCUJASgv1gxMIypjLM7W7aAv1Wk/dUjhMadsVCt04E8x3qGDpzD3rUF+7YxZZBwXqH4Z2ubnurIGzNBMYU9wbiifD/Mu3od5wt4V1oWKZ/mLx+EkQbdZ39M/lrwKAZZjn0be+JBlEddpVfrUdSX6VE0HrmXbO+Exop2bY4KkXSjqXg4yQQPnwvZcPQpxPTor6/23/wMMjOPIDR/+V3rvpht4fHDFKc9S3kIujtXblh+guFypTBJKEvEe0C6gXn4zf9dtJAIUJz/7JZNLHzh+6vmpi9H6of2L/LI+8/rH9JYDcn8iMfMkt27C7t1fKCnHL6v30OKySgeOgaWlYyy8PhhilMzZfZa4EJzqtjjs8d7OnhSU0QtXm8QZEZUKQWKmqCQ0FieeINBudBWGEoZbiSeTX+93dLjUIE0+59zul6Tddl49H4aj76z/J0EYg0OQbZ37eueVlK6Tx2neGVKEafoSnrocq6NFLkqjrzATU7jzs15FnEldzbiqN23g9rP78NuGvJzKxg4zntNWvBLUFhxvWvxdeerz604Ue4i5VPxKOjbsDGLF2DqOSQbf9zgUwgMiRNwkEcBYIYbV+VRjH76MexIE0TIDuzw12Mq190fRA4KMtu7nfr7Dix+n6oCNfUa9Q/ci5s6DwiNR+5l6GMPLfsa10JiPxuI2EfoZ0PhMHkeubPUAsq9y57rhC28ZeQ3vjBRRTwU5ArEOe85eEtcHMb3s1krsdvHybbfofNsrEkZY0jnGzEy0G+JGw8dm03DFYtcXGmo9Bs46fwJ0DEiV4SOFUo57utjdOdcigtNilw9mMtwoUkfF5rG7vzfVbjQVhZKyfZOVA1JSkUT94cB5/pxRSIGGojAIkMQymza5HdMLSPbvSWO560k3b86GhVrLGDGJ3G029DNcbmHz/Mc5jueG098/VmBnJrGnG8hF1sRqtOjX9d5ji0CkqEs7eIKJPcGZ6tTUletkCxSPpB6FGB3balYILCURyHxdZKFCjLw72CxRwHiYznL9yjs9nFGP/tR3JmLADQ/fBDGmot/L0z45Dz/yVt0v/Ny9bpBN2R/fdnOzTR/5d0UUxcoJs/6JlPrH25bqp+NKXSSip9gtT1bMBOjiDic02C2UswATauKyCnkRmoReTc9QHB42nzTrFFcmF8VN325Un/kAGCoPbCH7M5ti2I33b8qoeN+D0ZaHbpf/j7Fj9+szHu7awuNv/uAfi6ZR4uSZyTsi+aK0HHHQylxIwEIXGhOInZfu3ML2dvGVRFJaOeguLAdqqkiMh7zp7RgCZCLU89HnJJzmoQLbWWkP908gdxShe+S89Rg7dsfFr2eKLbeN1+i89dH43l4X3oFxRvnwNycdXdLibQ6FJPTPm29mi6Nf0VmF6Db1eSMvFDD0Yk3WHwc7dwsvSP/j34uIh1+bec5xoSkBZ996NQAtVIoo79Zea7CgcoH1KMwIw1Ae5sECK1qiVQtFrUAg0dxT8UiLCGOxR6FXKdHke2dYPTTH8GdPkfv6GsMf/znaHzgXmp7J/zvyWLXfgA0F8/rNezdOxj6lXfT+PCD5EdOUhw/Q7Z3grHPfnTdw223ez+b5mMHMcN1es++Su5paPpjl5IYGsFAGpgM4+eH64eOB3jwaczySskoCqWcKT1/iPUYbq6tsTiP5Ren3kLOzSs0UpSKv/FOhVLMHcPaF0sK9WAjji9JzEjHVwpVRIELbSXGqH7oHX3QVz/ykBiiAyDL8nzxOh0E8afJHXiIj2YtGpi3kvIJbW7UQAnHJPaDV0QLXWXayJVtQ7o9TC66Pn2fNQplYreFKhwpNKU9u3ML9Q/chx1u+HVcILm2kMkvzPmYIuTPT67ovS2pfOz2ccY++1Hc1EWExR6FST2aQR7F4WPVjd5PjGAp2sSjyFfAo6gf2s/YZz8K3YLWF59BOgWNjxxk+B+9n8YvPUD9vfsxOzZhd25Wnil/vXbrGGbHJrJ9E9Tes4/mr7yb4X/0t2l+8J242TbtL/+AfPIsjUfuvSkUDyyjn027p9awb+Tn5tsR6xVRq0den0HOz8d+NoZy49JW1OKzYkKwU2KwUj2I7oq76csVM9Jk+P/1iwm0tjhWWYGUl5jHgzznRTEKytfZMgoYGLkydNz9xlGqbNvejjVg2h3fL0stU+nlSKvtY20BkhOKSQ+lRC60whsCrgKtGG8YOKeGgnXaNydwoV2vqIdXDfr3x2Qaf+cB6o/eH58jyfOXzFC7bxdmy1jVMOyPCQ+COoH6g3uwm0cQUUN0vWegXo30ImODj/H4dPIYO0uyj+n0MN1coTcRpOgpNN7Thp4UBbbwDTydw/R0bhRvnMNNnaOYa6txGQzKhQ52tuUVHbq3r2CscBHDQSrBo2j90bfJOz2GP/7z5JNvUZyc1omfVozjLZKgmVNLMJw3ath9E9QP7MRsG6N7+FiEslZiY8/2TjD+u/+AhX/3DN3vvkLvyElqB3ZQ27+d+qF91Al1TKEewCw6d9Oz9J55lfzkWWSuozGoT/0izcduDqr22M+GROGYKrcZ823ENbGNDEKdCn4Ce9LY4uxF3PQlRIxWTDuw3nBV6hpNnRcPARjPXOHQuIXAZVuhr7Y0HrmXzpMvUpyaJtu5hWLqfJWDMA2KL3WsZYp5J8HzquVdntd+4W/Re/bHgKjndZm5LK0O+amzWqcBJRdajCUb3FwLMzoENWVsxuV6jFxoznOhzYV0M09q6j1cEexluNBcW1nhV4ILTUs0xpCZORhtwHwX+vYBSApO+/YFW69jD+zSnlpnLyUxHYMYU3LYETggTUAdtZvLD09VPM7VFGl1ca/N6HO+AaSuMh880+o6Hjxv0AJeP7dNPdOYT2ZRth1D7IcYNIoI0nPkRyaxRhW6BE+q3U3mvX58JYlyL6t8oPQo5n/v67S++CyN991N8yMPIp0CN3UeNzNHMXUeCxRnLpQLdNsYplEja9Yw28axuzaT7doMGPLjZ+gdPobMLtB45F6Gf+N9K+ZRmJEmI//kUZqPHWTh3z1NfvR18qOvQ6OGnRjFbhvX4kgg2AzS6eFm5pSUslv472kw9LFDV9xI1pts9LMpZfTTjzH7mS8hQHZgJ8XxNyN0EU05iIZH2l4j27edbO8Eve8eqybZhM8HD6pRo/7w3RQnz8IyoePekcnSMAimax8XXYULTXQDMSLamwXxnIU5njZSr8rp+Dox1Pdswx7YSf7Mq8pAgBoQAG52IVrOKwWlNN5/L+0njtA4uIfi9AzujfPxegSh+1cvBXSxz0BVmLH7xPfjdwXPxuzaTOPgHjr/6Yf6epq00H/undP6oXesyP0EWev+ODI9G13ioLBJjlUDihKJBI0BGdSASg0dvEECcRkIfn4UTmPDjkWKJySPrZQYiTvHFR5Cq6MexVOvYBp1sgM71IOZGCs9nssci+lZiuNnyCfPwmwHhusMffznVt2jKE5N0/3ucfKX3/AWy+Wvs/befdQf2k/tvt03pfs+//tPkr9wSjOnrNItWmuVoTqQPVqjfZusQazBNGoKwGY1QNTCNv39bPAbm8M0m7qZvzyF9HpEiCUX3LmLnhhBp9Xo//qra8qzVZyaZu4zf449sIPavu10nz0Bc53Fijm6fpSmYZJVRVzYpeWe7dxM/eG7yY+eJr+KmGDrD75O77nJOA4DxwUdPwyYmnKh2cwingtNYBEXmhgIXGg0ath7d9F76fVFXGhyflb7bgHOOcb+1Ueve4yk1eHSP/2CtpUIBk64r+S8NISqz7/icSaeKf2Kxi3OXgwKqPHIvYz8k0ev6z6CLOqPMzQUC+UJDAO+P47BwPwczF5E5mdXtD/OhU9+ftH8KM+14ZEZtL4J56ViChyb0dCKz9H4tH2j8BxVyDmNbTZ+6QGGf+MXr/u+YBmeT5CqR/GM9yhOAwa7axNmfBg7Puw/fXmPonkDPQqNJWkA0p2d9f9dKqn3gdp9u/Wz+7bdVF7OILkd+tlcjWR7Jxjx0HFvts3Qx3+eogIdU30+GG8ClsfYJsGhm/q+CWoHdmKvETp28x2P1S/l+ZQbB5gIpUhhoJbphmD1dTUIiBasET8seUHx3MngEwEGt9BDWm1vOZcb+UqMkRlpMvyp99H6N4dLSNOVkHx5TsViDwod+jxL8Mkg3tKn73NB8WwbQ6bnkhKR65P11h8nddTDuu33hOL8DVnG6Xnl+eKP5fMrXZ6l66bScXHTc9d8L/2ybOUTJCyy4FH0jvwEN3URuEDB4hhKOF8PHoXdPu5/+9ZkvAVuyX421yspdLzwxWdoHHpHAh2fQ2bmyafOeQ99DtNTmho7MQYROh7D7tpCtmszBkPv+BTta4SOZXquD7snDIN6qosgFj9+zijZZtjQg2dkLKHTqj94Um4fIylEoRSBgLXEzwdFuwLSeL+Ps702g925CTlzsYz5BEPIVQ2iVEEZvCfuJHnfxc/Feeo3yMbDd9N9+gQYc93G7LrtjzPc0AQh+tbtUrHK9PnaAc83epb+vqVMXmg8qpydvW/9qKqovCFmMCtawHvVyidI8CiGf+N90aPIj1XZZNWaMreER3GzyK3Uz2YlRZNR/r6Hjo/T9cko2f7t1A7tp+aTUaobcfXcTc/SfeZVislpZLaNGbm2ZJTi7KXlY/fBQ6D0lKJnUDj/uVBOUD7/khRVvKFQWrCpKa1caCuXEj/6LzTOBgZ7zw6K42+W0FqwxF15vxA8T7D7Jsj2TdA9fMzfRwIBQcl0UM9ohDibUY7F6yn6XtH+OAFixEDaH+e1GYY+efX9cbK9E+SvTJXzYMB8CROmhJDLdR2eb/C0kfKYQppB0vkWvtfULHZi82V7rF2LXLPySSV4FLV33roexc0iqWtegZQGYevrtJ/Nakl/MkrhoWPTqGMmRsm2jUOzFjd4g8F1esjMnNLYdwt9faR5XckoAQqrZCFGRbPE+MXzAIEOGp9kw4mv62/GbDFxXp2W47eSXGihRGP2M1+idmAnzQ8/QO/ZH2uSQ7g/W3o0+kD0uouTZyl+8tZixRQtdjA7NzH08D10j57GTU6T7dl2XXDb8vrjSJzPwmX644Cex/5L/inveDvtF6eR1rX0x6mOr/+B0nOuHKsxszTJqNJnLXmeaZlBIMlNY2mIFvDmb5zDsLIFvCuifFZS1mN/+ptJzEhDIRaqG9nSmHGcj6WL3qdwFgV3/YRtPHo/IHT++iX98QHY/NX0s7lRotDxr1WSUYrXZnBTF0hVZyl6vmLQ8XBD661SC3ZgbG6AJRsUUPCcqD7vYNGGcQpQSvebP6psTGksZaW50LRE4zFaf/Rt3Gyb5scfopicpjj5Fu7UTHV+mcUxtjQGYQBpZFqHd2Andts43cMvU3jFM/bby4uzLSWD+uNgxSv4QhEEZzQJxCWKxdcfiDHqWRqj3qUxWthrQMRgPcRpttxB58Q5su8dp3EVEFz90DvIj50ZuG6DpacGI6XBGBAMSgVCeN4kHlDi4aT1ayF2GKaJadQ1pisrW8C75spHUxkn6b5wCmkVevNZptxCBkyngylyau/eS+3eXTe8P/3NJtnebQp1JBBONICI8xe8BR222UXYcaKYDPisnmBRJ1kxvk7IxewZh2lojMS9cX7F76+ss1AP5HqMk8smo/gHsxrQcQqlROy+3wMNiiLF6m1qaSfj0wdlpQaCjrdZtAFRs1dsV389UsbZnmThi39D/dA+hj7yLlynh5u6gJuZxU1dUGh2Zl77+ABsHcU2axprmxjH7NpMtmsLIBTH36T97ZeRuQ6NRw5cd4lG7I8TYme+P47BauzTZxeYzPgsA6Mch9ZqMoRVhRMK4dLYFAVYa2MrcJzE/jh2YnzZCR7atfmZyjjHmCyACI1fUtqn3rdfrnhIBoNkhvqBXRQ/vQgzcxGCi0hFn+dcrmP9WHZwD+7Ni7hWd8ULeNdM+XT+4jna334FhscxoyOw/S59aKGTKMYHxDWbp3tufk3609980h+sHoAJJxZSucFB2HEjRuySv0sspXDsfPOlxNJOsmV8K3SR63fTyzqL13DzhV5hlmkFvwim18X0etTes++66izWIhllsYEQPBx/TnXcomcakwv6sP0+rjlEudAqFm54f5WglFQqRd9PHad3ZDLG2ar1OIM9TQhxthN9cbb3XXeJxuL+OKbsj+MVfUhdpjBgy7by4gqfbWi93gmxUaKnI5QIAr6tGc7F/jjjv//JZV1nKOB103Mw1sDMdxev5/DUokGSGDDDDcyBnZhOr0xGCumR/t7juu6bPyJC/sPX4nnjkZXt2rzsOp+Vku7Tx+l+7QUKGtht20oM2LuyLsYmbFQ+AUvVBwYyP4c5f47azmGGPvELZHvWH7SzVtJ58kXaX3jGZ6v55VLJ++8/95hxeO5UN8Qq5h48ngEWdmpBNeq4Bc2uGv/DX78ma+lq6izAYFapzmI1pPPkiyz82dOxDkvrNZLxSF6v1MWknhFJ7JnqOBHPy/EJG444r9nqGSwoXdIdf/ipVc9ALU5Na4nGsTf0OhuZejbbxrDNejWZopNTzMwi0/PKUYaB4TrNX37XipVozP3O13DHz5TrwPjj9s1aP2UMJrPYvduUNfqnlzBWe8oaY5V5olFDfCaaPl1LZTuNjBMhtKKeq0yeZujv/xzNjyxPgbaf+AHtJ35A8333kPsCXkjWcVi3wTNeNE/6PWowOzdT/9m9dP7vH+qlJjHDgVC7yIrPkxumfKTVpf3FZ+k++ypmzy4Y0pogY9WziVYGWWkERYxInUi/zURFJO0FzJkzDH/i0FXhqLeyuLOzXPpnf6YblqHcqJPzxt/Vxn7db/3IP2tTPvO6pXbPTtxPZ3EzPlkgzBBvBYjHhRlgMdXftZd86jzuzYtkd21j/Hf/wVVdf6XOYts2DyWFBaWAQqizUDHg4cN4nfPzmAvnqO0cYugT11dnsRqiY/SFReOSngcG7V4YoxicB2qW2j27cD+9iJtJkgXCuKSYfvKa+DGrH9xL8eZ5iqmLZHu3Mf65qxuj6xGNs71CfmyK4tQ0gz2e8lg/tJ/6e/dTe+fKlWh0nzrOwp8cBmMqz98YYGQIM9bwUJzV+rehmnKmGe8tGEt28E7MxBjFD08j51uUm6iJ+5YTQbPjJHkd3Om3MEYY/4NPLEuRXq6At5w3lOf+Mvr+QfX5kqzrMF/6zyV+pvHIgRUr4A1yQ2A3aXWZ/9zXcKfPYXdOQLMOknus1GBD0NFY/3rpCZUa2/n6B+WociKYZgP27aX91ZcoXpth+BpSGa/3vorQcG+dJEeEfjbF2UvY8SHlpwvPMViWVOddiiWHfjbSfg2mLyVQkGhlfZ5URpMoHm9hd1+YjP1urtTPJpXL1llYq9i7X2hWMUEf/BVkNessVkEiF5qHUmh1S+jSewCV4HI/lFqvY+/ZoVT3Z2d1XwufM2WdDFBCNK7cAHs/PFUmjawwlHIl0TibVsinMbaYcSdQe+duQJNVVqNEI/bHMSSepej+025Dw+JqNWwmui/NF8osYTP9fCbIqWn1kC7Oa9lBBUI1SBHq4wJkWtoFhrI/znK46EIB74Iv4K1kpYbx7YvZxnUrSVYhEDHd9O9IYj6JIWm3jeHOzmJGV6aAd9F9rbbnI60uc5/9snIU1TLMvl06yLqLaPBOgMRl1Cuz/vmUFgM+EKZPx7uw/n1z/gL1vzXG8G9+cNXuJSRH9F44hZtXnJespv1xEE2OyPPrjj9cr6ibfoTGw3fjXj9H8fo5b931Wdqkx+Q07FNSnptdW6gfvIvOk/81WtMDs+ESC+qOZUJuoc6ieG0Gu/vtmNERHVfjFYq39vRiTHUuWPDcIgkWHr7Yw1VnztA4tOua6ixWS1IopTg9Q/H6+T4PCOK9Jv9ODdp0fADMzi3U37WHzpM/TDxTbygkXlBp0a48lLLeRVodLv0P/1aTBdLnbaseKKNNTK2mr1uF4HSa6d4V7Jww1wIDSHy2mSogVfxUFEPx2k/BCbV372X0n39k2dc++5kvUZyawe7SAl79YT8jYn+CAfMEjxRkRrnbAlQLFQQjOkTiC3ifeRWAoY8dWpXmmauufOZ+68u41z0L7OYxzJZNlQp6QCuF/bmIclshIElFNM4gaf2JQCXIjYGZcwz/6jtXHIJLkyMYGYbhEa8wtd5CJDAH+A2xNQ+XLmBac9T23fjkCGl1uPQ//xks9KKLXsYWEiw4WE5pFhVVC2pwLGFAzCeJCRm0Ffpy3PT+Oguzd6caHgasKWMhirXrOIfrD0ssPPfAvBANGsK6Msi58zR/5o5rqLNYHZFWh9l/+gXctXCh0TdOfZYvLB6PQUHlleRCu1mk+9Qr2mnXJM/bWsRUY29iwAw3ouIBMJlyIAbyXfHjFLgPxS+n2p4JJXV99se4uTbg14mxFLMt7MX5uG42/dk/Wfa1u7OzzP7L/wu7ZRTGh3An3qzGfPrnSbKO7d4Javu30zn8cjJPTFQ8cb7UMprvu5v85Fu4yZllr+NrkSX7+ayELDx+GHe6j94/dFhEYqMrYmc933PeFZrq6M/xnTSN700v/nVDgcX3uJcCs2UTC1/4/or1nOg9fYK5/9//SefZU5hdd2K2bsIMN/W3rIAUXu05rHVAgTEOMzKM2bkLecfd9NrDzH/+aeZ/9y9j/dJqy83QzybIoDoLIwVW9PlitJ2vDZ1UceVzlwKS161zGBPmkc4t6z9nt2yic+Ic3e8dX6nHfF1iRpoMfep9VKCPtP+VPzdC0ogxeb//nOp4VRrjJZ83W8f091aIC+1mk6X74wRXMgFa2qE/jjZY1P44hTZsG9Afh57DLtEfhxXoj2O3jzP2279GMXUBUJJPMzZUHe8ljsXJs3S+/XJ1PffNF7NjE0O/+m7yqfMUkzPY6yzgveL9rNYXayrjiQQuAZMXiMuhcJgwILHjYugdnmvr5qLQ18X5DUdbCCO5hped9qyXoHjEt3h+21a1bK5DpNVl4fHDtP70u8jQOGbrZr/heUVnBERbz0KBtS4qRFVAXjEZwYyMwO47yTujzP3ukzds89NW6NsAZV8etBFd8Wjt4r8LiiaxmMBQ+4Wf0X4uXLmfTRCts5gpDRNrCS2gpeiVHVcRn2UnpQJyOfjW0RhvkBh9PTRWs/jGd/7zdutmFr7wn1e0Idb1SOP995Lt2YbBYHZuKiFMiPe76Lx/nDzsrOdSjcGJqCfox63x8N3IzCwGQ/MjN1erkJWSan+cFDkhQvwReTYoZ2E3V0WU+3/nhaZl5wVFL8cUhXIcugLpFch8R/vjdLpadpA7mF2Ai3OlIeg1XP7yGwOvcymJXZtfO0d+9HWGPv4QjQ/eh927LTEok3mSJg9Adf4AUsuo3bODxq+8m6EPH6T3g59QHH9zRQp4rySrpnw6Xz2CDrB/waCV94VaqiK6QdT2bMFMjCLicK7AIqqgMqBpseI9H/EWrniPyLcSNqKWMKKKzTRrFBfmr7k/fUiO6D1zArtjQvmZnIseWWp5lwqpwBrRa/MKyBr1zAzeOh9uwt79tL/6Eu0vPrsyD/kKoq3QmwpBH9hZWtIR/++3pEvqnGzf4lbogyxvU69Rf/+9nh1g+a3QyzoL/4Ix0Ov5Vr9F7JRqpIgtuo2E+eFU0RTOe76lx2z9uFBRPImH5Oss1ouM/ovHYKQBKBdaeN4VT7U/nd2f2z0TNP/2gcEeEJQGQj2j8YH7KN44Bx4SHfr4ymP4N4PE/jiUkCVRIZQGlSlPfZYg2h+nV2iiR6/QwtjcKx5/LnkRW1S7bo50esiFOWUISCmPkljd1Ur90H7GfvujSDdn4Yt/g3R6ND/yLob+34/Q/PCD1N6zj2znZsyOTVCvlQbjllHszs3YPduov3c/jf/2Zxn5/zxC44P3IbNtFr78fYpTMzQeObDqigdWKebT/d5xFv74cImdxqCeRYbrvvWCUYzVgh1p4tq9WGksxlB78C7s9jHyF17DXWyVFcY+yuxCFocGA0oLRoCptwDH+B988qoeoLS6zP3WnyPn5iGz2H27Y58M/ZlMH5oxPpZdRun10pLYj/6rrEuJFpZgzl9a9eSIIOuxnw3A/O98jWKJOguTaZLB1dZZ2Fj342WF6ixWW4pT05ELLds34bnQ2lXKHaQMLvePT7KR9cfkzM5NNAMX2vE3sTfAol3Psvz+OH0xIMLn+urgQv3UwP44VcMhGmzJ+fX0xwk91npPHUcaGfUDO7H7t1PbtaUaG1ziKNNz9I6fwU1OK/feSJOhjz10w7o2r0qqdffrLxIylEI9RoRW2j2o16Dh+5JkBjff9vuC+D4yFnl9BqkZZHZBvSVjcLEHrA608QSAUoSUILXcnRNod5edyhhk/ne+ptCRAcaGtXI5BBWNcj0FmMMmmVe631n1cnxaZdgYwsYuQGhZzeY76F0Dz9O1yHrsZ9N96jj5K1PEOgv8PBFgrq2V3D6N2k1Oa52FOKUo8Z/P7ttVqbMAEFz5PUapQpBw/b4XuAHJanS++hyNRw6si014aS60sxSnpkuohv7xSU3zJHa0iAvtRxSTM2R7t61Iu/qbWVLIq5It2J9kY8yy++P0Iwhx3aTZhv53K9CqXF9/nECUW/gea72jp+Ho63QaGXZiHLttLOnarBcgnVypjabnoauNILVr80M3vGvzins+0upw6X/8t/rl0aJNKrm9pSHDTWwj89kkXlFl3rOwKdOBiVm0MY3XgmB9fr1XbL7y3gGcfgspHPX37GNkmamMrT8+TP7MidLCuWMEu3ncp2T6bLzMX1fI0qO8H3yMJCgakZL9NuwX5f7u0y9fe4ORf/ahG1KJX5yaZv73vo671KJx6B3UDt55hX42xH42dol+Nr0jk9fUz2but77sObWWmB93DCO1Gjbz3q73NOP8yAx28yjZO95G78XTkJd9V8J8EBe46wQ8M4IaAMCZaWShw/BvfvCqjJPVFh2jJ5FLbWqH9lE/uEcbMla40EBm5pBOrhvntjFsQ425bOIOzK7N0fLNj79J78hPYLZDfQW40G4FufiP/1T744R9CKqeUDg3JYJReT/MM0pFslTdW6U/TvR8vOHgPaLmr713xSDQ/gLetJ0KiccTXOX6oXdQf+++FS3gvRpZcc+nd2RS/xEGqJIGKOXr7Q5CA1PPCGyx4vJo8VpbDpAOnAn2N9mdE9gDO+g982OY71YsC+ba/oGnmS2Xl/zYFL2nT8QJB0BR+FiB38CsLxzLvEsdXHCvBJ3Bs9kGS14VkPXQW6SuMEYLJgH3ti0sPP4dxn//E9f93K8k66WfjbQ6WtneNz9I58dsG0YbqoA8NKsFrrlCcrlBzs3SPTcbLVXl1PK9hsRvFC4n9RSM3ziKbs/Pj5PrSvks5kI7qVBc5EK7/PiAWtKdyIW2ELPqbhSUst5lUH+cgQWaJPtW+Fzi+USkUzxioxZnxbMByr+D+L0mJXU1rJgsLuBdqmvz6hXwXo2sgvL5if+XECrrbezYaCJ0LYDt9nRDadQQW0BW88kGmXo1HkIJefQBSineOA9jQ1oZnvdKDZ8LMjtXCerlx6au6FmUyRE2HqXd9QHfInpgtXdsR9o5bnpWWxtbH3uqZ9gsg27uPRzf2907ZPocPFtusHwQbLNO8fo83a+/SOMGxB/WQz+b3pGT/l+L50fMNrIgC13MMLhQZ+EKjK2B5OoBFcHi9GVKCZQyqM7CcziRz7awoh5z/vzkyj3cFZLF7epPUxx9/Zq40NYCSln/UiqIyP7c3w/ncv1xEoVF//skMR5J+uNQKixYvf44qdwMXZtXXPmUnSv9gNhyI0sHLkIkDujkyqFU80kHLsR+DFhD4UIDLbVHmF8gf+EngeRLZaGr3EcSLGnAccX+9N2njpMfm4qeTJr37y7NY8eHwFiMNRQ/eQszXIe88P099Fg7sBvjkyPk4oJP/4bI61SE/ivBEvcauABTq9P+6hHqNzD+sJb9bKp1FgPmR6SLN0i7h6lZJcHMLCI9EBuxeNBIW4DcjAOMaFbXeJNiro0tinKD6PaqdRZuecbJWki1XX3CheazCgd7QEL9vfupH1pZLrRbSRb3xwkxzwHnCft79IQgBnsqDB9IJQY0uD+OfsA0V6c/zs0mK658oouXWAqVjo1QzRYJFpxzmJ7R4tKEASFAKg4XYyahkt2I8WmOuebjC3GCLDeS1fnGiwmGa6rX1+7qxteoIYVozKdVYG3mzw0UBnd6BluzPjmiiAo2eG4lxps8j6iQHLR7V50csRKyFv1sYp3FUvMjzItgoBS+DswYTN0i1kF4/sZQeD2kiIh+n/Sc1lkQ174u9nYn2TD0/q5knKy1LMmF9tZs1D/rCUpZ77K4P05JiBEUSXPV+uMYsoN3rVp/HOWa1FjPeuGavJysvOdzdlZHNQ7oFbDVxHUNfyGFx1aL0CfDWxKo5tGiVFlUoU/6e+jnS09swLW2OrjXZjTWE34/xiL8h+bbiDQx9QxwqvA8ySa5QGZwMxdx52ZDMhVhouoF6fdpjY3RjdIlWVi9HBEhX+P4w41y0yVk95i++WGT8ffQW5otqHCFGiDYIiaB2DBeQkxGiRC8AwoH7a7+228AEneKZVoo60TKMdqQa5VB/XHKQtOkLhG/ZlNDSGT5/XGk3zPS40r2xwm9rrovvKaNOAFsyjXZxeQ9au9Zn404V175VGPHpaKhHECbYKt47rY4wJHLLWxEqSUBZQfNPiw17ieSqDGDe+vSktfaOzLpkZ4y+F2JSYXrXOgiUoe6xRQ+BiHOB8HxSRIaG3K+X4pmu0F21zafHPEqMt+LdSgiaHKE/3z3uZOMrPRgrEMpzl5KOnLSF9S1UeHoaeIhp/PJ+boKEzD2xXUWFIWOvy+cDROkEizGJBXvG3K7SOP999J+4gc0Du4p++Mk8677Vy8R+uNoMpRHZozBzbXpPvGDvpgQmJ2bluiPU3pUFYWEtou4Fun8xXO0v3UMRu4A34hTN6wq16TGyKF7fp7u109gvvLCmnBNLiUrrnzMSEOZDCpBOiqhjjI4LNVzlyggUgitHDggejyNR+8HEe2oCTqB/N/h/y7btzSm2jtysgL94S3n1CKPsaBOD3KjEFyIVRQCmcW5XGMOonZ1VISAmzqPGR9C5ruQ5/57DaZXaHJEvF+zbuMPKykRM0+g1+BqLukZpwaJCfMg8XBFvcpynvQ1vItYfLIR+BfSTKANuT2k+dhBOk++SOeZE2V2qw3ZbIkH5Mr5V513rnpEkKnzdELb+DTmQ9/+5RGcxiP3XrUX23v6BJ2vPY+jidl9l07miB0axBvA4MryFGNgeBhGRhAReq158s8/7Rtxrm2vqxWn18n2bkugLxP24WRAwnkClQgDSRGNSHmeKB4TYyho/5L090Qw9Rp25+ZKSHagtDoJFEPEbqMCSyYc+Ovo5JrV1ss1Hbvbw/Qc0smRQrmdXFFoUkLukLkF8ucnNd5QOKXfaC0gFy4p9OYniCBXzfN0U8qwUsmUisC/3g9RpGSmVOdHVDDpfJHSIw4KrvHo/dQfvb/qGUNlvtzOAd/bVUJ/nFD+AKVBiyTzLLwvRKojpfoimZeu8n5KdZS+L6L9cUCumtRVuSa/Q+tPv4sbGoetm6hyTSrnZco1SeA6lHD0pLtrxDU5SFaB2y2J4XiFg4dC4saQDlByrA5830Cmr/sNqvPNl+j99Ut92KpBujlu6jwil09lLKZ9I640i6V01HSDTNJgyut3kDukj2RQOno0PVU+RVcTIaSr3E/Md5EL8wr1iP5AhJKurCpvCcn2ThCCtKmi0MPi84rF2P/6INZmys8B0ZOqfH/NUtu1tfK5Dbm9pPH+e5W6ySSkronBA1XFERUMlPuUMVXDqH++JvOx/gt3ezYDc1Xp7xWuyZ0TmGajZPuXkttSEZfkdSPKEG8C92SBHcQ1+ZUbxzXZLyuufOqH9i8KslWObvHrFZp+Sdh7SSxcSTweiXoi+Z4k2N+sx/PLKR+Znks8JhhkkZfpkn0bW7juQjSonTtVQN0cOkooaLq5JjwsdNTL6vXi9wRXK27EV0iOuHUkeY6mz2NNoLTK8+5b0OlGIP3zIdkIut98ic5fH+2zRG9MncWGLBZpdclfOUPxypkb1l7kcjL66ccww3UMCalr/zzrh9D863bPNhq/eGARVxvpfAWkVqP5gftwUzrfGo8cWHZjtsA16U6fQzKrCkNyDAUiuf+tRAElJMtGcjRBymG1Lwf+xjA4TPieHRN0X5pZE7LdFY/5aCrj04uz2ZLz+ocUCul+60flBhQgrrolu2cn7qezuBlNFigVTAKtJANMMgHqP7uXfOo8LHSxe7ddFletXFcl2+oKsaoQm4qxpfI7q/n9rnqd6YaaBMvxG687u3RyxK0ilToLX89Vxv7Cc/G5BykGT1lnkXpIgwydCsTr/4vnBkyjpo32ZEP5rKaEzr/dF04hAzv/hmysten8G/rjzH7mS2QHdtL4pQfoPvtjZK6dxJz79if0WJw8S3HybDwHKp5RSEJoPnw3vaOnlVvvKvvjpFyTZmw4VKz7ZKgluCZDLMr4YIIxV+aa3HQH3RvENZnKiisfu32cbPsdFGcvYceGcPOdso6DZMP2n+8PMptaDXtgF9J+DaYvlQrMpzdL7sqNChbRzHdfmIwNuK6UymhHGrhWt6IYdYDKCmfCyyHoLRLrjyossel9gBY+hvvDUHv0PgzQ+euXYlZc/8Z5O2yE9UP7af/ZM1HBpJ6mLwOj+XfvR4Det3+UPGcf3K1Z6vdonYX4OovA5RbniakqojI5wVA/uJfizQu41vkVr7PYEJVFnX+33wUT+IIaQejLxjo3T/frr65JNlYkdf38t8ln2wxFUte3cKdmiMlFicFZ6STrqvuX1DJq+yfIDuwk2zZOJ5C6XiWb+MIfayNOwUP/vkmiQn0WTBH3IeUuxO9bKB9lKMRWex1xJl6vblCpQW1gyybaX/w+dmL8hiU9rQqrdf2RAxRPHKH24B7c6+coXj+XxFYM3b86SkyojwPnN4xWh+4T3wcSfeAEu2sL9YN30Xnyv8aajWqsh6rFa8wVUxntngnk+FSfh9NXlxQUZohRBI8ltdQpFSFUIZ7yPCRf9KWP17OS5+k2ELt9HDMxpvU+ow2Ng9H/vFUiF16JsWLq9UV1FjH9PoxWBbuvQnm9H56Kiuh66yw2pCq9p0/Q/trzCA3MrjuTbKzCK54iZmdVsrFGhmF07bKxQn+c+d97koUv/g31Q/tofuRdygA9dX4xqWs3V8976yi2UcM0asoivWsz2a4tgJK6Lhw+hsy2aVwlqWt+bIpuH9ekyQtPMWUJldWCVJhWRDxVVeGz34LHgybZKAJQIi1VrknjuSYPM/77n1yNx7xIVqWfj7Q6XPqf/0yhDaTKWhwsBoieBLHuI7EoKp5Ef9DYLL3B+571y+k9Pve//YeSWsdweZZbkusLr/d5TBXL25XXExVOAsmFc+evV5xj9NOPXXPu/80k7Sd+QPuJH9B83z1lnQVUnyvJvAh1YLHuZ7GnaXZuXqLOIq3/SSBbhDv+8FMbns8KiLS6tL/4DN1nf4y9axcyMlyOG6aEqCPDicW5ZDyxERKNlsdCG346xfA/fOiGQUHrpT/O/O/8Jfkrb1T7CVmwb98aFZKYPq7JgMgApp4p/2E39+tFOSgDBKcekmd970Okip+cZuQf/PyN4ZpcDeUD0H3qFVp/9G30aQUFbAIsWWrkkOQV/zFAJPlHxCspgy0hxrJ1DJmZw4w0uONf//oVLY3Oky+y8GfPRMUTLY1wfWGgSV8Pl2tI10vlGK9Lr62MPZQbYLgJ06jjFrogcMcf/vptsRlKq8Olf/oFpNUp54EtPeFyvpB4yOGv9Un308PrF4cfCM+5/7x87o1H7r2icbIhV5bi1AwLf6IQkdn5Nhgf0zfCevFtR0jXUVhIQmzKGEdR8JE9b3i8+SaNQzsZ+uTDN/CeppXU9dgbeh2NGnZiLOmPU8477Y8zp5lsSX+c5mMHr4nUtfvUcRYePxz3I32Ovq3McBM7PoQxyvSOsdjhhmbZJo3xag/cFbkm3cUF/WIBwppJGnNKCfkgDuSNtzBGGP+DT6w6VdOqwG6g1BGdJ1+kODVNtnMLxdT50oKlDH71x3wqx1qG5AWphbuUJ1T7hb9F79kfA7LsQY/JEcEFTUgug6Vd/9D9GAOdb/2ovO6AAdczsnt2IG/NUpy9FKGj9LpKxKgPkpMyOcIsdLF7Lp8ccStJqLNo/ZvD5TxIY2r0zYMEcw8aRkpNo//v94iDKZ08d7ttDDc9i73KOosNGSzS6tL611/XoHiWYUaGfFuUkD2aAUWEUmMhtwnekNH4bAINpUlABovbMUH36Azy+OEb0vkXliZ1lakLFYOnv1/OSvTH6XzjxT5F7fUEYBdxTWYU8wvYzMa2NBQM4JoMy8BEJaQGWfmcRRzWGApxyDU04rwWWTXlA5rKOPuZLyFAdmAnxfE3/TzzWHwSS1FoysUNJ9u3nWzvBL3vHvPQWskaG/pniAimUaP+8N0+80Qt2uWmMirP0x26IY03PdVKGHhirKG0yJKYDwZ8ckTReQ3OXooN7RRa1PYJi6A2SkUUkiNEtO7gdpLG+71x8toMZudm5MyFxVmEJIoJyo0pvJ9ZTCF+ASUKPrjHieKp/8Ld9J49ARgaG20GVkTmf+drGrsz+M6/jlK/LKfzL8DS2VjRoLiBnX9TGdgfZ/oS7uzq9MdZxDUpVBlXAObbELkmE8M8K2NqS3FNBoXmQBngJZDyFiC+b1kvB+GGcE2uGuwWpDg1zdxn/hx7YAe1fdvpPnsC5jrxQZTcXpTQSn8sBeL7qYWb7dxM/eG7yY+eJj9+5qpaOQdpf/kHdL5yhPrDP4N7/Tz56zODY1N91xuvv+Kx6eVmu7ZQO3gX3SdfLDfEvqy8/pjE+G0CuaXizs4y+y//L+yWURgfwp14c/G86DsPz9vunaC2fzudwy+XSSJ9no5Bs4+a77ub/ORbuMmZZcUCN+TKsvDHh+kN6PwrvvMvcIXOv8SYnioa7w2FYVzjzr9rId2njrPwxwq5BQgNGHBuYchzTeK5JkPDRcBaG59byTWp60i5Jnfq2M33EkQG5Zq8oP3QnHNs/sL/tKr3uwoMB1XJ9k4w8umP4E6fo3f0NYY+/vPUP3CvVronVDpAxObpo6wIQRNxAvUa9u630/yVd9P48EF6R05es+IBaP7yQRhp0H32x+SnZ1T/LaLIqMYMKi1xK0e1wovXz9H5T/+1ShlEaZkj6X1rcsTtpnigrLMops4D0PilBzBjQ3FesOh5l8di8iydb79ceT2lODECZscmhn713eRT5ykmZ7BXWWexIYMlZGOl0FDo/Guc03+LQ4oCiyjJqziMFFgRX6/iEFegKfQOLZwssDiM0yO+kt84h8UhPhvrVpXekZPec9T9IhrclJ5Q9Pw7PVjoQlEgeYHkDukWUAhFnuuzzXU8TF5gigLJPfPL1HnPNdlTWC53mHYPZudi1nHgmlxNWXXPJ4j2p/867lKLxqF3UDt4J9IpcFPnkJl58qlzGAzF9JxvMwB2YkyDfc2adnDctYVs12YMht4rU/Sem0RmF2g8cu919aevJEdAGfsZkHTQb4HrHxCQoHLCuNITGuTxsGUEmZnHDDe44/+4cnLErSy9Iydpff5bmC2jND/8IG5yWj2VU2WdQ/Qw0+dPX4wOkEaN2r4Jsnt2YifG6R7+Ec4rnqups9iQpeX6s7EsJqv1ZWNJsm6yRbFd/SFD8ePXGP7vf57mDcjGutEy/79/jV54rn2ej54nWcMm7FPq8VAz5fO1Rj3JTJEVMYH0mBijci4gS0Cnh8y3Uao4n53rHEP/3UMMfezQqt3vDVM+QExl7D51HBo1agd2kO3f7nPjoYq9LT5307Pkx8/4/vRtzEjjmlIZB8nsZ75EcWoau2sL7swFfBJODIYuzs4jurIg2mkzFsCGyx8ABQnUfuFues++CghDH3to2TGqW1nUOHkSd6lN/dB+6gfvQjo93NQF3Mxc9I5CnQWgBkmj5rOR0joLyI+foXfkJ8hs56rrLDZkaQnZWFhtGRKzE63py8byWVrDdaRTVKCjK2djQSgESrOxcODeeAtjHON/8Mlbbjwv/S9fKBkNfJabYlOmL/stUUj92bnhOYfW9IkoAmfK7Nu8QDq9ClmqJAhC879776ruTTdU+QTRVManKY6dUU3eqGMmRsm2jUOzVrFoXaeHzMxRTM9iup6WY6RJ8yMHaf7y/7+9dw2y67ruO397n/voJwmgGxIAkgBaEQlSFKHIAu2R5KEkyhZJVfmRSOOqWNbMl6Ti+TB2olRNhTORvzhl6os9leSDZLNcU2VRqYkkirI0MSlZJvQgmIwFkgpBEQ8qRIMgGyTRjdftx733nLPXfNiPs8+9twE00I/b4F1V5MW5r75nr3P2Wuu/1vqv1Uscm7MN5h/+OmwZRo8Pkx0/U875CA6j7vbAK1PvQu+ZIP3RsbLH5j0575nXKja3dHKWbPrsoNy3Q/qlz2Igy0vj//wGcvpcd07CParxYVStYvWSJDYi0ok7tkUHets4emo72ZHTlnA3qsYqqrLEHfviHXu/5W+8Da2U4X/68Q0dvrgWcvFzX0GU2JxNrwinox9Rd/Qhxg5yKQcqvghHlaYFAFHqo4h4/GP9gf0Mf37tYOoNMT5ebCnjcbKX3+ggGvQRT/mx+qG9VO+donLX2synz0/N0nj4GyRRcYTM22FjJYjtaiVK5umdW6h5nqfryFG9E6S7zyKxkc2yfRYNzOwC+IjoOvosrlbsyOK58Pf6fWTxaogstrj0z//vbs/clU4Hj3zEVWNpVURAiUsvJ/4+0qVqLHw1l3P4xGDzdspRponT9+m3kdxQ/aW9jPzLB9d7CdZULnzuy0Uk0xlZRs/bSMh9KCqGKuAan1t2Dz6X3tnv1nFcJkcVKr+0l9EvPLRm57umpdZXElvKaPnMQimjm1Hv9xdb2aJI9k6s+UZteZ4eZOkrT5M2lhj67K+QT7/tchBnQ8h62RxEXP1Wq6D3TlLdtxM1MUb74FHy6bMDw3MF6eyzyI/OkE3PYmYuQBTp+BvN919V752i+qGp6+qzWE6yYzNkz5+yJJmLub0+kwRygyhBtVqoPKPywf4cWbwakh6eDklvm4vDHQO4CEVk1Sb/cpnJv+lzJzdsHdZKurkmdXk/KU1+dgbHcbgVOVBTRgQ8l1vUzgJQu/99gOpmfY/We625JjfU+MRSzKff2DLK6oEp9Bc9z9MhqgfeQ+2B/VRbGWbmHGZuwTbMAmZu3o5NEEFNjKFqFZJ6BTXh8w9bAGXzDwePrkpxxDtJuvssrGPS3WfBmjknrW8/R+vpY8jQOGrMjiz2XfoeIlLO4/QkmelTr8DjL1CZ6p+Rxash5WqsAor21Vi+IThUY2Uaaont39MJkufR5F9tIxuk5KiHyb+L8eRf7MDGxnwRCqkbb/Kv3j2JHPNck0X7RrD0LvcVipZwhsUUz3v9QFRd2zHGpsivEY69fbJck+PkfirrGsqGwm79LEVxxDFUrWqhuKntaFdtd6UcRD7bID9+hmz6LDRaMFxl6LO/PMg/bBJpP3Oc9nd+Rk4VPTHhHFHvcbr+FaUQ0cH4CIQbGwWyMI86f86RZH6YZPfmZi1f+Ld/TXpsxuYkOnM+pWMNKqpuSzQkEfTm+lBsNZbYz0phwC5fjWU9dLMO1VjrLfN//Ndkx2ZKEGac07ks16T43LRfN2eQOrkm44b3DshNEVXlrgPXZN9EPv0maqTOyO/fT/2h/Tb/cOR1myCtVdGTo+iJcZd/gIBZt1LH89SAdu6+p0b9MwfWNP8wkNUTS5L5LO1nf4HavRM1NIwYW61ljN8ADIoECzXlwTNVgKgiElAjIzAyStpcIvvS9xj+JwfWtUN/tSWfbRQbXoh8oprUjg0wtCMYY5PduXFJc8dk4kb8+DRq7qqxQt4hM+VqLMobaQiZbhCpHpgiOzZTQG0R5RTxcTTnKhQ1RUwg5UZrSm0epRxP/IiLaIcc1yRrP2J+1Y1PduyMTwWjRuqbPhFbzj/Y4gjz2hzZGxcC6N0rB1FZ4+KIgay++JHF5vQ51M5J61zYJAWIshQxwbPMXA5chVyH2xnRLjeolcKIoIdqyJ49NJ94CfPa3LqSZK6myNmGS373mHcVTr/YMEv9cD4nkXsKLYcYeY8bQYuNeJRIx2C24v4KAyW58Sb/Vg9MsfRXzxQcmJHB8bnl6v1lrslSTshzTb7VIJ+7VEQ6UMr5dHNj2sf15pq8buOTPT9N+vw0+enz5GcXXZidgDH2xNI2Kt24aYWrJZctjnCynsURA1ldkcUW8198HJlrQFJBjQyByQENOrcGyEc+7tGSYmrEJc+L5Lur4XJQUvBc37193UkyV1Pi3A66Y+PzEYsr8y1T5RTFOeA9bR9BRZ53zIVo31h6PXyhc/ButMm/Pu9tZhvosSHLQuDXM8rxCISxICoka5Rlf/Fck7OXogZdsVBnbkqRThwhAaQvTLseIFkXrslrNj5FInYMddNNyOi7UGM6hIQo0NjOZUGRzs2TPvUK8vjz1Ka2UfutD23aZGG/FEcMZPVk4U++i8w17I09PgTGFBCbaIsJaR0Mj7hISExehkiMsvxmAXpyBshRKcmWjRlZvBrSWY3lJ2nqOBJCUOiOyb+9GCkKEuFOaEhRnvwbDJh9Q3jfjTj5t3bfnbS+dZjKPbcVXJPRJOjW944UOZ+OyIeFJq1v/n3kELiqtRLXpP07pfWMckA+0lyPuWIrNj5+WqGhhrrl1sjDMeGEjaIo+1MK0MjYKIyOAtBeWCD9yiEqO4fWbVrhQDZGNkM/zNKjdh4Nvp8CsRxluOS5cRM4jUGrJKouwvZjeAfTuLngxl7/xtjrX4WiJOu/svVmlh5b35HFqyG9q7GKIoHYwMTVWrJcNVZHFVbhkPvvcbJB1VgbIfVP76f11Iu0n/0FQJTj8ZFOR84Hv54eSitDaqDI/TTpaH3Do2DXV/z6rx/X5FUbH1ls0fyP/4XWMyfQe29B1YdQYjAhqaijiMdi3yrMbHc3snLZydERZHSYtNkie+RJRn73XqqbzAscSG/Jjp0he366Rz9Mbqua+qwfJjs6Q/qTE46SxHmUWW7n0ohGGYNoe21bTz6zHr9xnei5y4EgKCWhH0NE0NixGs7HLIyUKHjXVpYe/SHjf/a7G3Tm1yZFcUGPnE6vYyOlHEZARuIkOpHBcRFi6wcvhSIGxEOYYNqZnasja9+HshGi3Kypxa88TWC917q4ruL1jCLJsEAdRRjlCNN9n1LlSFOAbaOouQUYrq4b+e5VGR9ZbLHwyHcxp+dIdr0bVa26xJ8h8ZENOdY8WwOEgyTQhKSsnzfhl0cN1WBqiqVvHSHfxInYgVgYtvn0MRgeR426fhhbLxo8sH7sh2k9cTi0UYS+lWYbnRvQNrehciGZ2m6pns7OIyZ3kFsG1QpUNbqZFmMATIHFh/3A+mPhUdWr5G8s0HrqxU1DkumrsTqrr+INsfP5OOfTWYXVmXPoSoLH7PIux6GHaq4a68Y0PhAP4pyzXJMzFyyjQbSepUhSon4gL87h8zm0cm4tyvkIVD78XjeIE4Y+/YF1y1dfcaSCLLZY+OLjFjqpVGC4hoixSVYRi42LAclRkrtHdxzRoSuTYcfsZfZ5sTTqSI7seDfNF2dZevSHa3/G6yiy2CY7dob82JkO+qAbR9rPHGf+f/9/aD57Cn3LraitN1unwulfJLXlyBird3KUMqiRYdixC957B2lzmIUvP8PCl75L/trs+v32nxwnOzoT2kns3eD6SBoL4GjpMYb85NuoCwuQpxaSM/b6r+zbQfVX9qJuqgM55O7azi2dveSZdboyd1+48QKS5+hq1Rq/xda6nfP1SPXAVE+DERuK2v13U//k3eUxF/71RJPctYtk23gB+XSOy/AQm+n4fhGqH9gDNw+jgOQGn/w7+oWHUCM1wF5jflxLMBzRo4rXzwjJnu1UP3p72XC7z+OGyPnxNLWP34k45pDaffvWleT4ipHPwiPfDfX9jNTtjadtUhFsZGMhCIpRruIhNkvnjavfVwZ37MkEFdonH7feTOvE3KZMxHqxkNNJ2i+8ZiEnAF2xmxiCarVR2eav/AOifphXULt3hX4Yrrcf5pHvMfy769MP034qGlnsyohCMreZ2qimllioItGYhWaoNkKDEo28PodUlBtZbEMfk4sbEWnLWpUY+5lc4cAjlxMSWKeRxashdvLvOGZ2Hj1Wt9VYRLmIkNPBbnC+GqvX5N+Oaiw/+bezGiv22N9Jk3/19nHGvvhbNB7+BmrfMPUH9tN+9gRqvlVEkoGaKHIIFGSvvg2vvh2+K0z2DdWGHVyTjvJrvWddXZbhYOnRH9L+ybGCXfXmMbh51GKQASNXga1WPGbuZ7hrD8MpZ6BcHX/ALrU7VkUoOX2a0X/x65sqEdv69nM0/+4ojNwEoyMwNOwgHJuAFnEBpi/HXVrAXDyPXljYlBQsnf0wjI/ZF5TP+/myUF1AWUI4Vq7/xRer+H4Y2zgD6q23qH1o55rCsCWSzB4swvZ0FDJcJ6kltoItcYYqqQASPodWiFHOIBE8eNuAaStAC24ug1Ka3Ai8vvlIMpuP/5TW48Xk3/z1uYLcMu60h6Ih1Rv4jiose2xIdm2LqrE8q3LvKjjPunzTO2Tyb3r4pM3/bBlm6IEPkJ18m3x6lnx6tmN9O6oJQ1VhlItzXJOVfTvRE2OkB4+SbSDX5LLGJzs6w8Ij36HEsjo8BNvGQ/K1ROXtb1yli3EcRlmDAwGP9FUsxV9VlAxzq4Wav8j4n31u7c56laT9zAna33keQx22RYO0xJbb+o0WsRuTryaJq4VYXIgoWPq/8k8W28x/8ZuuHyZB7d1llW0rTex1EBwPomukGO1bZK2LXhDEXQfeQJ+/QPUfjK1ZP0yYS6NcLmrZ+ShuZHElsU8lnlpG23MrjYK2BtfnJ5Ldk44k8xfIQjuCkEDmm8jF+QA93fzY76/Jea62yGKLS3/wWGjwLPRLWDOI1tGLig/ixlGKXIXbBAL0FqqxCkgOoPYOG4VeDOJccrOu/CDO82HWlQLyufnA7K4n7CBOVa+gJzpnXc2QHp5GGs0NnXW1rPGZ/5PvYI6fsfuE92QSBdu3oBNtp+MlGr1nAtoZ5q1LNpLBQW4Vbed6NFPA7Ueu7yeIqLAPmWhjltdmGPrMh/o2EVuCnG7bBSPDYaMVVNFQ52fZu0gP36AYNmKKG2+pCW/NMPxP7u1r2HH+33wTc3rObsBbxmyOJ3BORdxd+IgCxwzgoDbx/R8uUo7KlovOa7uOzJ1j+DfftybrsfBnT5G9MN0R6VyGs0wrVK1qixASi1arxIY64q5b7X+/UhgxqHqdZN9O8pdnkDS15yUCmWDOXbQwtPPsR/+P39w00b6f/OsdydLk33Bcjnx8kUKXxEUK4bE74mHrCLhqrJv+w+ffcU3cNyLXZM+cT/vHx8mPzTivsIhuREAvNpGRWiijNtOzMFSxyVQjdqMBkrt2oSbHyH92Gjm/CICn+/aevxHH+YTLIbkBH6IUrSeeo3bfvr67yArIaQ69810wVCv6QASXC/MRUB5uvKLMFBDxSIV17FAwXIc9UzS/1b8ULEuPHiQ/PeeQNWs5L98Pk4frptwP4+Basefuyz9DRmQd+mGKJH8BFZXKVgOJKFavBsvUnGiopO58jYParHHKXY4nxPeLTbLnXyVUgAKy1IbFFkq8gwIYyF5+Y9MYn6Iaa7aoxlLgQv1SNZa9/KNOfO9xxZN/u0gtI8MjvhrLTf5dx2qsfpLLc02OuVlXFQqPVkVckz4iEjuIs0+4Jnsbn+8f8ddR5NG4XM1iE1XRmEoFnYg1GAs5ogHtksuJIKdmbYR0cbGg2vEerlJIbmwfhIsQxGQBelMIstjqu0SsLLaZ/zffQM4tIElilWds34cRccn1vPAIA+7gyTEcjXwoN48Mk/f4d0zSfulc31GwZEdnaP/kRAGvwHX0w/gIx+bELt8Ps21N+mEKWqSiL6c0N8WnrMQPsC2SvCpzxRRRxBc3Rnp1igKMNbImzVBpCrmHkAoIrgRPbRIZ/cJDNB7+OtJKSfbtID9+BoWOItuOXG5YX+Mm/06S/uho6OspyrQL7jE/+Tc/OQsItfvufMePnC9xTf74ONnP7SBOM3M+gjLdfh2t61oP4rwW6TI+stgin54tzekosHt3oTSWYLSOVCpR7scaEJVoyBRyrkH7XCPc0BaScLQj3tM0GXYDtklE5S7QvJ2CgvS5k31lfBb+5DtuxrpCjQ0X1SYYtLLVf6JUMDBup7ZJVOW2JqXc6caGx42tF2XX++bxvqNgaT1xGCJoBUWpH0a0glyovGc7pplizjas4Yn7YSoa3UoRN5US5xEr8Vl6FTYqcIFwvbIm/TCWJFOVNsau6zwySKUN1G+ouY1cJHeVjVE/Cv5a98UGJsr54aEl/2PYdCSZcTUWk+OuGusVN/AtdjDAY8v+OHv1bTj5dpTr8RGgCbmeZOcWqhtcjdXPkuyZZPjzV+KaXNtZV9crXcbHD4wqNhrnGULYeJRSFj4YEiTRRUNTUrEeb5JA7i2v9xzxjj6V3ZPofTvJnv0FZr5p/7CxrmbWWESLTTpmz0+v0zJcWRb/wlKweM8WJSiT2yooYw2PSqznJ56E0uV2AkWGVjiyB8SoaCOzsE4RACnYejPNr/UHBUvoh4mhKKxjYhoL6PFh6+FrTf7qW+iRuu1zCUUoimTfDvT2MbIXXkMuLqKMchCdjYB8JzY5YeOy1U2EfpjVhGGDHksRT2yI4ohIF8e9Ova9oaLYYHFwpE+ad5FoFgisffvbm48kM9kzycg//wRLXz1E2lhi+LO/TDb9NubkLNn02aLKLTbkFAa89LyRrsm/6WDy71XJZuWa7DY+z027f10GC8fZp1aGqmioOgw3T0F0sdFik7C+rFZZ9578jXMwXiefb6LzvNho2im6YZmxAxbeB9MKs6MzpM+cCBspWMgJk7scj1uXXNCJCvNfbG5Hh9G/IeKhiCi1xBut39BsBGTetZWlRw9ueOVfqR8mckBAOvphBJWoqB9GrtwP40KAuB9GSv0wrEk/jBquQbPdFfn4y9znKohyFuG4s2M/NixC8bxzNGr33w2IJcnEvq7c5/z3JXs3Z7d+7WN3kuydZOFPn2TRT/598MqTf301li5VY20BBpN/3ynSDbst+ERs2fMLG0/s+SrsfA53U6pqgmgDOkFyB6F5h18IBkxSQ3Z42m/b1tgstZFmqwsL74dEbOuJ5/DrAc4zb7ZQ+Rh+Fr2IovKe7Ugzw8w23OAsjWBsSXKi7Y3nIiLjqIZMiJCsIQuYN4KuVcgvLNL+3ovUHtiYqhRZbBXEoHEkLMV6sNBETB1dS7BajhwUY3Mn+dmLmNlLFnp1tSVanJ5dP4wYCTlBXD+HAVSaIkC2ijBssmeC/Pib7nrugN68AXLvDUlzn6PzlDLBUEUQk8/dhdxF9LS3bA6KVdUENTGOeeNCAUFdg1jy1ln7+zaAvDXZM8n4l37HVmP96Bjp4ZNUXDVW9cBeqkwRchCdOQl3bGYbpIdeITt5FplvoYZrDH/+VweTf29g6TY+s42ASXSSBIayyKh4IHiKKCS11SvoPBgs7T3maKPBO4gGS1XfbNt/+++hdMduqLR/fJzs6BsukpMiAoghJ2U31PzVt9HDNVSWuw3KPlb23YIKkNOS3XiC1SV0wiM2B1YkX0FXqjS/9RzV/3FjKv/Sw9P2H1HkExehhOebLYSadUAc00XIAYptMC5RrYjy8QLJrUU/DK4fxr4Rm0NwlqCIyldDriKnQ3zsIhwXqUABkdrj4jd3sga3f/CSfW/8PCCt3JFkrizyuXomjfUjby1XYz3jqrFet9HNCif/DvVJNdZA1la6jE9+tlGuVomqk0rYt4+AIogivM84zy7cqO7Yb6yibI4IRzsPxElJFY5UFIltjLS+92LArgNk5g1usw3VBGoVG+klCfnCEjpJinkmubJl2RXtIKc8GGy3oxF7xGF9czsRMxcDzXTDKv/Sw6+6fxURj+4RCQug2ymSZba/S+eQVGyxQWLHEBT9MMXGbcRYevyxIVhsQ5YW10kmSGO+HAmvEgxbPTBFHo0sjquzOqu1lG+YJbrOIVzfcaRU4jqLckGx4QklDcNVOx+HqyPJtOStR2HYMWlsv80tfDeThhFon1+g/dQJ1LdeoLJ3fZg0bH7mt7sn/85cCI5lr8fB5N93nnQZH1drUMK+OyOhUrK1iy7de3ZR1ZKI7WvwyVdPoRFDbO7vlpK2SKl6Y71FFluY19ycF28o/Mx6jz0uNBGpo6quzNqvj/P4UQozdxFzruHbmCggB/s9Biw85SFKP/MeQaUWI19NyGlla+CrsNx5deYAVVGEIILrh8k6+mF87kdF/TDafyssLJG98KofBGVlqY2sYT9M9cAUS199Jvrh5Ugfpah+8m4A2n/38+CIgbs+q5rkjp2Yty5h5hrueYrX/WMUCcWRnx9ZzOKVRxanz5yg5Zg01K7b7Fr4cjmtCP1kmFAerpSC4WEYGUFESBcXyL78zLoxaVzd5N/+rsbaCNkM869WS7r7fIZr4FgJVMkA9a4K6qz+KTzDqF7fRT5lgyPU7r/b3hh/9/PixsVBWi5S2kjadA85xf0bhacfne9SG5EKVBOb8UhsUkMlDnrUNsejlY30ig1bkdw2QXXfTtJDJ5CFNDBASAQ5KaVoP3eSkQ1Yg7BZlCKEcs4nvk6CR2sMKlWI6u6H0SgMJnxOnGFRopA0gzQrRv7S4aCskliSzJsws5dQ48OY+Wbhicc5HJxDZKLzUArlSDKllcFso7jOEZRObAQYO2Adkzjbz0+H4+VIMnszaRQ5xhIigb3OinEGRO8DRkZgZIRsqcn8l55cVyaNzVqNtR6SHZshe/5Uj/lXBlHSd/OvVlO6jE+yZ5Ls2EwJC+/pGUY3avx6EflQPpYIcohv7OhGDxBFRVOZ3EL2xrl1WILlJT180v4uKDYOTx3jIqHQF9LKIMstBCcuhMkFEk1uspAjC5CT+14zcx417ua1Z5ktOhBQaV5ATm5D34jKv9AP4yO+OCfVGQnHzxfgUlc/jO9cj/thxPSgi4//nluH1eyHqX1sH83HD1N5/22Y1+fIXz9vf6cre29//0iAWumocpOFlhtZTBGxI2FkcevJ/1Zc5x2RUDnC7z2yOCZv1bu2Q/1amDRUYNIw/iQ2AZPGO0Fa336O1tPHkKFx1Jibf6UU1kEH6M/5V6spPRgOCgMRNpC46q30GEc2y2xEoZ7fe5DFjWgTsR2GyQiYnOyNc1eNha+ZLLZKOY3SDU55PcBBiy2XZE+UKz/PncePLUM2YnspxXGBpUtkz58MSW7EQCtFFpoWeguG3pC9vAHGJ4Je49weUYSgYw+8MxL2OZMe/TA+ogh/iDhC8E8XkY9CrWo/TP2h/bT+5r+RPvuKi8z87y3+nocaA8TsGyijYoT4PihGFnfkfDrZmd1jr5HFZSYNbQl9xTow1q6snElDxY4kyjFpzPUdk8aNLu1njtP+zs/IqaJvuTU4sL7a1YT7SjutOih6xEKoKEgX5iMI9cMkuzdnmX7XMLnqgfcEQ+GT4V1JUxPdUB7T9gZEKA2S6hx0hPueUP3mPUEJ9wWqXgkbzkYan3y24WoCovNXhBs6Lr8tbzQGMoO0M0tBk6aoPEfaNjpSqR0ulrczJDOYdg5pDott5MKCMzyAq66iFEmsr/iBVvb0Ow0DQU/+deLjmLOrM/KNroe4H6b+ybtLEYOPKHwEvZr9MGqkzvD/8qulXI7VH8V1DeWITDp+v5TPz17P5Uin87pn6yigYKTWs2s/MGmAY9KwA+3E5GgRO7QRg5IcjXH/Rc+7gX1icru4JkMpE17HV1vefBPpiQu0f3J81dZ0IL1FFtssPfpDlv7yJ5jhMdTWLbYaVhmMyUEZhIyQE1Z20KZ1MtzrfijjyAjcchtpe5T5L31v0+qvh/GxEEC8gRAbCiPUfu1uqvffTSgq8DecCJIoqnfdgto2Fm68sCFDKfIpvri40av796C2jNqNZs/GTiuUs42w8fsIpLMoIt4YoeNRsFVwubhcRm4J/toZ0kpt30+zjVpq2SirnXb9vRji2ggKlmTPRPE7UIX5ix0IKDsQHRuzCo9SHPdyZMABjOXzV9UKeueW4N+vptTuu9M5OILeuSUYwnBddzpQnYbHQ7FuUmTn67HDhliSTObmQaRnOfHSowWTBgo8kwaSoxwqoJxBESkMjJjcvddOjLUN0L4RWtz9Z1xZf44t688Rx6SRHZ1Zg9UdCBAg1PTQCdSObah6FSV2ojNi0ErcZGdBSQbY6bfKXni4jQSNnRCtlQEy9FAN9uyh+cRLNL/27Aaf5cqly/jYRKw1HIzWCo8/bBjFFiAdNyZGUNUqat9O1JaRaINxhsf779H7i43N/p30Z6fIz1wAFLX7NnZaYRzhhJwWcQRQePqlDdRVrtG5EcWessFuBI77y39RnOMpDJ6NgMzZjaBgKUd4xXl1QEo+sokeS+dPecNW8fPu/Fs/eInUQbElA9TOMDPn1ywStiOL64CQhJHFlzE40WNlz3aqv3pHz/cT671WofrxOzEzFxAsM0AnSWYgb4VQTRmYNIwdwR1HQJgcLcY9iivjd4bIXmBug7MGSxm3gZl4xL0gjkljIKsvsthi/ot2DAlJghoZcpGsuMim0AcuEtLOIFkD5CJc5cfQGwfRSdho5N3baR+Z23Q67DI+4EfUCrX9u9G3brVPRpBJ+/sv0fr+EUAiaMUaGDPfpP34T8lOvFm6IdWOLdQfuKd8g+Kqopy3HG9MID0TsespeqRWNgwdOS5QhWccHxN5wFIeDVxOQhcbeO3+91H75PtLEVWngdsICLJ6YKoc6XU+mu7nw3r480ei9xXrodx6+QC48+8ECKJeDa+vxRp4kkyZuQhA/YF7UGP1MkTo9eYiHK+X7NW3aR882uVoxOehd25h6Dc+iJm54LjKJnrCbZ5Jgzin1mzbv5nnNgLKcyq3bUVPjtlMYG4jH2MySEBVNFoMKs/RRsBYL1pMBiK28Vei7zNpwaTx1IurvrbvdFn4k+8icw3ryI4PWYdTDEhmHYLcRkAeghMXARUGKUMp53w4qDU4FBiUsd8jW26ivckg1J7Gx8MBrUMnMKfP9fZcodyxHr/uDEo8k93MnKf1n39m/0DJ81XlG1zsxlu7784NbzbTuyd75L46ILHw+8tltZfznOnasN33+z9silyKqiYkawQ5XY1UD0z1iPTKx9VP2lwNPSIDEk1y5y70tvGekYP/vs4IyUfI1Q/sgZuHAdBrCMMmeyYZ+cKDmNPnSI+8xtBnf4Xqxy0kV4rwvaUsRTYGD7Ep75BVK+jb3039Nz5I7YF7SA+fJDv+5rIkmZ5Jo4s5AjCXFkLeR0lO/urbcH4elUUREIbqvh1UPzyFuqkOGMRvcB5qy53hMRkWqnOPuUFVqjSfeC6aczSQ6xUPoQJFkY7xkY7Vm8/JaXGQaYBQI0NjhCJCEmuoopyfzeHlKDf/arNAqD3n+aiROsOf/yhLf36Qrqql2GPvUd2GT96GrTTesMrVTh5S8q/riTHMbAM9Uu8b+nS/AYRcDMX5drEg+/PT0Xq5KrZyVaDfYH1ZJbR+cMQ2YfrAyOce2jm5p2DZgMhHbx8n2X4T+dlL6LEhzEKrqPIjarx07++8LkI/TPM1mL0UrhNLQqqRTEIVnT3vqEgBaL8wbSNhI2sOw1YPTDH2xd9i8c+eYsmRZNYfvAdaOXkgyTyHnQw5bxuA8SOLE3S9ipoYI9m1FR1IMmdoHTyKubRE7WPLk2S2vteLvNWuq25diUlDQ87VM2mIv37LTBqyyuStGyGy2Ma85tjnN7BJMzs6Q/qTE25KSAGhXtv8KzeWwzOMXHb+1dY1mX+1FtLT+ICF3lpPvUh+ag6182Y4czFspIjYvg9viIjKZ2MDlGhULlAyOM4wOU8R93z1w7eTPnsCUNT6hNfJU7CEDbPD0HYZGF984Mtvo8bCIpfT7fHHORT3gvsFghqqYpbawMY13Fbv20f++GEq9+wu98O43FS5HyYysCKw2KL9+N+H0/KGV+/aSnX/bbSefLF3NZz7QFEF2bsfZrUl2TPJ2CP/UxhZ7EkykxJJppfgmpSOzWyD9qFXyKfPIo0WaqTG8P+8PEnmZZk0vIOy0IQeTBraNTSL4qqYNJTLX1smjRzEDXRMM5DVJW9dD/E8d+kLpzEL1hlQSWJzYwiq3UalbSq/NEXlzp3r1qTZeuKwW3ecPlVp/hVaoXIhmdqOaaXI2Xmby1OKMP+qqtHNFN935qmc/H7iLz/Xv2/fV6+uyfyrtRAl4U7vFnO2QeNf/yf01lEYH8KceDNcyKWZ7XHfg9ug9Z5JKlPbaR18OWokLUc6CoVUEuofvZ3s5NuY6Tmq9+1j5PfvX49zv6KYsw0u/eFX7e/3Hox79Me1X3s/SkHLUbB4yAQcZHbHDuStBvncpQiyoxxBsgzk5ChY5M2L6NsmGP/S72zEMiCLLS79b1+FpdTqWfsxEq6/yXvsPjL2XGg9rosydHmZdfDvc6SrG3Fd5KdmWfqrZ8iPnrHnUauiJkdJJsahXikiYZTdQObmyWcbqLYl+NQjdWoP7qf+6cs7U+0fH2fpLw7aiFm5dYRwrCOGCIY6mDQ0HUwaztAEJg3brJjcNuHIW19BFtIy5DvfRC7Y0m4xhi2P/a9rvLLXL0WT5hhqbAwZGsLPW8Lfp/gJwwoW5qFxEVloUJvaRu23PrRmPXPtn1xGn8M1S0aMnX+FVuiRGqbZRunEVTgqkntuC/OvzMVFRz3l909tGWCUsnUl0f4qAsy8DRjG/6/P9YUTv5wsG/mAS8T+0W/TePgbJPt2UPuND9I+9AoyN19qOBSXDY6TrPn0WfKTZ8Ox+0c4VoDaeTP1MK1wjmR370TsRklBwdJAj9UtCwGFx4+PdOyTeNbj4OJXLeSUtyzkVNh5AT/nR3qvD0D6wnR4fTkKlvUQ3w+z+JWnsUUiccTnItnQcEkJaozPp6voIoJkO9dBCbBt1JYlL9MPs9bSiyTTjiy+QK+Ixz+ulCTTD3AsOPMoTRIWYVkmDeXmSJWZNFy845eTXkwa7n2eSSOCgvthhtZykj5zguZ3nsdQQ91yKwW7vikibgUWkXEbNBoZG4XRUQDaCwukXzlEZefQmvDcleZfOX0GA1Saf2UpuIr5V1x5/pUNWYnnX1Gaf6XWZP7VWshljQ/YG3D0Cw+y+OWnyVsZQ7/5QfLpWfKTb2NOzRE6wj2XlPd0fU6DwtNVgNQqVPZOktyxEz05TvvgzzHO8Iz9UXcidqOl9rF9tB4/TOWe2zCvnyd/fa6U82h9/0gRAXbkwlhoOgqWGIoiomB5sTA4EURnIThTlC2zPpDT5aR23520nnyR/NQsya6tdkCYLtahMwfW87GSIFlEvkoU4XRExJUP/wPSZ38B9O6HWU+5OpLMXYC6NpLMRTtGomALJ6ynjSw7uPSEwKQhFetBWyYNZ1ASGzHake5u3GHEpBE27BKTRsB2NoRJ40oiiy2a//G/0HrmBHrvLaj6EEpMGFSJ0VHEYzdm3PUZyIWUwzJHR5DRYdJmi+yRJxn53XuprhLPXZh/peKcTXkStJ9/ldSSYn/EGSq3n5qzFzFzlxCjrEHy869yOuZf2e9XxqCUJjeyJvOv1kIuC7vFkp+aZeFPn8RcalL76HupOFJFM3MeM9dA5uYxrQw5cyEkn9XEGLpWcTM9/LTCrQB2WuHhV5FGi9p9+/p2WqEstrj0B4+FBk/vweCcjXBBqfLzXsKNbr+NGHqMsvQuevI5IPece73WJ1CkOdug8fDXUVtGUOND5MfftKftPM1w3v44guSSvdtJ9kyS/uholNKKLj1vaGsVqh+5nfzkWfLps9Tuu7Mvzn0t5dK/eMwyGgRoV7k6VJeMdlAMHsKJIOD4eQkbXlmMKa5DJSBZjrTSUpWe3aPt9Vf/Rx/q6kHaSJHFFguPfBdzeg61692o0RFExevgzllFN1+IiMAtUOHY+ef8vfbmGeoHdq0Kz137x8dtv41y3GzL6kvDUBUqiX0q0Q6i01bHDrq26rFIiedDTHYX86/Ezb/ygIvMN5GL8y7cFW5+7Pev+5zWSq4Y+XiJpxWmB10idu92kn07qU1tjyz48o8yO0/70AnM9CymsRSq6vp5WqFylXeLX3na5SCk4C7zkU4nq7c3MBH0FERMeD58n4eqKDx/to2i5hZguNo3UKTvh5l/+BuofTuoP3AP7WdPwHyrS9/EUKxS5K++bWHY2PAqSuuY7NxC9SO3kx057fphJvvm3NdS5GzD5nY652TpAtoOhlxiLj3vyCg3ORgkGkjoNys/zkSZiLw1rHucrbbHG8GksZzIYouFLz5uc2nVCgzX7G8ENG6+mPbzUJW9+ryh9ZCX8pEg7li7XInz/3a8m+aLs8jiDxn+Zx+/rt/ryYjxuV/pjnwCQtROIcugVkXEz7/K7TgSE8+/UlavTj9XN//K3n/9DKFetfEBwrTC/KH91ggdOU165HVbZjo5jhofcsm0AgOXVoaZa2BmFyy1DLhphfduOJxytVJATnPoXVswMxdcoFPkOjqrvELux0uS2A51CojNGiYJZdU+11H58HtJn30FEIY+/YG+WiPfD7P4ladJG0sMffZXyKffJj85Sz49W8oFBtczbHAduR6DjYr3TlLZtxM9MU774MvB8PTqh7kRpcjtSDExlw4Do5S1Dzpe1ri6tFzEEa4vASIIt/R6fP166JSNYtLoLQuPfNcaHqVgpG77ZLRgwcTcQlBGoz30r3VhYMRCj7jITxncsS9DV25jN6itN9M6MUfyk+PXNWqi6JMqcnUlh0yrsoNhgFbaMf/K9Jh/ZaM6hcBik+z5V21yywV6stSGNZx/tRayIuPjxW8MNhF7jPTwNGbmPKDIIw84QC9u4av3TlH90BSV922+aYWjX3iIxsNfB4TKvh1kx8+UIx8/7yVAHAW2Xpnajt4zQfqjY105DuKNpFah+pH3Yk7OAravpZ/gDy++H2bhT20/TM31w0grx8ycQ+YWyDr7YUQsbVOtgq5XLCS7ayvJri0oFOmxGZoHjyKNJWr3Ld8PcyOKHqljFluRoYnZ453HHCJuQm6wHIGbwqPuMESECMcyaYCi9bdHCqiTwjCJbDCTfCRLj/6Q/NSs3ZAdJCWSo4y2c6KUAqNQiRTVYCazVZjGDtpTAj4prSJHkdxVB/pjI+htW1l67L+iJ8evecMu8oBxrk4FfRYRrUPWQs7KoDJXJNEx/6oolw/IoT1vAZNmqDS141tK+qQE//ejXHXO50pizjbIT82Sn5otPX8jTSvMT82Gyr/K3u0R5OQuDKIckBfvmHaK+P85KGXnFmq+8u/4myR7Jvre85fFluuHOQ61SuiH8Xm9IgKm57GZbZAdP0M+PYs0mqWI+J0k83/817afTKkoR4DLG3TkCsKx+3Cca/TSkVMTl9dBLHO4AO2/PeLy8DbyVhWNmhzHvHGe+j8+sOFOT3Z0hoVHvlukcbSyoyW2jdt10SrKvyprcBSAtkPYtEJEF9XJTkIKQKJFlOJ2lFYLPX+R8T/73DX97ouf+3KHHsu5um49Rq/7c4HyvuF05+dfIWJhORFLUh4iXAFxSIrX9wP3MPz5/oSuryny6SV+WuFGV2WtpYTKPwc5DX/2V8im38acnCWbPluOeEpVfh3H/n0Ocqru24maGCM9eHRTQU4ehq0/tN/2wxx5nezI6RX3w6iROkP/+MAV+2FuZCmgmCJi7mxn6Jqf1TXCPsoBeQjYRJGQKFo/eKngUvR/F5B2jmwgk0anNJ84XHboBGi1UNmwTc6LAjR6zwS0M8xbl1Bauwm5rn+mrpFmGiIBD8WBjx5VcIesgVKoahVzcemamzS9I0ovvcU5oBAJuWPTQ59h/4ggU0/SHBmkzsg1RvxXc/7VasuqGZ93isSQ0+LXnqV6YIrag/dQdZCTpWA5bxHpuXk7NgFxFCwWctITnZV/M6SbGHJavh/montHAcHGjyvth7lRpXpgiuzoTLFRxVRWqtvAdDFpSFSmT7QhlZg0VLFhxZCc38D6gEnDS/vHx0MkGFeTigDzTRirudyOYKZnYajixkzYYgyA5K5dqMkx8p+dRs4v2u9wuUflLIQR4wyQTw1g1zWp0HriOWr37VvxfaiGa9Bsl/VWpNSCQ0GUGw7HpjBQ0GFYfGTjTwMbxYLQ+tuX3PnFuTz7fas5/2q1ZWB8rkFs5V9BwZIdPkkSUbDUmOrKeXUe57MN2odOkE+fhUbLVrV9fnkKls0gl+2Hcad/Xf0wN6hUD0yx9NVnypGx94Td9VL95N0o5Zg0OiPoq2LSMKXn474yz6Shltro3Rs7Qwvc+HK/UVPud6LZhJrGVCroROxOvJAjGpR2fTOJIKdm0YlGLi4EiKqIKG11oEYVk0NNAb0pBFlsXVOTZrJngvz4m4Qqu8gAhZSee2+IbJ1lCpyQwVD10KPxeoye9pbN67maoCbGMW9c6A3594kMjM81ShlyOkTmICdqVfTkGHpiDFWvEIPx0koxc/OY2XlX+Wchp/pnDmyayr+rFQ/DQn9W2vSTWCaNccek4VgI4o3Je7J4SCWqplSqm0kjTmJoSx7aizswZtLweaGNZNIAm0fMp2dLDA82SV9EzNJYgtE6UqmEnhiFRhw5J5lCzjVIzzXC3uvLsn20pxJXnk5RJIRb17yVgoL0mpo0y45BHAFJFLkWx97AxpEqFFWIXmcxtGbPof2Dl4p8HtHrrQhCHUQ+N66UK/8s5GRem7OeZJzr6XgcQE4DiaV23520vlUwaWSdTBrfO1JQtHTkEq7EpNF+8sWeEU+ojnIbWD8waXiqIToinpD7cY+y1IZhEK1QSWIZHpIK6Nxy3mU+iWb7dcWRr4pAZfcket9Osmd/gZlvWoOeCyhN1li0A/YEsuenV/z7PRlxOcdThlLLx7FDEVW1xRGQfx1voHpArQFyAzVcxSy2UfRP5WIvGRifVZKro2C5cSr/BrK6Uv/0flpPvUj72V8AthyXkmfckfOBAOX2oigCRf76OfLXzxXOc4fnjBCNQrfkrRvtCKXPTbt/XaZPBmefmimqoqEqkGgkT4GizBpsg6an4FEGUEL+xjkYr5PPN9F5XqxfO0U3FvFIFmblTZoeQo2ws5IhQlkIFaDtyIiDPkWgqknu2Il56xJmruGep3idQn9FEULhWHgIlcX+gFAvJwPjswYygJwGslJZjknD7cDdzBrxhqwIG5iX0Pfj329Ml4FSANvGUHPzfcOkIQu+SbNcFRYinyKgsft7buyAPKVQ1cRCjImdb4RS5FGuxedGJDVkh6dtn40R23i61IZmmaoGtfImzYKM+BJqfNhFVhHUJoWebCQT9fUoVcy/amUw2yjrWydIIIXtEckC7eenw/FGQ6hXkp6TTAcykIGsv9Tuc5NTAb1ra0GF0zUpWHpMVnV9H64KTHW9L/KU3euV/+F2ZG4eAep9wqQhvjgliuh8FVdXbiNOYQlImkPqeOvSHGlnqCy3s4rSHEkzJM8hy5A8w7QzpJXacRJL7Yh5hHKfzQql9rF9gKLy/tuo3LqtiDyNjTTb3z9C+29fKo9REWxhxEKL1jf/nvyVN21jsYtwkp1bqf363aXzL62Hj2TD6xsPoV5JBsZnIAPpIxn9wkOokRpgmTSswZHSRgVSNizusbJnO9WP3l7K5fjPl0acVytUP34nMnMeEGr37dvwplIv+dlGaFQplQ17ixAgRveB0oZLYXgzY0cRtDNoG6SdotoZNFNoZrDQQrloJ/wdAjJWGIyFlY8Vrz+0HzVcJX32FbLXztnv8XqTSA/Q7ViUcjuFHvPXz9H6m//WNaqe6HPh/ShqfQChXkkGxmcgA+kj8eStZuaijUge2A9jNiKxnrmUSGjjjSh79W3aB4+WNrJSf4hYJo36b3yQfOYC2fRs35G3uloDoEi2x5FQyKFAaeMOG3aHQbbfEx0bXKOmCgZtOUMmSClne9Xn4OZfxbkc+3spG4rYAEm3Pi+nx5IB80UjW0ftCm7Q/KuVypoZH1lskx87Q3bsjJ1vMZAbUgo9zwz0vErimTTM6XOkR15j+LO/Qu3jDpIzgKiujanrMX69WkHfvoP6b3yQ+gP3kB0+SX7sTH9SOA3Xwj9L1Dg9IgLi404DFK1DmdGh2LBr999N9f73dRg8H2HZMu9rrRbzECpYg+8bQ4Mh6Yxce+lN6yLy7Xid+PzFkhEzNw+y8fOvrlZWreAge36a7NgM2fG3yM/aihGlE5CNnaU+kNWV7NgZsudPkr7wGmYht3pOEjBukmTaRqUplV/aO9DzdUgvJo2CvPU8Zm6+xKTBVTJpWPLWJrWP9SeTRrJnkuzYTKlPpmfVWJTED6/Hhsn1RSEOUnMbdgmig6Lfxn4QUKiKRk/eRPbGues6l5iMONm3wzafBmaDjio3VS4GqUxtR++dtJFsdL6x4UEEHBlxfnIWAWof608y4l5y3cSi/TxLfSCrJyvRMyhUp55/+0NU7hzoeaVSkLceQ9WqltR2ajvasYFfaY5WPtsgP36GLGLSGPrsL/ctk8b8H3+b/NgZNxjPXVfaTQTVGtyjPY76fvB9QGWDFQzVMrmUOGIsFWe4SGrkXz54XYn7/NQs8w9/A92TjDg2oHRSH5RCv+KwKKuP519lx89sGk5IL9dsfEqz1CcmCNxLWoHYvmyjXIey/VOADt4IAAsLqAvnqOwYYuhzqz9LfSDXL8vpOYxsZgV63jnE0O++c/Qsi+0ARaqR2nWdd35q1jJpHJ0BxDFpjKInxi/DpNGAdg44Jo2H9vc9JNN68kWWvnrI9jmhuli+7Wkq93r5OVS8CsV+HkN34bGUS8FBW/ZTqlZFlmzZ9U3/7vPXnbhPD5+0JfRbhqk/8IHu+VcU5ePLnEH42ao0/2qM9sGj5NOz/QmhXkFWbHw6Z6lTtx6w50iyU5Cii8Rjl17vWA85JBERpNlCnXljVWepD+T65LJ61gpLphXd+CJhkJe/n99peg6Q5M9OY+YzuzbKQc9iUGmKSttUf2mK5BohyU7yVig8YV+mFXMJVj+0l+q976Fy166+r34C26B96Q8fcwbHRTTxeAKE2qfuASB9+mUbCcQRUKKo7ttF/tZFW0buqxb8/hMNclQojO9/cs8n+2/DvHmRfOYClT0TjD3yO6tyXvmpWRb/7Cnyi4tUD7yH6v5boZWTBzLijvlX4CDUBF2voibGSHZtRe/aAiiy4zNkh6cxl5b6FkK9kqzI+PhZ6vlrc+hbOmep283I7jWKYMF9RBS8k2IUowNoQp3+as5SH8i1y+X1bHVY0rPTrY18wQ2jL+nZfrFL5L55htoNpOdekGR8/YPPP1jnTC3Ow6ULsNCgMrWN+jVCkjcqk8alP/gqZnYePV4PPHdE11/tU+8HoP2Dn0eRgzNAo3WqD+4nf/E18l+8Zb/Qb0BKhdwkUMwziqKfOCIa/vxHVxWejCFUatVo/tUWekc85eNi/tVZpNHa9POvrtr4dM5SV3t22k1I2dnzYD0Ug/dYVPBc/EJ6VtkAyWhdeCTeQz53nvp7b7ruWeqbSTw8owCuE565/t/SYv6Lj2Muo2eijuzL6RmFrfK5QfWcPnOC5l8/j1E11LZtxXn6dcHGIcU+4nZKrRDj1m2+gbpwfgA9R9J8/Kc0H/8p9Y/eQXZ6DvPGeYASEwCIg/ghnoMTrkt/7HI9aucWqh/YQ+tvfgZEuZN4pL3P/bjj1YDceomFUJ8hP3rG5nxWOP9Kj9SpPbh/08+/umrjM//Fb9oNUim4aQQ9scXhsdrD/DbXo70H7DYq5wGLKuZoIFhP2m9QogroADBz5xj5zbuva5Z6P4uFZ6Zpv3AKWcjtk0kFjBuu1mqjso2pGFsNPduc73J6LgyQmZvblHr2kGT70AnUnlsgRDp+/ozNVVjIR7vA0FVVOQjaszWL20dvdEhyJSKLLS79wWPIYitEjqVJnyo8XfzjKnImIQQPhqbzWMJ7avftY+T371/lMytLLwh1+d/vIdQbh4z4qozP0qM/pP2T44HWXG0Zhy2jjnPJV6EoVGJvPAmeiQ6engNvbW5AqWh2OnYCYTRLHaWR6dcY/Re/fkNVwrW+/RzNp4/B8DgyMowaHokiQEFc21WIHBYX4NIF1OI8lb1brxmeuVqJ9SwIelk9x7AbkSFSDnKzG61WntTRc5NZPZfo5adPbyo9y2KLxUf+X7LXZtG3vBtGR6xBQWxk6CFIb4SkWB/xkGTYULSlXPHrBzBzhvov72Lod28MSPJapf2jYyz9+cFQDRZyP1Dktty69axy87Jc1Vtnzkdsmbo520CN1rnp3//eukYVy0OoN+78qysaHztL/TsO63dex0gdtt0Eys1SD5isimapKwf9K8ToIgXg/7BPQq/RLPV+El8xJtRg20SBYTvD428gERWtU1EGIyKwuIA6f47KzuE1qRhbmZ51VIWkLdSqQYxCO+jVe5DK5XwK3auiKEFAtVqoTaJnD0nKbAMqFdTenS7XiWNRVs7A6Mgjjx495KisJSoiIiIHXSHnz1P7B5sbklwNaTz8dfJTc+hdNyNnLtonfZFLHOn0QDYVChIFuaFUcxA2GMI1KiJUP3I76aFXABj6zIFN0yuzmeWKDAetJw4XmL5XeqsNWYYyOeQ5iKBv24p+1xjkGcoYxOQoVzOvhzSYHCU5SI4SQUwOxqAkt9/jXzc5iLGz1BttWk+9uKYLsJYii22WHj3I4l/+CIbGYdsWe/4Ye46WhAqlDJCjtVs3d2xft+9TIyNwy61krVHmv/Qk7Z8cX9XfujI9jwY9G/cIoIcSp/dOPedOz6akZyUGqlXMxaVNoeeFR75rvVKtYLQOYhCTWefAOJ3mBi32HLUyTr+CMlaf4tZFSQ7KgMmK68E9r7bcTOv4OdJV1vFmk9EvPIQarqJQ6Dt2AFFuJur0D/06EBgN9O4Jar+6ryunU4LYAKkk1D9+F+aNcyjoK567G10ua3zaPz5OdmymXE3ioYTFptuAcshyzPQs5ty8m6Weo8WgxFC5aweVX9mLvnkIZYzbgDKU2H8rsTck3mCJsTcqOShF64nnLPa7yUQW2yw88h3SQyfQOyZhqObOy7iN2T0ikUHK0UrsuuAMkrJrocgBA8N12DNF81sv0fzas6vyW3vpObiQ82ulZyn0nCR9r+elRw+6XJh7QjuHyhiUyQrjg7HnibEDzhDLpIx1tBIlaK9PY6fZ4oyVkCH+OpjYwuJj/5/r63lnit4+ztgf/Tb5zAUAap96P2psqCepaudjfvIsradfLhuqDlZwteNmhn7zg2Qz58mn59C7JzYFJ9qNIpc3Pn6WOkDAXh1Wv9iCdobJ7CZEZpliJc8tNXhubyI5NYs6v+hmqRv3unsUg2QZOi82KvIcMTmSuRvXzVLfTCKLbeb/zTcwp89BkqBGhtz55YhkzvuKDJDbyK0RyrAblcECWsYZKLuxKclQ5MiOSdpH5lh69OB1/95Yz6Hj2mPozd56NlluZ6F06XlxGT2n6Nxu1EoE8szqOc/t3+1jPWdHZ2j/+HiAdpRStmcnLyJ48syuT56hEFSeo7EGVpMH/fp1wRi0CEoyNAaRzBkyez2IyVHv3rYq+t3MEnjuXjtHduR1hj57L7VP3IXeM2Gvm4jlOy4aKHG/eQOEjXQqd+yg9hsfZOiB/aQ/fZX8+JskuycY+6PN1aTZSzYTp+ay3G6y2CI/NYvv3YkNj9+YpNGE0RpSqaC1tlD3qs1SV+TtFJS6xlnqGycLf/IdZG7e7uZjw4gxNpDQ7vzJQxWYjnpl7P2iXZTjcwHFehTVObY6kC03kZ44R/KT49dcMVbomZKeYwMk800YKfSMxhYdZJkbWWz13D7XCLk8jc1haZHie01mz9UlOVSsZ+hbPbeeONx1H6hWG7LU8tqJAQ2VW7chaYZ585LN5eVi3TudoOsVpNlGq6LaTcS49INBi8KQF8lvFFSr5A6SrD+4OXs5VkOqB6YY+6PfYuFPn2Tpa/+F6oG91B/8ANLKHM9dI0RHMjdv5/gAbBtF1yqWFWAy5rkTsuNvsuR57u7btymbNCHmWjyNWbDNqYFrkf7m1FzW+KSHT7p/FRMFddxcKC7JvNRGDYPRrgpqNWepi2VzvZZZ6hsli39xEHN6roCwlKBMZmfNG2t4VGLX07LWgt3NXTWPyYvqQCj6QfxMdxMX7yhk6800v/b36Mnxa6oYK/Tsix4KPceTIzv1jHF6lsxe7FlhIHX4fRbpKOt5KbygVELWmA8Gqh/1bCHJM0AEPft+tfkmyWgdEmtozamzUK+hjMvtaFvNWb3nFmRijPyF0+TnFy01jI80xevXBMdLiyvSQKGShNa3n6N2375NuTmuliR7Jhn/0u+w9FeHSH98nPTwSar7dqKntlM78B6uxHEnCDI7T/vQCQsdN5bs6INVbiRdL+lqbN5+K+pdOoxaR1lH13MtpnPzpE+9gjz+fN9wai5vfEqz1OUys9QVEmapJ+VZ6n6npDxLHQN6mVnqoGAVZqlvhGRHZ0ifOeGqwNxGlbnkOm7H0TbS04myhtqXr+NJOikiHoocmxZfJuoNkQJjIyDzrq0sPXrwmirGrl7PdOtZUjuy2DiLQ1nPygBdejbFeWwCPbe/dwQPObvYMHDb0Wwh1QRVTVCJwqRugJnri/IGJZ+eJdEaubRoc3k+0vfVbRDB2wQSXo0iVyALFpLsx6hwPUWN1Bn5/fvJH9pvjdCR03DkdVq1xEY2E2OoejX6hNjoaK6BmV2AdgqoEjPAZjPoJa7FW26NGrrdfaWw1fwoBOfQoJGxURgdBaC9sED6lUMbzrW4POzmJ/h5gyFFBKSULjxiDwktN0sdQNlZ6oVHbDfQtZylvhHSeuIwIVLERRDNtq36kzyUU1fesx1pZpizDbtuWmPEuE0sQbUzZ7ft8yhcf0xiOcKwnrIXXa+Sn168Jnjm6vXsHkt6thssOrHQaaRnIwQDFvQMRYXrUhtZavW1nj0kWe6s94G/u+7nF2F0CCoKpaOIPzc2IkJhzjUw5xoFhBpBzCJioWcjID5ytJCcOMdOb0LoeS3FszfbJs1jZEdnyE/NIjMXWI7jDsRyqn1oL5X3XblJUxbbmNfmrJ5H6hvOPNHJtajqQygxkUNfcC0qlM0ja4ew2OaHcD8zOoKMDpM2W2SPPLlhjc3LG5/ZefuPqG5ePKZS8gAp5SQU2FnqCls0oAsIx86jiLi+3DeJwdbjN9soQ9eGhKHvpf3j42RHZ4pIRhURhLm0gB4fAqVRWpG/+jZquAp5jtYKMfaxsu8W1PYxshdeQy4uWUMjENrgc1NcQFBYhBxUtUrricMrhmdWpOcQEdl/S2rsfqpzZ3Ddxgmu/BW8xYn1TLPthqIRbRD4pFffSHp42q1LdN5RxI+PgJZaMFRDKjbiV2H9FDpxBpoCevYN1cYoKrsnSPbtpH3oFWShFaA4jGDml7BujJCFCHUgXuwU1l8FoibN2UuYs508d0Kyd/Ky90U/z6nyXIvm9BzJrnejqlWbL8SQ+MjG5Yld2OMc/NxddsrtGy6X7J8bqsHeKRa/dYT6a3PrzrW4rPHJz15y7MVlTy/sRLHBCZ3GRSQUPLzMbVDGb2RFRzGiwFc7+Xp8txGF7/MTAK9hlvp6Sut7L4Y+mc7cgGq2LVRVq9gIIUkwiznaRwyJglxhTs+hKxppLKHyPCpC8Bu+cuW5UYSS+1yBQZrpiuGZFelZxXqO9G2cXq+oZ99RDgQ9e73b8+snPWfPnSwiEbxDXTgWOo4QWykq10glQRIJRRkmz60BCkUGHlpVNkJ0kKRZaKJcQ6RGYdoZqrEYQXNm1SDJfuISXC3R28ddNLOy9enOndy2bO5EeuVO1ph1pJNTk+Gai4qL4i2lJThEgWsxIA+EnKL3YZXS1qH328qOd9N8cRZZ/OG6NjYva3wUhB0mimTdcUTaF+1E4djnLny5Y+ypC1HDV+csde8B+2RssUEZ76H3ochiC/PaXAh53ZVRMkQsNBGpo6oJkKPcKORQlJEozNxFzLkGDmmjgA4Ihk2MjSq0AmOMiyTF0rCLkK0QnrkmPRtHY1/SsyrpS4kKeo4NUYho7emV9AxSohbZaDELrcIgd+o1ypGFCNFDkrmCSmKLKrR9HqXwAzPB6tAomxPMn7OQpHHfY5ZSZLHpDJ13zNQ1Q5L9zCW4UbJc7kRFuRM/p+qyuZMvr23uZOGR71rDoxSM1G3/nLY5Yshdal1bhi5HVRYMjBibynAQrzK4Y+/YKleValBbb6Z1Yu66KmdXKsuP0R6uQTMtPOKwMZU3pLARUWxAllIn4mTCe7je1BYeL2JnqYsI6d/9PGxMxSx1+z397J2lh6eDB1x4yO7R54BEUEttRKpQ1ajcVY2JcWXL/sKxuSFjjDMAltYmuW0CvW8H6aFXkIXUVbG4jXyh6cq5Fe3nTjKykh/v9OyRoi4948qm/UZKpPf4OiA2MK6MuGRwltEz9gY3YiMiO/e+P0Rm5wvPkbJey4bZR4g6GF7SDFzuz1NOFaOhdVG96KA8kxlbJddsO6gVwvopuz4rlS4uwe23wSRdXILeMLbPLdB+6hXUt15YFy7BjZDL5k60zZ34CarahqjuvhRknXMnS4/+0OUcfTWsRiRHGY0oUxQdJd6TcciI1raXTHsyZ7fPuPvWQ/W6g1NTb9vK0mP/9ZorZ1cqyxqfMEtd9/B8ex1T3JkSecQBUhEHqQkOkos9XorPAT7ZU5qlrtZsDa5b0sMn8dVQy3nIIYfSSiFTFoITsRdUntvIx1VHKXHxTrRBm5nzMD5k55tkmftehcpy5NJCuICUUiuCZ5I9k+SX07PPyfTSsxR6BsrHUjY8/jzCBkzkgFQ0lcktVs99JB6SDEnrOEL0+3Z4vjBIISL0oZ0xRcQPWOzd8RoKtipOxOpPyusZRz6y2L6q3x1zCapdtwbDh+QuCZ0HqNZzCVrPethuqCKkiwtkX35mzbgEN0LiOVXJLT1yJ9KRO1EQcieezd3nTlSRu/a5k6VvHSFfpdxJdnTGkvzGHk+a2dy4soYyEK3mCrQOWUUxecGpqbC/HwKkG4pZXKoD47YaY+DdE9dcObtSWT7yodg4lC6w7dAHEud24o2qxwZG5+tQmqXe/sFL3RsSgqQ5meNc6iePuEsWW8t7yIirXvI7loOkWrZBUxLfH+U9G2yVlBF7/fsLJl0if/5k4bkI0EqRhaYz6LgbxZC9vJLcQLTuHQZIdei5S4/l5E8ByS2j59TrWSi/bvpTz+H6Dzt0Zw4sjoAoDIXPgUJ5ffz3oYpBZoF7zP5FHzEWnqoJn4sT6b1EFts0v3aI9rO/QN+2CzUyHAxN6CeSzJ4P1vMt/V6lLQSjFIyMwMgI2VKT+S89yfA/uXfTjb6IpXNOVa/cCdrqKOROPORNAV2FhvEI4gJ3C65i7qT5xOFwm6twv7dQ2bDrE7QwoN4zYRlI3rpkq2ZxRUlaoevatkdA0K9PottrM0am3JlHXItr3di8LL1O9cB7ihvIxDdO5Jn5YoBe1BZCF5eSfZ+UIhwVv18oeX6qXg1/r582pU7JZxvB0y02HEqKDR5ytDFjDGTGdmRnOZKm9rGdQZajUsunlrczJDOYdg5pDott5MKCTc67sDJAZUWseVVS1rN9zupVdemZSM+x3qRLz6bQt1uPsp7L1Yx9q+fhWpfeSvrrdJjCei2/PsTrYgoDXLv/bmr3vw+6/h74ACrZs3z00YtLEM8ReBkuQdXFJWhYay7BjRBPChvnTpTkaBEXydh+PI0jv6VYL+W5+tzzyjiyX89N6KiwlOTorTfTOnHuuoh/2z8+Tt7JtegcHJlvItfCtSiWwoyr4dRMKuvCtXgZ4zPlbgz3hDcMrkQWgfqv3U31/rvty/HGIiBaUbnrFtS2sWgjksJTiDeyeKNzG3Vl/27UlhFErDfcz8OTZHa+2JgAb3kKj4JoI+mAHP165cZyhTmjI60MWhnSStHtzDIMLLVslNVOw/fEuQF7KFcNz8AyeqbQT6eeCQ6GsY5Eoqh26DnuQyo5Jv7zFBBrdf8ep2fpOz0neya79RZFil0QcnSeYX1ix8t9DxTH4RF6REigKgnJLVvDddRLlucSzOhHLsH1Fps7mQs5TJ87sdyDqeMstOdtr1spDJDJQNn1UUqCAQps5Lk1WPHzetsWlh77r9dMCtvJtehvdKUUNJs3DKfmssZHbx9HTY7Zg9Fax40lsR3piGzcca2K2rczbCxA8Jx9Aif2DEsRlQjZz14jP3MBgNp9d67yaa+uFMUUBWRYPO8OS7kR97nOiLFkkN3zhpATKG/g7vU4hMAl789euurfvlI9xxEtRlDVbj0Hw+PjsBAJ218Yn0f6s1NOz6oP9Rwb+A59xutkimPVsT7+c53rFp63/yD9wUu0/vZIOPavS5pbhgiWhyQXHnFcgkjBJWgsu7YlL3VRjNiNUmNshCO5u2btxilunAnGjvkoPuci2S03kZ64sOrjPNZSbO7kGEUAoSBNbe4kj9jVxY4NUeIiGGeIlDKQO8PsIkZxrxMiImeITBQhudzJSkUWW+TTEaemd2SLMlSksQTttu2nzNzvNmIjInFoyrkG6eH/jrRTxGT2OnDEtWRWv2Lc+JvUsbPnOVpypJWCslyLaymXZbWufexOQKjt342+datbnWJjbH//JWuliQyIsR6fmW/SfvynZCfeLG2sasfN1B64pwTh2M/jqnzKGzAI1QNTa3T6qyN6pFbesO0/ShFd6dhv3P79JQNkyuffkSuo3f8+ap+8mwDt9TBIK4WuVqrn+HF5PW+h/sA9XZGPh+TiDVwJ9KOeLSTZoT/T61iK6zZen7Ae0uVg0Ol4lK6XKJdWr+Ch1V56XfyLg64TH/t+xyWIuHlaeV5ALm5jFGPcxuqhIzdXC08FJRYSxjjoLgcfATkuwc0y6mGzzalKD5+MIh3/qAr94gzRkj0HyVwRQjtFZWLhejHOKDnDmRv73jxD8pzk1q1UP34Xerjmro8cyVIwhuzCPL7Yaa25Fi9rfDz3UevQCfLT57pvrDiiIbrxOjfSaEM1M+dp/eef4d5YgiS6NmIRavfd2VdQTC/Ruyc7PGTozBEgHY90blD0fj58H8X3ObMcQ3uqmpDs3OpfWZEUen5lZXoOv9PneK5Gz6pbz/Snnq0x7OxDKz/Wfu39FpL0jhPR+iSKyl27UFvHyvrthFyjz8VFGtV7dqMvAz17LkGhyA0ELkFj3MZqPXyNlD17cQZGOYMUIDcfMRk3DqLIgShjbETguAT7XTbjnKoy1yIuAuqdS6aZotqZhd5EkDy1ukwzey/mOTo3mMwN7kxtdJO/cQ4zc458vmmb2TNnaJdaZa5FYU2djMsaH8/66j2x+MYobSg9PDpfXlp8zpQ9vk6IKdq49MQYIPbvb5LhTgGTDwYh9pB7bDi9cgB+fSivawzltH7wEukPXqKIHFw1bzsjnzkfNqqVSKHn6PdeQc+lSZL+/PwG3Ov9cYTWoWfdp3rW28fRk2P2RneQZNf5QimiLemtWkXv22Uhyc7r3+0iIeIJevc5NxwkeREFPRuHCy7BqP+q2bZ/I8+DZ1/ZvdWSbooEzN+YzDYrVrTdaPMc7SoPleQYY/OKfkMld8PvTGq5BC8s0u7z6bObcU5VwfBRVBGHXLIqcsnhMDfQzqwhyty/89yWZWc5eWqPJbVRD2mOLLQs12KrjbhiJmkswcX5rlRB9vIbq6SNbrniGO3ax+50Nf4KttncQK/qtjK237HRKFVKYndDTcXnqx++3bEZqE3DOuvhok7PthTRQddGHBucrpxZr+/rNAR+3RH0UAH9XUvFWKxntXNL9+/t0HO3QRLEj4KIqr26rguJ9dwAFLU+1nPtY3ci4qIQB0nG69L+vsvV9FgfC0n+Pfkrb5auf7VzC/VP3dOt715VpW7pqgfeU/pdgUvQ95dFHrK5tGA3VFfllL/6NnK+YT1hkVDVVd23g+qHp1A31cEPtHMwkk2mp1FxQvSY5ahKleYTh/t2+uyV51Rh51S53InKfM5DbCQQ5U7ah/87hNyJhSJ1NDhQ/CTbzD5aQ26hMFhZ7kRmG/jQoyuX3LUfUDwKNgeUupxNmocqWtLMHnsD5CA407YFTXJh3hL9xmX/KyuavSa5ovEBGP1XfpY6JHfsWCZX0Q0hID1mqUcec2kjrlTsLPWZzTdL3Rqf7vOL16l2/93UP3l3aSMO7080yV27SLaNd23sxYZNl0Hyn69+YA/cPGz1s3vimuGrq9Vzr4hV756k/qv7iPtSOg0lgFSSSM+q7/VsHaAa7WdPYCJIsisiXHZ9Ou4PI5g3ztP6m5+5rynul7DBRJ8HoXbfvi6dxlyCcS5ABMsl2Eydx2sfzULTTkjNs5BcN6fnkPOLgUtQuTyGGJcvcJ58mNAqUuQUxCBLad9On+01p8r37ZQiiKU2KsswWYq49VImNkC55dzLcpc7sWth8pzklq1UP+FzJ26dMvv57ELDrhcry53kZxsBS4+r3eJcYDGOg3AeXchK5sZ7tDNou5yQi5Bo2ihPuQkC4e/g9pnI8Kwl1+JVGR8/S93M2Sa32m98sDRLfVmoxfSYpQ7lailh089St/DMTYiAHqtHG0hUROE8sJ6RT6WC3rcLtgy7dSogS1yjZ7x+nZFR+sI08uZFm4P42LVXjHk95zPnAah96p6eeu6CTnvpueOxp5739L+eY+j5chFsV5Vbr3XwG0QEwYVcGWVDrybGrPp7QJKeS7DIBVDy8AFLudRKi6KD3JbXWgNijYeZu0j23KtI01Z/+Y1W+SIFyYvcgTNcFnLKUKnNM2RrXBF1rdI1p+oyuRMJuRNXrpyltigjzp2YK+VOTMidyFLzmnMnnbnj4rizYZ8SRN/p6JT2i3j/MLhikjh36f54hyET1pZr8aqMD/hZ6g9hXpujfegVhj57L/UH7rEdtj021JLHTI8FqSQk8Sz1w5t7lrrH5Cv37Ca5dcKdd1Hl1PreEdp/+1JPj1kWW7S+aeGZIilv0Du3UvvU+4uNnx4XWriA7OP1VozFek6PnLZ6/sRdl9czHfoO5ydIJaHi9Fx3ejZez1/cHHqOIUm98+YuKLETMgO67wPnbQf9xn1QPufj3l/7yO2IYzPoBT0HLsHgyRM2DjwEJ2KhlLaHWvJig/QevRFUVhgWMQaTW1gp2bWF2ifuRA8ltvrLlfRKniGXFvBcgmtdjnutUppTFR7jasKOPrxS7iQvqGyi3InKc0yv3EnTQnc+dyIXGteeOxmuhX9GbV/hPHpeZyyzL0SOX2HQCstWu/9uqve/r8Pgxeuj1rTp+zL0Ot1iZ6n/djFLff9t1D5xNyCYuXk7T33mgj2PdobMzdsTewfMUq9/ej+tp16k/ewroFzo6plScI+m8MCAyJMpPJGClBPy18+Rv34OHzJ1Qm/BkLkLphc8cy3SpecDU9Qf/ADSSjEzFzBz8yE6Ym7eMjIATIyS1CpQr6AnYj1DdvwMzYMvI43WptTz6L96iMbDXwcU+o4d5MffDDkEMRL0GyilcBGMAr13kmTvJO2DR53+YsNDEQHVEmofuZ385FlQy0OSnkvwqti2S1yCBqWTVeASnMdzCbJCLsH1ks06pypwakbUZEhxXQVKK6Icln89Nkwx0hJ+aEfxExTXb/idHZyaayhKZAUr40QWW2GWutQSO0t91xYqU+8KN8SVZqmnx8+UZqn7sbabWdo/PsbiV54OHmnMAk047kh+BpC1Q6ILSkWhdjkprWDrCMwtwHCVm/7D51d1Q++p56ntVHZtvSY965E69U2s5/zULI2Hv05l306SvZOkz/7CXr8q0rcU+o43jtIjhf68XtXOm6l/5A7aR05jjr+JvgwCsPBv/5rs2Bn79xSBYLL7WIOSYqBjosFzCbrXRQiTVD2XYDF3SBWsx0LBJWgKT9sYw9A/upehzxxY6+VfkVz43Jcvvy64delcPwiGu5OzzyMS8Zwq6ZhT1bOIRKD2qfeHwXeXk/k//jb5sTP2dyllHVlt2dFLvxspfrcq9hVr+Tqvt2X2jzhCihEZit8/8i8fXLP+uxVFPl6WnaUO6F1bUOND6PFhQsyJn6U+byvZboBZ6r2kdt+dtJ58kfzULHrXVszMhdAoFjyT4MEUnrG/QEDs6PHMkxdGSf0o5+AjnsqH30v67CuAMPTpD6z6Gnbr+XWr51piI9iJMVS9SqFnbHQ018DMLtxwevaQ5OJXnsY0mtQ/ey/59Cz5ybfJT82VcnGeNdopsvQYNoJaQrJ3ksq+neiJcdoHXyafnr0i9FzmEnQbTJiwirvcenjMfv5TbtyG7Dx7N+LHu0B2/JDLBbgckbTSIleFFCSq/rrtMylyO4UBcTt0kQOKIwnv6G3wnKrqgfeQHT3T4/f683HrrgmRp2ddL+W0/O+NfkdPxMRBciGiU6BqVQvZytpyLV5T5NMp+anZsOnmp2ajkNN5EJEnBSubpb7ZxJxtMP/w12HLMGp8mPz4m4VH7EuR3eCcUn+GCJWpd6H3TJD+6FjJM8ax6YYLvVah+pH3kp+cJZ8+S+2+Oxn5/fvX/NzyU7O0f3SM7OiMLWNdRr9e/9UDU1Q/NHXD6Tk/NcvCnz6JudSkemAvtf27MQGSbDjoWZC5BVvuirLQc70CtQrJ5Dgqgp7z42/S/umryPzVQZIXf+8rhSe8nOde8pxjj56O6w4XwRTVVUpsxGM7+SNPuOQZF3159Qf2F31ifSIX/+lf2jlVYEfV94gQA5TmX1c91ie6vktzqqLIpjSnKq52FEJEVP9HB66qqtOcbXDpDx8L+uvSJ0LtU/cAkD79cgSxuvcniuq+XeRvXUTm5gMEFxDA2EEKEVtxPsn+2zBvXiSfuUBlzwRjj/zOqumkU64p8umUZM9k2Pz8LPX81GypB+BqZ6lvdtHbxxn94m/RePgbJPuGqT9wj80DzTcDhNY96dU+Zq++Da++Hb4rYMb+xkfQO7dQ+8jtpEdOk0+fdXPs1+fGt3/LQgdWz5cws40S1b/VMyR7J25YPSd7Jhn/0u+w9FeHaP/4OOnhaSr7dpBMbe/oxykiws5jM9ugfegE+fQs0miiRmoMf/6jVwVJxh577zlbhOsrRDDeY+7MOUYec8mjl+K6jD1pa6nKjuVKuATXSzbrnCrf2Gxm51FjNVhoF9BZBOGD12ekVxHUcM1yLbbSItry+lLurKNihc7IKPvZa+G4usZci6sS+QykW9LDJ1n6ytOwZZihBz5ANv025uQs2fTZEkZbLgPt8LT867UKeu8k1X07URNjpAePkjnDs1kqxm5UyU/NsvRXh8iOvmH1VktsZDMxhq5XS3qllZHPNZDZBdt3gYLhKvVPf2BFkOSlf/aXmMV24RG7HICOcwPec1aC8nOkOnOOndcZnZi/ovqJuwBo/e1LxfMduYGhf3x1Xv16Sil3EkU89rGcM+EqciedObq1zJ00H/8pzcd/Sv2jd5CdnsO8cT78/tLvc0hKbGC79pWQU9xC9QN7Sv1lccRT+v3u+KZ/9/k1RSxWJfIZSLdUD0yhv/hbLPzpUyx+7RDVA++h9uA9VFs5ZuYcZm6BfOa8dSTn5lHtzN4QE2OoWoWkXkGFirEtgCI7PkN68CjSWKJ2352brmLsRhTvAHRBkjMXondFOT089HztkKTePYkcn+kR4fTw7IPHTLkaTxWRdXf5LtGxKjI6nvpHQFUT9ORNgXG736SUOzHYakBTbNQ+BdeZOykcwPJGbB+jYgPokTuJcj/XkTupP7Sf1pMv0jp0gtBArKOcsdNn+N3L5qgcRIggM+dpOSNW+t2UDQ/uVNaDa3EQ+ayx+Iqx9o+PQa1KZd8OKlPb0c6gxDmSXsdmtkF+/AzZ9Fmk0UIN12zvzSatGHsnSE9IUqDyvtWBnuf/+K8ttU6IfDpyOsvleLynv1yyndgj7iiO6JnLsJ8b/cLaVURdq5izDRp/+FhXziQ+rv/6+xEgffrn9kNxxFPRVO8o506KSaaqC7Ly0JZft+r+3eRvXiCfOW9h2hXmTto/OsbSnx+Mck+U9BciWekdqQWR6PlYn505H7Fci+ZsAzVa56Z//3tr7tgOIp81Fl8xVn9oP0t/9QzZkdfJjrwOtQp6chQ9Me4qxsC7srZibN5itu3cfU+Noc8c2PQVY+8E0dvH19RrrB6YIjs60x3xGIk8e1XO8US5ATo8+lJOp+OxC1LC5R6HapglO7Swr6bPOvFzqmR23pLCLrS7cjze647XxYcuYU5VlDspz6kqGsjtF5UjovRnp0Ikci1zqmofu5PWUy/aIXg7b4YzF0OkQ6TPOGfnf3/IYSUK8mhUOz6yifVpf3f1I7eTHnoF1Ppxag4in3UWC88cJ3v5jYgipUfOxz1WPrSX6r1TVO66sSrGBnLtYiuivtqzGspXbdV+7f0oBa2/+3l3jqBq2UXkrQb53KUSlLRsbiOq7qr+wz1kM+eRNy+ib5tg/EtrVxF1PXLNuZMoouiZO/mHe8K4kDhSLLGbe8PNtedOzNkGjX/9n9BbR2F8CHPizXLOrld1nvu9es8klanttA6+HBVD+Ago+t2VhPpHbyc7+TZmeo7qffvWpXIWBpHPuoutGLOeoq8M9BCNl3dCxdhArl08l6CZbaDH65aFgCKjFDxj989SjgAVuATz1mswe6nw2LHFCXEZNXRXRaUvTIfXr4dLcK2lyJ28EooOryp30tVQejW5k7Lh8et+PbkTz7VoK2d3UPvU+2k/+wtbHdmV6ytHrPnJs5Ypgwga7KjGs43NvnJ2jmSdOTUHkc9ABrIJpfnNn9L81mFqH7kd8/o5stfnujvee/X10MOjV3aDTXZto7L/NtpPvthteDqYNXxu46Z/93t9HZG3f3SMxT8/CD1yJz3XpRRRhP06SFdkGEcUzvDoiTHrGIzUGV+F3El6+CSLX34avXWE2gP3hMZmc2rORmjap3Y6kJMYevV6riRUpiZJ9u0kmRin9fTPyU/NbQin5sD4DGQgm1BkscWlP3gMWWw7yA3sP7AHITdd/Ns9QVx1F/enFEkQ9xBvsK6ay26w9vXaOkI01yONf/118tfm0Lu2YM5cADrWJS5GgDIkB0iiUXlx4uF9pZyPPa5++HbSZ08AiqHPrF4Jemdjc3X/bssaM3MeM9cgd9WVZm4e2pk9NVc5uxynZnr45IZyag6Mz0AGsknlurkEi/21XPXWq+/HJ7HXkEtwreRqcyehiuwKuZOeObJ1yJ2sNtfiRnNqDozPQAayiaXx8Ne7uQR99EPxGIgP/KO3PElixy4TQUwdyWkf8VQ+fHvBJfiZe/uusfRy4klhk307qezdTvvZV0LuBB81Rg+XlY7IUMWsI8ffJNmztuNC4sZmUNDFtVj8UMup2c21WH9o/4ZXzg6Mz0AGsomlm0vwjGOrlnJuw2P+kWffySUYDI4qV29tFJfgaovNnfwdauso9QfuwUzP2kjl1Fx3LiyOgOIIwkeE1UrInVhS2J9j3CDM9cqddDY2L8ex6EPcfuPUHBifgQxkk4v16m1FVPDq55sAEaS0zIdL0Ft8bOdHJTu32B6QI6fJ/pd+bQAAAPlJREFUj5/Z9JRO5dzJFNX9t/WcUyXRnCo1MYa+zJyq9PCrGz6nKlTOzl7qwbXYn5yaA+MzkIHcAHJNXIKdnGXvEC7BwZyq/pCB8RnIQG4QKbz6JQux7L8V6eAShJhLkMAlqEpe/RbAcQkenr5huQSL3MmMfeIa5lT1Q+5ks8rA+AxkIDeQDLgEVy6DOVUbIwPjM5CB3IBivfpnyI6esU9cA5fgO9GrfyfPqVpvGRifgQzkBpYBl+BA+lUGxmcgA3mHyIBLcCD9JAPjM5CBDGQgA1l30Rv9AwYykIEMZCDvPBkYn4EMZCADGci6y8D4DGQgAxnIQNZd/n8C1hB6VJrN3QAAAABJRU5ErkJggg=="
[ "about 80", "about 40" ]
null
1
science
grade-5
use-data-to-describe-climates
false
true
Which statement best describes the climate of Berlin? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Berlin, Germany, is a city in Europe. It is located in the Northern Hemisphere. It has a marine west coast climate.
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"
[ "Winters have lower temperatures and slightly less precipitation than summers.", "The temperatures are about the same every month and summers have less precipitation than winters." ]
null
0
math
algebra-2
domain-and-range-of-radical-functions
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\leq-8\\}$", "$\\{y \\mid y \\geq 8\\}$", "$\\{y \\mid y \\geq-8\\}$", "$\\{y \\mid y \\leq 8\\}$" ]
null
3
math
grade-3
match-mixed-numbers-to-models
false
true
Which mixed number is shown?
"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"
[ "4 1/3", "3 1/3", "3 2/3", "2 2/4" ]
null
2
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "kite", "rhombus", "trapezoid", "quadrilateral" ]
null
0
math
algebra-1
identify-linear-quadratic-and-exponential-functions-from-graphs
false
true
What type of function does this graph show?
"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"
[ "linear", "quadratic", "exponential" ]
null
2
math
grade-1
which-table-is-correct
true
true
Jake looked in the kitchen and found the following desserts:He wondered how many of each dessert there were, so he made a table of the desserts. Which is his table?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAoMAAADeCAYAAABG4QqOAADFxUlEQVR4nOz9d3Qc933v/z93dmd7AXYXWPRGAASrKFKkOtUlqhfnWo7jXDuW/Ut8fe2cJE7xzU1s58Q+seM4J/k6xYmuo7glcrmKlKjZKhYlkRQpNhEESPS+2N5np8/vj5Vo6yZxiWWCpOZxDo9QBrvzeQMCXvt5z3w+jk9+8pMWNpvNZvuxPvnJT671KdhsNttbzgXwiU98Yq3Pw2az2c55dhi02WwXImGtT8Bms9lsNpvNtnbsMGiz2Ww2m832NmaHQZvNZrP...
1
math
grade-1
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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"
[ "impossible", "certain", "unlikely", "probable" ]
null
2
science
grade-4
compare-properties-of-materials
true
false
Which is the most flexible?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAjw0lEQVR4nO2deXhV1b2w37X2GTOShCGQMEZmMAKCcsUqglMdsNr7XbVqrf0+q7XtFQfKrQMKglVUBHGgjjhcaasVrRPUqoDIPM8EAmFKSAJkOjnT3nt9f+wMDCKoeM5Jst7nyZOcfTYnv7XzstZea//WWmJZpVI9kyHVQKOJKdUWbAlAcQQyXDCslXNcaiE18SLVgJ7Jzs81VuNxqYXUxJN6/6Kq8ZiMTygazfHRUmoSDi2lJuHQUmoSDi2lJuHQUmoSDi2lJuH...
1
math
grade-1
comparing-review
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABeCAYAAAA31j+KAAAF70lEQVR4nO3dv28TdxzG8ccJGAnH2ENVGlEJiNSWTkm6sJAoEiy0qpqFrMA/AGaFmXaswz+QdHUWtx1YGGjCxIKzQalMKhUlVTu4dohkl+g6uJZIiBPf3ed++Kv3a6GU6nv3NtKTOglcxvM8b6sj/bYjtXalt54AAEPkWEbKj0qfnJROZ6XMVtvznjaTvi0AgIWLp6RjL3e6PxnPSp/luqsPABgerV3pxRtpsyP9uiONNN92f4FRB4DhlB/tbrgkbe9KI7vv/AI...
1
math
grade-8
apply-addition-and-subtraction-rules
false
true
The number line shows two unknown numbers, a and b. Is b–a positive or negative?
"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"
[ "positive", "negative" ]
null
1
math
kindergarten
represent-numbers-up-to-20
true
false
Which picture shows 10 circles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAjgAAABcCAYAAABjj8+TAAAKpElEQVR4nO3dX1NTdwLG8QdMgCCJQG0gQot2q+3O6JSx07HeoDfbu47uK6i+gtV3sPsKal+B7CtYbe+2N5Sbajt12CkzW7GLMEKDUUETyIGcaPbi9Ej9A5yT/M6fHL+fG6vCye+bq2eOp6Sj0Wg0VmrSr1Wp8lSqNwQAANBWUh1Sdp90tFca6pI6VrYajR/KUR8LAADAjFM5KXWn6vym0CV9sN9ZPwAAAO2k8lS6vSEVa9JcVeos152/YNwAAIB2ld3nbBlJWn8...
0
engineer
grade-8
identify-the-experimental-question
false
true
Identify the question that Kari's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Kari planted 25 tomato seeds one-half inch below the soil surface in each of six pots. Kari added an equal amount of fertilizer to three of the six pots. She placed the pots in a plant growth chamber where all the seeds experienced the same temperature, amount of light, and humidity level. After two weeks, Kari counted the number of seedlings that grew in each pot. She compared the number of seedlings in the pots with fertilizer to the number of seedlings in the pots without fertilizer.
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"
[ "Does the humidity level where tomato seeds are planted affect the number of tomato seedlings that grow?", "Do more tomato seedlings grow when they are planted in soil with fertilizer compared to soil without fertilizer?" ]
null
1
math
grade-8
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
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"
[ "no trend", "negative trend", "positive trend" ]
null
0
math
pre-k
ordinal-numbers-up-to-fifth
false
true
The first picture is a sub. Which picture is fifth? first
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"
[ "fish", "sub", "turtle" ]
null
0
math
grade-4
compare-fractions-using-models
false
true
Which fraction is greater?
"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"
[ "4/8", "6/8" ]
null
1
science
grade-4
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAACSMklEQVR4nOy9ebQkWX3f+bmx5Z759qVe7UtXVa80jbpBQINAoi2zSBZCYNDCWKslNLZnZEmWZgadY2zNHI88tmyELWlgJGFxOBhkCQ2SkBhoTNN0N91dvVfX9mp5+5b7FtudP25GvMiozLdU1esqmvetk5X5YrlxI+L+7m//XfFEWcrjGcjp7GIXu7gGVD14uQ7zNgwa8KYBtV3bJaxd7OL6kNPheEb9rnnr27VdwtrFLq4fAR05cn2b0evASqWyYUNSyg33bwZ...
1
math
grade-1
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 3 − 2 = 1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAABKCAYAAAAi2W96AAASKklEQVR4nO2deXAc1Z3HPz23NIc0Go0OW4clJCu2hOWDADLEBpOKgwUJMdSaXZJaEkiqNrWVhaqkitpkqSTLJptNEcJWLdnNklpnCQlxIGCInGDYgAmxg8BjbEs+NLJuWefomHump6f3j5FmNLpGtmTLM/SnSqXq7nf9+vft169/3e+NIMuyPBiGdj94JIjIKChcc2gEMKuhOhsKdSAMhmS52b3azVJQWDo3WUDj9Mc2inVQY4ypWkHhWsMjwXkfDIShzQ8qdyR...
0
math
precalculus
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Cosines", "Law of Sines" ]
null
0
math
kindergarten
fewer-and-more-up-to-20
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAZIAAABOCAYAAAAKCZAaAAAOsklEQVR4nO3deWwc133A8e97M7OzB5fLQxQlWadl2U58yEoBK2nSpIDbNHXstG6bIElrO4FbBGnQAmkL2G7TFmjTNgjc/tHknzQp4jZJD6duA8tN4hioi9pxLPmIHcmHbMWmKEokRS7JXe45O/Ne/1hSvkRRDr0zw/b3AQjBSy75vgSBn2dn9o2y1tqpAI41YDGC0CKEEEKsyFVQdGBPHkYzoKba1h6qJr0sIYQQ69H+fnBfaHT/Y3MGLil0p4wQQgixksUIjtZ...
0
math
grade-8
transversals-of-parallel-lines-name-angle-pairs
false
true
\line{IK} and \line{LN} are parallel lines. Which angles are adjacent angles?
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"
[ "\\angle{IJM} and \\angle{NMJ}", "\\angle{IJM} and \\angle{KJM}", "\\angle{IJM} and \\angle{KJH}", "\\angle{IJM} and \\angle{NMO}" ]
null
1
math
grade-1
which-table-is-correct
true
true
Ben went to the zoo and saw:He wanted to know how many of each animal there were, so he made a table of the animals. Which is his table?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAcUAAACdCAYAAADFa2OqAAA9I0lEQVR4nO3deZgcZbn4/W91V3f13jPTsy+ZzExWQkhYQ8IOIewGFUQBPYho8CjHc1SOcjhsyvE6+iouR4XXn+jvdTtCogiyRIFAQoQQEgIJhCxkmUxmX3rvrr3eP7ozYchKSKYnyfO5rrkmqa7lqZqZuuu576eqJMBBED4gx3Ho0eHdHKQtMMVvkSAIRyFZgrAbJgagxgsSIigKh6BHc1iZKnUrBEEQDp9ZEZBL3Qjh6LQ5V/he54XJwcKVliAIwtEmbcHGLHT...
0
math
grade-3
identify-multiplication-expressions-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "3×6", "5×3" ]
null
1
math
grade-1
compare-objects-length-and-height
true
false
Which fish is the shortest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAATEAAAA8CAYAAAAOjI0CAAAU7UlEQVR4nO3de1gU56HH8e8gsiywXEVAvLFAFO+oqAkGjRXxUhNrqtbzPGkjqbXXxBhr0pPYPDlJnpymRpM0aU5jom1sY9SjBzVeEGuQSIKiwHrhIuwC0QUWUZDdBReVOX+MOyyiRggGSN7PP+zszM68uzz72/d95513JFmW5aomKGkA63W4JiMIgtBtuUug6wXRXhDiAVKVQ5aP1Xd1sQRBENpvoi+4FzcoC2EeMMRbSThBEITuynodiuxQ2QRnG8Ct/pqyQgS...
1
science
grade-4
compare-properties-of-materials
true
false
Which is the softest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA4J0lEQVR4nO29eZBlR3n2+cs8y91qX3vvVrekXiQkgSRAEgZZLDFfBBL4+0ANEnyIYTGDFzw2xECMxxGEbJiIiWC8xNgzFg5sGAKDNTaywZhVEloAbUhqYalbLfW+VHdV13L3s2TOH3nO3epWdVV1S/dUcZ+I6q4695y8ee95zpv5vu+Tb4rHZ7XemYNeiy66eFWRD2F/EU55MGjDmwbMcdklZBedQq8FO3Pm90JYPy67hOyik4j55+v6MdmZrnTRxcLokrKLxKF...
0
science
grade-5
animal-adaptations-feet-and-limbs
true
true
Alpine marmots are found in parts of Europe. They dig and live in burrows. The feet of the Alpine marmot are adapted for digging. Which animal's feet are also adapted for digging?
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is24OkydP5rrrrjvo/sMdw59X7Ny5k+OPP57s7Gzuv//+XsvMnj3bE1k4yOerX/3qP7nV/zhs3br1kH31+/2Ul5cDcNlll3HSSSd9xi32UF9fj9/v57nnngP+9cf3ddddx+TJkw+6/8EHHyQUCqW/l5aWctddd/1D2/TPOMe/Ko6IBz+hbUzlBZ5qQ3UzjKDTeBJCgnCTntWUDjyQpOA4QiVzO/mwpcJ0bWxstOOgtYOLg9YGSiVw3Chg4pd+tJRoLQGP12070c6AS8AVGpR3biENDG2CsEGKpL67jS1NT7nTjqO0QLsarW0UCgeFkzTWlAuJhItSLoZO0n+04fHCk4Gi3SlIygucVak4gtR+r7w3x9JpXnjXBEte8irDW61IIlVOJxXXhdZooVBSgCOQKAgYyECQgBUhy7LwBbMJh3IIh7Px+bPx+0OeB18IDCwMn8eXNwyTVGIow+g0oFP3ELdzFUYJ5XnkhUjGNHiSp9IyMYTAFJ4spZIGppDQlWKTDIRNTXw6Nf/ppD4JPM4/nZ53KbqvYnSOrU69+9RYU7qLAXsIag4kJ0Zdjvc6qJOxDdLj0ydXFDyJ1OT9SR3v2kkVJZ2WylRKobRGpTKS/QvgiSeeYMyYMWzatIk33niDL37xi5+qvtLSUu6//36GDRt2hFr4+cb69es555xz2Lx582fdlD7jxz/+MXl5efzhD39g+PDhn3VzPhbf+ta3SCQSn3UzDop/1hh44okn2LBhA3/5y18YMWLEQcsNGzbsoBOA4uLif1Tz/ukYMGAAf/3rX9Pf//73vzN//nwef/xx+vXrB4Df7/+smtdn/KuP78PFT37yE8aNG/e//hz/qjgiBr5KGn9aGiitcVFJeo7CFcozrEXKkO1qAHd6RhUglOF5PKWLdBxsN0Y83orttKBc1zOolIFwHRw0wgDDtDBcF6U9YzQet5GGSPLeDbRMnld7mupKCSQSbQhcL60ThmOiVAJXJRMbaRchFQ4uUgh8hoG2LBK2jWu3EQjlkpuby5ZNq0hFBBspzn3SA5/Sck8ptHiGssfZ9/osuuzvNHB1imSflIBRdAbQCmEkcwZ08sQ9ZUYLYWsUCtOS+P1+QoEwoUgWoaww4XAWoVAewUA2VsCPGfB5qkcSDOHJipqml6fASCYsS02QPMlJb6IkROd5vQkVaQNfa+3JXJpmkt6kk5QaPFpO8rrIHko3KYpOz2DUnmZxKmD7YEgHKPfgzgPgdvfCp8oonbrfnQZ8Kpi5p+deJ3MApHI0SDxVIYVOy2J6Skp0Tsi0xnFd/hXgui6///3vue666/jrX//K7373u09t4Ofl5fHtb3/7CLXw849/BQ/44aKhoYGZM2cyadKkz7opfcKnHdP/aPyzxkBjYyPl5eWccMIJhywXDoc55ZRT/ilt+iwRDAa79XPfvn0AHHPMMQwePPgzatXh4199fB8uvva1r30uzvGviiNC0RFJPXiFxklxypMUBtd1u3k4XddBpbPAJrfp1L9JmoMbJWa3Eou20NZWS0tLDe1tNXRE2+iwm4gl2lG2wnVtbNvGcbw6HTtGwo563tOkUaeUQiid5H4nk20ZEkOb+JTE1AG0IXGlQisF2vWoMcrEwI9tC1xtIoXGTsTILhzIaadfRH5WDrF4G2YohC/gJ83zTk1alEhSa8xuMphoj3JjpNRahALhJHXoNaYFpgmG6SINhZQq6dWXXQJIBUIrJJ5hqrVGao0hHQJBk5xgHjlZ+WTnFpCdV04kdwDhSCH+cC7BUDY+K+LRYKwghhXAsvzJj+V9TL/3sTwKTYpGI0yPQoMh01QaKSWGmaL7GEnPPQjTQhgWfsuXrqNrXanEVMKQ3SYUqb97froa9z2TSaXLdDk+VS7tWe9ybGpb+m9ctHK8caNUN3pOaptHQ+tcFVDJsZX6pCcNSoHusiJxJB6wI4DXXnuNmpoavvKVr3DRRRfx4osv0tbWdtDyq1atwu/38/LLL3PaaadRVFREaWkpN954Y5re05Oic8kll3DxxRfzxBNPMG7cOAoKCpgxYwYffvhhul7HcZg3bx7jx48nJyeHsWPH8vDDDx+y7Q8//DADBw7krbfeYtq0aeTl5TFt2jQ++ugjnnrqKcaOHUthYSGzZs2irq4ufdzy5cs566yzKC0tJT8/n+OOO47XX389vX/9+vX4/X7+8pe/MGnSJI477jgAysrKuP/++7n66qspLS2luLiYG2+8kdraWs4//3xKSkqoqKjgySef7NbO3/72t0ycOJFIJEL//v35xje+kTYk5s2bx+WXX87OnTvx+/1pr+lvfvMbJk+eTG5uLqWlpVx44YXs2bPnoNfCdV1uu+02xowZQ05ODkOHDuW73/0u7e3t6TIDBgzg/vvvZ9asWWRnZ9Pc3AzAH//4R4499ljy8/MpLy/nhhtuIBqN9noex3Hw+/2sW7eOhx56CL/fn76Ph+onQH5+Pvfee2+3+v7f//t/HHPMMenvZWVlPPDAA9x4440MHTqUoqIizj33XGpqatJl3n//faZPn04kEmHcuHE8//zzB70uKXSlMGzcuBG/38+bb77J7NmzKS0tpaysjO9973u4h5h4FxUVcffdd3PFFVcwcOBAcnNzmT17NvX19ekytbW1fPOb32TIkCHpcfzAAw90q6fnffjP//zPIzIG4ND34KSTTuLBBx9Mj+/58+d/7HU7FO69917y8/O7bduzZw9+vz/tFX/ooYcoKyvjlVdeoaysjJtuuild7pJLLqGkpIRIJMKUKVN4+umn0/X05T0DUFdXxze/+U0qKirIzc3lhBNO4K233vpU/ToUTNPkxRdfZNy4cel2L1++PL3/495jJ598Ml/60pcOqPcrX/kKM2fOPOh5H330USoqKsjJyeHEE09k/fr13fb3pOhUVVVxzjnnkJuby+DBg7nnnnu49dZbmThx4kHP0Zd3SF/e5VVVVcyaNYucnBzKy8uZN2/eQc95MKToM4sWLer2jklh6dKl+P1+XnvtNQBWrlzJ2WefTWlpKYWFhVxwwQXs3LmzT+eAzt+SJUuWcPzxx1NUVMSoUaN4/PHHD7vt/xtwRAx85dq4ykkati5KObiug3ZtXOV90hx85aA03YwnpRSOSqDcGLbTQSzWQay9nbb2Jtpa6mhvbSYWbSMWbcOOJ3DcBHG7mbjdQsJux7ajoG2i0Xa01kl5y6SeutZoYeJJa5qY0o+2k9xtn4U0gpjawsLG8kukYRC3ozg6AUgcJGF/mLx+QxlUMoIZY2YQbW0hlB3hqMknE9ASy/ARCIaxfD5MaaUDRYUwkGgMYSbpNgIhpZchVjgYpsCyDAKBAMFAmFAwy/uEQgQCIQKBQFLm0udRZoQXf4DSmML0Ali157lWPoE/GCArlEMku4Cc3CJyswrJDuTjC+VhBrMwfUGkmTTmfQZ+n4lp+pLymDLNgZdSprd5PPwAPivg6eSbHo9emJ0GfsrIN5KZhC3L8jIYG0b6WqRpObL75KCrQZ9CzyDirh7yntzxbsd2Maw9tSUvP4I3yew02g+gkDnJ/crplqTqgFUFTXoim+bWq56rUl2pQx8vr/nPwlNPPcUXv/hFSktLOf/889Fap3mdvcGyvLiGm2++mR/96Efs27ePRx99lF/+8pcHfRlalsX777/P0qVL+fDDD9mzZw+FhYXdvPw33XQT99xzDzfeeCPLly/nu9/9LjfccAO//e1vD9mW5uZmHnvsMRYtWsT27duJx+NceOGFvP322yxbtozVq1ezYsUK7rvvPgBisRhf/vKX8fv9/O1vf+O9997j6KOP5itf+Qp79+4FwOfzAZ7x/b3vfS/9A21ZFvfddx9nn302e/fu5Y477uC+++5j1qxZzJ07l+rqai699FKuvfZaGhsbAfjd737HVVddxSWXXMKKFSt45plnWLlyJeeccw5aa/7jP/6Df//3f6esrIy9e/dyxRVX8O6773L11VdzzTXXsHz5cl588UX279/PJZdcctBr8Ytf/IK7776b2267jeXLl/PII4/w8ssv81//9V/pMj6fj8cee4xx48axcOFCwuEwL7/8Ml/72tc4+eSTWbJkCY888gjPP/88V199da/nMU2TvXv3MnLkSObMmcPevXuZOnXqx/azr7Asi5/97GeMGTOGzZs3s3LlSlauXMmdd94JQHNzM+effz4FBQW8//77PPHEEzzyyCPdJgAfB9P0nChz587lhhtuoKqqiieeeIIHH3zwkJOFVNtmzpzJrl27WLJkCatWreKGG25Il/n2t7/N4sWLefLJJ1m2bBlz585l7ty5vPTSS+kyPe/D97///SMyBj7uHrzwwgvMmTOHkSNHsnfvXq655pqD1qW1JhaL9fo5nPvp8/loa2vjgQce4NFHH+XKK68kkUhw1llnsXnzZp599llWrlzJueeey5w5c3jllVfS1xoO/Z5RSjFr1iwWL17Mo48+yuLFi5k2bRqzZs1i3bp1fW7j4WD37t08+uijPPzww/zP//wPUkq++c1vpvd/3Htszpw5vPHGG1RVVaWPaW9v57XXXjuoR/ndd9/lmmuu4bzzzmPZsmXcdNNN3HjjjYds51VXXcXq1av505/+xMsvv8w777zDs88+e4BIRFf05R3Sl3f55Zdfzvr163nhhRdYuHAh+/fv79MkvDecdNJJ9OvXjxdffLHb9ueee45+/fpx8skns3v3bk477TSklCxcuJBXX32VhoYGzjzzTOLxeJ/Ok/otufPOO/nDH/5AbW0tl1xyCddcc036d+HzhCNi4LvaSXo5HYSr0K6NrWzstPfeM/i9j4tOGvuO43nfnYRD3HZx7CjRWAvtHU10tNbT3FJDa0sDHR0dxKIuTjyGk3BxEi62bWPHbOKJdmyng2isHcdxkvUmIKm+I6WJlkkeuTCxtaCoMI9oIk5jWxR8DtnZPsLSpK6+mqjrYjsBYvEw5SVDGT+ghOmDI5Qbkmnlg9i2bj0vvPgGBbnDGT50DJHsEoSyQFgYls8zhk0rGRhKWv7R8+Z7KwVYGitgEAj4iYSzycoqIpxVQCicTzirgHBWAVnhvPQnGIgQCgSxLI8+pLVAaAOUAKXxSYOgz09WOJ9wpJhQVi6hYA4Bfw6W34ffCuCzgpimxJIGPlPgt7zMwz6fDzPpuTdNX9prnzLuUxOA7p8e2wwvqZXhSxr1eJSlrsZ9V288cICx3ZvhnSrX9e/epFa71au68+270oGAtNGvcVHawXETyYmnSnv2u60umN1XGXoG23ZV/Elt09qL1ehtQvJZoKmpiVdeeSX9wxKJRDjnnHP43e9+97HHXnLJJUyfPh0pJV/60pc48cQTD3lce3s78+fPJxwOEwwGueiii9i4cSMdHR20tLTw8MMPc/3113PppZdSUVHBt7/9bS699NKP9TImEgmuv/56cnM9etwZZ5xBZWUld955J8FgkAEDBjBz5kw++ugjwJvAL1y4kMcee4yJEycyevRobrvtNtrb2/nggw+61f2FL3yBb3zjG914mhMnTuSss85CCMGFF14IwIwZM5gxY0Z6WzQaTXOpf/7zn3P22Wfz/e9/n+HDhzNz5kzuvfdeVqxYwQcffEAoFCIYDCKlpLCwkEAgwLp16wgEAnz9619n2LBhTJ8+nd/97nfcfffdB70OF110ER988AFf+cpXqKio4Itf/CKzZ89m0aJF6TJCCEKhEHfeeSczZszANE3mz5/PzJkzueOOO6ioqOCMM87gjjvu4Pe///1BvcWFhYUYhueAKCwsxDTNj+3n4WDUqFF84xvfwDRNBg4cyOmnn572kv7tb3+joaGBe++9l/HjxzN16lQee+yx9ITqcHD++eczY8YMwPOsDh06tJs3tjdMmjSJr33ta0gpGTFiBFdccQXPP/982st5991385e//IUTTjiB4cOHc9lllzFhwoRD3ofs7OwjMgY+7h7k5OQQCAQwDIPCwkKCweBB61qzZg05OTm9fg6HTiSEoKOjg+985zucccYZDBkyhFdffZVNmzbx2GOPccIJJ1BRUcEPf/hDjj32WB588MFuxx/qPbNo0SJWrFjBQw89xEknncSoUaP42c9+Rnl5Ob/85S/73MbDQU1NDU888QTHHXccxx13HP/+7//Oxo0baWlp6dN7bPbs2UQiEZ555pl0nX/961/RWnPBBRf0es6nn36akpIS7rrrLoYPH84ZZ5zBd7/73YO2cd++fSxcuJAbb7yRL37xi4wfP54nn3yS/fv3H7JvfXmHwKHf5Xv37uWNN97ghhtuSN+Te++9l0gk0tdL3A2GYXDuueceYOC/8MILzJ49G8MwePjhhxFC8OSTTzJu3DimTp3Kb3/7W7Zv335IZ1VPJBIJvv/97zNw4ECEEFx22WXYts2aNWs+Udv/lXFkVHSUg+va3rKnclCO97ervWBUz5BPpMt4BpXb+V0ptJ0glojS0dFIR2s9Le21RNv2E4u3k4i3Ycfi3mRAucRchaNA2RI7ZqOcBLFYFKUdEokYQHJFwePda9fjqSMssvOD1O6vonLLDgKmwd4d69i6YQtvf7iVzZUdVO1qJlrTSnYizvZVH1KzZT2x+jqKjXqq9mxh5er1HDt+HE5zK81NLRTnlZGbW0hudh7hUA5aCaQ08fv9GNJKJ3HyJDI1pmkSDAaJZOUSiRQRzCogHMolHMpLf7LCuUSy8ohk5REOZhMM5RD0hQmaIQI+P4bhJbfSWuMzfPh8Jlm+AOFQLr6sCP5AFn5fBMuXheEPYGFhIrCkgWV5XnyRosUYnlqOZXrtNY1OI980fBhJWlNK/aaTZmMlKTsWQkq0FN3oMQKjm6c+nZRK84myvPacKMCByjYiqVKU+p4qkzbyRaeiTueKkvIUlpIqR1p0CWhOVp+KE/BUjVLSqMkJScq2l7146rVHq/qs8cwzz+Dz+TjzzDO9Z8hxuPjii3nrrbfYtWvXIY/tqYgwevRotm3bdtDyw4YN62ZQ5OXlAR4nePXq1SQSiQN4pDNnzmTbtm2HpAwB3YIFs7OzKSgooKioqNu2FB3FsiwSiQTXXXcdEyZMYNCgQYwdOxbweOVdkTL+DnWunttSP2TNzc3pH4ejjz66Wx1Tp04FYPXq1b3256STTkIIwSmnnMKvf/1rduzYQXFxMdOnTz/oNSgsLOTVV1/lhBNOYNiwYZSXl/dq+Hbtk1KK5cuX93rdtdZ9/mH7pP08GHoGvuXm5qb7sWHDBsLhMKNHj07vHzBgAAMGDDiscwCMHz/+gPM0NTUd8pieMQdjxowhFoulPbJZWVn88pe/ZNq0aQwePJjy8nLWrl3bp7HVFYc7Bo70PaioqODtt9/u9TNq1KjDqgvo1q4VK1YQDAaZMGFCtzJTpkw5oJ2Hes+kaBpdqS1SSo4//vjD7m9fMWLECAoKCtLfU4G4ra2tfXqPBYNBLrzwwm7OkOeee45/+7d/Iycnp9dzbtiwgcmTJ6eFLYBDvgu2bt2KUopjjz02vS0SiXDyyScfsm99fYcc6l2+cePGA9onhDhkez8Os2fPZuvWrWla0qpVq6isrEw7WJYuXcr06dPJzc1NH1NWVsaQIUMOexx0fSd07dfnDUcm0ZVyUULhSoWjFBIwlINyjbTX1TAEBgZoietIpKFROoFSXlCm7TQTi7fS2tJELNpER0cr8Vg7CbsDbXoxpzquMbSXVMsTeXGwLD+JRAItPGNeCI9SEo/HCQQlrkrg84HfhHi0nV1b9/Hhu2soHziCTRs2s35DJWHLR2tblGFDh5IfTOCTdVTvbSSuBQXFfgrz88jNs2jWLZx2zCR27auksq6QwsJsfNJm7Jjx1NftZvuunYRzs4lG2/EJC6FsotpBGxpDQDDgJxAK4vdnE/SHMf0RpC+AJfAMZQwM4WniS+F55xOJOLbr4JpxErKDDqeNaKIdJxFDaInf8mGFktlqfWHCIohhWRh+Hz6/iSFMDFNhmtKTtvR5cqQy5XVPJsUypOEloErTaVIqPgKkTuvUa20kcwN4wbW4CmEK0GYys60XaKwNT77TEniZfnvQVYSiW2BrersQ6bJeW0y0SpBK/pUyqtNKNrpTz75rHZ70aHfqjNZdE1l1au57qjtdcg/ILhx/Lx4a8Ix7L2Zadyay6tIHndzfU2f/s8ZTTz1FS0sLhYWFB+x7+umn03zZ3hAOhw/4fijj6GDeQq01ra2tAJx22mndxkJqlaOmpoaKioqD1t1T5SIQCPR6HvB+/E4//XROPPFEHn/8cfr3749SiqFDhx5wTMqAP9S5DnW+9vZ2lFIHeK9S3w82cRkxYgRvv/02P/vZz/jP//xPrr76ao466ijuueeeg/5Qfu973+Ppp5/m/vvv55hjjiEYDHL33Xfzxz/+8aB96ujowHEcbr/9dn70ox8dUGd1dXWv5+qJT9rPg+FQnuXW1tZe9/ccj33BocbJwZCVldXte0rar6mpCdu2Ofvss3Ech5/97GeMHDkS0zSZPXv2AfX0Nra64nDHwJG+B6FQ6IDJwqdBV+O1paWFrKysA2iKkUgk/S5I4VDvmZaWFuLx+AGGseM4lJSUHLG2H6o9XR1GfX2PzZkzh0ceeYSPPvqI4cOH8+qrrx7wnHZFa2vrAf3pOQ67IjWZ7Fmm68SkN/T1HXKod3lqnPUsc6j2fhyOP/54+vfvzwsvvMCYMWN47rnnGDx4cHqS3NLSwqpVqw54phKJxGFR93prN3z8O+F/I46IgZ/yUivlGflaa7QTR7g20vSB9NRrHCfh0R1IoB0N2kSpDhzVTjTWgh1tw25rIhZtJR5tp9Vuh0QrmBbadBCWxDICmEgcqVHKxpIW0USUkM9Phwt5kQBS2QTyLEQiTtv+diL52VTvbsS2bT784CP65fXDpJ3Xln/EiUdPom5HFaPHjcCyWynONbE7iokmBJGCPIYOzAanmZrdteQLH3Y4wK46m30N9RjxOAMGF6NaYzTUthMK5CGkxlFxlHSIawdTesorwbBFKCtIKFiAz5dLIBQmYAUwLD+mGcCwkkG0gIkLSuMoF3/IwbZdokEHEW/HiPqwOgw6EAgl8AUChMwIVjCElRXECvkIpHj1hoXf9IPlw/QnteiliWF2CUiVEsswOw15w1PMkbLTay1ESj3GU0uSwiuvpcbFxhBGF4qNkVYi8lT8TTQuQiZXHVRSz15KpBYIpMd9T0LjqdWkDXPDuyJpwzyZWUDjJnMKeAnDVKoOndyXDm9VaJ3sb1KWNP0gJ2U+lZemzWuz7qw/ac53KiJB+t/UeAeBIaQ32QHsZAC5xpPM7CbX+Rlg06ZNLF26lF//+tfdvKEAjz32GAsWLDikgd/TYGhpaUl7PA4XqRfz448/3qtsWVlZ2Seqtzc8++yzOI7DU089lTbwPm614pMiHA5jGMYBRktLSwtwaCNv/PjxPP7447iuy3vvvcett97KOeecQ2Vl5QGTDNd1efzxx7n55pu5+OKLDzjPwRAKhbAsi2uuuYY5c+YcsD/lnfw49LWfvcWdHCyY91Dn6q1fqRWafzR69jH1PS8vjyVLlrBmzRpef/11jj/++HSZ+vr6T6TIcjhj4NOMtU+K3u5nLBb72ONycnJobW09wLnT0tJygLF+qPdMinK0ZMmSA87R1dv9z0Jf32NTpkxh0qRJ/OlPf2Ly5Mnk5+cf0rve25g/1HhPjY2ez1bPVaSu+KTvkJ5ITXh7tu/jVsYOBSkl5513Hi+++CK33HILzz//fDc6U05ODscdd9wBwezw6SYWn2ccEQPf1mBqF1NLcMCVAiUNQCPdOKY0sM0OBD6wbcDTpVc42CqGam+iI95BS7wZu7WZjng7sXgbsVg7CcPGcgNYTgTXjZIlDXQ4H8PxAnoTug3XkNhxKMyxvCDdeDNug8O+ujhWQrG7up1+A4pYuXoF8RaLrCm57NhXxaDCwQjbYMLEkSid4N0VNRw3oT8tDY2UDR1BcRbUNtRi6ziuL4JorkK42eQW5JPdsJd9TXU0bVP4nSpmnvIVXBNWrPoLeYECGhvr8ckEKEE4GCaQl0VWcACBQBgzYBEOFRI0ffhMA0wTw5BI4cfRXpZdtPSCkx0bR7kE4w5OtJWOZEKoUNgH2sHFT8j0EQqHCfpzCIfyCWRF8AcsLFNC0I8pvcBY6cUdIzAQmGmuOVJgyCRfPiVb2YO7jvAUjlQPdRuwPAO+ywu8Z4IoT7s/pTTTVaveQbudx3ZNUpauX+mkipCRagYpt7on1SmShn7y/GlPvfb6KejSF5lOhKWVQMhUP5JqS5id3npXooVKZst1urdLp07lBTh3C+BNGvo6KZ/5WeOJJ56gf//+XHzxxQesJiil+M1vfsOSJUs46qijej3+7bff7qbasGLFCkaOHPmJ2jJhwgT8fj+1tbXd6qirq0NKeUR1qGOxGOFwuJv39ve//z1w5D01lmUxYcIE3n///W7bU4oQ06ZNS2/reu4lS5aglGLGjBkYhsHMmTO59dZbOf3006mpqWHQoEHd6vPii5xuiiatra288sorhzR0pJRMmTKFnTt3drvuiUSCPXv29HnC1td+ZmdnH/BDv2bNmsO6vyNGjCCRSLBhw4b0xHTt2rWH7an7pHjnnXe6fV++fDnhcJiBAwemVTu6ekoXL17M9u3b01SZQ+HTjIHDGWtHCpFIhI6ODmzbTgfFpmJdDoWpU6cSi8VYuXIlU6ZM6dbWntfpUO+ZadOmEYvFcF2XMWPGpMvs3Lmzz5PTI4nDeY9ddtll3H///WzdupVLLrnkkCu6I0aM4NVXX/Vy6iTL9eTFd0VqtXPp0qVp+mFraytvvPEG/fv37/WYT/oO6a2t4FHCUupYtm3z9ttvH6C4dDj4yle+wgMPPMAbb7zB5s2buyVbmzZtGgsWLGDo0KHpcQiwZcuWg/b3/zqOTJCtE0O7cRw3huN2oJwYrhPHdaK4TpyEE8eNthOPNROLtxONtRNNtNIea6SttYqG1lqaG2vpaGlgf3sdza0NdLQ00RZtxm6Pk0gkPO17x6XDjWMnWonFHIQWJBI20Y52ckImZXmluDFNTVU7v/v1Ipa8twplBNm3dwdvLnyXwpwCvnDiRCora9i3r46RAwUq0cCO3XvZtG4Nxw8vYu/mejZvq8LKyqLN9aGimn1Nkr17W6i3s3GcNvqFdhPJDXLiFyYRsWIMqRhLe3sdrfW7GVhYTCScTUFeIbkFQxhSNpyi4gHk5QwkLyeH7Eg+RXnl5GTlEIr0I5hVSHakkOysfILBMJGsXEJZufiDWUTChWSF88kO5BPJyic7t4jc3ALyiwopKh1MYfFgCnILCOdmEQnlkBXOwxcK4/P78ftCWL4AUgqPX5/iwie58alA2m4c+R4Bq94A6S5H2TPYtOuxXZVyPI+5eYCcZRoiqaCknV6DZ7vy5LVSyYzCXfMIpOqT3X4wPTqYkTy392+3/nkhwD3Ud1yk0EgDEE56ZQCluynrdP10ldpMqUSllmjTsp7C699nhZT2/bnnntvrD8v06dMZPHgwCxYsOGgdr7zyCn/84x/Zvn07v/jFL1i8eDFf//rXP1F7srOzufzyy5k3bx7PPvss27dv56233uKss87i8ssv/0R1HgxHHXUUdXV1PPHEE1RXV/OrX/2KpUuX0q9fP9asWXPYHquPw/e+9z3+9re/8fOf/5ydO3fy5ptvcv311zNz5sy0MZOXl0dNTQ3vvvsuO3fuZOHChcyePZvnn3+eyspKVq9ezQMPPJDmdPeEz+dj4sSJLFiwgMrKStasWcO5557LGWecQUNDA5s3b8Zxeh9v119/PS+88ALz589ny5YtrF69mjlz5nDSSScd4A3+tP2cPHkyL730Evv37yeRSPDTn/70kF7F3nDWWWcRiUS47rrrWLZsGe+99x7XXnvtPy35UnV1NfPmzaOyspK//e1vPPzww1xwwQUEAgEmTJhAIBDggQceoLq6mtdee43rrruOU089lc2bN1NbW3vQej/tGIC+3YO+oq2tjVdffbXXT0qacMqUKWit06o2mzdv5le/+tXH1n366aczevRorrrqKpYtW0ZlZSU//OEP06ozXXGo98wpp5zCpEmTuOyyy3j77bfZsWMHzzzzDEcffXS6HYlEghNOOOEA6dp/BA7nPXbRRRdRVVXFSy+99LF67BdccAH79u1j7ty5rF27lhdeeOGQ7+ahQ4cyefJkfvKTn7B48WI2bdrEnDlzDvmMfJp3SFcMGjSIGTNmMH/+fF577TVWr17N1VdfnVYm+6SYMWMG5eXl3HjjjYwbNy49cQG44ooraGtr41vf+harV69m69at3HXXXUyaNImlS5d+qvN+XnFEPPjCdXG09DLSJvnPQtpJCoTj0TwwvOywQmML7amXxJroaG+mLd6BHe3AibfS7nTQFotD3FPEMSxAOtiGgyUCxOMJnGgD4XAE2/ARNANk+3IoyhrKmx9uYtu2nQzoV8KwMeMIBwXKidGe0AwZVU5pSTFtLY30KwiR7zcoDEZZtbmVt9dtpp+IURTOoqAkRHPUYPv6NQwdO4XqdpO9+xoYXKTw+4M0N1SxbmsjzQTYEfEzZcqxrFq/nqqdHzF13FAcESDLCOIgySnIIhxUxESA/Egewu8F1/q0D8PwISyJGbAwtM+TzxRellShNFJoXEegCWI74HM7UAmDrHAQhdOpRKTiaFdhGSFMXxB/0E/ACqQ17n2GgZAe39w0fF2kKlOZfg2koFMNRnqUk5R3Wgs8LzqdmVtTSEtByk4DvvtybE8OvCbNjukyQdBdpCmVUsm0Wt2ToKWClNNjLmmga9317yRhPilHqnX3VvcmxekZ6y6kz6kAjUxm9FU64VF1dFIJSZOcACQd9Dp1Bk+xKdUHT1//s/XgL1q0iKqqKs4777yDljn33HN54oknDqra8d///d889dRTXHnllQSDQW677bZuS7uHi/nz55Obm8stt9xCdXU1JSUlnH322dx+++2fuM7e8KUvfYnrr7+eW265hblz53LGGWfw61//Oi0RZxgG3/nOd47Y+S688EI6Ojq49957+cEPfkBubi5f/vKXu6VIv+CCC3jyySc588wzmTt3LrfccguJRIKbbrqJqqoqcnJymDFjBi+++GKvtAiARx55hCuvvJLJkyczaNAgbrvtNqZPn84HH3zAsccey7Jly3o97pxzzuHxxx9n/vz53H777elzLVy48LCUL/rSz5/+9Kd8+9vfZvjw4eTl5TFnzhwuvfTStMHYFxQUFPDHP/6R//iP/+DEE09k0KBB3HHHHfziF7/4pyhTzZkzh8bGRo4//nii0Shf+tKX0tr+RUVFPProo/zwhz9kwYIFaYWfvXv3cumll3L66aezcuXKXus9EmOgL/egr6isrGTWrFm97jMMg46ODiZPnsy8efP40Y9+xC233MK4ceO47777OOqoow55L0zT5JVXXmHu3LmcddZZRKNRxo4dy7PPPstJJ53Ureyh3jOGYfDyyy9z00038dWvfpX29nYGDx7MLbfcwrXXXgt479wlS5Zw1llnHfY1+CTo63ssNzeXL3zhC7S1tR0yvgjg1FNP5e677+aee+7h0UcfZfLkyTz00EOHvM6pa3baaael8wesWLHioO8B+OTvkJ544oknuOqqqzj//PPJycnhiiuu4OKLL+aFF17o0/G9QQjBeeedx3333ccdd9zRbd+gQYNYuHAhP/jBDzjxxBMxTZOxY8fy5z//+YjGkXyeIOLx+KeyQq6//nomjA4jDR/C8HcJgOxMMGTjYAofrjJxiaKdGPF4jFi8mXhbnBa7BeLtxOJR4ranlOPaXoIqx6fJsbKwzSCmqQgYfoYPGY+FzYaNNRxz9Cm0t7axfnM1Da11BK0AAwYUYxgG1VX72d9cx7ixExgQcdhTXY1jZWG3Opx4/DD+Z+H7vP7hJkaV5xAJBjjxxBOIxRqo2byZgn4F5OSHWbe1gdGD86iprUZgETJaie7vYMWuZlwrh1NPOQmR3Q+7vZX9LS00VVcTT7QzoGwow4YPoKW1npyCUiK+CFoqbCOMUpAVtrACYWQieflNA7/pw3YSOHhLscrtIIGERAKZNIJd7SAchdIujk6g4i7aVUi/ZyxbMoQvlIVp+T3ZSzOAMJPa9oavh+feTAdAC6Nr9lrPA51SjOkZ0AqkaTm9ed/TSOrSdy2bkrFMB7J2CZ7tNjCTbUknquqqjqMPVNMRsislKGnsp/j4vZTv2W6lvABcjY23bpGMK0lKwHr0JbOzLSK5muCq9GpEamUg7eHHRWuXn/z0Hu65555P85j907Fu3TqmTJnCG2+8kU4AlUEG/xdQWlrKd77zHW6++ebPuimfe3ze3zN1dXWMGjWKRx55hPPPP/+I19/R0UEikeimLHPGGWeQl5eXpiRm8H8XR8SDH1cJpFb4tIsWFiC9ZEBKoZSXdCpKO0IJbDtOR6LV89gnosRiMTrsNpxYFNfROEogXQOhBI52MISkoaOB3Lxy+ucUUBwupqnaZU+9TWHpBPbsamTbzt2Esg3yI1nEognwKRrrW7C04KiJE5k4rpQPl7zDB0t2MP2oCQweGuSVV99k6+Yqvjh9DJGgQ0drE0vffwsjnsBnQWFBNlXbG4i21rLozT0cd9rJ9C8KUZKl2LFlHTvqO6hvb2PCiAEMP+os7n/oQV5//XXcqGDkoCICpa00791GVOSiEm20BV1Ki8Lk50VwjAjCVShH4Pc7xJw4ebm5GNqlrcUlEAyAcNF2BEM5WEE/2jBxEw5ohTK8PAAB28U140m1FhDCwDCDmFYA02chDBMtBAHTQokk/z6pTCNEyujVaCGQGmQXIzh1/4QmaczqtHHrKeh4976nl6m3JFFdVWVS5wUwpNFrptkU+uSpEwqBBLrz/tP/Cg46Aem+2uAZ6uhUOa+vrmsn9xvpgFmN8P7TJMNzVedERYAUMmnk6+QqQgYZZJBBBv9X0NDQwNatW5k7dy6jR4/m3HPP/Yec59xzz2Xfvn088MADFBcX89e//pW///3vn8qLnsHnB0eEg2/bNq4dJ2HHce1oMrmVSgd0OE4CN54gFmuivaOFWFsrHfEWWqMddCSaUNF2bMdBJVyU45LQNq50iNsxWhpaCZgWRw2fSFnxVLbXBdmyt52C0qEMKy+hcvd22hPtGEYW/kgRhcW57K+qo76undLSXI6bkMf7733I2k1NTBo3htH9Q+ysbMCO28w+eyozjxuDz7KorW4jr2gog6efiBEO0dTSyOgJg4mE/VSMHcjkUUXkhgK8u3IHb63ewbpdtQQLyxCBbNatWUVu2M/wAf3ZW9fM/gRs3rSTRe9vZ8m6vVRuWkVhgUlMSWp374am3aim3WQbrWAahIMRLKHRrsAX8BEM+TBkANM0ycvKwxfKxnATBIIWVigLvxkkK5iNEcwiGIkQyo4Q8EcIBLPxhcJeRlppIqWJTOrlp7Ttoadh66Hn966Gd5pvjnvA8T2TU3Xjtqc05bVMe9S7luvKae/1+K7t0rLz0xXaozZ1Brl2lu+aKTfV1u6dVumEV2nefeqcXersei2EMLrFFHiTnSTdKZndN0V1ksL0ciFkkEEGGWTwfwZPPvkkp5xyCuFwmN///vf/MLnkJ598kgkTJnDhhRcyffp0nnzySR577LFuAcsZ/N/FEaHoDB2Y8HTqDU+BRUqJ0BLlCpQCQ7vEXZe4HSUWbcd2YiTsNmKJDmKOA46L6xgo16NEWAJqmxsZVDyQ/OwiyopHE4+H2bh7Hz4ZZcKU41i6dhWivYXifgOo3V/P/oTL8PIhxBr28tGKDRxzzAQGDYuwcU012WaUCaMqKByQw5YNW1m6ZjuDywYSkopoez2u1tiRCgYU5GJZfgxRx75tW1mxdhsnnTCV/MIgOdl5LFm/lx//fAGhQA6zT55AVlE+Rx09lbJhYykcMoH75s+nuaqGxtoq+o+qILt4IKJ6K5PHj6KmSdHYWM3UGceT5TcQdj0FQ6dh5pZjuC7KjqIMH9k5BSRiLSilCIXyiLXvp7WxmtyCEpQRJJFw0CqBUC5aCrTroISDgYHQqeRVnnEvdFK73RRYlr9b0KunAW+kvfiG1bkvlcgJ6KY5nzJ6O7nwsjslhoPTdNJfdRePOXQ7tud3kUwDrN3kqkFKlx/lUXyS8pUp41zrnvQdmT5Pqm1dJykpKJfOJFiqk3aUMuxdFUcIA9MIeO1ITVzSHvpk7InRGYCslEI5nrrOnT++638dRSeDDDLIIIMMMvjfiyNC0XFUAq0lyvaUSOy0mgiohEsUhW3HiNsK2+nAsdux4zaOiiPiHs8a1/PEKtfjlR09fjqDB47FdiJE7RAd7bWU989jb3WUuqo9FAeDVLW20LB/H/lFOThbdpBV1c6O2nb6DcjCNBP8z18+oqgghPYr1mzbhX+Hor6pjmhHB3W7KknYFo22pqy0gOPHDmT7lk10dNQwasxYPmpQ7KzuYNm6bRw/fSJDKkp5/ufPEU3AqBElDC4voE0HadpfhZU9gMp9yzlm6lT8x8V4/s+vsn/3bvrnRBg6eihNjmBfs8JwYrTXrKd42HAiZVNJuBZt1RuwwkUYHQ1YhoOb5UfZCULZeURjHVSufJdhYyfiD/ejvmYfwYBEmyaWCOMQRfqDaO2iEjEwvQh2wzAwsBA4OGgsaQEGEuV5lKWJkQoclR5FRyeNXE/u3kvQpHFByXRiK++eJgNbMZIqMR5JJeU516i0gZwqo/F09D2PePe6Uui5qqC1RqjkhCNJn/G05QVCGKCFR5kRCqENQCCF6KE7r7pPGIQA7dGCEF4IrKen3yWWQDieXCbJ66E6vfZau5AM3vWSqolkjwHhUZxAIlKTBZF8CDLIIIMMMsgggwz+iTgiBr5SyvPW6wS2o3G1AGWDAkc5xFUC245iOArHcYg6CdyEi1IGuDZaG15Ip2sjdBzLyqa89ARqahvJyfMRyfbRULWf1o44RWUjKSkJsGVNE1mhACFfgg1r1pIrNbuaHaZNGoaDixtr5vjxWezc104ck5b9LYTy8wmEchg3wEL5DWwjlxPHHoWPNvZsqcSXVYQRyaG+OUrpoDy+EJoIiTYGj6zgl88sJtbYxqnHT2NweQ7BrCBTRg5jV20Hjc0NmPFtlI4+mo827WTSMROo2VyHNEIs36Gp2buGkcNyyS8tZ+++JqS1j/y6GgKBcNJrX0NbUw1OQQUhM0DAr9i/q4qaTW/Qr18+riPZsvQlcrL8+AeOQ/nCKOVi4ENKjdQ+lF9iK+1pvmsAG0eAZfkRpoXhaoTlZawVrkIZnvHrIhFaI4RKKtxIhEh5uJPedy1TZmw6yDVlHnvJn9y0YkynjGXSIFcSIbzMr6llyt4oOF0lJjvpO8mEVcJLkJU009Ha6TSmsboY293RNZi25yoBGGi0F0ug7fTKghAGKR39rko4qeRVOunVl17QQzJ5lu7SbnVAXEEGGWSQQQYZZJDBPxNHzMD3zEED1417pqDSKMdTxFEapAMJN4F2XaTSJNDgarTUoBTa0ZhSEfTnMmT4GSxeuRGnrZnJU8ZRt7+WJWu2Ig2Lb594Au+//z61DQ34dYLs4ix8gBUw8AcM8rL9VO2tIdrRRlWLieG3yPcblA4dTihok509jg079mK5DsURSc3WxZQUR/BlZeMP+2hp7WDdhi1MHTWELAnZWRHiLXtwmju47PyTGTk8wo6dLeRlZ5NlNFPcr5iVm/aRcGOUjwlS7Evw2nsbyS4ZzMY9G1jx3gqOGj+JN/++nBHDBlDYv5jKVVuYOTSXQaODtMUFH614j+zSgZTmD6Bt43Ia921h354dBImyX41g2Qe/prQol0EnfwlbO6imapQ/C184D2wb7SbQKb17DVLYKGEAPqQEw5UISyOVBAmuAJRAGhYChZACV9lIYeLJPaYSXki0dtNGr4cDpSdT+zxaS4pTr9HaAe2p9qSM7ZSR39Wg7zaWUrrx3gKDZ9hrSGWy1TKpMZ/m1ivS6a90p6HdFd14/kKRmrgI7SkPKZcklUikJzm6i359mt+PC1p0mzAoceBKRCr+JNmhgz43GWSQQQYZZJBBBv8IHBEDH61RuBgIfFJ4iamSdAetFYYbx1YJXDepaqIlhhJgubTHbLTWZIdCFATK2N0QIJbw40TbaY66bNy8nfr6BgqKSjnthGOp3LKRbVt20a8oTGNdE8WFuVww6xQ2rlrCnrpWNm3Yw7799bgigt/nEFExanZH0UBxv3L6jSllXCif+v2N2E4jDbt2EBIOU8+cSUz7ePvlF+kXsLAMTXVHB28tryY3L86/nTGWscNK2LpqGVu3bgcU+/blc+GlU2iSudTsqqW2cjMVo0dTMrSMl597nY5qg38773zcWBtNLQ1Y0sRNGAwrySM8bDgfrtpFtKWWCeNH0r9fGfs3L2Xn2lW4zdsZOHgYzeYAdm9cTX5QMuWki6mpraZy9WpGTxhNqP9gXDtMtLEBn2ngWibS0mRn5YHrx25vwWfFEUYI07JwFZjSRikLwxRpSo3nfwa0l1kY8Pj8QiT14bvz1bv9rYQngYkJOmUcJ5LlvKy1CAeNAci03GTKCE5lzvMoM0l6kNLdDfWunnChEHje927DTyQzx6aMbZHKgNsjeRYuApHm4YNMThZMEJ2TkJ4JrVJ1KC9N8wEZ/w4IRk61uYu+fwYZZJBBBhlkkME/C0cm0ZVycV1Po91Eo1zbo01o0MpBKQc3mS1UOQotNabPoKO1nUQ0SmnxEIYNncSmDfUseX8lccdi1MgKpg0sobXNoaCwllEVAxhcarGvuoXhwwdRXBzBHpRLxaCR7Nm1kz0NzRRE8nh31Sq27G3BwGBIRSHnfGE8dpvN6s3bqa+PE020UjpyPGNGllBdZxEMHUfDjjVsWLEYx1fGpONPxxer4pX/WURrQlNaWoLlC/Lh5noa22I07WlC+PNIxB2kFWDd6g1s26opyjZJGIratjg71q2irLSQSWOHYwYt1mzch2Qzhf0G0hyNUL+/kZYPlrN52x5mjhsCsVraamP4pWb0hClEG/qzf886Rk/qT9bEmWhnP+2Nu9i69EP8ZNFQtYn2hiraEiGywj46iJFVVIaRXUpMQDTeTiAQQIQLCJkBz+sfbccJhDEtE5SDEp5X3BESoVK8ec9YdRwHw7C6eNy9BFI99ePBM/JFksnjGfAGGqeLkW4k/1agZadnuws0btr4V8qhq7iTIMWTT04ohAIUSgsMaSUlP7uMxeTEQHWh7QjVQzqzc+CiuyjzaDyqkdJdqDlKgPS+pTj3XevqSf/pxvcXZAz8DDLIIIMMMsjgn44jo4MfjyOliVYOcWUDAuUohHbRysVxNUILNBppWGgVo7q2hqH9xzH1tBmQ8LF6QwMJHea73/0ayzfvprigkLLiLJbs2UBxvzx0ooNX/2cJ4WCAoQPyial2WjpcNuzYTfW2HSjX4Pev/o2dNTGyI2EMZbPsw/3YcckXjq7AMiV1jU1MiUxgSL981m/agVI+DLuJBGH21OeQUyhYt2UXwmmgYngZe7ftQiXqCZhRtm2IU7k+Qb+ISVFRMQP6ZVO1r4UOI4uiEkkwy09ARdm8YgnVVXVMnTiQQFGITWuqCYQlR505izef+xPh/FyK+w8mPzefc84sp6XVZcnmKiaO9dEvP4+1Hy4n3rSPcTOmUd8YpblxDcUDB1O5430iRoyh46eyfv16ontWoC0DrSSl5WXY0Tix1qWUVowmMGg8ZiAHfyBCc0sdjVXVFA0YgD+URcJuRSTpLa7jgKvA8DTybdvxjGYTlPKMfKQ+gGbiGfoe3xy60mp0F4PZTQbaWmgS3Yz81MRBKXWAjGVnQGsXqg89pSo9FSCFRkpPb/5g8poetcabaAhEOstsd65/0luvvbwNXb3w0pDdut89ay7dju+tPv1PyLqZQQYZZJBBBhlk0BVHRJzVcRTKTWYAFV4CIKklWjkIpZFCecaY1jQ2tRFrs5gyeiYjRh/PviqDjzbV0RFtYvzkcVSMHMGEYUPosB2Wvr+GkpCfxroaXn/9HTbvbaQkPwDtNaxZU0dTk019Uxu2KXhr6TKkdTEzxn2TsJmgYsRgJkyYTJbrg0ABpf3LmTAgRF5pAUoEMc0sGmIJ2qMBRk8/ioFDCgmEBAXZWTRV76G0MIvSfANL+qiraSYvx8fkUYPILynFJyw27W5g6qQy8kybiSNLGVw6kFZHI5XJhLEVOGYeHY0Qa24iUb+bYQPymTBtBom2JratWUaitYkPPqhkzeKFTJ86hpIBM3BUFpGyoQwYOJi8SARlZhNLaHZVbiMgJaUVE2htrqI0x08wK4+WlhZsraiPala89SZOaz0+Wuio2oJdvZWqdW+xeenrOE4bPiuLhtpK2pvbsW0XQ5j4LCOZ2dZEKUUgEEAa4DhOFyO2k6LS1ahVyklna00lNINkwLV2DgieTRnWXhbY7hrzKXTdljLolXbS0pVae7KTAiMt+am161Fh3B70mG5QIA8+CVC4XmIvrZN0H+n9K0Dpziy6vbavCy2n5zXynrDPVkXnwQcfJBQKfaZt+Kzxm9/8Br/ff8jPpZdeCsDQoUO59dZbj3gbXNfl4osvJj8/nwsuuOCI138kcPfddzNgwABKSkr6VH7r1q34/X5ef/31f2i7LrnkEvx+P4899tgB+9atW4ff7+e9997rc32lpaXcddddR7KJGfwvwHXXXcfkyZM/62YcFM899xx+v5/6+vqDljncZ/TToL6+Hr/fz3PPPQf8Y35LPsnzm0HfcUQ8+H7LR3t7B8J08Vs+tJvwkiq5flQiiiEFCRdMIRkxaDStzSEmjDuRuGNTV19Nwsxm6nGjaW+Is6uqkbwI5JUOITRpBJvWrSLXX8q4STlUVq5nw+adJNwOjpp+NGtXbGTjlko6muvZtquJa648g/37d7N4A8S37uGqH96DTLjEt76PPyeLmn3tDKvdzr62JvrllxIw/ahQkJodO8gvLKa0SLJryw6GFOWwu2Y/TqCI8hGSUmUzfmg5NVV7sLPKiGHQ8dF6Vm/ezfGTKqitrCRv2GT8oTCDhuUwrGIoy9ZuoWH7OkQwQGHxWLbv2M3JXzqZQK6fXTVN5Bfmsbp+N/2yx1BT28r27W+Ql9efacfPoKWqlro9mygoLWDdqipkrI2Rg4oJGnUEs8OYxSUYef1Qa0PU791LPLGJCZPGE8oJs3bx21j+XAqKiqndtZ5gYSk67GPzO7/CCPajsGIStpVPrLUOvxnADIdp74iRnRUhkYgSj8cJBbOTHnoHrUFK08ug28UYTxn3Qnled+Um1Xdwu5UBLztsV+49eDT5tLY90lPFEeAqu8t5Uoa1968Uvu6GtAbXlcgkbUakVgboPiHxNPI9aU8vk688wBPvQSa1LXUyAYA3UXFTbU7q7ivlplchuq8+iF6N/Qw+W5xxxhn89a9/TX//+c9/zqpVq/jtb3+b3vaP/sF85513+POf/8wvf/lLvvjFLx7RugcOHMi7777L4MGDP3EdiUSCW2+9la9//etcffXVvZZZv34955xzDps3b/7E5zlcNDU18corrzB+/HgWLFjAt771rU9d509+8hPGjRt3BFr3fwMXXXQRZ555Jl//+tc/66b8S+KfdX368oz+I3HiiSfyi1/84ojWWVpayv3338+wYcOOaL0ZeDgiBn4iYRMI+InGY8RjNv6gIBGLgRlECUks0UYiHsYXLKFf0VhGjSrjoy2VOPE2CgrKGDahH/HWdgypGDaiH00thZxw7CQ+/HApDe3tDCweiBUI01G0l8qNm0Eq9jc20RSLUxBw2LG5mdzcLP78x69RHQsRzskm3FrLu//zMmVjJlLuk4RzShgUKqS4fzG2TNBWtYlIOIj0lxLMz8NPPdFEHvubbfyWwG53CRk24WAOHY3ttDTtxW/YNNTX4s8t5uzTZlKzrx1HuvgjLoX+OEOmjCKQO5Da6gYSDbUUDxrHvsYWKsr7s7Upi3dWbMJwFROmTKZ1Vy0jygcQjvRn0TtLycuzYN1m9q75gNy8YgZNOZpNldVEWxKMnDiF+urt7Nu3gtzCIWijioJ+uQwbXsLI0YOJu4rmpgY2LX0f0wyQNXgA23fuwNA+BhcXUbPlXZSjyB/Xn8plr2C4mmDJcHKLR6Mba/Bnl9BYu5vW5gb6l49ACEHcjeImbELB7KScpsaRYLgCjY3CU6PROAitMTHxxGgUSoHpGjgpmk7K8CVpaAsvKFsobwEppdrjGcsWSsWTIyslqwkIr4xMynC6WoGrPO37LtlkNS7K7RqoawAaoZMymxKEkKCSij+CZOBuSpbTO59WblISswv/H+i6oqGU8o4UCoHVbbtSTjpZVgafLUpLSyktLU1/f/bZZ9m4cSOnnHLKP60NjY2NgJdavrCw8IjVu2vXLurq6j51Pa2trTiOw6mnnsr48eN7LbNixYpPfZ7DxTPPPEMoFOKnP/0pZ555Jlu3bqWiouJT1fm1r33tCLXu/wZWrlyZyYx6CPyzrk9fntF/JMaMGcOYMWOOaJ15eXl8+9vfPqJ1ZtCJI0TRcbBjcSIBg7jl0trqYkqNq6IYZgBT5hDxlROyCqjcu4/atnZq9zdQPmwkgYCP7FCEWMwkPz+Xym21hEPw/rsf8MHfl9AvbxCDh+Qi/AlycodSNLAU2w3RVN8G2qG5XdOSSGC6Dll+g2J/M/07ahGmoHpvFdvfe5+hYydx/DFjcBoqqWkTtDU7hCN5BAuH0Bo3yPE3sX9PNcsWr2HLti20NddROrCIxo4A7y7eQ2siQIfZn72xQlZurqF6xy62rV9Hdn6CeNNOpHLZtbeW7ZtW0Vq9kvamzRx38kwmHT2VoGrlD7/9JQ0fraCwrYVAlkC0NbB+62aaGuI4qo3CslIMI8y06ZPoyM5nrwqwaeM2oq0tFAwopapyJ/uaHXLKp5Ow8ti0vZkV769m2/p1bN65nV17G6hctxbhy2PQpBmE/QlKi3IYPnYyNXuaaKpvoHT0WCyl2FfdRFNzO8Rs2uq20rJ3A7vXvc7G5a8Rj9vsa2mkpbkOqSSBcAhH2cRibRjSj19791QrC5QBwsEQJhoXR8QR2ka4KX68C2b34dWVItPp3fYCb13XxXETnXz+HkgZ691pNrKTJpOkCtmOwnESXepXHoVHKC9AVyWDv5O0Me0qL8mX6qzXdd1OClLaG5/y9nvndF2NUuC4Lo6dMuzBdVMTBS8h1r+CgS+E4MMPP2TGjBlkZ2czatQonn766fT+e++9l/z8/G7H7NmzB7/fn/Z8X3TRRVxyySXcdttt5Ofn89e//pX169fj9/v5y1/+wqRJkzjuuOMALybnpptuYtiwYWRlZTF8+HD+67/+C8dx2Lx5M36/n3fffTd9rj/+8Y/4/X4efvjh9LZNmzbh9/tZtmwZtm1z4403UlFRQXZ2NsOGDWPu3LkkEol/yPUyDIMf/ehHlJeXk52dzaxZs6itrU3vdxyHefPmMX78eHJychg7dmy3tvfErbfeyle/+lUABgwYwJe//GUA6urq+OY3v0lFRQW5ubmccMIJvPXWW92OPVSZt956i+HDhwMwcuRIZs+efdA2vP/++5xyyink5uaSn5/P6aefzrJlywB4/fXX0xOgiy66iOzs7AOOnzdvHpdffjk7d+7E7/dz//33p/d1dHTwjW98g4KCAoqKirjhhhu6BdP3pZ8Hw1NPPcXs2bM56aSTGDRoULdx2xvOP/98LrzwQu69914qKirIycnhmGOOYfny5ekyXSk6GzduxO/38+abbzJ79mxKS0spKyvje9/7Xrc+rFy5krPPPpvS0lIKCwu54IIL2Llz5yHbUlZWxv3338/VV19NaWkpxcXF3HjjjdTW1nL++edTUlJCRUUFTz75ZPoY13W57bbbGDNmDDk5OQwdOpTvfve7tLe3p8v09iw+/PDDDBw4kLfeeotp06aRl5fHtGnT+Oijj3jqqacYO3YshYWFzJo1q9uEcM+ePVxyySWUlJQQiUSYMmVKt2vs9/vZvn07V1xxBf369TtoX5955hmOPvpoCgoKKC0t5bzzzmPbtm3p/Q899BBlZWW88sorlJWVcdNNNwGfbGz05RpVVVUxa9YscnJyKC8vZ968eQfUU1tbyze/+U2GDBmSfo4feOCBbmWKioq4++67ueKKKxg4cCC5ubnMnj07TaM52PX54x//yLHHHkt+fj7l5eXccMMNRKPR9H7HcbjuuusoLi6msLCQr3/96zQ3Nx+0zwd7Rg/1rgUO+o7uDY8++mj6mTnxxBNZv359t/09KTpVVVWcc8455ObmMnjwYO655x5uvfVWJk6c2OcyPSk6qXG8ZMkSjj/+eIqKihg1ahSPP/54t2v3ve99j/79+1NYWMi3v/1tXn75Zfx+f7f3dAZHyMAP+k2EFjS32YQsLztqu21guA5x28G2CxhU2o/hY0aRXVjOoP55DKkYRjinhLy8IGuXrWRQ/xyywoJQdB8NWyvZsqWa42aMJZt26rZuZHBpmIGDw/jCBZg+i73VtZTl+6ltbMUKBWiNdbBnX5TGFptY4SAqJh2Nju5nwKAAw0cU884b77J3127qty6nX45JLJBNiwzQ2tjMXxd9RGs8ysACQVtblH2NDg317QweO5orvn0mo0aUUru3EZ+OcvSUoQTDsK1yO+++sZidO+rZtHYz1VuWs3fbJlZ+sBZUgoDTgRlv5eRTvsCXvnwuBCJYIYP2WJhEvIOzzjyGwcMLWPLB3xnavxQraPHqeytJxIOU5pdix2pZv209a7fsps0PE6eVYPj8RGMOYyeOpr5FsGrlTtp27yYUNKgYPwNXZPHua4uoXL2OIM3E9u+lpaGasrIyYk1V1O7dSf/CAvy+AHtWLmTvsucwEzXYNdsx7XZ0fD9tVTtp219D/Y617Kv8iOb6GlqirbTv30ks2oI0vVwHjtuOayscVyc58gpHuAjt4toJtCHTRnPXD6g0hz390Y73UV1oQEIkU2kloTQkqTEpdAazJj90ynp2BuV2TzqV4tYnK/X+n9Kt18lEVslA2/QxqvvEpCfvXggDpbzAZC0cNGY6ZkCI7pKanwWEENxwww384Ac/4O9//zvTpk3j8ssvZ926dX2uw+fzsWbNGlatWsWLL77I0Ucfjc/nZU6eN28e3/ve99JG7rXXXssTTzzBj3/8Y1avXs3tt9/Ogw8+yM0338yIESMoKyvjgw8+SNf9zjvvUFZW1o2H+c4775CXl8eUKVO4++67efrpp3nooYdYtWoVDzzwAH/60596/dE+Enj22Wepr6/nhRde4Mknn2Tx4sXdznXTTTdxzz33cOONN7J8+XK++93vcsMNN3Sj/HTFjTfeyCOPPALA2rVr+d3vfodSilmzZrF48WIeffRRFi9ezLRp05g1a1b6vnxcmWOPPZbf/e53AHz44YcHPf+WLVs488wzKS0t5Z133uGtt94iKyuLM844gz179jBz5kzWrl0LwCOPPML27dsPqOM//uM/+Pd//3fKysrYu3cvV1xxRXrfvHnzOProo/n73//OzTffzP3335/m7falnwfDpk2bWLp0KZdeeilCCC6++GKefvrpQ1LfLMvizTffpLKykrVr17Jz504KCwv56le/2utk2zS9Rey5c+dyww03UFVVxRNPPMGDDz7I888/D8Du3bs57bTTkFKycOFCXn31VRoaGjjzzDOJx+MH1Nm1Lffddx9nn302e/fu5Y477uC+++5j1qxZzJ07l+rqai699FKuvfba9ArPL37xC+6++25uu+02li9fziOPPMLLL7/Mf/3Xf6Xr7e1ZtCyL5uZmHnvsMRYtWsT27duJx+NceOGFvP322yxbtozVq1ezYsUK7rvvPsCjfJx11lls3ryZZ599lpUrV3LuuecyZ84cXnnlFQAqKysBzwmwcePGXvu5bNkyvvGNb3DGGWfw/vvv89JLL9He3p6e1Kba3NbWxgMPPMCjjz7KlVde+YnHRl+u0eWXX8769et54YUXWLhwIfv370/fzxS+/e1vs3jxYp588kmWLVvG3LlzmTt3Li+99FK3e/izn/2MmTNnsmvXLpYsWcKqVau44YYbDnp9Xn75Zb72ta9x8skns2TJEh555BGef/75brSa+fPn8+tf/5qf/vSnLF68mOOOO44777zzoH0+2DN6qHdt6rrDge/onnj33Xe55pprOO+881i2bBk33XQTN95440HbA3DVVVexevVq/vSnP/Hyyy/zzjvv8Oyzz6Zz3fS1TFekxvGdd97JH/7wB2pra7nkkku45ppr2Lt3L+Dd/0cffZQ77riD999/n/79+6cnjAer9/8qjghFx7UdLJ/EdQzaGuMEQybxmENtNMrIwYPwm2EKCvuzX2Vx7OQKhHY4ZlIx6zdtw422MTK/heJAHfur9pPts7EjZZSYcUaOHsgf12+mYX8z2f0K6NjfRO3uXbiGQW4kxEdb9+A6cXTCIZTVj7KxxzBs2in4zARb/v57hvYr5N9mHsXbr/2FVas2MHpIMfn5uazarlGynUggjo62UzBgEKOHBwmFsoiKCHX1bSQSbSx7+y3WrMomhIMpFQ0oBD7CkWxGThzBjq1VyJx+WFrRnLDRRh4yayD7q20SHdtQIkCwXxGTjp1Jk/0BS97+Oy0trQwaNIRcPwhDctrpZ/HessX4DB+DBw/GMoL090lWmyb5RSNwOqIEswrY0Rjmg1ffpN+QIga2tZHTL4+J40cTDDkklKJ+fwd2rI28UBh/JJ/tuxxgF/llJTTHbOor6wiakJOfgxttQ0gHW2fR0BxDaYXb3kps91paXMH2hGRgvxA+w08iUIBhZNNqSvxBhdVvFCFfCGFKJD7QDlq7uAqEaYLrICwvcNVwLVypkUkOvaZH0inp8fMPUKQhlboquU+7yB5BsrrLcSS5/ForpExp8Otk4G9SRtNV3Yx77XrefIWLRuEmJw9au90Ue3RK6jKpvJPy6gmh014S4eXdAmmgFQjheudRAte1j8Qj9qlg2zY/+MEPOOOMMwDPE/PSSy/xzDPPcPvtt/epDiEElZWVvPnmm2lvf8oo+cIXvsA3vvENAPbv38+CBQv48Y9/zFe+8hUAhg0bxsaNG7n//vv50Y9+xEknncR7773H3LlzAc8Tffnll3cLonz33Xc56aSTkFKydu1axo0bx6mnngp4gbD/8z//8w97mefk5HDvvfcCMGXKFF588UWWLFkCQEtLCw8//DDf//7304G5FRUVrFy5kvnz5zNnzpwD6guFQkQiEcBbks7OzmbhwoWsWLGChQsX8oUvfAGAn/3sZyxatIhf/vKXPPTQQyxatOhjy6Tqzc3NTf/dEw8//DBZWVn85je/wbI8KtkTTzzBgAEDWLBgATfddBN5eXkARCIRCgoKeu1DMBhESnkAxeiLX/xi2niZMGECDzzwAEuWLOErX/lKn/pwMDzxxBOMGDGCo48+GvCoNXfddRfvvvsuJ5xwwkGPcxyH+fPnEwgECAQC3HLLLZx44om89dZbnHTSSb0ec/755zNjxgwATj75ZIYOHcry5cuZPXs2Dz/8MEIInnzySXJzcwH47W9/y4gRI3juuee46KKLDtqWiRMnctZZZwFw4YUXcs011zBjxoz0uS688ELuuusuNm/ezNFHH81FF13Eqaeemo4RqKioYPbs2bz66qvpOnt7FsEz2K+//vp0G8844wx+8Ytf8PbbbxMMBhkwYAAzZ87ko48+AuDVV19l06ZNLFmyJO1R/eEPf8gbb7zBgw8+yNlnn50eC1lZWQes8qUwYsQI3n//fSZMmJCeMF177bWcd9551NbW0q9fP4QQdHR08J3vfCf9HurLM9AbPu4a7d27lzfeeIOf//zn6ft97733smjRom713H333RiGwZAhQwAYPnw4v/rVr1i0aBGzZs1Kl5s0aVKa1jVixAiuuOIK7rzzTh544IFer8/8+fOZOXMmd9xxR7p9d9xxB3PmzGHevHkMHDiQBQsW8OUvfzn93qyoqGD16tX8+te/7rXPlmUd8Iz25V2bQtd3dG94+umnKSkp4a677sIwDIYPH05TU9NBj9m3bx8LFy7k3nvvTccUPfnkk1RUVKRXGvpSpjckEgm+//3vM3DgQAAuu+wy7rjjDtasWcOAAQN46qmnmDVrFpdffjkAt912G0uWLGHr1q0HrfP/Ko7ML6QwsO04Fi6madDckkCg6FdURkAE0e0dVLVDWVmEjpZm9uxtoqVuB/375TFxRAlTRhcTie/AaKumrKSAwjyN32fzzodrKCkpZ+KUsazbtJuVy1Zz9PQJfOGEY4k7Njv27KGxpY2mpiaO+rcLOO3M0xijqxjVtorjBhZz1ulHkR1OIAkyMEcQiyXY05bLRyuWoGI11O3YROP+7UwsMXCkSV19KzvWLUdFm7FCuexPSHbvrqOltQMrHKa1zaC0SOLGY+zZ08Kg8gG0xV2sYIiNm6rYuGUPcbuZllgD++ubaOhoZNPKbaxb8i5+Ghg5djzHnXgC/crLWfTBFkwdID8cYnhuEcV+l5KIn301O1hVuxlh5KOLBlE2yEdDTS3LV1fRTICtm/ezYcsWBgwpo9/Qfji+AEr4GNI/izGTRhApHYwvyySQEyRmS6INzTQ1tdLeXIukBV8kRDg3m+KywQwcPoaOmEVzUx0tba3sa3Ww99dSGEgQr99FU3sDe3ZsZ8vit6jatYnmDk3Aacf043HzDYVSNk4s5g0DrXClQiuJSpAMUnVxtcLVyjOqtcZLgaW6ed17Zp89cIiqg1B8unvoPXpNdw+7Ut75u64adN3vunaSkuN02++6Do5jexQiZeO4iTSNSGkHx02QcOLYThTbiZNIxHCcFLXHxXYTOPofQyM5XHRdms3OzmbMmDFs2rTpsOoYMWJErz/yKWMF4KOPPsJxHI466qhuZaZOnUp7eztbt27lpJNOYvHixWitqa2tZdu2bVxxxRXU19ezY8cOAN577700R/5LX/oSb7zxBpdeeinPPfccjY2NjBw5Mk1POdLo2h/wlulbW1sBWL16NYlE4oBA2ZkzZ7Jt2zba2tr6dI6lS5fi9/uZOXNmepuUkuOPP57Vq1f3uUxfsHLlSqZMmZI27sEzSEaMGHFY9RwMxxxzTLfvRUVF6evwSfvgui6///3vufjii3EcB8dxGDRoULdVi4Nh1KhRBAKB9PcUb7grZaQnenKac3NzaWpqSvdh+vTpacMZPPrNkCFDPvb6jRgxIv13ilbRdVtqUpaiZxQWFvLqq69ywgknMGzYMMrLy3nsscfSk+mu9fb2LPY8X4o21XVb6lwrVqwgGAwyYcKEbnVMmTLlsMZFdnY2O3bs4N/+7d8YNWoU5eXlaeOrZ7tTkzX45GPj465RypM+ffr09DFCiG7fwXsGfvnLXzJt2jQGDx5MeXk5a9eupaGhoVu5SZMmdfs+ZswYYrEYVVVVB7RNKcXy5ct7fT9orVmzZg2JRIJt27Yd0J6e3z8OfXnXptDzndYTGzZsYPLkyd2SOB6qPVu3bkUpxbHHHpveFolEOPnkkw+rzMHQ9XlMTWwaGxvRWrNly5ZudQLdJmQZdOLIJLpCIaQm4Wh8pkKbkvrWBKMLQkgZpCWrhKOH5RHft4H1+xxGjyynrX43Rf3KyMu2kFYhYSnI6l+IbQYxA1nkDCikbtkS+pdKDNXE1v2bKCgbRDQRpb1dU5BTwLiRg9iwbgdZWVnk1m2itWUTkdJ8xh93FBOGFbP0jUU89+o2Bg3IpXToWOra4pT3t5gx5Wy2VW7BjoQYmmWzc/sGatYEKSjMQeQUsmlPI1oITv/iRNpq69G4uNF28vIs1lXuJ+ALMu2E46ncvJNwrJWqthgTR1bQVr2d5jVvkT1sApZf4uyD/kMGkhXwIwqnotpaeOvVD9jZWsue2hoWvljF0acfT2TYOML1lSxZ8i5mdgk6nEPV7nY27XmVtto6SnICZOflMnpAKcMH5dB/0nhaNu/ijTdX40aj5MsWjvricQT85VTvrqW+tprBw4fjJFy2b68lL9dk1KhysgYMJN7mEu2IE8rJx2cKdjXtxJ9VgIq3ITtqKasYiJ0weHPJRuzEFoYOr2DAkGLq2xuRtVWETHDqd+LXFkZhGW57M7m5+bg2uNrAtHxoRyb16W1c8LTwk6o3neo5JDNQeQZ8p9Gd5K+T4t3rpLfe8553Bux6kEKgtEKIVDZZACfp0TdRKoHQEmEkFW90F8Ub4Xnyu0peuq7TKe2ZpA0J6VFuHMdJq+cAHodfu6Bd0CbSMJFS4rpmclUjkVxN+GwhhDjAuxsOh+no6DisenJycnrd3pWznTKEe/K4s7Ky0vtPPvlkGhsb2bBhAxs2bGDChAkUFhYybdq0NE1n165daQP/4osvJjs7m1/96lfMmTMHx3H48pe/zC9+8YtD8oI/KcLhcLfvXSefqf6ddtpp3banxkxNTU2fgkBbWlqIx+MHXFPHcdKKPn0p0xe0tLRQXFx8wPZIJNLnCcmh0FM6r6s61Sftw2uvvUZVVRX//d//zX//939327d27VruvfdegsFgr8emxloKqft5KI5z1wlBCl37sGrVqgPGdCKRoKam5qB1gsfRPpxzfe973+Ppp5/m/vvv55hjjiEYDHL33Xfzxz/+sVv5gz2LPc/3cf3Kyso6wLkSiUTS47wvePbZZ7n00ku5+eabuffee8nOzua9997j4osvPqBs13Z/0rHxcdcoNaZ7jo+u48K2bc4++2wcx+FnP/sZI0eOxDTNXuNYeo6n1HhvamqirKys276Ojg4cx+H222/v5kFPobq6mvb2drTWB9ybnuf5OPTlXZtaYegtrqZnXT2v+aHak5oE9SzTdfWvL2UOht6eba21Jw1u25+ozv+LOEIqOg6uSpBQAkv7CfoThJVFVV0z/XICjD16FHmxTbyzfCMFg4eS7XfpP2w6IdFCLJpAuC5+M4dQfoCOdpt4QwuhPEXZkEHEm/eyb18VVvYosnw2jU1RBo8bSkNdIxXl/SgsyKO5CUoLIxx12kkEfSHiTftYvXotT7++hcKcIPFoOzpSyvGDQ2Rlaxpb99G8r5Zw0GJbUwcfrt3PyKGlBLP9VG9spDASZtzIQjas2UR52TAsv2DROyvwWz5kKMCEaeOIJ1yM7CLMiOS44QNYs6aaFm0RVSF2rdnOxOnTCfjaWfHeEkJhk2ETTgChKRlaSONOScWAWprra9m4dhuB8H4MbMZNP4qd25po21pFor2Ohk2bEb5s9ro2/QuK6HCaeOnNrUxoUUwYWkJxQQ71HX782aX87cX3mDRxKOMnlWFlT8JpkbS1bKD/YIHd2sKePQ3EN+0gOxymuF82bfsF0ZYE+T4HKy+L9gYNKkpTUyuRwlJKhg1n7+a1xBqaqTcM2jtimFGb1XsrCeDiz8pFGUspHToS24kRzMojlJWLq22EGychNZZhIYWFIgFaIujKR5d4zJ1OfftOCU2dVLbpVNdRKS99qozsnBgAaQUcrYWns69kkgPvZeiVypP7TJ0rha7efFcrHOUF/Ho8fC/YFmmglEpScpSnba89xR6dXJkQQmKYAaQ0cXSrd17VU4bzs4HWmmg02u2l2dbWlvbs9bZ6EkuuyhwuUj8kLS0t3banfoxycnIoKSlh9OjRvP/++6xZsya9unDsscfy/vvvo7Vm2LBh6aVzgLPPPpuzzz6b9vZ2/va3v3HDDTfw//7f/0tzvf9ZSPXv8ccf71VqsecP/sGQk5NDIBBIU3+6IuVF60uZvp6rN4OtpaWF/v3797meT4JP2oennnqKY489lrvvvrvb9ng8zmmnncZLL73EhRde2OuxPfuaGotdPfCHg5ycHI477rgDAjDh8I2yQ8F1XR5//HFuvvnmbsZxz2fpSCE1LlIOj67nO9gEojf85je/4aSTTuo2EesaUHqo8x/u2OjLNUoZ4D0ndKkVGYAlS5awZs0aXn/9dY4//vj09vr6+gPkZnuOp9T3lGe5K0KhEJZlcc011/RK1+vXr1+6fT3va9f29QV9edf2FeFw+IB6DjUhTk0ke97nrqsffSlzuEjV2dM59Wnq/DzjiBj4Sjm4roXUGls5uGjCPmhsiVE4qozphXE2rmll8rFHkz1oMsNHjmD7vn20tfoY1E/T0bCfhuYOCrIl8Y52WqIuLc31REWQ3GCYnKJh7N2yncZYG1OPO471az5i246tFBZkM2zgML48eyp1NdV88NYy+uWaDCyJsHz1ZgYVhxg5KJ+6xjjZbTtp7chh7eY2KnfWsr+xg4pB+cSRDC3vz1GTy/loUz3FWQGGlIdQZi4DhweJN+zjw5U1ZPcbQr9sQVwlWL1sB+UD2hgxbih1VQbbV20gXFLBqNIiIloRU9DcuItAbhb98sI4/jDr168gUtgfnyhhwuhBjBvSn+07ati0cQdDSovYvmcr6zYqTBUj22cydPRkcrKz8PuyiDU2s37nDjZVGsRicdqbPmRfVT/8cYdoPEZenh+ls/hoczWBcIR9m6MQ28mw0WOo3O6nub6FYNClX2kBDbXN7G+LUZAfwgqb1O6pI9/eQCCrhDYrC0wDicvQgQXoeBkGEK3ZTSArRENtgubmZsZPP4G2jkbaqquxlUUgP0FZRQArJnEVmBj4I3loM4Ad70DhIqXElBZCdTEmU56+LtrynR7yTiqOlDJptAtIGuhSeKsCWjmePKbWnrGtNVoIpEwG2CqZzpqLckGmNPNTWW7xJDfpNPYdJ4HrJACF0q4X36s86o+j7OSPofQoPdpBIjwPvmmjpfc8COklPTOk70g8Yp8a7733XnrZuK2tjU2bNqW5wZFIhI6ODmzbTtM4Ujzdw0WKh/vBBx90W45fvHgxOTk5ae/2ySefzAcffMCKFSvShsFxxx3H97//fZRS3SQsX375ZcaPH8/gwYMJh8PMnj2b9evXfyxV4x+BCRMmpNUaRo4cmd5eV1eHlLJXj21vmDZtGrFYDNd1u0nP7dy5M70q0ZcyKRxqIjllyhQWLFhAIpFIB901NTWxadMmLrnkkj61ty/n6Q2H04cUUtr38+fPZ+rUqQfsP/nkk/nd7353UAN/3bp1NDQ0pCksKQWdrvfrcPuwYMEChg4d2o3mtGXLliM6QXJdF8dxulFvWltbeeWVVw5rQtdXTJ06lVgslqZwpfDhhx8ecN0Pdd9jsdgB1+EPf/jDxx73ScZGX65Riqa0evXqNH3Mtm3efvvt9HEpB0ZXz+/ixYvZvn37AX1/5513un1fvnw54XA4zRHv2k8pJVOmTGHnzp3dxlsikWDPnj3pScHgwYMPoCEdbsK4vrxrU5THj8OIESN49dVX09nlgQNiFroi9R5funQpY8eOBbz78MYbb6THQl/KHC4CgQBlZWVpBbAUugZGZ9CJI8LBF0JgCIlhSCxT4zMtWloTtDc3MHZYP+zQAOTgYxl1+jcZOeFE7vvpL/jpD/6bxx75LbsqO3CtCNnZ2bR3xKnv0GCFSagYHbbNxt311O9ZR+WG9RSUD2fdslVs27iLsaMnMfGo4wllGWxf8yEJ28Xv1LNyzUe8/uYKRg0IMmBgIe0tNoJmdlXvZf3mZoTrkJubx7AhAxg9vJiJw8LkBuM88/wHbN9RTVFxNrv21KFrN+Dr2EdcBjhu8ghOPnYYpQOKUAmBE4sSCLls3bqHTdvr2dduMK40m/a67Xy0ag0yZjNk1CQGDRxGMGjRVr2O1j1byDPa2bHubTaueJM2x6FseAWlJQYtaHJ8EcJOnLFjR2LkRNhWuRtfbjFmKJ+4P5/cnDBHjx3AzKNGkV9ayJpt9Wzb20GdUcYHa5uIhASloydS22zjc+rA0bR0NJId9jFo5BjMUCE6EKFi/GTM/GIa9u9j6+bNdCT8BAsH4YtkI+0Ee3a3sG3rHtxYMwML8xiYH2T4iBEEQ9nEY+04sQQbPnyTjWs3UB8XBCzBwH450NZEvLUF7cTBAMsHwukg4Spc7XpUGK2xlYt2XFzh0WgEPX8EPPqOwjOqcRxc10lmqo2nJwLKtZMTA4Xj2DiOk+bKK8fBtW2vLC4kefAuGkfZOCqOrW1c7eA6CbTretQcN4FOtOOquOfpdwRxO0Y8HsO2beJ2gkSijUSsmXi0mXisDTsWxYl1kLDb6Eg0Y0dbcKNR4u2ttMX30273fan7HwXLsvjxj3/Me++9x7Zt2/j+979PIpFIq1xMmTIFrXVaimzz5s386le/+kTnys/P57LLLuOnP/0pL7/8Mrt27WLBggX86le/4jvf+U46CO/kk0/mzTffZOPGjWk+5YwZM9i6dSuLFi3qZuDff//9XHrppbzzzjts376dt956iz/96U/pQMtEIsEJJ5zQTW7wH4Xs7Gwuv/xy5s2bx7PPPptuz1lnnZXmHfcFp5xyCpMmTeKyyy7j7bffZseOHWmpwdS170uZlMHwt7/9jQ0bNvR6riuvvJKOjg6uvPJKtmzZwtq1a/n6179OdnZ2OlC4L8jLy6OmpoZ33333YyUiD6efPfHMM89g2zbnnHNOr/tnz57NokWLqK6uPmg7r7zySjZs2MCKFSu45ZZbqKioOKRE4KFwxRVX0NbWxre+9S1Wr17N1q1bueuuu5g0aRJLly79RHX2Bp/Px8SJE1mwYAGVlZWsWbOGc889lzPOOIOGhgY2b96cDuw/Ejj99NMZPXo0V111FcuWLaOyspIf/vCHaWUo8AyqYDDIO++8w+rVq7HtA0UDpk+fzuuvv86SJUvYuXMn3/nOd9IG3PLlyw/qzf8kY6Mv12jAgAHMmDGD+fPn89prr7F69Wquvvrq9OQWPOM4EAjwwAMPUF1dzWuvvcZ1113HqaeeyubNm7vJLVZXVzNv3jwqKyv529/+xsMPP8wFF1yQDuLueX2uv/56XnjhBebPn8+WLVtYvXo1c+bM4aSTTkp71y+44AJefvllfv3rX7Nu3Truu+++w46H6eu7ti+44IIL2LdvH3PnzmXt2rW88MILLFiw4KDlhw4dyuTJk/nJT37C4sWL2bRpE3PmzOlGBexLmU+C8847jz//+c88++yzVFZWMm/evLTCTgoffvghJ5xwAmvWrPlU5/rfjiPiwZfSRGkXbIE2PC9uNNrGV049mxETj6LNHMDJxxTy4Zuvc+v1N5OVKynML6I426Kqeh+NtW2EAlDb2M6AQYNobLPZsLeFgTktNFTvoap6HxUjhrBnbw2Dc4IcM20M25s1OzZvYN3a1Qjb5kszZzJk2HD21OxjYH6QHdUtxLSgvTVG1e79DB2QR25E0q5hf2sbpr2fP23dTGuHQ3ZuBNeBUEsde6rrOPnEY6hRLjvX1zKkvIRau4nFq3eRH/ATtkzKx5UTDPopiAxEtVdSn2jkveUbqd62E9sfYOee1expbWff7moSsRYiIT9OtInqPZVMGj8IhWbtjho2rv+A8y++mLrK9by3bRcDh+aye8s2XCEZUxaisGwQaxb/ncKCfhSEh9Da0UY4HCTWEsdvSHY1tnHC2HzO+sIp1G1aznvvrCBYFKQgUsyQ0gJWLd+DirczeMwYho8dxO5t20kkEpQPGs2e7R9RXJBPjt9PdmEIJ9yf5uZW6jYvI5BThNAxBpSVEA4Poynq4jTZ5PslQ6dMoq05ihH0JOYCqo1dW1azv66BQYP7Y0djtLa2MmLq0fj8YUI5RRjBPEzDIpZox9BgSxOf40cZNkoljXzh/SsEycRVCulqHKnBcQDRzXOOVEhpoZGesU9KgccFXIQ0EdrwPO9CYGjX4/9rbwKhAZWm5SiUjuM6Do7SuE4U2wGtEsSdqCd/qUyvrB0DJ44SSZqQodEOIAXC8OMicJx2tLJBmDjGZxtk6zgOkUiE22+/neuuu44NGzYwcOBAnnzyybSHafLkycybN48f/ehH3HLLLYwbN4777ruPo4466hPp+N97771kZWVx7bXXUltbS1lZGTfffHNaNQe8oLOamhpGjBiRpgrl5uYyevRo1q9fn1bVAFiwYAFz587loosuorm5mZKSEs4666y0ApBSiiVLlqRXJP7RmD9/Prm5udxyyy1UV1dTUlLC2Wef3WdFIvAoCC+//DI33XQTX/3qV2lvb2fw4MHccsstXHvttX0uM3XqVE4//XRuvPFGjj322G5qKykMGzaMv/71r/zgBz9g2rRpmKbJcccdx2uvvdYtAPPjcMEFF/Dkk09y5plnMnfu3F451p+knz2xYMECTjjhhIN6cWfNmsXVV1/NH/7wB0477bQD9o8ZM4YzzjiDc845h6qqKiZOnMgzzzxziED+Q2PQoEEsXLiQH/zgB5x44omYpsnYsWP585//3M1zeiTwyCOPcOWVVzJ58mQGDRrEbbfdxvTp0/nggw849thjD/BcfhqYpskrr7zC3LlzOeuss4hGo4wdO5Znn322m9rQ3Llzufvuu9O5L3pSnW666SYqKys588wziUQifOtb3+KWW26hqqqKq6666qCG5icZG9C3a/TEE09w1VVXcf7555OTk8MVV1zBxRdfzAsvvAB4geCPPvooP/zhD1mwYAFTp07lscceY+/evVx66aWcfvrprFy5EoA5c+bQ2NjI8ccfTzQa5Utf+lJaZau363POOefw+OOPM3/+fG6//XZycnKYMWMGCxcuTMdC/ed//if19fXcdNNNKKU488wzufPOOw8q53ow9OVd2xeceuqp3H333dxzzz08+uijTJ48mYceeuiQvwFPPfUUV155JaeddhqlpaXceOONrFixotsY7UuZw8Wtt97Kvn37uPLKKwkGg3z1q1/lxhtvZM6cOekV1KamJpYsWfIPo7f9b4GIx+OfiiR8/fXXk2fuQSUcUDaulrQnmjDtAFfNnU/ugEG07K+mo7mdN1/6A8tWr+ULM2eycc1SojHN+Rd9ieICP/trXQoH9CMmNe/+fR2KdvpnS3Zt30Jtax4zvjCJVe+/jaM023a1YgayMd1WygeWkV9cQEdjDXVVNeSW9GfX/lacxmpytEaHNdEOh5Z2hx37mhg2sJAhBT4aEwEGDCnH52gmTC5n1cpt7NiynVO/UEbAn8OGrY2UFASI+XPp8AVpr6qmra2N0YPzaGtqxPAHyMoqZ1NVNTl5OTgdYHbUE+kn6Ig5tDRrmttsEvEOpD9CVnYQX2ExI8sHkO0TdMSzeW/xqyingP75Iaz+hbQri2jDPvauXYVWMSYfNRnTF2TT0sWUDx9JyDKJO5p1O3dTuW4zOeEwyrUZXFGIEe6Pln5a9+6hoyPKpJEl5MsEqCiTjhpJKKuEjZt2E9u/i7FTxpHQYVpa29lfX0vVrh2U5hVjhSxwOwjlFxHMzsE0DPY2JWivraEk4kcb2V6QS3sVZaPHs7e6kTXvLcUVisLygeTnFrG7uoa8/DAlw0biCxoMHzGWYKAYOxjC5wsR8Ic9GpDSKOGiMTyjXAnPay5Sw1EkFW1chJtIUnV8nhSl/v/s/XmMZWl633d+37PefV/ixh6REbkvlZW1L13VXc1mN9kUSYkiKdmWaQo2PDMQYAxGlgaaAQaYBbZgE7YBDkCakkV6KFFsimyS3dx6qe6urjWzKvfMyMzY97vv9+znnT9udHE8mBmQo5wy7LkfIJCRGfcGIoE4wHOe87y/J0QqPorQQOon8/s2IgyQinpyQFdDVXQQAQoKCPXTTbfjsSAFZEAYBniBjxsMCD0f1/PxvRFe4BMGNo43foQspIKHgx+GKP5J5KaqoAcuDuOvC0VFKhB4Q2QYoCgqimryvT/b4Fd+5Vf+7a/WiYmJ/49+8Rd/kW63y5/+6Z/+j/2jTPzPwPT0NP/gH/yDT3PlJ/7SaDTCdd3/wQ3fl7/8ZbLZLP/qX/2rv/Jr/ro8z6PT6fwPmhM/ii39f+7k//+7p9LBV6WK0EPCUMcQsH3c5G/+1D9gbm6VBw8+4WB/i061Ti6b4e/+/E/x8Y3bpLKznFqYpVFr43tZ8rkcOzvHPD6uMlspc/v6Y7qGzuqzr1Lqdlm/e5dm0yFdSLG6rLG9sc2rb/4UiUyU7//Fd+grCXTbpLq5jhmLk0+mkER5fHxARPEYDB1SsSiVco7llVla3RbbextkNJVvfPMAqRlMVXJ0egFSNMklbdwA8uUYRsMnmY6hxDwe73aJ6Ab7D7dQlUNe+cnXyZlRdrebdJUsO/s1jHQZz6mTV21yVy7RrNcoxODM6hR6SmN//5iDTpv+IIM+a/LhzZs4H9pcunaVXDRGJ6bR6kd4sHbAzNQCZnaOUecYo5ilOdSwvRRfuHqOSjHGx3WHo+0atfqHzJ+e5/zZRWw34LgxpBHYzObT3FurEriHRFUPM1/hwxt7RLwDTl24QKmcJREzGdaPIXAoTs8iYlk6jQFuYCHDAM8asN48oDNSSKVyLM+f4d71dY5aNc4/fxVNN2n0PYgJnr16hqGv0G70OLU0x9bGLonUgPzyPFokwdCxiQYqga4CAhH6BDJEQT3ZLOuddOLHc/Ui8JHSHy/SOpkPFEIQnmTYq4pAnkyahdIHPwTNHHf2CeAkC/9H8/4/Sr4RJ/n6QeAThENCP8T1HaRv44UQBh6eF+D5Fn44vukQoY8iJa4Y3yBofoAVuATSRf6oy6Hwaeymomio6v/7RTgTExMTExP/U/SzP/uzVKtVfvVXf5Vyucyf/Mmf8Pbbb3/6lOSv+pq/rn/6T/8pv/Irv8Kv//qvc/XqVe7du8ev/uqvfrqrYOIvPZ0RHUMhcDVMFWqtA+amL/DyF75M12ry5N5H2FaIM2ihSh/bi2ONeiTLFc4szHHv3j26vQH31tZZ32/x8qWLzJXTPDBy5GYWSes6v/sn34B4ialSgVr1kGwkzvLKNLce3+bDd25xfjXNy+emaSkXQO6Q8m0OWk3mprNkp3U+vHGfZ07NkEtGuXnQ4fijNX7w3m2k0Phbb5xGN+MkIiqDocXDrRFx06TTdzESYO7dJpfQ8ZGUKxVefraE47Qoz+To1HvsPjnGWMpTTA7JphVG2QUMIQmXL1M96hC1h5TSJgd9lRu/+x0sf8Tf+aWf5bzR4xOvxlzheeZfe5Z7n9ymc/wEPbdCq+NjmDaN5pBW9YBsKcNOs0O4WePV505TORXBd2Lc2qkSj2pkFsvEEpJutcut/l3mZxdQohqGDZbVJpZbIb9Qxj18jO8OmS3EKeYW0TJ51DAkn4zSSmeptzs0O32C1oCjwya21SVuRFg8v4otz5Hcfcjc+RVCqVMhRyKYpVnrocgW5bk5RgMbN1CwRgOiRoTt+/dJ5SqoignDPrbWJhpJIVUdRVHwZICQIYqQBGFI6AcQugQESKmiSMabYU8OwSIlfuCOY/jCcVqOokKoGJ/O40OIkBoIxsu3JISKhwonyTqSUP7lplrHd5Ghj+d4eIFHGPjjHP8wGM/q+zZBCJ50EIEPoSRQdISiIwnwvBFO6CClhyI1FAQSh1CqJ4ux/sdfdDUxMTExMfE0/dZv/Rb/8B/+Q37hF36B4XDIqVOn+I3f+A2+8pWv/LVe89f1j/7RP8K2bf7xP/7HVKtVZmdn+eVf/mX+yT/5J0/jv/U/K09lRCejH6EhEYpBvbrLK5//OV554Q0ahxs0aseEoyEPHz7ksO3SGrSIR02ScYPZ2RXOXLxCtd7ieHebXKlIoVBEVT2mKjOM1Cjv/Nnb9Nt7eIFLdb9BupTD6/ao1loIQ6NYmaKQTLO7/YhTZxaYXrjIg7UttnZ3uXxmFs3tsrHXJLAspuamGfSH1I/3OL86x+Wr57n36IByOoWvRtne22dQq7Iwn2V+5QzF+XN865t/TrNd5+x8HlU3MGJxfD8gGo1yfNhBEZLzKyVsL6TWGjBbyeC0akQSkuVrP023dsj6kzsM7TQ7jUOGrT3OPvM8L794DXtksXPvgO1gyP2PbzOd1pmZyTNQZvjG17/OoNWgsrTMbDHL3FSCWnOAHPRYLJksXHuD9lGVTCzg/AtvcPR4j7VHt9jb2Wet3mXKhLmpApWpBCM75PRzr2Og0Fy7TSyuoOsaF5ZSePEivTDOg5uPCLsbXDy9CNEU0XyJka2ydvsWUc3j4rXX2d/fZmfnCbl0lunl8zw67LFx82MiEYOZmRxuu48Rj2FGQI9ncUcGQ3efes+ntLhMtlxkcWGVRLFCJBLHlCEuCl7gIscBN0jlJI2Av0y1CQEhVEBBSA8pw0/naYVQkKqCkBrS9xCKRKgnTwOkRGAiRYiq8OmTgSAIIJQgfBzPIfB8fM8iCD280Ef4Hm4Y4Pp97FEfL3Rw3D4+EikUDCII1cQP+4TeiCAMT/L+VTQEUgRIRUERBoqEOx/akxGdiYmJiYmJic/MU+ng61KgaSqWZZEvLHCmMo3p1MB3cPpVHm8fsnnUxHNcTEMlogqOj2okSnNoukLalCSfvUo8HkcNY5jKAFsROK0GKwsVHrs9Prj/mNMzBQQhW0c1hoMW2UyaTCrCd99/yNb2BuVilth0m4Q+5NpilIzSpxW4XDy/gC+heXjMGy++wOPHKRq9Gh9+/yZGTHDsBxw19tiptbk0nSc3PY00DCKqysLpZzB2H+J6bcopk6Gl4ioKquMztzhHdb/KnQdNFlbnOG62SWs23SBKwYwju4fEZZ/y3BL37+yx/2SdWDTCzfc/Zne/ytVT07RlkrmYgajk+J0/fIcXnz/NtatFnj23TKcVp++PW9GJTJrecEA6YrJw5gzvvfM+g0Gf+fki+4O3kdUa+ekYr/7kVyncv8fuxi6Pj4fULMml2SyNjXUqpSRTp+cIApXu9jZre11SJUGnXWWqmKIbTLPXcZmNCIJOk/TUNFe+8ONc/+Yfc/f9PyW3sMri1CyO5dPYeEwpppO8uEyj0cNtNpldniaOTn3Y4OLZBfb3W3zwQZ14bop202Xt9vc5WljjwsuvkSwtkYpGUKMmfuCghgqBUMYHYH/UeudkF5ZQT7r4/kmRHoIMx7n2oY8MQWGcLiGCECnHXfMgBPAQ6AT4SCHxYfx0IAwIAxfft8cbZ8NxMo8XDvB9F8+XuG4Xy+1guxZO4KMKDUUq2IqDPNlk60kfJQxAGoQCEC7iZN5fVXSE0PhR5OfExMTExMTExGfhqXTwy9EWgpB2v8crz32O5y6tcvvxFn/xx9+h020SSWaRQUjgO9j2CMNMsTJbwUYwvzBDJhsjEk1yXHV44cWrqFHJ9uN9dAJM3SY6c5bf+Zd/wPrdjzENBcNMkYorfHxvnUa9y5nlDF987QqeUSJlRmkdrXNn/ZCzp5cwlJCP765TKE0TOn1OrS5zXO9R3d/j9HyZhutzf22XF87Pc2YmjqYlKZVzDELJ5s4hZy9fJqYr9OrHdNpDRo6N51r4IkK2UiYaOiwtnuHouMWjRxu89uoVSjmT+7WAuz/8kNdePIMwdRzHw7ZdDuoq12/ewLa6XHvpOfK6TWsUp+nC3v1P2Nx8TC5qUFw5Rz6mUsjlebi5x+PHNQqpCJFkyNJ8ieNDj3hSo5TU8HSDVn1AOBzx6hdfJGpE+e63rxM4A0QkQiYqmC0mUfQ46XSGdLmC4VTR9DhdB2JBm+lymsCHd25vM+r2uXJ5hcHIJTtTpFq3Obh/n/OrUyQKGTrNFtJpkyos0Oq4JA0YehFGVo12q49GgIwZ5FJlhiNQozpJM0q7dcjyhdNoqQqhojK7vEQ0GgE1ghucbJ8NxxtiYTxyI6RARQXhEUoXGaqMF2BJFEUl/HSDrcuPUl+FDAikGH8fRSKkAqFECBX/JC+fwMXzHYIwRAgdV7gEbh9vOGAoA3y3jTts0/NGhE6Ir3Cyekvgi5DAH0EQ4ssfnQtQ8QkI8DCEiiEMVEVBVVU27qYnHfyJiYmJiYmJz8xT6eALxjPSUSNKJiG4fesB/91vfY2763ucOXeOWNCnbzlIx2OqmEEzojRsm0Gni6rqhGKWsuZjmoKNBz+k7wsUUaaYkjxa38M4HPH8hVWe3LmJEc8yk49w6/otOu0Oo5HP0vQUO42Q7UcfoOkRSuU8EcXFd1q0ej66obBcThHLLdLefMS1MxXk+UvUOgEH17f44qvXuHh2mn6zhmcP6DspEmYGEcCTzQ2aR30MQ6Gcy9Lr9Ol4koVKiYLwGapRjjp9SvNZVhZfYf3JNr2hiRop8aWf/1sYnRoPbn1EzfZZWFrl1WfjLE+f5cbOkGTGxFSnGbbr7G4/IBKPUJ5aoN9r0282uXnjmKuXpjm7ssBSLkq12eGoM6Rx2KOQADUyg6UayEGPc+cW6BzUGQZx/OYBV8uSgRKnMRB4tuDgyQZqvkQ0nUH2N0jmUkg9ip4r062nePj4CdNLGV6/ssxutc8nt7dRrS6JRoMw0IgmDXrDABlWyVQq6JEl8qkkhbzL99/5mPVH25w5M8309BTr65u4+7tUXl8mmohgd1sofofSVJxktoA9cnm0dp/9x7dZOnsWT4uTyeUxYmnC0EVVVVR0QsYpO6EyjswMABGGSEUAIYrvESgnNwSBjQzFSRddQQgd3xshpEcgNCTi0ycDUgYQaHgnYzqBEhA4fSyrge1auK6LY/ewnA6WbWNLgRKOR4OkGB/A9ZGAggiD8TkAlPGhWgQOIYHqoimg+SbwV98oODExMTExMTHxb+upFPh+AK7rUKlUEJ7PB+/fotEeMVUqE0gYuT6W40FgU6rMk82l2N3Zp1hIY6g+j+6tYV6aZebUKt/7zjrusM0/+c++ynvX18kFWVT/mFQywT/9v/yv+a1/9Yf8wde+xbXnz2NWZri0OMPWcRPzeIcXzuSpVKbYrtU4crNsbA+ZL5mszBQI7A7z5SyD3gI3Hnao16uUpgssz5noos+H955geAJNCYmEIyIxhYf7Nt5Gg7iw6Q4dUs+e48qFRR5ut7nxyWPe6xzw0msvkdVVPvyoRqVk8tqzZUTmFH/+5+9SX9/iZ/7mFXJTr3PjxhNaB4ccH0Yx8im++rmrHO3tctwZkJxKcFou0D7cITGbZnnuDMeHh7TaA/Z3m1SyJkdth1pzRDmfZjjwKRJyesqj5SZpdWwi/oiZqTSdg8cMEFy7eJ7y7BR37m2wvlMjXlklFYvS6zbotTSGoyaFgsXslIE/2qE2GKK4ZVqDPjFlwCvnp1HVPFOnL9AcQv/oIel0FhEG+IrO3vo+w6hGMhGFcECmmKLp2igdGy2eIqabdFtVOu0hhSkdMzaDsDxuvP2n5BMVtEDiBD7V4xZaNoKqdhFWj5huEtVjjFQPFQ+paUAMlQAl9PGlQIQBAHbgEXjuj6Z5Tg7OKoSKAkLgBT6BMyQgAEV8Ot4TSokQGmEAYWjjeCP8wMG22gxHHWzXw3VHOPYQ27Xw8AkD/2Rz7XjcJlDGWwtVoaAECppQkYpCcPJkQYYavhCoavA0LrGJiYmJiYmJib+yp1LgRw0DQ4dAS/PO+/c5Pt5Hi0SRMkCVHlKJooRD4okcvmGiJ+OomkS4IWYqoFRK4JsZYmqc559fxbZdPvzBHcrTBSpn4nxyt8uHtx9gfeJQzi7w1b/xFh/duM6V1VlCaVNUfL70yjzR+RXevr7F7U82SOfznF7M4Q1clpbnuH93k7/49mMuryRYeWGKROYZ7n74iIWZCIoIsWsqvVaHbL5EoznEdALOr1a4c+c+VihZzEcwRy0IU6zkQpQzGdTCJXTXxwhiPHs2y92797ml2gTuLqensnz8ySP+j//bD3j9K29w7doKTr/GB3cafPThXQY9h5/9wjVaN+9x58+/i6qblIpJRp2QTt+hMFPgdU3DCXxqh4ecP3ees/MZvvv+2wyskMMaeFqcSFTScANu/8Vtcpk0UwWTSjHKH/6gzdJUlb/xd1/jElke3qpRq26iVdcIzRyH3Th3bj7gzPk2l8+d4oVKhl7fprC4SP3ggHRCQdF0hv0G0/kMlr7Ik80jQneEpkewR12O7QDbXGZ1dYkF16UzsrFtk0wyhmp10XWVC1cvQODy+P4ORhR8aWBkohSiJXrtHu0nt1i4EmLqC+CDm0ohfIkIbEJdRwkCJDaECiEaIR4qATKEQIYEwTj/PhAGPuMxHFUqCOkQeg625+PLwXhW/6R7HyKQQkN6Lr43wvUtHNfGdvsMRz0s18HxbEbOCOkHeGFwMi40nvMPFQ2QqAqoioGiqeNEH0UhFKCF407/+CnEX39R1MTExMTExMTEv42nMoM/l+6RSCSo94ZsfvSIUAY8Oqyh6BoJPULUjKBGDeLRJJ4zIBAKuXQUzZckYypLZ5exZQbXdlg+XUHxfZ6s7TCzMM39j59Q7VlMnVrgc1cXKad07m4c841vfAM19CgWckxPFdluDIjoMKy1SKUVdDckn8ty+nNf4nDjCYNWEzueY9hsELYPef7qafLzFb71/UccHPbJJiCeTbO8MMXzl6f58NY6B3WVjz76AF1XmZmZIWeGxFMJ4gzJppLsDhL0um2UVp3C6RUWp9OM+g7OsMtQ1bhwZp5Rvc2NO7sMujUuPXeRtz5/ld2tGu/deMDMyhKeWeRwfY/33vku2VQMjSg3tg45O1MgFfc4bgxpd3zmZ5MMnICjZkBK9zk3reOqMRpNh2w8QDEiRFWFVGqKqO5iJuNIJYrobfDMyy8xM3uFD/7sGzzcXOfZFy+STCa58+FtEsKifP4qp5YX0f1jut0A9CgyEHihyZMbn2DQ58wbL2IqGppQuPukwfHOMZWyweHxkKlcjMxUEl1PI0mwvrGB1amhRUzmZ4qYuoHvjTv7tb6LPehguwJpQTytU57NE62UKRXK6Ok8PctGROL4nktUMVB1DUKJpyoIybiTj4sIBX4IoXSBcZ6+KgwUaRN4I6xA4BISeiM8d4QUITIIkQSEQiHwXBx/iO8G2FYfyxsxsC18z8EObBzPHefjBycHeJHjWX5VRQgwhIrQVFRVQxMCRVEJFFCFQFdUVKGjqjqDg9OTGfyJiYmJiYmJz8xTKfCXi31ENMmo3mF4UKU+9Hm4eUAkquP5IaqiUMjmCBFYwwHDQQ/MOPFkgmxE8OzZRWKFEvvtLjuPDonGUvzUT32ebqtKq+fz2usvc/HsDA8f3OX/8H/6r5ChYG56gWjMQYY67iDEUAfY0kQ302QKHupQQwiJmdaIZSs0mpJu64hef8jxzg450yOZy3DnYZ3F08vgdlicK3Ht1StUn+zxvR/epLwwja/EyCoBpUqGD+9toY5GLC1ME49BNFMhXUhjdWo0j9pMp0CL5QilxMhl2Kx6PLdaJhXzeft7t3B8Fd2MkKtEUX2FkAwDXITs0jroMVKjNNod1m7dptWyuXZllsD1aAxUPMcnkdZIp5MMuwKUIaW4go2B6PW5+Mw5UlPTPLp1k4SmUkppRJMZGi2PUbdLrqiRLU4Tqjr14zbDbo3V08+QSPg0a1XUWAFn0EEEPvFMhPMry0jFpN3s0RjaBJ1jtBiUpucoFMu8+8NPsOpDCAZousW5q5eJx1Lc+OghlhNiagGeDCnl0uTmF3H6fUzFR0sWeHD/Eb3DKqYuyJ46w7Et8bo9lhanWZrRyV14g52Rj7A7ZLN5As9HFRKpyPEh1xB86aCHKoiTTbbSJQzHB1/dwMcK+vihhxByHIMZuASEhJ5LEDqESILAx3aHeI6PdTKOY/seju8SeA5u4OMHcjzqQ4AagpQCRVPRFBVT0UEdF/NSESiK8ukiLl2V4/EdxcA6ujwp8CcmJiYmJiY+M0+lwD9VGSGlSWiNWL/zCNPM0h50ebBXI50wQSqkUlmUwCESifDezXv0HMml86doHx3wwrkV0pUKeizPVC7B1FyF1YUK/X6fqcUsngX/2X/+36AEKT73xcv84R9/h2QyScZMslgK+eW/9xXiKBzU69j509S3D+l2qrS6FhsPbhNJFtjea/DcuSLJSIrdgY9ixEilUiwUYhxubSDy8+w9+ASLgIET5ZPr93juxWW+8OarfPc793n+XIWC4fGn735ErjBDsaATSeY5OuiQTSbGox+mxsVZk+HIxUxn6B62+GTzkNXVVb7w+Vc4ahus7+7yz37zt4g4PX7xF76I46tkIhEuX53n2z+4w9e+fp1CIoUdDLFtl3PLGdB0tjabeKpCrV4lFTMZeZLR0OdsQvK3vvoy7XiFtbVjBvsPyWaiqKgUMyqlUhEtN0ejPWK32uC5S88hrRqP769TnCuSCkJU08e3hnhGBF/LY9pdKnkTI66TzJVxXZeBH2XQ2aN+cEQhnadYymE7XeZm0pjZZbpDg25zl91792gMfQIpOLu8SG9g0exXSSen6Xfa6BGLQCTx3T5hoBDTJJqpUUxnsRSVgWJSKEVJTS0RL6/iWQMstwpqDDUERciTg64/+lwiQ58gCPBDG9u38QNJGPpIaaOGEhQFx3fxpIfn2PiBQxB4BEGA641wPIehY+O5Lk7o4vgOnhUgQnBwCXyXQPooUgfGEZiapqEqOqom0DUBUkXVQDs5B6CqKkILETIkaLw2KfAnJiYmJiYmPjNP55AtAs0QRByJ6/rUhg0IVAIPBkOPTDZJMqoTeoLtapXaoI/v+gQDi1w2Q6PfZrPe40tf+ByFosF0OYPTb7L1ZJPvfa+F5diYkSQ//dU3cYddesdNVMfntZdzfOGlZW6stVh/soc16DOV2OTln/wSkaaJ3X7EdL5IvbrD2fkCQ8UgX5ghZQx4dP0uvaVZVi+/jN7uongDFpZn2TrosHR2ltMzJj94f4M//Z1vMr16hu2ajZZq8eMvLLPbS2ApKtqgSzHtYIYec0vzfLLepuWkWDmzSKvuUy7U+Zm5RT5+0OHj7/45+z3J1MXL/Cd//2/xzW98i2GnTT4/Q4t5vv5HtyjlLL78xYvcvNuinMwSc/qkE0n6jqBr79BqDinnc4jQwkABM8LOoM/vv7PGj78w5EI5wsNwnnazTTETw40XeLK9xRkzDVqchPS5++AhWcMD0YUgii9M4vk0UikTswakkkNsdYbBKCCq2Qwbe8QUk0wuSi57BqnFeXzzLs3aHhfOl2gcBqTNOKZvsL9xgB/GyOnH5ApZXKfPMPDJmDlyGZV8vIwzamKk8tSdPF6riujvU168RCRdRhnUqR626R/XuBRJ0bU8fOHh66AYAUIzUMV4V2wQOONRmzAkxCcMHHwfvGA8rqNJkzDUcaSFDHy8wMH33fHrw5AgkDiOg+d62KFLEAQ4gY/jOvihRxiOD+UGoYcX2BBKpAhBakipIQTjj1DgByqqIhGhGM/cS4XxRt3xe5SncZFNTExMTExMTPwVPZUC31QMIrEIvV6LG/f3SZTz5GJJSuUMuqIyGLncXH+ClILj4xajoYduCDrWgFQshm5EuVDJkovBsOdSrdZZ36zTrTdI5QpIdcB//DOf56NbT/jDr32dL77xDItnL5OKanSkZO3JNnc+us9rr1/k/u0H1Fo2py/NYQ93mTu3SH71Kt//i2/zZOtdvvi6TSxukE6bVLe2+fqvraEYSTa3dilMFTGlj9U55nNfeJlSssT733uPcrTD3OkCzYbJux9dZ2kmzc/9O3+Tm1sDOmsfkIoJRoHPK5dyNLs+3/nhx5QjMUAnkorw4pUYyWKRxc6Ib333Bzz/2hn+d//7/wXvf/8hqbks7u4u+3aH4WHIfDbCUlbS63aJFiNsbO4xtTTH0qlL7Gx9j4WyRzyVYdi1SRgKHTvk8U6DfqPB6QsLLC6v0NIEU5kkXcshkplhfa9GZ2gzk0yjqC3qPY98JE+7GdA0huzv7rFw5jS2gF69w9yCgjDT2CKBLaHTazKtWGSLJYzVVazekP7xPpubFtHoiPXtPk4wopxJUZlPMwzPEbh9/H6bmeQ8B40D7n14gzMvvYSu5rCsIYVUhpET48gr8minxfRsAp00vl1DM1PUq0007ZBMqUyhsILtjWh7I9wwRCgSH4kahISuQyD98dhNGIyz8oVOoEgEwacjO760CbyTAp/xQyspfhSxKRG+hww8wjBECyCU/jib37PwpESV4yB8dZzQiSAkCC0EOqH0UTWBVIzxdxYuKgoEKnKy42piYmJiYmLiM/ZURnTOLHgoQiOSFPy3//U3qdZ8Fk5n8UYhQeDRsS32jxoMRxbI8ZqiZCJOLpchEzUoJWM8c/Ec6WyaasdhZnGGZ158jZRmU4oFfPuje+xvbtLca5GazfHiMxeYnp/loGqxd1jnUmnEcWtAKZ1k9fIp3n33IX/2x9/h5bcu4DoQDFUMQ2Xg+1Sm8gjLIr6wyO0ba9Q3blOZW6RphywWs0SjOo93D+j2PV545hyyf0D74IC5+RJHYZ6dzoCkblCJg2J1KS0s0R7avP3dR8QKaf7GKyUUNUuv08WTXRLxCD11hqlyjOlMmoPjfa5/uM7llQwz554jnivwcHOT/Vt3aIZp9JiF02xgVzvE8ynWtpvMZE1yySy3jrpsrj1mcapEJGKQj4xIFSt4rsLag0eYsSgrp8ooIoIzHDAY+JxZKCB1DcWzmV1aoBdIApGgvbNJPuISmhV293epGC0qV55l4OZIHN/jhS9eoGOc4vHtTdqtGmrgk09rlGfSJIppjjdr1FpdDMWg2R0yHIU4zTqmbjG7cJpoIs6dJ7tEASlCoqkU/a5LaA2Yn0+SyU1x6+59RCRHzASpRVjfOabTGXDp/AKz80WS+SxqKsfQbSCMOB4KttfA0OKgauOxKG+ECCU23jj+UiqojCMrwzBEBi5Skfi+SxCMD+L6vo/vu/i+j+O52H4f23VwbA/Xs/FlSOA6eN44Z98PPQjHl4minIzmqCfbajUxnrWXjMd1VAWhgBACVSrIAJTRFyYjOhMTExMTExOfmafSwQ+kxAscgr7BL/zyF/g3//oGt27uYiQkiWQM17LxPQ8kaIpKLBElGouRikQZWkPCfJJoBDDB80dIy8Kp3+OjHZtIZMST+0945dVrHKd2mF9ZJVRU/uBf/wnTU3EuXnuOd77ziHgywuzKJR49qlOszPHc594gIkIyhRRbhx9TmE5w6fkXWds84t5GF33nLrmUTqo0w6ONLc5fWKXdsxh5Em/kg2fj2zWGI4u6F2FZD1gMj5hZKfHcyy/z7W98yPZBk8riFEvTBS7+nWfY3G/y6/+39/k7Xz3PwmySmnYFA5Xq7Q8ZVE30M6foNaoEgeSd29u8mYkTr5sEQZpWs0M6F2Kkp9mrhURTCiKQnDt7iv5xl3v3b/HCy8/hDebZ3tji2qUllKlTaN4IIw4Xnr1At2dz2LKISEk65ZKeKnPQGLBUSRArZekMHaLRLPvbG6iqyszCDI4f8MxzL7Kx3eXue7e4dCZN5sJZ/uwHdZL5JnNpjYvzGR5tNGge1+jZNtGqJJlK0WvssXvURnoOi6fPkyvkeXzjQ2zrFuVCheVyll6riafGySeTxPwaG/UB2+sO85UeV8+XicZmURhxfHxIZLHEwVbAYG+TrumhaTHmprLkyovcuffnKKZKorBEOKzj+S5u4CI8j0CcDMEIjQBJoIRIXxAEAUgHAonv++OCX8rxvL7vjwt34SPC8UHcUPpIOX5tIEEqAilDhIRQnnT9pRzn7UuJABQEihwX9EJCGIYoQiDESe6++Le6f56YmJiYmJiY+Gt7Kh381VM+gSfxHJvcVAzXCvmjr93jBzc+QVU9Ti3Ms7V1xMB1KRaLyCAkn4qTjkdp9bqU41FSySjXnrvI3Ows2VwOXVOoVofMnV2mvXOPbKFCoVSmWW/hWiMe7R6h2C6vvHaVeqvPqHNARI1x7/4d6l2Pn/4bX2bzwV2MVJbHT7b4wfffY2Z6igvPvcjqzDzddo1ExsZQ4/TaVbojH0dNc/fWPeKRKM89s8CDR/c5M7+Ea0EyGVJIqRxWe+O5apkhmTGp1+t0602uXszwha+8ycFById3d8FuEUuVOW56LOdtVs+ewjcieAQc1Ab8+j9/l0JiyMJchWI5QbmU5fGDNlGnSiqb4WFD0jo+YNj3QQToEZNYYPHci+fZqA356Po9jGyRSjJLSukwc2qZ48MDOo5CRCpgtzh3fpmdWp9Rf8R8QiOZ0XGNAgeHHRyrTyKRInCazM+sEE2nuf94Ha1zwFtfuoYf6jx50iDGAC2qMZ2NMH3+PLV+FsdxOW7to7gOGgqqNYBQoiciPLx9l0QUTi+dQosk6LS2GPQCRm7ItWtnUbUstx/ssLN1n0sXVrh49RK25VGt7hHLzTGwAh7c/oDOMCRfmEH3+zzz5uvkz1zkyc5d8Pso4YDD4XhLrY+KPJmDUYSKVNRPO+4qAs+38f0QOR6Y/zTXPpA+nu/jew6e52I5I2zPxXVdbP9ktl/6J/P44yx7cVK4q0JDVdXxQduTFB0FgVDkyWskqja+6RABqMMvTjr4ExMTExMTE5+Zp5OiszROGtF1nXq9Tzqtomsa//yfvU+nO+Tc6RmaHYvNnS1Glkspk2NmKg+KZNDv0O31uXJ6CenrvPljb1IfNFAthS++9SIOCjHp8Ad//B3K+TyrF0/R6A+prz3m7KkM3SBGLpOlNFPhaGed7m6Dg+07nH3+BfILl2gdbnH/wRPW9rsszkxR31ljZrGEmpzF1BVq9S7Nag0ZNjhz9Rk2bq0R0TRKi4vEVBdNT6LFFUZHDZKpGGpgEYlGyaUF7b7GwIfQ8fFci8PNTV5+cZGFUpJumGFvt4atSEq5OFJK9NgMzX6IHg9wqzvcWm/wuTd/jEzMRnYPOaj38eJ5RgcblNImhhplRIL7+xZB/4hae8hwaPHMmWX2Gl0Grsva+h5zMYNL11ZpdfoEwxHLp8/Q7LmEukteNzg+PqY0NUPWtNg6HDH0TYTiU1IkyShky3lyxQwaAX3XYGd7n2tXpymV5rn18Rre0GJ2MUluaoqoSILh89H1DxnaJpproQsXNZmiMj1LVFdQnS7tfp9Ot48uNHLRkMAw8aXBVE5jMJT0HYljuWw+3mFqKkW2WOH44JBSpciw32fQtijMVjgYavR7Nc5cuko+kyZw7qNVltmut+m2d4mlckjA8T0UTR+P7YQ+AghCxn/3BT4SRIgIfPwgwJOM4y99F8+zxyM6joXjB/hBOB7PCV2C8W5aJME4BhMxXqalqhiqhqYpn260VcXJgD4hqjaOywQQvbcmBf7ExMTExMTEZ+apjOhIOcIwNXo9CyEkih7i+CNymTj9kc9hrY1j+8yWiji2TzQSJwih3ewQEZLzq6fIFxLoaoRySaMzcHl8PMD46B4x1eGo1qUwOw9en+reFub0OfZbDn13QCzncLx3zAfvfIQeMyhMLZBeeZa9gzaRXJvFC9d4tFsnHe/S80KOPcH+R3cY+Z8QVUxm56YZ+SG4aR58vEY46jN9ep7+cYOqMCllBHq7iyFg69iFQR+r3ebcxRkKU0WWT02zvT1i4Me49OYUf/pH36EYtXnzrVdIZEyqdaCvMmofc3peog4VHt4/5uWXz3FZUZHNDXKFVUR2Httb48FGi0R+nnp7l1MzaWKpEpcUm3v3j5nOxuhH4cnabVZXl0iWlnEdyaC+zb17a5xbmKUqYXPtPpcuneLe1gDXGTI7P0VDT+K2BBcuLLG7+4S1u7vIUoq0plHM5HCkz9pGjS9/5VWiquThzSeIFwsMNR0zZmFoER58/IhoYsT5i88zV1mkfrhJbq6CNJJUdza59XCLhalFLl58iZvf/D2SmQSlcpZavY11VKUyM8XOroupW9huFEyNpXPnGXSqFEsZDNWgW98lk8lgjxwO1m4zu7KKcfECa7tV9ustVs+dI+KCKUbIiIF0/fGiKxkiZTD+fSQgRCOQAhlIhAggkONOfCiRjEdvCCVChsiT0RoARXLy76CjoSAIkQihIxCfdvE1xsU+oURRfnSSNjwp6sWPvooiJMHTuMgmJiYmJiYmJv6KnkoH//RKn5FlM7Q8ctkozdaIVEanutvn1371PSw5IhZXiUVNLq6ucnBUZeh4xHUVGYTEojqJRJyLK4toukouX2K32kaxbTyh0BsMePGFyzy4d59mrUkmnWR2dZlULEKt2sbuVrl4epbZyjRH9QZrD7dIF9LsHrVJZDKk41G+/e33OGi2mCllKBZSOL5g2PPIZwTzMzmyiSne/2SNjjdktZzkcy+dYfNwBFoC0+pQzEnKUzkWZ+c4PKryw/efcP58kZWlUwxaHa7/8DqXn7/M2Qsr3Nw8ot+0Ca027VYPJ57m8288S8Qw0cIW/Y7H3vYuAytkeq6A5Uimp6cR4ZDd+zdRMhUsJ4ohHaanyuSTZ7j15C537t0lqaropsvsuVVGtsNMJsXb17c4bLS4uFAkn4/z/Q83uHoqzcJUmePqAEMPSKUSDEWKxn4NRRkwU5liFCiMLMlsOuT0hSW2aw7f/dYnXFxKEEmkKReSxLNJvn/9iIO9faYiNqWFBIlUkVe++FXQY/zw9/4FvpZGj/oMD/fQIxWWz11h//FdhoNjVCOJDH1SUhBKn0QyiRGXmHqKrc0DHN1AFaCJkKmpAql4SOiPiOUrDFpd6usPyU4vMnP6NJvHNWzfIzm7RKmUwjaiDK0Bx4cPGFgjhKKjoBIgCVUV3/dRTkZs/PAkMUcGhFISIPB8H88d4YY+tm3heR6u6+IFJ9GWYYgfBkgpTw7VjmfwFWWcc6+o4xl8zVA/vR5+NKqjKSqaIlCQ2N3PTzr4ExMTExMTE5+Zp9LBH7kutueSykTod30cx8O2JTNLEVZWyjzeqqHrAe1On0cb2xTKBTqDJkN/vKAolIJ4XLLfaBE1Ytxeu006bVIsF+n2RkTTUZpHW/R3m3TjJoFjke128AeS3c09IlEdM53isDeiObIINZ9qrUuukGZ/c4fo6imKcyU2d6oklw3OzU9R6zoQ6+HrCYyIiRbp8It/9y12tmvceP9D/vBPb3NqpYwpG1y+vEo0k2Nvb5/NnYcszBf4iZ98kfbRMQ/v3WB+cZUX33iGZuOIe3d9Rr5CxMxgxBOcWW3T6oW8891bnF9KctxxcUSGVACXT+kEukIsmqKQU+m0ImCmiXl1zp9bwRpq+PYOiew0GU3jueUisew0/W6D4eExe40OC68/z+n5GYQSJVAstndbzGXi5HMxdroj+q0m5xby+K6HMEOSxRwHBwO83TbTcUiWK9S6A5aaHWbTEZ6/NkO90UG0DujH50mmUjy3qFLvZ2n0GqSbDpbb5s6tW7hdC9f3KMY7ZJde40lYZvvWn7N/fISCRszpcPq5GRIRg0a1yajloY0aaKqO69hcPZfmk9trKJFlesM2o9YRyXiameUcU+kIqqrRqFd4vH2E69SZWT6HVFOIeBzVSGO5Q1qtA4a2jaKoiJNjrwog/RAlkAS+S4ggCE9+WUUw3kaLioIKKOPfwTBEBuMDtZoiPj2QqwoVhEQRyvj7q/LTjbWqAE3TECfjP3CSjX/S5VcQaMokJ3NiYmJiYmLis/VUCnzHsTFMge+OGLk+kaiOHYxwnYDXvnCF0oM2W9sP8EcOR9UmsViMqUKOdDqJb1u4ro3nCwLVoNFoEI3EmVtcYG9nl0wigZnMsDvqUbx6nrDZpbbziH1FQ43lyGbKbO7v8effv45wbcwgoDhTYf1wj2QvhhNKHj3c49q5eU5ldT66u8utjRarixmEHmd1qUy/Z/Pu92/zE6kSr7xyFrdbwxv06XX69IXJdz7Zppze5fLFMyC7/PHvv8PMfJGEHkN3etjWHaaWF6n1dXKRkJgBN+7eo9r1eHx7k//obz/D69dWuPd4l7mpMg8f1imfNShNT1M/anB43KGz5RBPq2SLBTTyHG606DuSqdlT3Lz+fSzbYbo0h27aDPsK6JLLlSiq6pGr5MjW+9y5u8nleRMvFuXRgyMylSJNqbKx2+HZqyv0u3tosQLnTl/h0ZPH3NzZI3K4w7kLz3JU7UA7pJhPkCg8Q21/E/pttodtimn4qdfmGKRf5fjhBn51jbWbH+PrJslcBdWzuRj1ME9X2FwvU99pEQyaJDJplCd7rCwvEDF9ykvT9CWofpP69haetsibX/kS3Z1NBqLI47U6umPR2N0DFCJaHBm6ZOI6Az/B7e0+2ZTG1OgRZlgglT5NT9UwVAPHd5CApqkQjkdzQCBVgyBwESGEQkGgISUIBAqcLL4KgJN5ecZdegBFUU/+TcJJ0S4U9dNuvqoJVE1DhB5CqOP3KSfFvXIyovM0LrCJiYmJiYmJib+Gp1Lga0aAomj0LYkSC9AUgaHB/kGX2VMpArvA7VsBC5USO+0We0dHTBUKTOVT+LpKEOgkc2lG7R6teo9L107R7zk06z2GXsCianLzxkNmT1WIqZJcIsH9zQPiSoPLl2aZqmS5e+cRRjTKSxfnuH1/C8fzAYV8yqSYjzM9N81MTqBaQ0QqQy6XQ4RNgkGT6XKFH//Sa9z48AZbWwdksil6vsIzywlimQS37+/SbHVpNfssLaW5+Euf4+H6Mem0TqG0RKc3oNHwcHyFb3/vEadWprAdlZTscHkly7/55n1+Oa+Ryxq4zUOunNaJRqJYwwhTM7PoGcnBYZO9rSfoosvsfJZYPolds9m+dRPNMDk1nccwXR7vtkloQ8rTOeywQPXmDdLFIuFgQNjv02qMeOH5HE0rS6vZYSafobZX5+HGEXPzOcRhDSJNlssmNbVCrdVj0D0mnoqQ1iBjFhjW1jEUn6EXYhHnoArPRCyurHRoHmeJm5fRq49p+QGNoyqbXZf1J7/PC5cX+PFXrrJROWTU73G0s8fmoyO2t2u8em2evNlC9AJq7RZnXnqOZs/hzv1DOodbLFciXLsyx9pWl749ItYdkplOktE9hoMu0pdkMikC3WOnZTEbcZnO+5i5UxwqEZqWjWd3sZ0uaBGEqqAD0h8X6wEuKgJfChQhkEFI4PlIPxhHZJ7EaIZSIsJxBKYQ42n6QAIyQCgSdZyyj66qQIgWghAGQvxlF18VAuUkNz9QJjGZExMTExMTE5+tpzKDX57bQaAxsl1UIyBi6vQHNq3WiPJUlITI8i//xT1E6JCIm3x06zGZGMyk44wMk9mpaWKZLAPLQ9M0ElEdEXg4tk8iFieXz1AoFLh1/SYPd3Ypl8tUD49wQp+BbZPUDIppHVMR5PN58oUY+3sNDo+O+dxrV/jC56/Sro7IZiQx0+Rg8xhhquQKUYZDle+/f5/F+SyPd4ZsbO5x5WyJZG6Kze0WCTo89+xpoqkoH3yyj++M+LmfeZlo0ObW9U2WnnmB6bkSOb1Hte/xwZ9/wsbGERefXSSteMyVErQDnxv3W0RjCooZR7ojSiYszKeI50rUex7JuIGuphg4ffr7D8kVIqxceZVg0KS2dQzSpZRP0On0cHyVUA2YK+bo9AZ4qk2qcgFphbz34TbWsE8mE0EoBjBCERrdVgdHmpyamcKIeGiORSat0k0+y7d+8IDa9hbFcolrz03RqnZI6jbpoEvXkojpZwn0BPuP3uflq7NUirMMpMfuRhspoGHBxsYRqyt5mvUhfuuQqeUF1FgRq1lnY32X6m6V11+b5erZOe7f3SazWCKiCqoPd3DiM+yubfD513OksmVqtSHVjk3CjJPKp7Asl0QKIpEI7Y5EjWWw7A7pVIL0whnaoxY9+5C+69JzXJAartDQpECGHl4Q4HkuiqISBgq+9Anw8PwhtjXAdrzxtlvfJwzkp113RVHGufhhOB7TURQ0TUNRFExdoGkKMB7XGR+wPYnJBJSTvHxFURh0Xp/M4E9MTExMTEx8Zp5KgV9Y2MC1xznjyUSUQX/EyHGQhEQjgnhKY7ib51tfX0MYI3ZrVbpDi7KmM1+M0JEKC/On6I4GRKNRkpEYZlyl2+oSMXUCzeC45RJYDluHmyiBQsKMoyUMgpHN7mGDVDLFYsFg5NgszBaJRaL0m8dMz81QyKRpHDVI5nSuPneOt799k267R2m+wuzMDJ98tMnAblCZKtFoDDjab/Dis3Ns7NSo1Yf8O7/0VaZyMbTQ493v3UNoAW9+/gq+GuVofZ8Qi47jM5UtcmZ1ha3Nx5jNTeK5JLPzOebmS3z73X2arS6VcoZsMccHHz1msRjyk2+tUG35XL9zxNnFKEFsmoRhoIUdbj9okJpbZLWyymD3Bt1Wndm5PAgNTzc42mpQWFzA8kI6fYjlyli9Dq1+k8PHh5TTGgvnl9jfahEQ0LYFlqdRycVIR1RMOeDq8wvUOim+9vW/oNayOXtuiWg0wu5eg26/x9/+fInluQU+Oi7xcG0b1drhyjMzROIZ4skUcX9EfQRbjQC/U0fVBGs31pCyz9ypVdyhxXajRS6aQEiFQsFktlLEPj7g1DMLZNIl6gd7PNp1sFpVZnIOS/NlRm5Av3VEKjdHd+QyCl0qxRJWz0fN5uhLncHAZ/r8MslICkf0aAyOaA09QttBUUMGtkAJA6zAww1cVNRxLGbg4IQ+nm/hOj1cTxAEIV4QIIO/zLz50bKqUEg0cVLInxyeNY1xRKaUwacjOYp6cghXjg/bclLw99qvTQr8iYmJiYmJic/MUynwc3NPGFkOUTOGDCR+YIGqEBAQNVRa/SaJWJlY/wxf+92/4Pj4kKG0cb2QS9N5YsIlnS+xOBNne7tOoKq4TkjH9miFId16n65tk08nyWUyNGtt5udzJKIG0zGVeDTG4/qIQa/DfDGD4nrstXrkCwleemYVa2ihh5K9Wp2+7WFEIuzttwgcCyNikiumqB91iUQVzi5XsKU2zn4vZ+kOLXZrAxSpcKaS5Gd/8RV2D1zef/s9ppdniMRTROwuzWado05AJZ8ml4mz8+iQU/MmL71U4pNHBuk4hN6A+jDkK28uMBp63F3bR9MFP/baGQ7qDvcfHTBsdQm0OC++cIXO0S737zzizNllopqHoUbp+w6RmEncHuAFLq4QVBZPsXb3EZubDY76UTZbAUtam+mFDNH8Cv1mh/1H9zh35TSbbYXe1g6nTheZu3CZUbXOXNFHRHKsV12qjQESQTwYMFB0dnsOlVSOZ6+dRjVz/It/8TtIKfnimy+iaSMw4yhelWj5HNuP2yiezdLyNH7nPqNji93tOu3OACWeQcRV0Exko8OphRkKZ2YRwyMiVpPi9CwPHzRp9PdZWZ4jkTCQzpBMLkopn2PnoEPtuEVxKo0ZT9DuBnQti2J5lnhlEctIs7X7Md3eLvFUllGgEjguqApuEOCF7jhNx3FPinwXx/dwfRfXDwiC4NPDtuJHSTmKjn8Sv6mLcfdeagJNKJiqgqKAomvjaNiTAl+EIYR/mbYjFOi2Xp0U+BMTExMTExOfmadS4CfKd3EDFUNTCHybWFzHcUNCASqS3sAiVGwKxQW04yk+fmeNB4/WGYYSK7D40nPLjByXajug1TykVRswlArhyWZQXQqyhTSmbqAoCsuLs4DN1pMDchmD08tTBJ7BwXGNXM7g6ullFN8mCAJ2DrsUymlCp0+zZ7GyuojVG/Deh+vkcwlc1yXwIJNLst8e4Ds2z1xeoVFtMDNV5NkLS/zgg/vcvb1F17K4eOUsb75yCX/Qo9vvcf9JnaypM1uJkitEMC0LXdfBVLjxSZ1nX17iyorBzY/3ePb5ZT64PcDzR5xeiLJQifLkcZeu5zG7ME0hl2dz85Ct/QbpbIFCMkXnYAfPHXD5QoHZmTQuEUZDDyl0IvEE9fWPyWbzJCunUAYHeELn/l6MGx/dRzojpsoGl66u0txtIYdNcktneO/GHmZSYETK3P74Ac+eS3P6wjLVQYRmy+booMVR7YCf/eJVtHSc719vUpgxmYtY7LdVNvYP6Y88Zos5InGdU9MR0pU5OgOTw4frmIUMIRYVIyRVLLNx+wm6bbN+eER76JErTjFsdrCa+0yVYjxzaZVyWmB7Di1Pw7Ik5ZlZagctpFPlzMU5kqk8nuMyHLWIRRWS6Tzt1gC322WkpcFIoWYT2JEo7VGHvdoenivxAwixCEIXpMB3AzzPwfd9vMDHlgGO536amiPlOANfE9pfjuhIH0PTMDQNlHFkpqlqqEJBGBpCjLv4iBBNjA/4/qjAB+i2X5kU+BMTExMTExOfmadS4JuFT5DCQNVCTH08rjCyAhTNIwxg6AToQuJ6I7KpJAmjQvW+Q7/lky8V0RM6N2/e5t7dHQ6aXXRDomIQjekojAuqYjZFzIhRmCpgJkzwHVBM9raOaBztszBbRKg6g8GAMyszvPXSGSJqgBUaVI+bWLZHJAK1oxpCSdJoVOkNHQxdIZ5MgFQJrRGdvstg5JBJRXECh3wuyemleaq1Fq1+A6tq0e4NKc7PENMMXrqY5Ycf75CMRHjp+Xk+uXPAwnScN5/P0rc8fuO3D7j8XJ5/76uz3FuzqORV7j3aIzUzgyIjHG0f0R+1sHsjcrkcb7z1DJ2ew5/+yX02ji1+8q0lVmcNnjxuMz8Fvm+QzaQwMlk29g28wT6ZhCBZytLqwFx+xOrla9x9UGft5j3arR6e0Jg7dxbROWZ5vkhvIFhf38OMJxkM21j9DmfOzSPdAb2RzsCLYgFr+w7Pny9yaq7C77/9iK1Ht/h3/9brRFLz9OubrHccansNkokIlfllgkiSvY0NkorP/Ye7rCxMMZeJkqoUOd6vMnh8gOVUSZWzHLZcDGAql0GaLoaEK6czXLs8z1EnZH3rCMcW7O8dkMualKdK5DOSTHmB3eM2uu5TKs0zatQRwYj83Cxh6RmC/Iscbr7DzZt/QK0/QjUTuHKI57gQSrzAx3VtwkDghxI7sLF9f1zY/yj9RoJ2UpyHAQQEmLqOpqmoqkDVBIbQ0RQVFIFU5KeHbDUhEPJHC7DG22xbrZcmBf7ExMTExMTEZ+appOgEQUgkLhEhCHRcfzzqYGomTmihamBoCoqM0bEHDOQOmXMptD1Br+3gNhrEVZiZyeDJEE1VCKSP5znoWgwpAlRVp1TJMTdXIR6P09zfIV2IUU4tsJ2QdFo9AuGiqoLeYMj3PnqCIm2uXlxhqpzBRzA7VeDtVgPHHaFEouiWRRCq+FbAyLFQFJ98KUrUMmk1BwgZsntYQxU66YxJ3Eiy+uw0V55Z5satfb73vTvMFTx+6q0Z/vgbGzi9FM9fKfJw3edbd12+8mqJ//QfTvFf/lfv8rXQpzyXp/q4yUI+RbfvkprOk5ubZuu6z+eu5hl2BqxvHZNNFXnrrTOc2avzO3+0zU9/LsPpOY3DmkM5G+GHN3Y5Nddm9ewZ7j5O88l+QPJwHdnt84c7MDOzy/mrV7GdKMtlj3rPYvfmBxjpMn5EUoy1SKo9wsBkvlRBWyxw/c4+09MlikmNvO/gplMkEybvfbzDJ/frPLOSJKZf4ZNdDde5y5XpNKtZlXL2DLt1lw/fv8PC9BRKPEnVtjh38QK9eosnG8fMDxtEIiqHCYES5lAGNouFOJ4WpTVwGB51KBfjDH2Nw/aI/MrzXMnmqO5uIN0kvaFFo2djdS3arQHpQpmDY4ej5hGGHGL4PbRcjrTfobP1Pp12Ay2xQFlvY7kDbEviec54BCcQBBJCAnwZEgQnG20B8f+QWf+j+XtFhRAFPwwRUkVXlHGyDhLl5GOcqikR4i/fe5K6+WkXf2JiYmJiYmLis/J0OvjlW6hINAGqbjBwPEzdIGJKegOXkACEj6qqCN/H1wR2K0RRA3qtgOpjldDTiBkmuWKajz+5T63VIVQEaqgQT0XJpNLkcwYJzaRUTKJrChvre7hDC7NQYTBqovshvucQjemcWqww6juETp+Z+WlisRiaInE9BdfpEbiCtmXTrnWwnXFEYjxikkhEsb0h+4c9VF8lmowy9H1WKglkABt7bX7+y1exA49Gx+L961v83E9c4MpKim997z5fePM8uajGb/7eHRxf4a03T5HJZPjN//7b5NIxllfKqLqGCALuPzriS58/h+cF/Ml313n+fJGFJYMwTNLpCS4uKriBzzd+2OfFSwVah4cU8xrTp87zJ9/8iPMzGpcvlthvK2xVddSwQ6VgcFj12dmvQnKeqLQ5v2gg/Squr6OqDjMrz5OKGNQON9iouUSMLAVzxONOnGRpGr/2AFybaDLCTKnIrU2LO8eCZDyG3djElzZKrIgWzbJSiiI12Nw7pHHU4MzFc9zYrJFwdDLxPrOVAonUDKK2TaCMCFyPqBYhnUhSb9bYrTVIpkvYnSGh1+eFV2cpV1ZJGBFuvv8OivRJJyVaNIPlBpixOOm4TiQi0cwEPQt2Hq/T9WzOnjlFprxEojiNFaq0BjXub6+xfriBL0NQTBSpEPrBuJMvPXwZIP2QEOCkwB8vsRoX5kIIpJCIkxl8VRHoikBTdFQhUZWQQCioqjg5ZBuiCQUNlTAMURSFZvPFSQd/YmJiYmJi4jPzVAr8ePkmUomiai4iFAQB6NEICA+7bxEqKqH0UVQfQ9fwbY/jqkW+aKApktp+guptB13XWb50BmfY5/ate3TdIbl4lkgkQrdTx7ccpitF7NEI17VxA4eDpk9EDZmpFChkE2jSQQklsUiUVCrGwOqjayapbI5hZ0A0bhD6kt6wTSwyTvzRNY1Wa0DgO5jxOKoYp6OMhh6u79EfeiRNnS++cZ4/+rPbSCl566U5ypUSa1tNPr65xYUz05w9lSEW1fD7NoWcynZdsnb7gGwlzex0irufbBIKjdmZOKohyJayPLzX5ZkLCRptl7VHTX7qi6eYrujYlsvxgcvn31xGGArvftgitBzubxzw5R87z9KpaX7/X36X1aLHcy8tsFVN8t71YzLRLi997jKNZp/bH61jSTCEjhGPkogElGdKaHqR8ukl1MFDglGDR2ttUokEM1Mq1VGJ793oUIoOqcxX6DttvvDiZR61U/zZn77L7l6V1cUUpmaiLa8SKywQre3imR6dhk8+E+XunQfcvL3FxXMVzi1OMUxMMRVX8TYe0eg3GZGgVJyhYrqMWjtokQiakuSju485farAa1cLDC2Vam2E59WJR1UULULghnQGHr4SxRAtTi0tkiqU8Z0O+4c9Oq5KOq1Tnl4lzM0wGjrs1R9w2GwzGg1wQhff9xlYQ/qhi/AFLj6IgCAEFQHqeGGVgoqqghAKUjDu3AsxHtFhPKajMP48FKCr4wVXAQGqqmAoKorUCGRIu/nCpMCfmJiYmJiY+Mw8lQI/Pb2GEBJd17EdD90YRwqGoc9wOEQ1VFzfQ1V1DF3SqI3HdjJplf3tFrUDjelSgeZOgOW4XD5/DjOisHZ/nZFtEY8ICHwMQ2FkSRxrRBiGjGwJukqpYCBCDaEExKIRQteBIKRQyBGNRul2WkRjCRRdYTQY4NgSKQNkEKKrGrqqoiDoO0N8TwU1xBqOmCllSWcybKwf0mg3KGRzrCzM8PY7n3Du/AzXzk5zcNjjk7UdtECysFzBsgJyMYhNZRChZPfxEcP+gKWVWZaX0ty5s4tjB0gp0GMJrlzI8iffesIv/twVTDPKP//NG/zMj82QyydZXx8QjYe8/kKJ3MwilijwZ197h5Fn88bzBaZKaerNkEx8hKForD3uUu/UKeRnmJ/NoAZNdo4s7E6dVs8jPz3H3PQ0D/YF99c2sAd9zlyc4q1rFfaPOjjugNNl2HfS9LoGlelZfu+H2yjBiL/5pYscHx/yaMvi+v1DYjGfcqqCVoChliHlRQn1HrsP9rjw7BL5dJJBV6NbH5FKOWTmFhket2nvPKTVrpMvlElHBSsVnaEnuPvRQ6aXyiQSCfYfPGTpbJnTZ+bwrT7pTIz1vSp2J2CuksR2Lba3LEwjihvUKM+kKE4tEBpxFEXBcSSi+BK2FsP3utSOn7C29yG+HmXYG1Jr1zHjCVwvxPNtPF3HEAFBKFAUgaacxGl6Dmo0TlQzxvP5JzM4uqIiGHfnpT9e7CY0CMS4+68LiaHoqKiEIpx08CcmJiYmJiY+U0+lwM/Pr6OpPr6n4wY+8YSB7znYjo/thkRNcHwPI6rSa40TS2JxHVVx6TYdVGEyHNncfddiOpkhnTWYmSpiDYa0e33y2QS+6+E4LrYfEIvr+L6L5wsS8Qie7THojQiCAIQgElWJaCrDoYNummiKQm9goZoaGgIjYiDdgFa3gyY05MmG0nhEQwjB0HbR1RAzbhI1UtRqNUxDoV7vsjQ7hW4o3Huwx9J0hnwmiaJp3N04YrWcIsCmmIky8BT2jy1EGFDKGBgJjfJUnpSus7VXJWWoHNUsQtMgmYjxeKPFz/3safY2mnz88Q4//cYptKTJ73/jES9frfDjXzmDbhQ5qPX56ONNVBny8gurKK5NtVXl/Jkpkgkw4yne/f4a3XqfH//CPFu7VSw/xA9UXCvEzKTR0xUeP7F4fG+d3aMRp85nefFMimrLQyqCq5fnUHSNmGnQ6yl87/oTOiONLz6X4fZam73dA8xUFM8s8ujRDgvTBkpqms5IIx52OKx1uXLlCu2eg6jdI5XN4Kgqly5fw8BCd5p0DpuoocZoNGLxwhK723sY3V2yhTKN3oBEIkYmISgX0ngypGB4YGgc1hpEzBR6NE67WUPTFKz+gJguKMzOEM3P07E9vH6PWGkamf8czfYua+vv4GkqT3YfMLB9PC/AFQ4ZI8nQtbFDn4hm4IVD+paNrkfJxvNUilO0B3VGoxGmaaIIgSYFQsrx5ltAFeNDtlIRKJqKIgIMoaKgIoSg3Z4U+BMTExMTExOfnadX4GsCa+QTiWooisCXDrblE8jxHLOiBoxsB+kLDFPF90OE4mFqJu5IwfXA6ugobYFrexhmSBAETBVyKEJwcFjFdV10zUTVBKZp0G526feGpOIGZiTKYDDAjBskkibSA98TtHpNRgOJZXtoUYOIpqKoPs7IRzcNLMeD0Mc0NMIwJBmJ4ATQ7TkUixG8UYAvNNKxANsKMAyVdDyG53lsb9a5fGWWSxfnePfDLTbXq1y9XCFtSDQ9ymHPwbMshK6RjOiEXogSUbiwmGO/NkJRQ6bTEY5bDnfXu0jP5ctvzmAFUbY3q/zczz9PJD7Fb/7a17lyNsFz1xZxtRKmcLh+Yxc/sJgvgaHESU2vYsguphmQLqd49+276JZNqZykO/I5dSbLoONz/3GN4tQCta5DPqWST5T5w3fXaVUPePaZBZ4chnTrTZ75/Dl67RFffG6a8myJTz56yIe3G7z8/AWOhj7NnR0GI4c7B318BFdW8jz4ZId+LMaX33yDQbuKCIcMHIEiQxRXsF7vsTob42JKZ/l0npiQbG8d0mn2KExFOawGWN1D5maKZEslBkfbRDImmdI8uxs7LFdC4qkodhhB19MMhl2i0RheaOB0m2TiAYqhYKQyOFoJ6XnEcguE6VN4ahzLctnYv8XakztsHz2iUCpy3G7i+g6amWC7uUcxleHa3BkikQxH3T6dwSEEAW7goykqmqqiCQURhMggJFQEkgAIURRtnI1/cq5WUTRUIRl0JjGZExMTExMTE5+dpxLxoWkKnuejqCGqBr4fjA8hqiqarqKZCq4f4LkQTyqEYTh+nxphaHk4oU8kpVCYVtGS48LJDQVBqNHsWIy6febnShTyKdJJhZihoIUhhZxOIR8nHjfJFxPkyymUIMAfBPg+uJ5FTIuhKwJFlQSOjed52D2H0dBj2LcJPG98IxKC56msH3ZpDV0afYe9vQ4jN6DVajOwVVTNYDhyqHdGRCIRlpdzVI/6HO01KedizE3n2D8c0nPHhy8HQwcdhbSuoOoKXiDZXm9iS42v/uQV1jd73F9vcv50hqnpNMKQPN4ZsDCTR40n+Dff2MTUPX7yb1zi0bZPO4hjiCGb211ee+scsXiBgRNFT5oY8QBbGpjFAkMrwrNXpsnPT6ErHqeWcty4PeLBvsPKuWnOrgjOLCbpj3q0Rkd8/to0c3Mz3HtyzMpKhkIliX14yMCC3/iDdf77f30d9BSXLhR47/p95osZli+cRiRMLpd1kvjsV11efnaZ2WDAH/7Rn/G9G48JLYtC1EFXBMvzeb7y4gyaiPOwNmK94dILBblslOmpPBnN4PlnFyjNX2Do+0i3h57NE9g+USxWz11iq5OiJ0rMzs+hiQHFbA5/NMQdHBDoUTarDseHR0S8Kkmjj6n5ON19AmdAPJEmnpsiE51hKhnl9OI8BAkMQyObTJDU4ryxcIpfuvYmZyvzNLpNHK+FNDQUVcULxwdz5UnnPiBAihApQpSTW2QJSPmjJB6FUApcxP/La2ZiYmJiYmJi4v9XnkoHv7K8heM4RKImoZQEwTjq0nZ8FFPB8wM6nR6JpI4iJLblgqKON4NKCR5YAcRVQXdfQRkauJaN7/tEogI5soglo6RzGYa9AZ7lkE6nUE2d3mBIp94nmophmjr9Zpt2fUCoKWi6wOoHqLqP7cHI8rB9n5hh0B/aRDQVoYR0Rj4RU0dDst8eoYoQQxcEjobQQwxFYJomkYhBJioJHEm5lCKb0nn8pM10OcXIcSmV09QOm3iBwsqpFNXjHk6g8/zlPO1WyHq1jXQCXMfjqz91laW05Nd++2OW5sucWk7xnQ/3CIXGpbkcL1yb4rvf2wWlz+e/+jnUwOSP/ugdVs/mWS6nmCpmuHBxmd/+3R9g6gYpw2fpyjky0SQx3WJj84BatcVMVmc659LuWTw5NBB6gvrQ4fScYPncedY2AlqHD5lJq1QHMdYbFinNodEXnF6a4w+++THxpIYay6ErFi88t8gPv/+Ez704Q+bUOVrtAfXdDXp9nceHAy4sFRCqwc3bW6yt73PlbJHKTIbrd7f46rPLFPIqnaDCwfY2slcjq5uUK3Fm52Isl9Ogxtipj/jkzibPnZ0G4XHz9jbL83nOX5znoDqkOZRcWs2QEPu03QjJRAFvOMDTkvRdgfQskrSZmUmA6+MaUUTuMo6SwxoEdKXKUWOfemuDWv8Y3R/y6uw0hdwC95tNup6Bo7kctHvsHe+jKCGu656k64Cp6RD4CMZxm1qggCIJhYKqqihKiKob+OH46ZXXneTgT0xMTExMTHx2ns6IzswWihpiRnW8IEAVAs918YMAzVBptkcYEQUzKnFtD6RGKDxkoKOpktCReAL00EQPEwhfx9pv0+500JQIhuJjux5GJIbnWKgCQiSKYaKpKu1aDdvT0DSNQjaC6zjU6kOklONCXYZ0hy6WHRJIHzNiMBpa+G5AKhGlM7DRURAGNDsOQeChCQ1TV3BkgI6OkKDqgul8FAEEQiEfN2h3Bywv5vF9n2ZXUsqZtBoWhZxJpRhja29AKmVw6eI0a1tt1u4ekcnpvPzSaeyhT7fdolWzSOR1UrkEW1sWh3t1fuHnLpBLGnznL7Yol3UuvnyV5n6V3/7aXV54ZRkjDLh0KsLc3DS7R11QVI7WG5w6VyRXSJKPOLRbfTxVp7l/xGtvrJCIR/n2D/YZKSkaDQszZnNm5QKPntQwvRrPXy1zf8/k7voBo84xnqNw/tIqH964x8LqNL4XIRA6vTDO4eNH/NLffpGGmOaTj+9T0qtEkjne+WSfSjaBGYthqiq3Hj5AqFEqWR3LMyiUMpytFKlEdLJGn+bRE7LlPPuHfQKvwzNXFzGly5NjjXa1T2VKQTcSvHtzi4QS8srzFWQ0j2oW0MMGMbVFrHCafruOGU9iiRhyOMBzFTwCkvqITFLDjPn4toIro8jsDMn0HI3mMYP+IadyWaxA5+5+HSmgp/b5cGeL4cCjlC2x367iOM54cRWSiDq+UfV9H0WCkAqqJj5dlKUoIYqpE/gChRC39+qkwJ+YmJiYmJj4zDyVAr84s4Ge0PGlhxKME3RGtoVQfOyhjx+6xNI6th2iqCFhoCAJUNFQpE4oAlwvIC5yOJqP7kUw+z7rD+uErkM2YdC3XELfR0jw/IB6s4uhaqSSUZJJk8PDFv2BS7GYJVeI0+sO6XYs8vk4w5GDF0janQGGqaAYJvbIpdcdkUlGcHyJ7Tp4PhBCID0IFQIBqoQgdAlDjXhcJR+P0XA9uo7CXFyQMhXyhSy5TJTb9/fJ51LMzpQYthtkCnFiEcHRwRBUePbiPLfuH7JX7bK6nGe6kOD9j45YXoiR1FUOuz7JvIkINGoHLf6jX7rKx7darD/YYfnSDEtzM3RrHd7+cJ9i3qRxVOdn3jpLZcpguy2ZLqbZeLiDGUuzupokn/C5+6iNFonS7zjML6WYnymxvdPF9gM+vNOi3+lw7lwZzxaYpktxboZ2N8LO+mOiyoiNI5fzp0+xcXhAKpNEGw353r0D3vqxN+j3fOJiyMhx2Kt2uHyugJmcoXN0zNHRFrqZ4sq153jv44fERMhsVsV2AzQ1wJYqiq/wxZfmubyaw7VCHt75hERxGd/tMJcYsV0PaXf6TJdjjFyNu2tNZOhyfkkhm4sw8tK4Vg9T88HXKc7kMOJZ9raa9B2LRDyKqqp4nk1xcZl8JomqSoLRCCXsEU3N4qkGTcum3hpye2+He9Vt2k6XU/kipysz3NrfY6PaJhVPIGUAgCrlSZSqRAl8EBpCY9y9DyWGBlJV8BGESGT3tUmBPzExMTExMfGZeToz+BEJfogSjA+q+r6Prqq4TogX+JhJFccNCKWPF/r4OOOYSikJ1ZBAqJiGQWD0kY6DaYy3iMYxcKTECiRRUycWMRmMhuO0kkBgheD7IZ3+CEXRkIqgZ1lU6y2G9jhXv2+7OF4w/pmiKsMRyAA830fTNBQZosoQQ2oQSqQM0RV9HJcICAGqZqAKH08q9NwAHElCBEQjJl4oqTe7+J5LMmbS6HSptltohoHv+6w96TE7laTXc7i31uXyhVlUVeXDWwc0Oz2ycZVHOx3SaZNcXEeTBse1FrZt8/67+7zwwgy+mqBxMOL+kzqplMarz84i0chXsnz7gy0O9msUZJP9owbPvbjC6lKZ2rFFqOc5c6ZAJSmIGS4H24fUGiPyi1mWZw2eXdDQVckHN46JGiazxRQRxaKYNZmbP0XNMSimFTYePSZlqDy8v0u0oPFLP3ma5t5j4uqIJ9sPEQwJ1Cgf3drm8fptopVZ3nr9RSLhgPWtbT53IU/ErfP40RbV3cdUYoK5rI6m+Kzt2vzZ99e5/vAAqadIRCTxaIJ3fvARfucAUzhYw5BCSuX1a0myuRQPtkJGI41itItQXFo9H9v3Gfb7JGKwslpEFQaejDE1N8/CwgL1qsOtjQEP14+5u17lYBSj61rs10b0LJPjQYf9YZOYpvHV09d4ZvEMH2zvctjqUcrEUGWIKpSTDbfjcyZhGBIqEtTx7yvBeCbfDSVBICGUKJMZ/ImJiYmJiYnP2FPp4M+sboKvEhAQyAChSEaWy8h2SacUfN/HCX1CAYEMCIOTRUIni4MIo6iKIAgCVBSiRoJB1cevSzrdJgQC3wtRTQW/PwKh0Gj18OxxrKOu65j6eMmQ74Hr+iiKQtTQ6do2EU1HVXVsx2FgWXh+iKkbKKFEVQV+GDB0XNRw/LNKZTxuAeNDk6EERYT4EkCgKhIhBLlUEsu1iJsmpWyM4chGSokfBiRjEZIxjVA1SOoKiQjsNX1SyRwPHq2jqTrTM3GuLBe4tzlECQa8cHmJkSq597BG76hFIhbntVfmGNqSbq1Hvecyv1jm+fMF7tw9oOkojPoD0nGTuSmNYsLj+mOXr/7YCqYrefvDAz7/1gqLS0V6tsGgW2Pr5hpKIs7KhdPMVdJU6zZvf/9jvvEXW1y+dJYf/3yRlh0nGS+yeSw52HoX6Q5Y37PJL53j+LjOC+cS7B30WDmVJWIm+PXf+ZhL5ysc1UcU4yFaVDBfPo0W9YhlZnFbDc6Uo4Rul7cf7uH6US4u5nhmIUlzGNI83md2aoad7X1GzQ3Onp7GULIkUwOE79Puu5QqJYy4SWD7PNlvoQuTmdkE3qiDqhewXQfbtchmVNKZKN7IxVJKWKOAIJSoqo4XWkiZQCQM4skEIjKFEi0gzSwMH2Md36c7sti1uhy5CvFECcvusHuwxdAfYBoxpOfjywCEgggCdF0fZ+Ij0E5ul4UQoAIn2flB73OTDv7ExMTExMTEZ+apdPAVqSCUEEUqIHyCMGRoecTi462gvgwJGHfH8QKUcHxP4RPgBg5hYBOGLkJIhAgZOX3MXIzEVIpMIkoYuCiRkEh8nMDjBx6aUDB0iUTB98eRmqqqop38HL4ncPyAMBT4jovjuvhSYmoahIIwDFHV8QiFG/jouoqqQERT0VWBKiSapqBp47lriYKuCAhDQikQEoaWg+0EOEFAd+ThI0jEDSK6iheC4wjq9SHtoYeiSHQD1jePUBUNRUD1uIPte7z2fJm9msvdJ8dEDINIvMDpcws0BzaNRoNzp+KousbySpmj4yEP1nucXU4yazqkcxlSUZXjpopMlXj1UoZ/9t9+QmYmxcuvlvgv/s9/xEcfb5KJuTQbLk1iRA1JMDig325hpiL84s99nv/w7z9LtVnlwYNjksYIzYTTK1FOrT5DqbLEUiWG2m+Ri2j89jcf8PHjFl//1mNag5D/4H/50zxZ26CUitN0M1xYOoUij6m1+mRMG6NY4Pfe26JFgs9fnOPVBZPrt57we9+8wfHBAYapkp4yOX9lkWR2hsePawQqeEqK4nwF14hxVB+RKiyiJ9KcmS8TS8dp9gVmLEsi7pDNaxRnV4jF8owsD19RiGhDchkN0xhQnkkxf+Y8M3OzpAwft9/FCBskqJGVe5SikJl/ET8/g5ldpJwu0KxvsLP/BJQh6ViawPeQyknsqwChagTB+EmUlAF+GI67+icfAFKET+MSm5iYmJiYmJj4K3s6Bb5yUsgHFjJQGA09ojENTQHP8whCnyAYd1IDBQJC/MAh8D0IIBQuABKP8CR5RDcDFEOimQr5fBpVV1CkRiIVx/UDNCUgl82iGyph6COEIPBVZKgC4wLLdX18x0WGCn5gY9s2AkhEdIQMCIIAIUAJBJoXopsauq6iA6apE0ofISQRYzyaoSHRNQUZCISi07UsoqbBcOjTHTj0+i6KbpJIxAjDEKkIuv0Rtu/iShPhulhOA00f568YmsmDJ3V8z2J1uciNtUMy2TgJw8ZTBOWpDPfWBlQPLSrlJE7rkPNnihzvtzloOqxemOb18xm6PvRaVb73bo1LL1/i3/97z/Ef/2++zhCF//S/+Hd554db/O7X75Athnzpy5fYrEb55je3abUa5NQWzb7Hi88/x8svr/DRkwaPnxyTTus0j3Y5rldZvXCBZz//OVRlwHRe8BOvnUV1bNYe1fjaH32Lst/lJ958nqHTJRvVuPl4hKH6XJyN0jncJad0efOVVa7ffMS/ebdK3w34+TfmicejWLbHfj3k+kf7KN6Q02dnOX/1HIrao3Vc49GTY1KpDDHF5daHP+D48AhVhXMrJZZKOuu7O/hCJ502kO4Rw2FI1MwTMdMY0STRhCAdMQltm+rOIQOnSsSQzM5nWCobZI0OCa1HJGqQNALy0QjLxQxJXWAKBUMR5DNTJAwdTSqoUhv/GYKCRJzEYgYSQgSBlPhh+Gmc5r/V47GJiYmJiYmJif8vPJUC3/c9nMDHCz08N0QqEt2QyGDccXfDgDAMCE/m7gPpIwMHEUpAEEgF6UtUBCECVVWAAR4DkuUk0YyCqcdQRYimacSjBkJl3IUXCqamYxgag8EI1w3RNAU/cCDwMQ2dADlecCXBDwJUAaoyLswUFSK6gSIEAolhGKjqeAOpoWqE/jj7XFMFQlXwA4mQIZ7nYbkSx/MBge1aWE7Afr2PH+qoQsHxPYShMbI9LM8nm0sRiaWIRGLE4hrxhMnQFvzwoxq64TOTSfH9d9fB9UmZEXJ5A1cxePD4GE0HqcVIah7TC1lQJCORAEXlK59b5tRKiXDU4D//bz4mmorwn/wHL/K1r+3gWSN+8eeewbZd/uyPtxCq4Jf/vWvkZuf5L3/jLtc/2SEqenRbbV56ZoX5coYbNw/5+J2PeeFynozR5tHDbbr1Oiun54imonzp9dP80s+/zssvrFAuz/Nr/90f8OWffoOpUoHm0RrF6Sg/fAjXHzSw7IAP3rmOFvY5vTzNxbMV1jtx3n7S58UXz7A4M005ZdLttDluKYyUCKFq4hOiGh6abhJTLc6cW+Hy+XMoYYBi6hxVj2k2m5xeKNGs9WnuH1FIS4Ti0W4NOd7fYX9zG7vvEE2XCRWVbNRHD0MG3R5++wivf0zgWbhDB8sex2CmU4swksT6TU4lY7xy4RqZaJneaPx1HYkqNECFEBRFfFrEKwiEUEERhCdJT8hJiT8xMTExMTHx2dKexjcJCECEBL6GqgWYCohABcXBDzy8MEAREHoeIRIhQYQCoYIXBghACkkYglQ8PGmDq6FEDYSIEFojppaiWK0hjiYJAx3PixEEEuEFSDwEJ08RfB8zoiPEuNhKxHUGPY/QE5iGPo4xDOTJ1xUMoRNoIY4PMaGi6QInVAiDcLysSwM3CPECB103kSLEV0J0FExVod6zSZoaSUPDDQMa7RGmqpFOqHR6NpYVYijQaFnEYhqKooAuEaHGcOiTypjc32hyLVnhpWvz/Ml7G3idAT/91WuMHJ1SVuXhoc3z1ySzs1Ps7deZWlzA6o1Q1QEH1QC9O+T0hQVy+TS7G7u8/b11vvrlS/yH83l+9zdv8uaLJd58Y4n9nQ6/9l9/i5euzfHv/9KrLM0WeO+d92kPBSur88RiMf7mV5/jkxuPePeDB+w3uvyv/t5LfHBrh1ZHI5Is8WTrMb/5ez/g7//SV1k9s8Rv/8vv0DIq/F9/9WssLUzD0jQ7tz4kG40hIvO4fpRnn32G7f02jWqH2Zk8impz/ZM6/aM+P/XVN3j2wkXONdb+7+z9V4ysW5qeiT3L/CZ8pPeZ27tz9vG+fFVXdXWxm01204CkhiNIFDQaArogIEEQIEBzJ12IF8JoRHGGHJHEiGoOfZuq7vJVp463+2zv0/uMDP+bZXTx56mBbkYFaONcxQMEcu+N/CP+iB0L+Na33u99uf7RTXKzTBRq8qSKyAMwB8QTi2zs7yOMY2p5AVTAsL/D+NgM2bBDEMcIHdE7HnDhqadY3TPELYlPWnz08S0m5hosnX8B5zXlwKBkg/29Dt3EoSOByo4oV2rosSmqrk514SVqjXF2O/u0Essw3cJkFhk4vBCcHEMhhMLaHKRHAMbZ4v/Xe7wTKAUGj3oSi2zEiBEjRowYMeI35Il08J0zpMMMhyG3Cd7kmHxIf9glyROkteAMzn+eBAqeorsvTOFiYygGVPE5UgmQClXyZL6LrpbIwgyjoDKuEEFEtRpjbE61XMhqTG4JAkEYCCSeUqiQFIO7UjgcnjCUBIAQHq01UaCxuUFpCKMAiUBJKMUhQii8AKUlcaDRUpJbQ6A01jhyawkECKnJrce7ousfKEVnMKQzSJG62HT0UstBL+ewNUAIwWDQo99Lya1h0B9SLofs73XIcMxNVulnnk9uPsS6lGYlJBSGP3tni9nZmE4/ZXi8T70+xtFGj+dfmEXHIW/+6A5geOblq5xanOBnH9ylHCqeeWmBW2sD/vRP75CriO984zKf3Fzjv/2v/iPD/i4Xn7lArRTzwVvXaB+us707JCfkW185z6Dd5Yc3DM+9+iyKlDNLJZyv8Nabd/hX//YnbGw+5vUXJvir336W7mELN2jzu7//ZU6dPcW5pRmaMkVUJMM0Z7quOb80xvbmMZFO+corC/go4vt/9iPee+8dalPLfOuv/WV67QOSg3s0KwGZD9lpCXrHxySDFmubj8i7e7i0SyMKaUyEVEoSVIieu4KMZzk82GByKqA8uYKpLXHh6atUwiki54niCjIIsdYShsfUqpMM3DQ317d5dHhMW6+wYeHhxies7u7QTjM2Wrtsbm5i0mMKl8wQITxKAdIghMSfSHKMtRiX/1qTb7GMRDojRowYMWLEiC+aJ9LB7/cyAu3wCrJcIrwhyTv08xxwhWzhxF1GEwIglMD5wkpQC4kPBcYaAi/ACFCOPDtGOoGoK7r7gsZ4jO0Picsh1mWUBKQKIhmB8MTOIp1GeUsYQjLMybMIHSpwAiUsFlkMPnqQKJz0OGcoq5DUpkRSEiHpA8Y5CCTaeupxxEE/A2EpqYDWIKEUh1S0xysJFEO7gXN0B5bcCOolhQw83TRDhwEuBSstjSii1R9SqgaYXNKsa3ZbCc5YYq0JQkG350gzRxhFXDo1wz//8R2effY0Fy7O8Pj2OqpUJlIRj7e7zDZi0jPT3L69iysJTp2e4+G1+zQqZU6fmuDiyjh7BwPeened49aQv/6Hz2Pae6zef8CjPcfs3AQvPDvLUXvA9FiLbqOJKI/x4lXPZ2+9xXjpdaZPL7HxYJ3f//oc/e5z3Pz4Pg8eHbA4PcF3vtHgr/z+C/zgR7dxHz7mjVef462P7tFvt+nYDlvOsDhbYVJrLkx72k4z0dRUgkkO9wTJ/gHX3/4lQXOKL73xCp32IY/uP2CqpBFTl7m9tcXClGN+7hSVaoVh6x5WV+n1DDg4c36Stc2HDPa7NBdmWAj2iOUkSTzN6uojJqZX2OsnPL75Cc9dmeTM6QWOkwXaWUDVHXHm/CukosqjG58hJchmhf3DByS2zbia5MLyRXZa+/STY3yeIZUCLVBOY7xBnPTohbfgAeURWp18z0YF/ogRI0aMGDHii+WJdPAD7UDkZFmGxZO6FOtAoMmcIHOWxBRhVpk1eO/wzhU2lR68s2AsuByTZ1iTkqVDTGawSjAY9kFlyDgnlxZVDqjXJggqFeIK1BoBUiuqYUwUS6wSCO8QKJR0SF/o9Z1XCC3QSlFSCu8MWiokiiAURKHGueJEwvvCO18YT9+CAZolQZY7vBLUK2GRUuo83gus9YRSkWceYR1JMqQ3yMCAloreIKHTHeKsop85vIA8A4flqJNjnST3UI5ACYkKNO2BIU8NcSOgXgv5+c8esNdNuHz1FI9WW2zst3nvF3fZ7QmuXF1ifGaaweEWq4/ucXppnO31No/u79PJHfWq5KUrY4xP1PnhDz5BBVW++jvf5OtfPoUdHPD48RHJQJCpOudWIu5de8C9fQk9R2ttjePjAx7sA2bI3/9PXuW3vvkSK5MxYTnkv/vz+5xbmOZ/9XdfY+fhFrceHXF2psSlU2PMTFaQScaNu0MetS3dHGplxfb+EG/6BKbPVjtnZw/a6zfY27lHeWKKiakZbj065PYnN4nLFe497rOxuc/66iFDO0GoNbgh5elF0tYmU9rQz7s8unufrYMEMVynXj7k/PmzuGyTtD9k41DxL//dp/zop9fo9AekvQM2Dg4RQZO4Ms1cxRH7DpEMee3qtzk3/yw7x4fk1tCI60gp8d6gRXHqBBApSaBCkB4nizkNLz0KT+AUSjyRJTZixIgRI0aMGPEb80Sqj8xZclsU7T5PSGxO5n0xnPp5geNEYU9pEoxNsLbww+dEwpAnKcZkGJeT5gnGGZyzpEmfLBFonZH7IbkWBOWQMPJU6gG1WpNQx4SBQ8cCHRYFexyUKJcipPaAQ2lBEBaSGaUUYagRwuOxaBkghCcqaRAKZyXlUOO8wThPbgydQUo5LlGKA7pZUmj5hUbiSYYZmXWkucVKR1wuFW/ZC5wXlIIQlxuskPSGGUfdAVnqEB6MEGipUGR8eH0PLwUrp8bZPGrTPhqiAk25FHFhZYy7D3e49dkG4zNTvPHGJbb2OzRq8Mu3bxOPTXFmRjE532R9q0XraEBULzE7Xaa7vc/1h0MMnq88U+fFF1e4efeAH//qEU+//DLf+e6XkQzIh8VGqJPkzM1PMtcsce7VC3x0bZuK7fEHf/sNrm3H3L1+je/8la9x+uKLnJv0XFlR/J//mzfZ3uvyV781CUkbU58jaM6wXBrwzdfnaQZDei2Nr5ymVNZMT4wTxw3mlue4sDBGtS7w1TPkqWK4tYqyLeanKqRiyPHGbRhm7O8c4nxO3zU4bJdxwxRnBiQmxGnHV77+LZ5/9jz3bj/g2t1tDh59xO7Gp2ghqIkd/uB7z3Dl2ZdZ3Vd89O77pO1DZmo1bG+b1Wv/gf2DB8h4ljQpk+UxjbmXmFm+yGFrk/WjuygHWodgDdoXdqpCapTyKAGBKgp6LU4OxoTDnaTfjhgxYsSIESNGfFE8mfait+Su6MB7k5Ibg7EOnMU7g7c5zmQIa8B5hJfg/4eET+eKYtfaomturSWzGWmegMlRyqACT5Y6pJRkQQ9ZdTQaYwRhjbgaUIlCIl2410jlCUsROvDEQUBcKgp4iUee/FRaoAKJUgL7eSGfGrQSKC2QUhIGMSiItGKQWwaZIVaKQCoGJ6cVodbgPZmxhXuK91hr0FIzTFPSPCfNikFiR2Gd2E8zUBrvPd1+gpCeUjWm30vY3U+IywGDvuH4OOGoPeDx6jHPX2iSATcfd/nZj69zdk4CgkyFzJQ8/+Y/vMv44hzNRsDU5CI9E7O5dczPP3jEhUtLnJ6NOBx4NjYOSPsJSsBR+4g3377F2PIMz199CkefnUePeXBvi+efWSIOA+pVyTe/+wI//2CPhz97h6vLgq5ooNv7XLo0zqONlC+dn+biSokP37/J0ChmlibI9h5ytHaPthun1qjy4sUSdbXJeL3Car9GqTnOeBzh0pzZpRka9Qr1MOfu6j5ZklKvVVD2mK++foGXvvw8T12ps7h8mvWDLqWy4WBjjZ39YzbX9rHWkncHbN/5GbaywJe++3epjM/TWHyKczMx7eNd3v3okJ2dh1w8pXj1mQWmJ6bp9bvo0gS2VGdmegmCGrlMqDcC8rxP0jlmsnmBhaklKrIMPkMag0HglEf7IsgqlIJIaZSg2PghTnT4hfxrxIgRI0aMGDHii+TJDNmm+YlbTorNDWQWYS3C5WAdzuZ4WxQ6gYgJfEQgg8Ju0CtAIJF4SyGRMR6b2WIY1wu8d+S5w4kcdBdUjtEB4ViJxoQqJBEypFSrEpUVlbJGS4cWEh0GhGFIHAUn4UMSHUiUkkRRRBgUtobgUELjTDEkqcIIHUiwjlgrVKDZ76VY7wiEwHpBnucgJfVqXGxKcgtKkiQJzhWbESEgzS1hEBdppwI0gtwYrHdkKfS6Gf3EYFxGPxlyeDhkul4mzQa00ozVgy7DfsKFpSaVRsjN9QM+vb7N1XMNdvcNZ586xe0bd/m//4t3uXp6gko9ZrdrKesMk0X8d3+2yuxkhWcvLMH4CnurW3z72ys0q1P8+z+5zT/43/8HDgaKsxcvUa83efHpMfq9Ac2xKodb+zQa8Id/+DWuP26z2UmYmJjgV+/fIKrmPP/MHJ98dsDvfPVpplcucPOh5Nys5uDoGJU7xqvwxz+8CXGNM2dO8eDjH5Ec7rGxecydR5tsP3jI6oOHEHhOn1/hylKV3O2TS83kwgLDw03aB8dksspTL17g7NIS929t4EuzVEJDqHKGlKitXEaKiJ2b79BKDplfXGLrsM9AV3j+6UXeeOUi6w87bK63Wd3s4KVgLAo5aG2Sd1rkLmFm6RKzMyuE7BHENcq2R017xhuzNMIqcbVJHEY0SxGxCPHW4UnxXqBU4dwkJSAcSkqE9wgn/kdWzogRI0aMGDFixJPnyRT4JsPmhjy3GGdRTqL8Sc/aGZTVRDpCyRCJQglNiEaiCotMJ/BeFMW+A2lBWPCukP94W9gOWpuR5znO5RCm9PwReTwgrATochlCUEGA1poglARh0UlFemq1arF58J44josQIu8JwwClBAiFUBKlioHJNE0RrkjgRXhiLcmtY5CZolBH4b0gzTOE92gEaW5wVqDEiRRISLwUWFdIjxzFBiZQEb0kwQnw3pKkGcZJpFRUKxFJkjE0hqWFCQb9nF67R7tr0IEnN8VMw8fXtjm1PMELL0zy/vU2X3vjMvfurvP+3TaLtQ5Vf8jGnuPcmWkeb67yi+s9Vu/dYmWmjJu5yC9uDPj9P3yNb700SbK3y//pv/ohH326Rssk3N4McAgmGp7TK5N8+s41djY2+PpvPcX1D2/wwfs3ML7KjZ9eZ362zsTSJH/8w48Yr6cMspyN9S7ffOUUC+fmsckRv/vbl0mDMe7e3eBLX77AcnPI3U8/Q9cbuMoEezuHiCRncz8h8xXm5s4SlQOmJ2tMTE8w03RIl/PuOx+zMBXwla+eoztos9uKmBhvUg01Oztd6kvPceb0DPrwMwaDAUk74J13H7B9YKg0pxibatIZFlaWh/uCN2/2aB+2qYldnIVB7xjpE0Q4S799A1MOqJSqLC4/y/LFF5irVGnECnyRYKu0wIkI6x3OGaSiSHLw/NqGdcSIESNGjBgx4ovmyQRd+bwYkrWFREFreTKQKPDWoUSAIESLEAFIZ/EWpJfgT34PiRAK6QOk1AihcMbjnURRWFB6X9yuVxbvBVGpRBIl2ECiKoqoJNEqRMgQFWuCOCBQhfe9MQakQOuQQpXvT/6ucc5hPASRxLgi4VYLiVIa6yDLzUmoViEjklKhBUgVIIXDGEMYhjgHNrPF+5ASk+WFfSeK1FgyZ7FK4H1hn5hkDudAh5IoEDgHx31DCiSZoxQIXO6IQslhJ6UUxUhj6KaWnk95cHuP6bEai7Oa9z7a5LnLM+xuthkOJNWxOmRDyHO+fGWZ7/+7HxE0TmMCydJSwL/8F2/zf/u//gkvfeM5/tf/+beZqEf8o//n2/T3e5jhEd9/cxUX1lhcmmFhoUp3d4/7D1K++fpzzFYESeeAciXg/kZCaAfUajV++astnj2X4/MhSga8/s1n2clKfPTBXYKsxex8g/cfWpoT83z91Wkmyl2evrKIHF9hr20Q7TX6ScrN62t09lvcvbfLrXtH7B8cc255kheunOPRZpfdvWO+9voSK5cv8tGNTexwl3Io+eDTdXZ6mrwyTU12eO7yNFFjmV++v87RwQ6TExPowFOOI8qVgGH7iNVHB1y7d8hYtUk9cCRJj1rYoDkxz3DYZ//4LsnOx9juKp3OFt0kJ5AhjVIJrWJiZ/FkOJujhEAJ0F4hrTgJuhp18EeMGDFixIgRXyxPpoPvDcq7whceg6fQ3XvjkVIXfXoD0lFYYnqBdwKQSC/RPsAZAU6hRQhe451C2uJhvSg2Bd7hPQgb4oWhZ9tIUcL6AF/xRA2NkxalBNJrdBARhCFKCYQoUmrNifuJULLo7gNOFIW9IQevQQgsHn1SdOdeghMIXwwFe+vQsUJgkLbo1CqlkLhiIwKc+HDicodSAViPzQ0esN4WzjpJhlQaLQOy1GC94KA3BKMYKwV0BilWGsYmxum3MzrtIZmzRB76KVx/fMDW9hFXrsxzfNzh3k6by5dmcVHMcdtx5dI43c4xcb3K3Pw412+u0d/vcrS5w+svL3O0tcY7P7vFwuIif//vvMrZhSY/eXebUDm0D/kPf3Yd51MuXrzI+TNjjJV6pMqwcHqFUGXMLYwz3QzZ3O3xpeemuXh+np+/20eVy/zsvce889NrvPjiRSQlPvvkDtVgQMV3+eknR6Rxk4UJT7MsmKkHrG63cFHM5avzjC2MU3NDTi2NQzDBB5+2uHP7OrPLVZ57/Q32to/47N4OLtunWa2wtn3I1KTmwpkqjx/vsbo+5PGu4qjT4btvzHB6cYJrG8f0spCF6SbDQUbYqPLaSxeYrXsmGuPsHuyT531EcshRe4uDHU/cTYiTnI2Du0jnmZm+xFRzmjBS9JKUoRlghScUIZEM8cYhkAhRFPXCU8ybjBgxYsSIESNGfIE8kepDesDn4DO8yXE2LwKrEGgVIQUoaVDi8wHbwmXEWoe1gAMtFNpLJBIpA7QI0F4jjMDYpEi8NQJpPVbm9PIuuesV7juij48MzkrisEEQxUTlCirQICxBFBYFuJTFoCvFAKTQCmMMKjg5ScihUg6RytHpDvBOEIcR/TQj0BpBQBAEIEE4SzVSeALyPEdqSSmKyGyGsRkIRxCFaK0Z5gkYh/ISMzRIqVAohrkjMxmZcwwGKRqLtIIg8Lgw5HjgEEbS76UkxhLEAi9zxkoh29tdHmx2OOykPF475MLlSQ63+vzRn35KqaqYmQgYGM3AphzsbNA8vUj/YJOdzcdcvHCOp8+Mc+HyPIftPo8eP2Tu9CR/73/xBof7A374q3u88VyNU8sL/PEPbrLdylltwcWlKldPzYJMSZIEL+DScoOnnjrNn/38EZfOwNUrc9y7u8bFc2O4RJDs7bOyPMX0zBI7bUNZOZaDDnsPt/noQca9R+vUKz2ePT/GnQdD7txcpTlWwTfnqDZivvbGIn/5D36HwaDOzftb5K1tXnnxCrWwwt3rq/R7x5i0yvUbm3g75OLZaeYaMQMj+NW7D/nk2oe8ckHz1HzM+toO+4cZNutj+x2ozpIHTXQomB2v0TdVDg6HdFtHKLePzlZZaJR46fm/wumVp9FaF8Pggw5x4JkoVYkIaMYT1OMxjCkkXb/+fjmBGhX4I0aMGDFixIgvmCcSdOWdATzGWEAUHUyvCKTGS49wGoVDCgleFR1u65FOAEWolVJRYZ3p3K/dZox3ICzKFF7zzgmkUoXm31oCVUYrRR4ZUiyRHSMzvULbLgUyUsiBQilBph0YRygEifEoL9BSAhLhM1JnqBODcmhRInUZ3jnqsWa/LbDaEiuL8yHeW7TQCOuQKsd5RZZkBFpRikIMYB3gHU5aNMWwrXW++MSVAO/RzhcbF+exOQytRyuwBqwWdHo5Y7HEOUMpDgh0jLEZQUWQHTliIVjdGDI0mq3HB1w4P8Gtu7t89nGJM0sTbO4NkCpgshYgj9tUpxbJpGXQ3mdyfoy4VuLn723z1qf7lCcnsUHE3/xLV7m32+Pm/Q2agUdPzXPtxn2SYU6tHHD54iTnLpzF6jK37q2RpV2eWqgw+b0v86c/+JSlmS7Pna3Qyxynz1TY2R9w72GLVrdHfXaRBzs7lJOcuYWYaGICY2H7MGWhLnj+CnQ6gpsf3ODpq2fp9Dzd/gFLc2XU68/y3kefEva7TJ4/z4UL48xPWx6vGzqdIbkIabVbnF4KGasHqLkGUXyZu49XCUIYC7pcXWkyCKc43Dlk48E2k0fbzJ95nvX1dY4O15BCUx7TLMwuQjxGpyVJjaBRm+P4+Ije8WMGw5xICTIEqQEvFMe9XbwShIFCWIFzDutcMbztRkFXI0aMGDFixIgvlicj0ck9znms85jcFdr5E5tAmSukkygX4Y08scmkmKAVFu8twmh8XlybJp48cZissMzMjccRYlwhqbHG4zLAqWIIN7d4k1NSDYZ0Mc5hrEW4Qm9PrPBS4TNHbg2lUgklJImxWIrX6A5zQh1grCfPHEOTEGhJbiwykNRiTTK0yCAk0BYpBKm1WCEoR+UTq01Hkme/Hq79/D0KV2xWwjAshjKNRdoTaRCgOCkIscVJgQxIjKXfH2JMTpLl9IeGMNJstjo45+h5TeYcuZUcDocctnK6uSXQEWPjdXb3O6yuH5ENDJVKhfrUFC9dnWdtp83qVocPb+5wfNimXNO89FyD+w8PePute/ieoTpT58JKlVYnYO84oyF79HuGRhTy8Sdr/Oqtt6hVA1547TWevXoRk2veuXVExT7k7/3tl6lNnWGzBZdO19nZ3OJoP+OVF8/y+msXEMM+JknpuJCDgae9echKM+aNb36VjqyztpFSrdWQ5UnuP1xFZAOG7X3ee+sdxqMDvv3GRaKZRfZWD2gPBtTPnGHx4mlOn5siCg1RY4LD/YSD/Q5Ja4eYLqcuv8Rmt8nqQZmNrXW6+6uYYZtYDNnYabOzu83yhbNs5xUohUxPT9I5WMPt30XpBr48RZgPGZ88z9kz3ySqVThyjvYgZZi08TYFEXAyKYL1HocGitA0K92TWGIjRowYMWLEiBG/MU+mwMfjTDE469G/Hq711uONRHmHxIEr9OvCFA9vPd6rwg4zB+VUIfdBFq42oggOss6deOUX+n0hFEoFWGsZ5H0sHps7pAlRoSAsa2wQkg0t/mSQ1uQeX2hrkCcuJ4XDjsB4Cs9yQTEgqxUSzzD1DDJDvRIghcA7KEWachBgrScxOcJCFH9+ECIwxmCyjCDQKKUQXmCcI00ToihCCYFzvnBZ8cWJhxKimMUUkuGJG5GUkjiMMFagPKSJxQ1zGnHI6kaPpDeklw5o7fbYO2wx6Fg2D4+ZnWqytjegWa0QKsvW3hGrG1t0hp5ySXO4PyBPJb/6YJV2r8TC/BKXTtU52Olye7PD+k5CbbzM0+fHGAwF+/v7TNcVW0ddXNplf8fw9rt3MEfrTM+dYmFpmtNnl/l4vQd2g6+8fIpTp05xq1Xm2fPTnF5Q3Lj7mJmpWZ5egtgMmJ6qU5EhgYCP3rzBu3/+rxDdHY67huNeQmOsiWWKG493mZieoVZf4Vc/+ZDUDqiNVaASQCrp7Vn67SH9zLA8O0vFdzGiQisfZ+hiWu0OyeEtVLZOFnlMOMPmWod6tURzaQZVO8fDjQ7XP/6UpSroMGDvwJA7wbC/RzlbQznB/tE2tVqFK899j9df+/ssLlwhDEOECAqXJSi++0ZjrcDaYuOK8zg7kuiMGDFixIgRI75Ynkj1kXswtpDRADjr8SdDs0IohPAIHJpCkyygsBD0GiU0SurCOcfLE6/4opBXKJQoJD/CeYxzWA/WQ57n5CZDKYlUAcpGCG+IAo2VCisgx6B8iMsduZe/7qYqXaTqCudJbWFrmKX25NTBokSIlsWJQTIshl9LcYCQ4D3EJU18YsE5zJMiGVcHKCGIghDvBJkxuJNufhzECCHIkiIBN3OWUGtKQUhui2JeKUGeGvppWmi9ceCLe4qiEI+kVA7JMsPRcRcVKmq1Gmma0j1oQyA4PsoJRcb5pTF+eX2X8Zkm9bLj8b0jrt/YxMoirKvWmKBar/Gv/9Wfc+vuPq9+9QUGzpAlQ9K+4ac/XafZbPD7f/0Ndo4Mn117yPJkSHmsjg9yVlcPuH9vlVJ6lwcbA4hnuHL5Wf7dDx/w87/4C85dbOK84L/+kx1ml5r89qsxD+88YuOgxKmzVUKZ0+t49re3mZipUI5qbD16jEr3KUeG7LjF2bMTLD31Gtfvt7EiYeBq/MX3P6G9vYmWHoIKjSijFg54tNbh/toGzXKHftohHyQID+fPrLC8vEwQV9BGcm65zrmz42xubpLkIdOzM8RRhePekM5xF+H67K09wAuNmH6eoRPYIMTG57j23tt89O6/4XD7E5SRlOI6gSzcn0D++rsjrQAL3hTWr2KUZDtixIgRI0aM+IJ5MgV+kpPaQnfujcUZCz5EEKAlSFFGiphAxIQyQkmNEEUhr4UkkCe/J0EpXQza2v9hINdkgA/AhxgDuXU467EGTC6IZAkjE6zM8MoRRDEIj9IhURRhnAOtCMMQVDFQK50vTgGMIM8tuSk+Dutdoe+PA9SJhCjJcsARKkmaFEV3GCiiIMDL4rRCK1mk4ypFoDV5VmQC6LAo1oWSxSmEEOTWkRlDqAO89+TWEgmF9e7kRMEhncU5QxAqpHJ0k4RyLOlkhkqomarXUFKiQ4XH4q2jXAsoKcXURJW1jUPuPj5iYbrG8kqd9iCjtddlvB5y3OtwdJzx9MVxDjdXOdxvU2tU2V474NJzl6hPjfEnf/oODsnf+U+/QxjXCJXjt7/yAhNTp3n+2Uk+ubHOT99f55klwY1rn7D+aIfFU0tsd2L+y//yR8yOlXjp1WX+0T99h8/udLh6WlCOjklyyaVTDZpzdVZ7JTZ22lTrNZ576QqXLy/gVYioVPnk+gNc6xgvmmwfZFy6PMfC7ATSCiYrktsPdrn3+IjxpuKbXzpLEFax5dOcWqgQBh0qMfQPH1IrK5rlkOPjjA+uP8Iy5OLTi8zP1EmzfaRPWJhoEjSnODy0TM/WkM7R7bXY6XiO126QddeYmllmstZAJlvUSgmluEaoK0ghiiA3+HWR/7nu3ns/0uCPGDFixIgRI75wnox+wEmkVzgnsM4jZIgQGm0Ke0nvNMrHCBEgZYgUcbEBEAqJBiQChZaFdt05h7MCn4PNPNIpnBXgTwZ4KTrxQRBRjqvgLLnr46Sia7uEsUWHCkGMIWVoDVGgqFYqIBTGO4SUWDzSeaJA48kx1uNObA6DQCOER+tCfuO8IAgCojhAOI8QiuAkVEsIVXT+lUJrTRhq5EnQUW4N0nocAhXoQqIkBIMkZZgmKCEwNsdaX3jne0eSJKjgJIE3Lnz7NQqfe5CS6UYFsoxhp0ekFTouUnpjDb5aJk3g7PI4e3s9dnZTrJM0S4qxGuwfDpislYjI6NqIp64usr++w1gloN/t8qPv/4TJ+SqVmXneeneD4+OE7/7eK9zZyBgkHb78xlN8ci/l4oVJkoHih+9vs9TMONrb4fiox7PPXWBsusr/5v/wX3P32i3+xu+9wsBNcufOLuXAMkjh1r0tZkpH/PXfPsfE9ALvv/sZ61sthCozNV5BRCW8LfPp9Xt09tcoxXWGfpwzp04TSUs/jXj96hL3Hhzw5ge7uCThmctVVOSYXF6h5CFxEMR1bn34JvOTmnMLJeww4OZDzfpBiX5/yOLKLKubHT6+v0+S7jM+WWGrnbJ/cIDv9mnMnUNXltDlOlMzp1leucjzr/9nLC5/lTCSGC8ZpAleOJywWO9OrFcdThQnOMaOCvwRI0aMGDFixBfLEynwBQrsycOHgCY4SaqVrhg+lFL+WvcunESJAEWEIDjR2oeFXEcUPvEojRMS4T1KFtcjPKo4F0BrjVIC7x2pnCeo/gAA66JJREFU7yNchFU5Qazo2T5pWnTdlQoQMiQMFNiiO++FJIwKWUXuLGGkCYOiuPbek3uHdJ5AaaIgQHkHwuGxxJEGpcHLX29IisHaYg7BGPNrN508K2YAvAKb5+S5QajCWcU7URxZyCIUzCB+nYCqpcIiyHKPtZbMCcplTScFaSyNWojTmkDIk1MPRaAElVLA0VECWCbHqjhVojuw7B70uXJ+inNLU6wsNbm5dcjVi4usPjjkwWbGRFMQiZxT56ew1vPJO49498M77O71ePudbYR1nD23xD//9+/T27nPN185xYOHx/zu7z7HhYtXuLOpKAUJZduBXPDqy5f4zpcv84//5Qf86x/cZGl2ClWLSIaGyVoFG5QLL/rkkHItZnr5LCVy1tbvEYaOqfEaZ1eqrMxHBGXN0XGPB7fucXvtgNuPD0mPd6hN1vned19nbz/nj392B2MrrIxrtu/cY2x+hmTYpT8cEkU1do4MC5NV3nhtjpWVJfL+kA/e/5ibN+7w/EvPkyWWazeOqE6c5oVLlyjXx/nw7hofvXuNg7xOOSpz/ZOfc+2Dm3T7LRqmyvNnXmdxbpFqUMXkjjwtwq68L75fzkqsteRuJNEZMWLEiBEjRnyxPBGbTCECJAKERHnQVqADiZASjAAPCIuQnwdcObQIKUZvPcqAkxaUxzmQSJSS5M5ivSJU8tfBVMIXGwUrHLnNcC4h0BUQOagIFWh67T7CVqhpzzD3KKEJAsswd3hfOJ1EcYgYGsyJirocRuSuKKit91R0BJEhs1mRIOsy8AbrioFY7wyBVPhAYqyhHMfYfoYF0jxBf56gm+YILYnDEtbm5M6iVIBzOdY7lJIoocisBGmIvCB1FpdmCAeg0AgSYzkYGmarqtj0KI2qSozzlKyh1qix00swrRZPLa0QhLDeOqJvEoS07LdTqnHAKy9e4J/9ySdcng74W797hf/in33MH/zWKZ6+sIQTMdV4i92tLmPjc/zgJ+/w9OU5+tkMX3/jaZJhxr/55T1+/6uX+M43n+bHv3zA1790gYXJZVBVHty+T32ySlgKef7pS3STgJ++f5etrW1mp0u8dGGCksqYaDS5fGmS+zcecrT+gEqjSccLSjbi4a1tVk4b6o2IZnWcLKxhjaG1t8bO1iF7rS7D3pBBljI1N8Vf+yvPcndtwE/fXefq1Stcvnye1a0NZiqa/dYxtWaTJNtnbX+M8vgYleiAHaE4c/VFNh/eo1FpcWphiv3dbe5ut6ipAafijG++sMD1O1v88kf/lk/Gl5ir9sg7fXRsmC1XOHXxReqLF8mH/4LrDz4iiorTnCy3IDxagjEng90jRowYMWLEiBFfIE/GRccKPALx+VPKQm8uEUgt8MriUeADlFKgJLnLTwp2gcVgvSHNPdY4pBQIHEq4wjJeSbwDvMBJgZUOazzeKQQR3npc4PAyxXqDEoJYWUQoTnTvHhkGGJdjDURKFh79WuIRhEoRyOJ3UwtaFqcDWhfd9SCUCBsg0HDS4Y/DYo4A58FpBDkqVEgNQkqGSU6gC4cc4QptdqA0gdQYlyOlxJrC29+jCJTFWUk/Lzq+aZJh8OS2SNXdPxqibIoKAzID0mZIERJFismpJnEtQhpDOdYMswHzYwKbWUyWM1GJ2DgcQBAw16iwsjDPDz7e4KWL0/zW68v8k397n53DLoedhPH5KWYXYy6en+Wlp5bY3Gmxt9PlFz/7gLmZMq2O4k9+tYN3CXOTdW482ORwr40q1Xj5S1/i/Q+uM9jb4KnLE1w6U+ali9OoqEn3yPCLd9fZOexRqWoe76eUx6e4+NxTiKAEQY3djuLh2j4ff7LG1sYGcbmEco5GecDS3DzLSxO8+NQ8vdSztjVgZ2MHcJw/O8WV0+N89M4HfPDAMjU9Tzn0xWC0yyFJaO9vc3CQUKlUmC/1OW7vc/bCeYbtTVCW6ZUL7N/5mO37j7m7t0+15PmD773Ef/LbLzMZDSmX5hifqBLoMp1ccLh5k1p1iWee/jZfeeYrzEwskjtPJgz4HCUdSimiJ7KFHjFixIgRI0aM+M15MkFXAnJrUEIjcTgkXoJ3Hi090kusM0gsUiuE4CQMKEUphXMOpP/1PGKROAvOgZIKhMA5ixACiSC3FmsLn/1AKbywCBfgBViTYdOAsCSJRIVezxGGCndSVJfKmkCD8IUW3juLlDFZnmIdlGNVaPotBEGA0obuIEcGklArBsMEHZdITY7CoYUkFw68Jg48hwNLNa6hbJ/UF6cBoVRILQsPfCAOA7LMFd18C4n3lCWEEvppRi5CpAQtFUNrESce+81anWF3yORcg1YvJypV0D6n3U8wPmRpZoywqokqhWynFuSYXNOoVzna2Gdtd8jywiEvX23y848E/5d/+QH/2//Zl2i3DP/6R4+5MKe5sDjB0mKFtz5c4+xCk6nxEp/d2wVbYbE74OLKOD/71S363Tbf/urT3Lj9iKlmmf/3P/4hrz01zddePMu9e/c43t7gtRde4NLlK1z76GNu3k6J45DHW13Wt29w+fQk1oScvzhHtVni+HBArDyTM2PEcZn1gyGECbHskFU1jbJhrCpJ/QzPzzfJkiHdHDYf7TA245hcrPJKMMn97W1+ujvg/Ljg9Nkz2LTH+lYEJiHpPcSKp1m8eJXqxnV+dfcAY8epT5Zo1qbZyHuo2NIfSh7sOFTYJ5ADfve7X2NnINg7mkNJCCQcH24RNO+zsnSF1PfZS4ZUBwkmO8KYHOVAKocfSXRGjBgxYsSIEV8wT0Y/oGShmcdjC88YDEUY1NA5MuPIjCXLDWmSkaYZ1jm8AOPyk+t8UeTLE1994U8KfY/wHqEVXhae8pzIdAKpcQiE1LjcopXA2QBFSLUWY6Ult74YbvWeII4IYoVSitxZstxTjkOEhmGSIxTUShrhilmBQIOzxWmEDiRxoIvArbyQ6oRaEYUaJT2ZE1SCgMh5+klKVI7w1oHURVqtBz6fQfAeITyBoBjMtJCfDNlW4xLeglABuc1Jk4x+VhT7UkKjESGFBx2B8HTahSVkPcyZGgupVWOajUlK02OsrEzSTnJ6zvPC1QsM+wmf3t5jOpJ87coc3393l3evP+S/+PvPcqbmyXuGe+stjg6GfO3FOQ66PV55dpnf+/rT3Nka8NnNXeYmI7780mk+/ewxb751g2qtxE47Y7JZ5qcfHXJ9rcUzz53lUDT51fuPUVR47tICdZnhjOPCfJ3lKvS6KeWS5PG9mwwPDxivV9BxCZsMKcWG2YVxto5SfvjLbd7/8ID7Dw+JY8fCvKV1PAAREFrPUdrn4HAbmXpUtcHzl5uYnuDO6hGtnYckqWL53CJBbZZBr0qW7XD//kOqtdM8f2mW9QcPeetHb/PuR7+i58rE9VkG2ZCHe23ubw44HuZ03YDZiRqXL1xl6JpsbG5TrS8z6D7AJPtMzTzH3OwpvO2SZ32kFghZuOlY8URW2IgRI0aMGDFixG/MEynwrStccNxJeqfzJ+ms3mGsI3OOzBVFcOY8xlmMNxRZsgIjLI6Th/DkOBwec1LoG+dwOAwWKzwndvtYij97DwSKwBcDtY2JACUD9jv7COEJwxDvBc4XibMIRW5gmObEcYiW4GSAwqGk4MSshkBrhrklCBWZPXHuiYrNgnOW1ILUgko5PDkNEIzXSmR5n26aEmiNxuM9WOvgJLVWAkp4Ih0gJXhvsY6TjYVFaY3PDVmWk9gcY/IiWElaJqtV2gNDq9ul3+4xNVkmjEpMTDSYHCvT62Vcv3fI/k6Lr712jv2DHp2DhMmJMpfONrlzd4+3b+4zN6v51stn+Kf//iE/e2+DP/zdK/zV77xApVTiLz4+4MKZBV5/doE7j3e4cnmO5y4u88GtVX72y2ucOTXJ//J//l0e3N+lMxgQBYL0uMWVCzU+ftjmn/y/PmW8Mc5MLePtn/+QgZnkf/r3vsIbz1bY73visRqT4wFSwUQlZn5MMlHtEVYCdveHKDtEmjbD4ZDllVmyzPDBp9v85M019raOmapHHB6nqFKZUFZ5/KjNweYazVpMu5/x9KkxJiZn2dgZ0to7ojtMqDdKNGeWEH4cbzP29+7SSA/43tcXeONLlwlNwifvvsWDO/eZHp9iWvVYW3vITq/J1sN93rt2nZsfv0Xr8YekmeXxo3scb7Q43roDgzUmJ84wPn0Z6QUmzwCJRqAZJdmOGDFixIgRI75YnkiBn6U5ufE46zFOYK07KWhPbC8lxZCsBhSgBB6HcRmOHOdM4T9/Uth7X5T+Do/1BkfhTiO8w/tiI4CWeEXhSoPHe4N1mqgsCMuCQTrAekG1UthdOueQskiXlVKT22JzoLUkzyCKAurlClkGMpCUSoph6jHeIpQit/7EEcUhtaYUCQbG0DMO8ATO4IRAhJJmJSQdJBjrKAUBwkPizImlZtHFlw5SlxEiicPCRadvThJ7rUELibWeUIVoJejkKdJpdBRwnOQcHw6olotB3r2jY+JAsNdxtI8TJIZPPtug17KcWZ6i1e2wvbtHrVpicrzB5k6Lrf0eSdplbmqCvUPDIIXbm0f8nb90nguzij/6xRrPvvEi0nl++otP+L1vLvKl586BbvD2WzeIpOF/8ne/RtoaUlWGV19aQSZHxPkQFUj+4gc/J5eWN56foWTWOe7B2GSDmZpg+8Ay6GUsNIbMnJ6jOt4klI5z45rpmXH2ty3jJcXFJUW1GjI2M86ls3PUK2Xeem+dRztHOKnZ2e3SOW6zfHqZ437K4zs38fkAETmWZiJsNM7qXpt8Z41atkM9NjRiTcfEvHWvx72tjEbJU6nU+fI3/jLffuUye9trHG6sE8iI5ekavY3rHG0coVLIkpSFxSkak+PkNiPPehhvyIYDbH8X3JAgDnHkeOkR0hXf1REjRowYMWLEiC+QJ9PBR5Aai0PhHFhTuOHgJUiFFCEIgVCALAZyEZ972heFtvX+pIPvcAKcLwT5Do8RFqU9Uni0EieDuqCUQFJcJ6RHxh6tHJlJcYFlvNFEKEWaDUEWrxfoCOs9uXWUymVkoEktlANPJdK0hgYpJbFWdIcpuYNKVCbUsrDoFBKHoBLHhEqSpAaFxAmwwmEQlMKIRik+8bU36DAgzy2DZEgQhAAEUeE8JIQgUMUoREbhry+FJ/MWLxRCCHrDDJ9K4ljycL/FYJgz0SwRatja6yFFSLMcYbzhsJMSBmWWl8b49M5j6o0S49OzOF3lqNVmfnma8UaFWCgO9/vkeZftgx6KIWnS58339/juG2fobd3jj//sGn/rb34HlOTR423+4DuX+L3ffYMrF+b46BfvcHxwwOxsnTwTXDo9w9L8GNPjdSbnpiCo8ZNfPeLWxhAT5ETpAVFU4vTpcZ6+MkGlWuXd6y0ePdyHFA4PhwSx56tfPUN1tsrbbz9gohpz8WKNUqVMNw+pjVe5eHGM/lGffNilfTzg/sYxWdIlqtVYfZwQiwwpJZ2upVmL0EHMrz7Zp9PrMt3IEeaAMZUwPrnAOw/bbOwbTs05Pr39KVm5wasvXqTarNA5WsUHAZdeeR2jh4RxhNQZfVtivLlAY26aYOkqk6e+TnPiArXKFM9eeZWXn/4dzsw9g5OKXjbAiZGLzogRI0aMGDHii+XJ+ODLokDNrcV5gfHgvMJ68IXpJd6dSBWkKIptJSEQOCVwymGkwQkD0hfBQVisdHhN8WfhsMIWjjgnd+2lB2WLQl8pMtvDWosKNQSC3GekLkcGChFoolKIdw5jE6SUSCHwXhBEknKoyHKLF44oCH7dsfef6/GFKq6Rkv4gIbfQKEc450gyh9SKNMuRvvDs15GmFBdJt+CpBAHDPDs5ofBYIaiVyqTWYD3EOsAbWwzVBiHeCaSHNB2SeyiFnnYvZXN/gJaKiUpMnufkXhIqSzu3PN7sMj8eMjFVpTvwuGyIiBQuDrhzc53MSSJtqVdL9Dp9GtWIJM047nksFS6cm0LHAlmu8+UvXSTb2+Mnb9/hm1+6zNCO83Avob1/yPKLz/D0C+fo76yBjljdabO21+a3Xn2WlTnNMIfp6UmevzTD1nbKT37xAK8sF89NUClHtI+GVJp1nrpyjs5+F6087W7CT3+1zs7GBpcvnuX00xd479oOD2+vUbZdOv2M6w+6fHCjR7laYWWmTOtwiDcRe7tdBj3L9GSF7QPotxIebR7ROky4uNCgUSnzH395xKPtLvWJCs1qhfmq4LnLs3zycMCjRy1E1mG/3cMGdXxcY3Fhhdlmg3K5yfzcDFE5Iq7OcXjjfTY++VNKKsJnxxzt3cSJIUGtyeb2Ax6vf0K/30dmHkkR1jZixIgRI0aMGPFF8oR88D0qCMCJogPtwcui020caJWDLAZpBQKUB2GAQr/vcEhRFP7eF/IbTuQ53juEFKSfS1wA4Q0ahQWcFCjvcQK0KxxyLBl5rtBBTHVc0z7oE5ViyC1aa5yTGJMhZYzJPbESoAJ6fUMllJRCT5IKvFRM1CMylxczBVIhA0Uu4bifMz8eEcQhvTTH25PPIPd4HE5LAlH496fDBIIALRwmy9Faczzs04iqRDoiMRZLRqg1uTXkptgM5ThC66hEEQNvYCgIhcKYjHqlSmuQk6VDIhXSGQgQBpvD9tYOQtaZmKjw5q0W47UuV89Ms7034NRilZVT4/STPu2u5VRTsbObsHeQsrxc5+H2NhNTdeYXn6JZ3efPf/QxxytNzl+5yK0NSdWusvvmGmcuXGRSVwn0gGx+gv/+j2/QyzzPX5qiWsq4+2jIrfttTi1MMVtv8P6Hq6w+6jF/4QLf/UqDvb3HtOwkV194lmHa4+LlJfSdh7zzcQv0dRYXy+S542gvZ1g1LE8Khr7Og9Uev/rggItncq4+1WB7J+OwY9DDIy4sTdPtDdk5TJlrKPpOcXP9kIU5Sa02yd17A/YOUi4+/QKi1Gfw4A7ziw22D/qUpOH6nW3UcJzTp6e4fwizUY9Je4dSucnB4SNgjGBmgYo6oiwtrSRkb/tDaufajJ96iZnpZ7h29312jjYolxo4JfA+exJLbMSIESNGjBgx4jfmyegHZOEAI1UxPKpl4VQjtcILQeYsXggQGo9CeIlE4ITHC4MXFi8sznmsL5JsjQK0R6gi3RXpCgmM8IXExjucM3hM8TwYhCosO3GCIBQ0xiKsyijVJHFscblDBZLcQBBElEoBQjtCHZDkAiEdURSQ5YJh7gsfe6UZ5IIw8FgDaWaJdUCWJQxyT1kLVBgglMJaT996kAqNIrGgBFTjCCkcsdZILRF4qrpEJx3iMSAcuRGUtCdU0M9c4b8vitmFNLekiUN7AcLSLJUYekFnaKnVQ5LMcu/RHrESTNRDojgEkdNPUjZ39sA64kqZu5tHXH90jLaWC2cmuXxmnlKgmZ9yvHvjIePVmNOzU9x72GJ1bZewEfHdry+yu31Mb5BiO6vsHfY4N1lm7d4NdjsJXdPge99Y5vx8zL/747dZvb9LOjjk6oUxXrk4w2e3Nhm6nItn55Cuzy9+/DHv3FzHuIjpco/Z6WKgudvNOXdqikmd4vIeuwd9bK456hhyE0BYZiwecuV0jXIt5LN1w+MdSTl29AYOYRUPt4/odPuU4gEqjpHS4WyT0tgpxuuKauxoHfX49LNrRGNL9MQEAY6z586RhQ2evrrCtTuP+Mk710l8zKBr6A4sm0dDhAqIpibJM6hVJmmWIpYnp9Bjszw6OGS4v8H08gWeffr3qZeaHCf75DZDfO79OmLEiBEjRowY8QXxZCQ6QpwMyfpCQ68tThqczFHa4YUjIyNjgJMpVmZkIicjw2uPkmCEJZWGVOZkpFiTYExGToZRhXQHn+N8jhEOIyxGOLw1SA+aAEThbS8DgwoNw/QQ7wSluibpZmRZQpYlGKspxyWskyghyTFoCdVKRLtn6Q4zwFKrVUjTlGEvwSGx0qOEJMsNQmmkFaR5IUtCKpTwDPIh/XSAzTMCLwoNtg7QOkQLSRAogkAVzqJeYpygrBX4jH7mqaiASOQMrQUvsbljaC2xVqTKESqNjgPu77YRKiEUEa2+ZdjrMl5rsHhujrGpKY67fazNmRpvcnw8JEsHNCplBklKYhUXVsaYGwdZrvClVy9AMuDjmwecWakzOxGxtbnDhx9v0zchs7NNDtfXeerMGDsHffb7ntm64nSzQ9Jr89GtFv+7//w1fv8bz/AXv9qmMxQ4q7h4tsS3v7zMZ3dafHqnzcLiNC9fCGjv7/PBjSM+fZRztH/A8kKZxljMTheaC1P81pfO8fXnTvH005P4Usxw4Mhsnf2WoRxZzp+d4upKmUfrLT5+4JhojJFlOUcHQzIHeMVwoKhUAurjmr4v0yOgWsoplTU67/Dg479gdbvPT97d5Pqth9y/84g7dzd55urLiF7K7uY9up0+Pkuoqgwnqjy4eRetUoZ5zkariwljLr34lwmaZ3h48z3y3Qekpk05miEiwOYGK0cuOiNGjBgxYsSIL5YnUuBLKZGBRIUKHWmEKnTzzuUYm5K5lNQOSd2Q1PXI/JCUlEwYcjJyYbHkOJFTmGTmWJ+R+5QcQ+ZzckyRROsNVvgiXEp6OEm2JXRY4cl8gvUZCIPSnrExRXfQpj9I0VpjfECpXAzFpsMULKhQFZ37FLLcFp77XqClAjxaK7LcFWm8KiRQmlKs6GcDnBWkyYDdbkaOYKxRQQeKYWIZJjlhpPHCIVSx+RimDusEsZYEyjHILFoHNEoRzvlCbx+oItALh1QBlSDCOUNuPDKEVmdIWUgqusJ2p4cMBZdPT9L2GVvbKcM0oJfnTExNEikY5ClSgfCWdJhQG6+QJYJ2AiIIaQ0F47Uy717fYK/T5+nLp8jSlNX1DWweonFMNOpUAsu3Xl1h/+CYvqhyfJRzcd7T6Sl+/ME+3/3WWV5+YYVfvLPF7s4xOp5ieUrwyqUKwsPdxwmyXuXCxQXOzpaJ8gHvf3bIrXsbyNIM03NznLpynoOeY33jkNrMLN/9K69TmZ5mZ2ePB9tDNvZ7BDj29jrMTMUsLk/y8aNddrqaKJZIk7O6ljEUKQf7KaFMSbp7lMcvc/6555mYXqFUnmS8AWcbPcaiiA8+vUMcSbY2dtnc2uK7v/0SsYf79x9xvH+ETTtUOebsZI3q5CwqbhL4lGvX3+T+tfdZmTpNY/oSg26Lp2cXef6Zq1w9/1WWJy+jRflJLLERI0aMGDFixIjfmCeiwUd7hHBIoREChBcIIcF5jLWgDA4BXpA5Az7FU+jT8WCEA18EA7kTu0xFEWblAeEsVhShV84bNIUW3+JBSBRFQqxAAAYIQQqCKGKQd7CZpzRWQWbgncEb0LFEpRZnNaVqSK/TJ0kdKhJFgm3gsXkOwlEuKYbDFJfk5M4TRgHlUGCMwSWF605uBMPUkBjH9ESdMMg4bg9pdxJq5WIDEQSQZD36aUYpFFQrEcOjPkcdR7NWJQoTEuvwEkLhSFFYPBGFMX8oFCaHOAiIFBwMElxiWDpdoms9dx4eoM5rDreOWZiqcTjIadZCxut1Vje6DBJH5lMGx8eIsMrhUPHZtTVsOs03vvsy/+0/+THD9jyDYU6pMcPh4z1KVcnCwhgbD3cQNmLx0kV0oNje6nF9a0izGfLqM3O8/U6bf/lHn/Dd31phprHA6r0Wd+xjvCiuJ08Q+TFHh2V0XCIulZiOAuoNgwwUmw8fIipVbty/Qd5qc+bCDHfuPiYZCtq72wx6lqW5Elt7OWubm1w6X6d71GevbViZG+PDD1d5GIX81S9PEQVdNh9alk8tcfdBm+kpz87W+8S1WRaWlrh52OU4l7z28jwzc5KffxJyPOjx2qvPcfP2Hd7+KGd6LKISWwa2S5UlnOgzuVRmqXyKTurptx6zND3N3qDH6o//e+aXZ4nrEwQqYrxxip2jITrKEL2jJ7LERowYMWLEiBEjflOeTAdfi6KbLhwSDzjA4ZVHBv7/61WML1JbnaMIn8Ij8QhJEWYl3K+TbYUQSC/xJ5aZqKLIt/bEO9/m5NZgTIYxDk+O9GBtjrUpTqX0kgwlNdWmJxoXlMoKHQWoIu+KUrWC9AFJUjj3COcpxTGhBokgjmPCICAIIrwUlAKJwuOFZGpsHBF4PBKTDBFCMUgc7U5CoBXNRokwDDHOgxNUooCJsZhao8Ig92Q5TDRqKATtJEHKQu40NB6pFcJDbg0DaxFKkuQZJnNYb9jt9BkMM54+N8vS4hTv3TzgzEyFvcN9dvZaTM9N82C9w9xUiXMr0xy1M0qhxYuALOmTiYRAWJJMsLm5ST0O+K2vX+XW3VUer69zbi5keX6Cn/ziEZkqU58KKWtBa+eQWuB49nyZhZkmv7ze4+6DLZ67EnLlqQX+9C/ucW65zmtfPo91GRv7fXa7gueeOs+ZyzM0A09NKDJnMKEnjmOcDZhvei6s1JiaWOSgB/cfH3B0kHHr3hFxpcG5C02iUplvfHmZ+cUmD9Y8K+dmsfmAfi9hbn6Mzd0hP/xwnyAqszAVk7ucSjXkpz/9BCUdvr/L/sOPCUyXGw96vHltm4unI66en8UlhtWNHeYX5+j1Eo77KXOLp9ja7rK5fp9MTdLNNN7nBNLQT0N2un3GMUxNztPd3KCkBbu9LXYfXaPb3uCdWz9k5/DRk1hiI0aMGDFixIgRvzFPpMB3onhAUXzmNsP4FEuOFQ53kuDqvT/pymvwGm8d3pviLoTAiWJjAOCF53MnfIRHOItw9iQEK0cIjzjR5RscxuWF935hToh3OXkyJJSOoGoQOkXoFCM9oQZvJaW4QVTSDAYJvcEQJxy1aokwEGSZQevCFtMYA16idUgch5RiXUho8pxIlQgBLSXDPKNW0mihSRIQMqRWEpTjEs45hllGrVKlpAXNeg3jIMsdtXpIqCV5nqOVQAeS3HoipbGmkA1lv3bWyWn1EiRQ9ooLF2e4t9dBmIR6M2JnvYOUmnuPW2xtHzAx2aAxPoZHMj5WY9C1bO7n5P2U/aNDLixWuHP/kK3tLs89/xQ6VNy+tUWgi09/ruGoVQRT88tUxusMOm2yzLB90OLZlSpjUcCffP8G73+0yuJUwN/427/Lf/zze+xu3uWbX7rM739lirFwwA/ffsDabs7ps9NUapLZyYhmWRJXa9jMMPQal6UszFZ4/Zuv0hvGPHq8RXO6TF5bYHvPsrd7xN0HR7zyzCzTkyHvfXLE7GwVlx4yVQ2ZW6jyeCfhZx8fsby8zIPVIbYc8jf+5tfpDTRtX+LQVTmz2OTr55s8vHfAm9dbTFQELz9/joPWgN5xj0vn5rj/6ICjzoDnX/wyghi/d4co67C1vUa/1UbGjv7Q0O3vUS/lrDz3dSYnLvHqhd/j0sU3+MoL3+OvffU/ZWbizJNYYiNGjBgxYsSIEb8xT6TA1wLUSeCU8Z/73cuTICvAFt16HEgnUSd+8kIohBdY/Ml1hWe+EAIvBVacFPdCICQgfHGtAidN0eEXRfKtcwbjwAlXBGdZS5KlqCCDaIghwxhDVIZ+15D7nCguYa1lmCZY7wmVplaNsdYSx+XC2tMX78HYjEAqdBggZGENmnmDRFEqh9TKId4L8jTFa0lcjnAClNJoPM2xOpl1tDtDQhEgTEZcCshdTmosoRQEShXDysaT5RbjDUoKvAfvFaEWWOdR3iG8Z2y8yqP1A67dWOfs0hw313u0hzmBdgxaLcqlGk6HbGwfMcj7rO8MmJioMDAZ509PkQw9tVqD6fkZHmwesXuwyRuvvEo/8dy+t0G9JDjse7LUsrHeYeialMeniKohjoC+s3znG2f43rcuoDLHT378MW6wzSsvn+X6nSHXbm3TTyUXTld49bU5dg9TPvisS6+VYnzE2NQMMxNlSrWQdt/wYKvP7uYa9niHp555iqtPn2chNhyu3cGIiDxXPHh4zNqjDvMzMaWKYNDxSF1hrCb51vOLgOWzG/v89L0HPHW6xttvr/HO7RZXr8zRKJU4yiv86n7O5Pw8f/i7b3Dr9jq/+uAxp2djfu8bl9nab7O2ecCV05M8unuftz76CFWrY0qL5GmGGu5xdLxBknrGYkWix9nc26LVe8zj1iY3965TmzpDKWpSry2xMn7hSSyxESNGjBgxYsSI35gnI9ERIHzRO1dKIQONUhHSa4RT4P3JS2nwHu0FWimUDNAyIvCFgt5JiT25I0UR9FTcpAAc3p0M9MoifMo5h3UOWVTAKGGw3pGYnKHLyWXGwHny3DA0Q6KKRjtJZh1BVAI83XaPNMsplSMazSpCePJUgnJ4XxTXYRShArBYQqVwVmB94bqTuwStQ4JAghSEYUB3OCA1FmMcuYHcGUyaMtaok9uMQZoQxWXiIGSqWUW7kDTPUUogvCQ3HnNy4hGGGi0VmctI82ITVK6VKJciZmfr/PL6DuVShIo8G/tdwnKAw5EYy9RYRJYIHu90aLWHDJMOjWpAZiO2jjPOLjQZqoAzZ+bY2B5w1B5QqWouXzrD6laHKxcWCbRkZ3vAuXOTWBVQa45xZ92QmAgjJbsHfUq1Ok+9fJm/9Jdf5dOPbjFWMrz6+lNs7Q25cbfDj351TL1c5w9/51mcH3CU9lldPeDu2jEPHm8x7B0yvXyK/V6JP39ri7sPdhirdFFhmfsbLa6encHZIdMzTVq9jHcfHaNQxArKkSbPPNc2OmS2z3e/cZWJ5hjXb22xudfiD768yNbjHf7o+x+xd7jDM7MSrwL+/L371GqSb3/5FIfdNj/++cdcPlXn+cvn2Nw5ohRJ5uZnePxomwe3rhFWy6zvZwxther4AvSPyJNdZsbGGG+sYAYJh7uPeOu97/NvfvCP+Wd/8v/g3//wX3Dt4adPYomNGDFixIgRI0b8xjwZic7nGnlZaPEDL5DO4k/SX4XUhCIgQBNIjRQBymsCAhQKd1L0B86jnPh1QS8oOv1IAV6hpARr8TbHe4MnA1F0/wvHngRj00LB7z3CgxcJUjjCqHD26QwNpTGNlGAyR2YdxkGtVKIaV0lTRe5SvPEIoXC+GN0NlEZ5R5rlBFog8djEEShdzAgIR6ChUqkQCMiGKcIaoPCgz3MDec50s0EYK5wbkhmLtYJyJaAcSZTQZLmhpBVSeVKbIoQCKdBIMuexuWHQTzl17hSHA0u33ePcTJ2bq8eQZbRTR6uTMl6OmRwrEwSK4+MuzgrGxmskPQNJwC/e/IzTZ09xtLPL9tYRY2XFoCfpdPe5cH6KejXiKJGcXmmCz1FRk42HD8F0mZ5ssn2k2NnN+eT6Np/d2ufPfrHO2p5kcn6R/a5jvCl46uIszWrE5HjIn//oU37+wWMW5mc4Nd9kebmMNCHddpvF+SlWJhWvXS7TGK/xwd0uP//5bYadI1RtmtbAgQq5vX7EM+fG2Nvp8YtPdhgmhlbXUdMW2xnwyc19Ts1GXHhmHhXHrG0PuL95xNfeuIAOK9xdHfLRRx8zE+d0jjr8+Z//kpmlFV576SKH3Yif/vw2rzw/ycrpRT67t0OWWy4uT1Ev17l//xrVMGFjb5eDgzXOnL5AJKZ4/NkvmJ2ImZ2/wPjYFBNxnfbBMXs76/S6+wz67SexxEaMGDFixIgRI35jnkiBHxAVQ7LGQu4LX3iv0cKihEZrjVICrQShDAsPHOfx3mMcnwv4PxfoFOFAriistRcIClmPOnk97wTCCfDyZBC3kKwI4/BZhjM56nMXTe+RShEFktQ6ZMWjnCRPAwamkO0EoSKKY5IsxRhDqAOcAxUEKCUw3qG1JgwkxhRhWIFWJ1m6klKkKMcVtJCUSiUa9QoqLDYnifGMRTGVSgXpDbEOiJQmDEOmyqClQwpLJaxSiRVSCrq5RaFxVhVOPT7HWYEQHusdSgiO2n0ebx8yU4/Y7ed0j/soJbBpwumlaRrNJpnJuX1/l8ebxzSaNYY9w+x4SLXuuPX4iLmVJeqVgDRxqIpECMdxT6C1YKISIl2fmfEGj+5vsrm+yuLKHJ/d3aMUeubm6sSh5NypCeamSjyzGPP+O5/yaGOPR487bG73qDRinn39JS6/9BX+0u99lbGwz+1bm9x91GJnfZfZKckLX/0qO2mNT69vs76+xh986xy/840LDNKcxzttYi24e3uDQFsebXR4sNnm3GyZtcdHDPoptzePCMfH+NaXzyByePfjbZYnqpSUot/us7ff4/FGh2pljFh7WnmJ/a3HjE80ubORcefOHXq54OVvPgeNad78+Xv81msXWLn8FDcfbBJGmijWSCpkXlCNAoaDnFYuKI+Ps9vt8s69u5TL44xXq5xaWubCuecYj+o05BSxrD+JJTZixIgRI0aMGPEb80QKfC89moBQKiQBiMIL3/sApXTR/T7R5HtfeNcDOOcQzuPReK9Ofnqg6NiDx3uJ90XR709kK/5zox7vi9MD4VCieH6BA2fw1uGsxTuD8xm5s8iojQxS2q2ELO8zNAlOamq1alGMJwlhoFFKoYIA5xxKKUphSBwVg7DlkkZ4TxxKUBKpBXEYUYlCYq3x0lIOI7LcEkUBwzxj57jNZKNEc6yOVIZIKbLc0zWKSiUmUrqYQfCS5fES5QjagxThPYYTG05rKGtFoCOOhjmPH6+S93tUG3W2DjoI7TnuDbm4OE0UKUQgOG7nfHbzIWEgmJmKMcahQ8UgyzjuJXz80TpXLq9QCjrMN8eoRCHbu0fsHSVcfe4iWxttRFzmy1+/yM3P1vAu5+qpOdLBkE6vy6/ev832cc7Qa3yguPrUBMMEjvs5b737kA8+XOXuvU0+/OQRjzfanDr3FF/7zitMLp5i+7jKL9+8zVG7z1Ql4jgN2d9POGodI8OQp5+/wJWnT/PpvQO8kCStHstTTa7fO0I6w9mlBu2jlNA7fvDLx5Sbs/zWN59i0OuztnnA3ExMEFeQUtLdWWOQDNhttfFesJ1Ixsqe8ckGe7spFxYm2Lp5i+nxCGoL/KN//n1WpuucO3+Fj+5ucXycUNdDzLCPkgGtw2M+e+tH5EmHlavfoBTOceOTD2gd9Wm1WsRasnzqFaSu4/JR0NWIESNGjBgx4ovlySTZaotUHiE1UgukAC0DAi3QGIQ/eRnpcfiiA+89OI9EgvcIL4uHUOA18kSXb70opDbeY43Du/+hYPLeY63FOof1DucKi83CT9/gTI61FucszveROsflGuMUuS/0/JVKhTAMSU1ePI+1gEOpgNw6pBJordE6oFyqEkhHFBSnEql1KCWQEjSGMAxpd4Yo6YhCSZINCYXm0cGQ+zu9QrIUSBrViKfn65S04Pi4ixcOFUCAxVvDXCVmshKhlMLl4CyU4gDz+f05SX+YEpVDvJd020OEt2gdUq2NUdHQ7vfY2j2gOR5Tr4R0Ooa4HGFzh+mnSGe5fu8hCwuzTM1OEQWGajXkzPwM925tY7Xi6996jjsPjumnEefPL/DxB+tETUW1HLBQc/zOG5e4c2ONg4Me1zdbHA00k01FuRIwPzNOe2C4e3+V0B7z6MEWb35wj4NuTmu3z+LyFKXxGX75/Z/RPt5Ch5bDYIUH2wN0lnD91hb3b2ywNFnj7laPncMhS4s1XnpuhU9vd6iVYiZmG5xdbnJqcYJ/9M9+wd72IU9fmkEHklKlSVDWZLLM1PQ402GXc3NTZIMuLi2xvddmph5w+8E6x70+V0/NcbyzyaVzS1Rrk/zxn/yI2cky480GD9d3aRtFuT5DQoVadRY/7KHpMF+LiOtl+v0WYXLAcV/x1gcfsLn1kLgUEqr4SSyxESNGjBgxYsSI35gnUuBHBGgdIIOQIIgIdYBGoBEIofBKgBAooYsHRdGuTjr60gqUVQRCoglRPkB4ibIh0ipwDufAWo+zvrDBPLHR/FzcY08cfD634/TW4LzFWwqZi4M8cWSZxYkMpRSCACFOhnWtJQiCIuRKBQhVnAiE4UloVhwRxAFhEBOECiU0pSjC5x68o1yJUUrQG2SAp1EtkXuItGAsUtzd2uLjB3scdi3t3NEykgtLdabGS8W9CEG1FFMv1ahUSzTHS0RKE+iTz0hKeqlDKoikQYiA3AuOWx2U1mSpY3a8iiFDxzGr67vk1oEP8N6SZRnDgWFufpLcGRySQdpjd/+Yq5fOEVYq7O0fEMiUuamQh4+3aVRrxCrh7v0tJubGWDg9x0fX9picHCf3FcYWxvnWV86xXFOMxRXefmedG7d3CbMEpR3dbhcnQs6cnmLu1BgP7++y+uk1+v19rl2/R61ewQaTfHZ3h5Lv07Atbt3c5ubtTeoiZ/doj4lxycJsRMfAp7f3WVyY5PTZeTa2jqmULF7HjFdC4ljzw7cfUHE5Y40yg8RwfqbOvdV9Hh3kxJUq7XabuYlJhO3Q66YYWUYpxa/evkm5nLM0FnDc7vPyC6eZmx7n/Q9vIiyMxZ7dR3vcvfOA+/evsbV7n7y2wN2796mLIy6fWmJh+SyEjpeuvsL5U1c57BzQ7e4W7lEjRowYMWLEiBFfIE+kwM9sn6P2IWm/jbIeFWiELvTpDoVGolRQvKCkcNrh5OEl2gsUquj0G3DO4y3Yk+LcW4d3Ao8E5IlMx58M0gpAFpp8Cn2+c/y60LfG4awizSzpAIbDHqqUE0QhyjtUUCLPHOVyhVKpRGZywjjCmEIaEwQBQoiTwVqH1iHOC8qxLu5fK0INSgZEoQQcEofJDN2BZXKizoWVMZqB4rjV4f76Lq3WkHvrB7zz6IgorDAex1QRtFOLCSRKQYDESgNaogLNYJghhCw+v0ASBxrbz+ikKalJUWFEo1kiMxk7B72isAf2j/o0xxrUShoncsZnxqiNNYhDyeCoz8O1FiY1DIdDSnGNXrfFs8+fY7oa8sd//i5L89NcubRMEI2xtDDNBx/d40dv3eXc06f58ZuPYOIUC+dXeOXqEl99bRqVG1LrKUeS+WaN4d4Gv/z5R2zv5YTjk3z8oIeRMfNjVa59dJ/FU1MMk4CbD7uE2nP5TB0fSrp5zszYGN12RlNGnFueJtKeNz+4R2KHDAk42h1ijjt02kMW5mdIRIm3b+xxakLQ6R7x/rU1nr84yer6NnlQR0YVDo+PiUuaoyTDJR0W52ZJCbl5KFGNMRpRjkkTXrxyhlNzFY6SIYmOiRsxtWoJ70KO2z2OB31cOMGNtX22t9aJGmV2h5Kfv/9L4kqZ09OnMU7hfPYkltiIESNGjBgxYsRvzBMp8Cfqi7zw7GVWlhocte6xvf2APLGEuhgaDQToEwtNpdSJ1WVRIGuhkbIo/r2TeC9P7DFPBnGtA6dQFF3zQsKjCk99D3AyXGvhc4/NovgXeCex3pFlGcYKgrBMoMuE5RoCR6QrJCYDqdBa0+/3UVqTG0OWJWgt6fUHhUe9cLg0JwqKjUQUKrLcEMUagaPf72PynDiQVCJ9ksSr6A4SIgJOTYxRjSMqQcBRt005DMmPUx5vtsi8oFyLmG8GlEJBNy267YEKi8/AGYQoPkvrBd6pYr5ACmxmiZSmVArYaw/ZOkjIegOyxJCalFpd442iOTFGXAnIBn2mxyqMV2vUG5Lb9zb44Vu3iR1Mzy+wsDjL7vo6CwszrMyPc/fRNnkq6bT67O0d8r3vvsoPf3yD99+9yeWzs7zzs3d5+2aXH7+/SlwaozLWYOhChjZGa8XsVJ3uUZejR3e4MBcS6ogPPt6hNciYnK7wy3duY1yAtZajwy5eQ71epVKr0SiX6XfbfPLwkN2dNk+fO8Vsvcr+bg9rJINojKhRJdI5WdJjfqzMja0O1zdyXrlwCl8Oyazj1EyTW9du8OrVRXKr2NodMhw6jnqGSuyJteLGx49IfRnvUuqVMrtb25RVxmJF0OsPWT0aMLSOhblJ6uUKC2Ml5k9dojpzhSgQbD+4Tqft6LSO+OzTD0iShGpcR2bhk1hiI0aMGDFixIgRvzH6STyJv9dgqvoyX3rtCn/3b9XZ3vmYn/z033HYOiYsVVCZwOUWjSo0+ICSmtw6vCjsLKUwCDTgMEIiXGFrKYXEGxBSAJ7PhTmF0McX/yYluKLzL+RJYq4v/PIdDidSlIsYDFNsIAlsBYfC4MhSS6NUIel30VojtKbV6TBWq2CtRQhBKdakeUJUicmHKaVYkec5WZYRRgrtFTK06FxQK2niQDNMU4R37LY62NwwHgc0m2VMmjNRCtjsdpgarxFJR9skyEwjrKVRlVxenGGn06fVTugliqN2H6TFOUlu7YllZ0CSJgRaooVmMBjQaiecmavTy3IGdkgcRoyVKjQbZby1kEp29zr004RaCSIZMrY0zsbjddrdDpO+jW7OMx12OOzBwqlFTHbM5sY9vvKVp1nfmSbNE/6zv/M61+4fcv5chZpIqfRWubtveee9TV6/Wiegx+N2haO2Y3pS0Jwao14OobfHG8832WrV2T92VBqSiYFm6yilWg5otVMmbEC1EnJ7+4iBy/m9159jbOwRb370AKdD6s0GkyYjqlVZ295hd1fx+tUFMutYXd9jaW6STx+22V074OzpRYxQTExM0c1zPn24w7OXZ7jzYIfbm0e8f3uL5dkm4/WA67d2efh4itlmiGVAaW6Z9v4OY9WQwHt2Dgb8YP1Tvv7cac6eOsP63gFb73yf2txFrl68yPlLr7O23+bgcI+J2gyt7gbeWIRS/6NrZ8SIESNGjBgx4knzRDr4m2v7/NE/+af8o//jP+SP//EvqA5e4dXT3yPsSdyxJM88pZI5kbsohNco50CCdB6PKtxzXJFUq8TnzXiJlhqtJJbCK195h/bFYKv3rvDNdxakwAmwnPz0kBlLbj021zivSH0fRIrJHIQJqR9QCio4YfFKoitlBp0OgVREcZk8t9SrEbkxlMIqCk+mLbEKGSY5gfD0M0e9EdEIFJlzzI3VyZ2lpBQqUqR9Q7s/wIQB52YaRJFmgGBpqsbxYIC1EeOVMs1ySGphfa/H7sEh9VAzVo5plEO8AJdZrMmxRpDnHusLCRE6IMVgrccaQ55ZrBEEKiQZ5jQaVcqBJR+mVEqK406fRqXK5SuniIUjVDF/9Xe/ydZRytraHu3DAw66IZfO1Hi0uo2qrzA/O871W9ucW6lQUzmVWoNXX1igrlOefuYsWqT87W/P8p1XK1TGxylPnGGiLHj5SpPhwFBp1KnNzBFMnkGHAZNVCIOcG/dbCGkJZM7ao13urh3y4d1j7q/vEyvP6sND/ujf/RyRpTx3aQWRZaxu7XNMRL1eplaK8GnKZ49apD5ieWEO7SPMMOdh65it1R329jtkaZ+VuXlu3dukPcj4yhtPsThZJu/0+cWHj1mcrrOyMsH71+7S6gtknpP7HFWdwAeKuaUxTi9VqMYl/uyDeyStLZYXJ9GiSt7a5NHaA7a3jwl1TH1sHucFypcRKsS4kYvOiBEjRowYMeKLRaRp6v//eYJ/8A/+AcO776FVzsZOF4ZHTFRL1CcWSbzmYPeQ5YtXWHxujM39jylVQFjPIPEM0qKQF17iGSBFjBeCzAywLi887qXE4sgxaCHx1iExCF9c65xBGEA5sBLrMhwegUR4g/cBQnpSWVheBukMKh0n76f0uxCXI/I0QytPPsiQWjHRqDPoDUlNn0YoSI2nWqmQDnvoOCIfpBibs7/boVwuMzEWc7Dfp96IiUslHqztYVCUopCNrW2El5xemWVmrMTG/jF77ZTFZpnAe1aPh6S5YWqszMJUg7yXs33QoV5VzI5X+XS9RW+Q0uom5MaidWElGkYK4d2JrajG2hyQLM6USTIYDi3j1ZBXXzxHOizsQBulJmdPNZholrmzsUeDjK2B5uqVszSijBt31riwVGdzp8XF87O8eHWFP/7RQ4ZGsHH3DmdOVXj99au8+cE6Fe84c7ZJrSagdorbn97mmXmPqkasHZfYerRJRaZMT1Q5bg1Yb3WZnp1CyIikN8A5x2DoaA1TpArodVMGx8dYHbO228EMc2qxpdMxjJcDauN1EqsIfA+nBNOVMRIX0ktaJCZBOEVNhcyMl9k47HJ3+4izi3WaMkKG8NIzp3h8lPLxrXWevzRDpT7BnVsbPNreYm52gqcuznO4d8x7N3dZOrvIcwtTfPzZLRAp84uzrCwvgle8fXObzLT43uuvciQiymOT7GwfsbZxi/mlRfKho3vUoX18wND06aeW+dNf4R/+w3/4RBbsiBEjRowYMWLE/y+eiERH2jZT9QlKKzGV2mmOezl7Ry32h4Kls1dY3djkB29d4zg95OLFOU5dmGdu0lEpD+mlXYZDhfWlQmYjLZIQnMSJFIdD4AllCHhyZxBCoARI4TEInJQ4a8E5vKeIn/IOgQAvToZ2M4SdIIjKpHQZHkMUBaRpTp4WRWapIvEypN3ukuRDJuolbFKEYQ2yIRqJNI7xyQr7O0eoWFKpKA4PBkzP1Lh0dpb3PllDhZpBJ2OypPjq8xfZ3j9gakoz6KVUlKQRSDqJY3YsYiGQ7LR6rG8fk+WecuCZnKjSH/bYOE4Yj0v00xylNYjCsjO3BmcsoVQ4LHiHEVAOBf1cMOgNaEQxU+MVxpsR/aDOdqvDc2er9AZDjLM0atNMVj2lQYdhLyPOj6nFmoHRnD97mvc/uIkuBXzntSX+9K1NTFxmty3Z29zm688u8U//9Yf0hKZ1cMjC5A7z82f4ZL9HdT9lotSmWdN88uEau1MJWgbUShrV77E/+P+w95/flp31mff7nXnOlfPaOVdOqpJKKpUiikgCJHKwMQaMcQC7jd2YdnjcOLSNbTg22P04A8bGYNqAJIQCyqFKFVQ57do5p5XjzPN5sdXP2+MzuobOm/X5A/YYe6x9j3Gte//u69cgCCVotSzMkkvVtVBlWChUSYYU0qoHcYPja2UUI0YiLiOqCqlwiHOLBUKCT28qTCQq0V6vosghEoluFpbmsAObckskpAVkImEs0yM+EGNuucRSzWRLf4zZlQjHzk5z20EdX9GRJAlNVpieXSMkSgz3xTh64SqB57NtJMPFyWVqVYvJyUWyXUl2b8tyfiLg28+eJZeOkO3tp29wjL3JECtzsxQ2qliejxP4CJ6KLnQe2XZ0dHR0dHS8ta7JiI6FxpE3LlCve9Tb0HB8VNHAIEAwm5TMJpPL09RqDhfPlPjJ4/M8+WSdkyehVEijGQbRhIdqNFCkNmHNQldtPC/AdkR8T0L2QXB9BGR8RBAEAlcE5Dc32coEgogoqCiomz36nrzZk2+LCJ6KLAZ4dhOrYSIaMoIm4NlNFDmEYRi0mjbr6wWCwCMRMTYXZvkCSDKeF2C1WiiSiOiIuLaD427OZ/fmdDIpnZePXcS2bWQxwq27u+lLauSTIW45sIXRrix+oLBW89g5mCccNlgumyQjKmP5FIPpKLVqg5bls1IoEI9ECSsKRduk3mzTMs03F3m5KDLIwmZzUCAoBEFAyFAgkKnVLOKGTjwVRlQVQorG+Nw8sVBAJmegSArxRBhN81ku1OjKhBnukthYrjPSF6dZt8jlwvR2Jbk8XmKjLfCuO4aIJ3KMrzj8+9NXmJhZ5uPv20XWqJNPxJidW2Fl+iwpXaTS8qm4IWLJGIfvOEAgi5SbLWzBoGn75GISCd0hpkqImsTVmQ2mZteoV9v8+MgsZ9cCLFlgpDuFIIh4yJSqJpKs0mUAkki5bLG+UUJWBaprZSRUfEnAE0BRFFxPIJONYcgaa+U6oijyyqtXmFwqk4rGSUfjNFp1BvMRhABW12oossHMWpGsoXNjb46z5+c4vmQyODSCZujU/ICrM6vk0xl2bh/FUFziEY3pyQmee/qHSAJks10IoofnW//v2ejM4Hd0dHR0dHS81a7JiM6nf+FnOfXiCzz16KNUyk2MqIGmShgEiEHAc2evUrHaKJpKq1rGdUBUQgSeQSqXZnAoQjytkcyGEIFWu4oaqRONOdiuR+Co+EETSfZRFIPAtwmwcW2VVstDEjz8ICAQfARB2RzfcW18TybwwQ88JEXc3Kwb6KhBDEE2aFsmbllBliPUKwXKpQbpVIiQoSH7Hors0ai3ULQwSUOh2aiiqjpdSYOJ+Q0MI8G+0RiB6HBxvEbbcYnpNr25HrYf2Mr05CRx30INJ5kvt6k3mtRqDSwnIBtLcmZikVwmiaaCLglYgcTieoWWaYHvMdrbg6qJnJ9aZnqliCSIKELw5gZdCXwBHw/JFxHkANsBXRPpyydIxDRGu7MsbzRp1Su868GDhHSd+cUS+XyecmkDX5YZSEbYOqBx4dI8w1sHWC0HTEwvEYnIZGMqphWQz0XIxqIcvVLg9WMXqBarvP8d+4hJNmFdJZdPcebiAqJn0TeQpGEKZNI9iGGdVtOiXi0RDYVZWV6n3bBIZKN4noIUMdgo1BmfWKFYbTCz1ERwfZIhiIZUGm2HbcP9mPXNZWCKLNMyGyCFwDTZMpJkZb3MbLlFPtuFVy0ihVT6s2nqjRaFmonl2OSyadaW1gjH4uixGIYm0N8VolSrszRfp9luMDraj+eLOG4dwbWp1UwqbYlwPoPse/i+ixFNYvsBg1tGcdomru1hBgFOu4WqiaSTKdY3lljdqKBIm3Wulu+S6j3UGdHp6Ojo6OjoeMtckxGdaGorH/vMDcQSHn/7F//Krp37KBQKhHSD4+fOs1YrE9Ei+JZHOtmDLwVUiwVERaBemubkGiTiwyTy/SiSQLMloBoJerskwrEqkWQdxehhfSVFozRPPBomnLKQ1DqRqE/bDJACgcCX8d7sw/d9BT/wEfwAWVAQfA1JEVFVDUUWaLfr2A0NuynhBRu0Gm3CMQNBkKjWWuSSYeotl0rbZSgcoMgygqzSm89gtysIvs+BPT1k8ilmZmboyoXZPZIlkTFot0Refv083VGNWH8PhbVVHE9EkSXuvmGM07M1FM/j3bdv5ekjUwTpBLW2TTomko3prHoCjuuysFEgpKuoikA0YtBqW7iBgMRmH77neRB4BIGAabqEDIVkNEKh1qIvHycVMbgwucbbb95OT3eayvIil65OUWmZ5GMKhUqDgWSYUKKLLXtiLMyvMtinc/Gyx2K5TVVvIYsi+fgAou/SazjsHs1gdke5PFOgvydN4fIiB3YKPPj2/Vyd2GBxpYShC4iSjegrLM4sYIQUpsoOjhdirVqlZJo0bY+mGSCrYXxkFtaaBJjIgoAoyJi+QKMNV+aW2T2UwkJA8ASkqomnKniaytJqmb3XjdA+NUuz1SaRzBGVAxqtJom4iukGiBasbZQZHM6xVmrQKBUoSiJ+YGEYYRJJn5bdwjHbmxuTnYDBviyFuEOq6VJzPFqywcUrc/jSBoO5fs5feYYbd4wihhO4ImTzPbTe/PIWDsWJhX1a7TquHyB1bvA7Ojo6Ojo63mLXZETn7BP/wFf/6o+5+5GPc/977ybb14OIw7PPP0eh3cSzPUr1KoEYsH3XDai4tGwH22lhegGaruC5yxQWj7M0c4xGcYLq6hJXzpQ5/ZrF8WcdrhxPM3FR4dypBmeOBZw5kuPC6zlqZYFY0kc3LDTDQ9MCJNFHwIUgQJEkVEVBN1SMkIYoQqPVplEPCByNIGji2C0Uw0ORfVptj1BIx7IsVterZOMJwlGZYqlCOpGgpydKoWBxw74RdFVjfHIJ3Rd4+O4d6PEwixsS0ysVQr7LYD5Gvd4kls2TyQyRjcSZWG4y2t9NIiKQz8e589AgtJpENJlK2SRuaHRnFEJRGUEQ2KjUcb0A3/UI8DY37IoBIgJiABIKtu8jyJCIhanVakg+CILA2SuzHNzZjWaoCCg4to+GCp6N6Xp4LTh46HqKlsLU9DJDfQlabZ9bdkWQdYPu/p206wFXx9eIxLrxNINwSCOfi1FcKXP57BRKqosnz5T5/o9OEtE14skEhRpMzq6g67Bjxw5qgUa5XGVLPsZNewcp111AQMNlaXGFpdV1DMEnJCkYhoGsaMgKDPbHKVdqXJ0vY6gqjiAxsm2UXMgnEo8QSCEuXlknmUyQ1DSWi3USUZ1oMkPbdohFDVKxEIFpYgUC4VgUQdYILJOJqTVEBGRVIpdO0255RLJxKo02c8sF0rEsbTcgH1fIhTX27BthsDuPgEsqlWJmZRnJq6CJKvVagUp1nfVSmeX1dVzPQpF1REnA9/6P/kHW0dHR0dHR0fH/s2sS8If3HGLfnkPYlsrR10/ya7/9fzG05xY++99+mcWpKca2Xs+2oUFkfN448wpCbIxDh9/F9m27SYRD2HabRqNJu96g1WpQqVeo15do2yv41HE9jbXlOTSlQHdXEk+oEIpoqPIwc1cOMH5yJ6szO2nU+qjVQli2jx520cM+rthGDDkYuo0sgST7aIpPWJDBb+ApNuFUiHg8iuUGiLKA7PusF2vs3TZIPqbgeGGGhrKkwwILCwvceMt2tg93cenSFbbn4/T1JhifWOfokUv45gK7uxQ+8M7DxKIajijhKhly3SlSyTDbh5JUa2UCAVbXNkin0/T0JFAEcH2Lhu0iOiL9sQi5RAhZljHbbXRdR0DCsRzkQMLxXBwxwBM2fycJmbVyDUcQ6OrOY/g2MVWi1moTT2YhcDg/XSCXC2HIOrV6wHBfAqtdZH1pgWKxTMt2yOdSSJqKuTRFo1Fj2/5RLkzOMXF1hp07txHSVZI6HL5xD3IkxOJsAd1zeO71Bf7yn1/m0oU5MskQLVvkpZdPMz2/ykAmzdZt23nl3AKnLy6RTMRwhBgVwuiqSC4Tpj+bptm2sXyXQsPCtVxE16O/J7P54Hh2jbXFZYq+Qrq/h1atTKCFENpNfFkkkH16oxLHrsyh4hKK5iiXGkgqJLsz1BptFDVE026hKTq+LzC5sIaLjI2PiQTtgOGRfq7MVHDMMttG8tTbTQYHE4QARIX1ShOz7RCN9eFIYdSQTKVSwzUtmvUylVqdhtXE9E28wAe388i2o6Ojo6Oj4611TUZ0UqP7SAsBU3NTfPTnP897P9Kke2SYrkSUD33wMkfOTtI9dCt5s40nxYll+8EzyfTuoWd0nrkrx1hY2yAciSH4HpISIvCgVFmi0Wwji2VCyW7iuQMono3IVaxmCUkpo+n9NCt9lAptrOkm7VpAOtVNrieg2ajgYaDLAloiiuN4+E3wgjqtRotGySYcFcj06Nimh2l7pCI6Tcth184RQpJEca1MOKzTm4mjSQLVpk4yHmF1vcDbDu/Fahap1BSiRsDtt2xncDBNvVChVlzh8uUZ1OwAg3GToL3ImuvieCKyZ1Itt1CSYTxUsjEVQ4bLCyu0PNAlDclpYUSidCUF5j0fr9VC0xVsQcB0XSRRQMAHxUMMNutDCcD1BHy7zULBIZlMYggqqaTGpYsTrG7U2L1rAFFROdSXxiZgeWkVSfTxBZi8NId2XR/JRDeHrs/zxrlTxPUb6B8d5MzpcSKpNOFYH2vjZ3j7O4eJGyZHzswSD0cwhAym4DJTaLJQmaIrnkKRJM6dOkc2HUdLx4nF04xfmKJuThOJJpkp+zjtJrJfJxYx0HUVWZSQwwG1poUuKYQVCSmqI2kahioycWmCRm8PBAFLSyscHMvgSS7nVyrcuHWAWjvg5MQi2wdzKIqC57gIqoJTdwksB0MREUWfVESi4XhU2g6iJ+IJAZOzC2wb7ubGm7czuVJmezKPJ0QZn1qlJ5Uhk0pw0rWZnVshETewWuB5wuZ/fGwZyfUQ23VwRCzfwQtchGvyFbqjo6Ojo6Oj4z/vmgR87AalVpPB/kHyPT1EwjFmp89x9KnHuThfIDl6K+mITK3eolpZYGNuhVB0AGSBRq1KZuAmdt80gCsFCJ7NxvI0ZrvN8PAoi4uTVAobNMtVCjMX0CMxFCODHopg2U3azWV838exW8RzQ/QPHsDzZYrlJkEgIIo+hVoVYcNnafESzWaRRKwfJSRBENAqCVQKRbRQQF8+jW1vBuZSqULFh0hIJR1XSeaSbKyuUSoViIUMrrv+OmSpzNTFJrffvgchrBOLZlmeX6atCmwUV0gk49hmBcuUyCeTiEKNjVaEeHiNvt5BFoo2G0srWJ5DPKLwqUcO89SJaUqVGnXTpbVawnE9XB+abYvN6XsBFw98AUWWwfPxAh9JkAkcF0kX0WSHmZUGfiCyb+9WCnWf85MbjPWnGM2HMW2BQmmDsbEx6g2LtdUNwlqIaq3AwvQaQ6MyoVSSe+7Mgh+wuKRQcUNY5SlkN8OpNZ/2o8d54J7ryKRk1FCUy7NNFmaXIPBwXZGl9WVsT0QVfPxam7BtY4TKjG6Ns9rK47fW2Wd4nJuz8NwWrhMgBC5Wy0GNRdAkl4bbRg3FiIQSOI5HVNfRdZ3C8go96Sgrdpup+QI337KFvrLH+OwS1+0b5NWT86wWbHK9MVrlFoEnEAqp1BstEokEibDBxHKRODaVlQJKWCIcDlNHYmajTE82w8xqnYXyBYa6u6kUN1ivWuRyObpSCURPpNW0cJIOrtkiioxnW3iBi0uAaZsEgoAqy+B3RnQ6Ojo6Ojo63lrX5H7R8RW68n0Uy0U0TSMZUtk2upcP/fyv8nO/+Gl2jfTiKTqSIVEprxJPjxFO5xBFmVzvIOm+LRiRFO1qlbYtIUsG9XqFQJIYHtrKgdvvY9e+m7HsNoszUywtLVCpNhCFBK6nYVsClqczMz3PyuIs6wvncax5ensi9HYZiN4q7eYk/f1Z9u7bz8BwF7oUoCkamgyyKiAGIVbKLjXTxPNtPDdA13Xi8TzdI8Ocv7TC+bOTDA320d+fQbdKhKQYu64/QCjbRyKV59xUiem1NvnuQXp7exnb1cW+LRHmJxdZa8m0Ap3+ngS6HKZWKBDSBPSQQW9fF5dnWkwuNemLhRF8SMfC6IqKoMg02g5+IBL4Pq7jvPnJbT4m9rxg83FxYGP7HomwymzBpu247NySZ3G9xE9eOoXnuPTmUpSrDcKGiK8atJsOlWaFMxMrRKIGkVCUtgWXriyjR/spNR0iCY87b87RqAdMrTjcdyjOwe0ZXjq+wY+fOU+9KeHYMNKbJt/TDYTQ35yf37u7CyUcplw1EbQobUvGD1yGu7uZXm4yuVEik1JJJ1MgC8iajmFI1Bptmh44jogkBfi+j6IGhBQNQZFBVjFbbQazMebKDdZXW+wY7ccKJFp1k22DaSbm1/DaAZV6HS/wcWyB1VKFmeUCvuDTlUyyVrcY6EngWwG1ahs/0HBcgcX5IluHezHtNufHp/FFCdd1efXEeWZml8hm4mjhCOsbDSIhiWbbplJr0WqaWJaDbTl4tott25tjOh0dHR0dHR0db6FrcoP/wx99j8e/+T/5g69+naW5K5w7d5X/8uu/xsZGg9v399OaPcXfvvw6O/bspysW4/mnvsH97/0U2ShcvPw6kqyTjCSJ54bIdfcRH+mnrzCE77uoosjM9AUarSb33f9BIqGASMzAkwzCms4N+68jHFYIqQ4/euwHnDs3g90scfTkES6cfY2D+24gEpFpNzwKG6uImkEmGSGTyxJJZmlsLFMorGEGHsabhSdyWCcUiuI4FhvrFcqryziizN69Ozl8aDe5qEJpdR2/vo6c7WdtrUq1bVBYL+LVNrjkNegNu9hNn4UVk1Q8zNTkPG1bIJKAetknHVe5eUuM185v4Lsa1+8Z5eyVqzhBwNhQjlq1TZCO45frlLwmXuAjyDIiEARvPrpVRALAx0VBQNc1ai2L1WqL9917A54a4uTpK+RTEXYOZognk9jNMrnuHrRomHOnL5BIpOhNpjh/YZZ7Dm/j6dcvoyoSsWicTDzK5Pgyt96Z46fftYPHnj7Fq6eWePieIQzF5PkXr3Jpscyu0S66uhLs3r2baKzC/OwkdrtFKhdh3548a6urXJ5YhEDDFUSq1afoTie4ui5xabZIOmEQU8CyLHqyMSJtj6VqE9MNCNVtcukYIj5Vx0f2PcK6wXq1ykjeoCeXZaVcJ6MnQFC4OL7IjtFugiBgeaNCJBGjWqqjGglkVaJVbTO31mCsN00oFmet5XDjvm1MT8yw3nap2SKW6ZCpVTi0ey+XJqZZXquQTKfYNdJPsVJjdnGBbDpOKp+n0WzjSBIt28FsthACkBUZ3/fB9REE4VocsY6Ojo6Ojo6O/7RrEvC/+eXfQ7Y8/u2v/j+oIZFsNsPf/fXXEMI5hvIqY3uv4661IhdeeZZf+vXfZef+QZZnlsn1p/numRMkoyFq8RQ9vkutvEpXVxfJeALP15maOs/V8Qvs3rOToV6Dm66/jsrGEvvufDu5dIKJK28QS2fJ5ob4jZtuxnQEKotznHv9BZ5+6jkunT+JZRvs3L6f6blpypUClUKbSNijXKlhpPLoCRfXLCOKMj4eoiiysFYE0UfxTQpVkcOHRnj73QdJiBWstkk4n2at0KKx1EQICajRODdlcxw7us76SoGGbDO/1GCsx8AIhTi0XWN1pcql+RquVUaI7ubSYpsDuwdYK9Q5M1kkHtGZLpucPj9NX1eWtmlTrTQxDJ1au4nrOoCAKIpIogSCgB14yCKby558qLZMuhMG1VqdZ46cJxkNc9uBNMP5KJWmyR17BriysEJ7WUcMXCK6Qi6rMz+3zEqhgVT3EaI+tutQEwV27ujm3KlJDh2+ib2TC/zw0ZO0qz733nsISdG4fLnMzFyBcrlMtdgg199NPB2i3YLlxSqpnI4WiqHHEmxUmwSOR2AkGF8sY3oSqhqwXmvi6AIRVWep0GKsO07CD6i2bNabDmWnyXAsRMVuMpSMYUgms0WbjWaTkZ48c2sl9GYFx7OxTYGVjTKjgxmW1ivIuk7b9JE1F01XkQJYXC5gaDKD2SxHLszQakxxYN8AzsoGM1MVUimdhWIRX5QZ6s0TrIlgOjhKG1kSsT2Zptkm5Vu02hbrtSKaaiCKmwvQBDHADwJUTSZwOyM6HR0dHR0dHW+taxLw+7ry/Nqv/R6Xzx9l+IbDPPS2t/Nbv/V53vWJd6JRYnZlhb/8i7/mlSe/x9WNAp/+1c+hOwFXzxxh9upd1GydZsvaHK9ZX+GBd7yXleUCsWQfv/M7/43ufJRTLz1Jeug63HYTPZfH1yM0bJOFqRl6lTyN1lVefPy7hDO9jO26nv13PMjtt9/IP//zP/OHf/x3BFKM9334Z2iXF6iWbdarJhFNwPabjF9cZG1plUANEQ1LFDbqNMwmYyNZloptDuwa5voduzl+uUKtsEwq3Y8slOgeyNE9oOPUS4TUGnakl6GxFXrNgOL6Ejft76ZZa7JcqdDd3YehBvQmPbrzQ1yeKzNbrxGK5xgezXLszDiNJty0o5+IqnPq6iKFVhPR8UHY/NIhBuD7AW7gEwQBECAGIPgStuDhBT6RkIahyBy7MIVle/R193Lj9n5eO36VXVsDluoRsFpU1gqMHjhIYWUJ2Tbp64+xsL7B4Zv6eO7EDLPLLeanJ7n/9l3svm4fp09doi1p3H/XXprNKmePHmff2BDbx4Y5euQSG1WTq3MbVOtNtm4bgiAAN0DxWyyuV5AUBcs3mJu9SrIrhx0otOw24UgEc6PCuuUixxRQJBYrDfw39xkIQsBGqUguJGJICrPlBnsGovRkk1RbDrPrJQLfp1FuIggCkgp2IBLTFGRZplSoYgPVxWUy6ThiJIzoOqwVW1RbNsODXUxPz1I40qKvNwuKhKTrhL2A+ZUC6VSI7YM5mo5Ho+3TsqqEdZ1ysUa9tkBUl1BRqBZqiKKIIAj4NoiSgG06yEanB7+jo6Ojo6PjrXVNAv7g6HXMrUwyPjVOpn+Mqi3xP/7yLym4PuvjNmG7xspyASWdonD8Ai+vP0X3yBZ23nwv33vPB3n88cd59Hs/Zn4lYHQoT0TykWM6d962m727R7Cry4xPj/OxD/0c2YjOyuo61Y11morB/tvfhRVAe+E0K7NneNfbHmZgoI+vf/mLLM9eZuDA/fzun32Vnbt2kEr14G5cIas1KLs68e5tdCVjnDvxCs8+8wpnLl5ldm2G0voySVXj1NkpDl23g1/82Id49niJZrUEnsqRyWkOjESJcZGnXq/gCFG6UvME/uv0JGJcmF4n3dvNWMThqbPzxHIjtJomlSaoRoSrGx6RmENvKs3l8UssL6XJZvOcunyWYtsmkjTQowrmegsDEVcRN5daISCKEl7g4wY+oi8gIhIIEAAeAU7gUG464AvImsqubX0cOb9EIp9i11gv60Wb7p48C81VWq6Kbcsk4xpNx2d2voSwe5DBXJyrl6foymd58sWLuFKIrmiIcKVC3Q0xunWES5dn8KUlevti3Hh9N+sFi5kFnWNvjLO60WBsSx+uEuH81AaSJqCHQmQjAktCiIsXZ+jPppBEEbPdBkBApths0ZUO4Xkibcul0rLpSUcZTGtMrhTZkktTbrfZaEbpz6eYXi9Rqjlkojptx8ZQFYq2g6RHaNo+SkhCsX1M28cWZSzbpVIzcXwRSfQoWU0SRouhvm7W1qusr6wjahJXF1bY1pXBakscv7jMjTsH0KMalm8SNwxKtSaKphF4HusVk4huIAYSBCIBPn4QAAJIIo7jXYsj1tHR0dHR0dHxnyZYlvV/NEPwuc99jtLiBHu3H2Bp5hjff+YN/uXbj1NtLXJ+tsIj995Dq73C8SOvMTB6HVK7yMLiGq6gs233Xvbs3UV3V5pnfvQdvvcv/0533yhWs8Ge6/YyMTXL9utuYO+BG/HxWF+aYXjrbmpmgzA6atIgqYUIJJtv/tnvMTk1TaUJH/ilX0e0VhmfmCc/uIc7br+dWMij3WhSrrYJ2Ruo7RLnZhd56tkzfOSX/yvX7xpgYWaWwlqZdqNJsbrBG6+fRJOWmZwukttyKz3hAs+9cIxdI3F6oxYXZ0R8PY4vyrSWL9HV28PgcBdWtUQykWJucYFEPM/uUZmllSqLa21i6QSDqQjlyhqVgsnoUJyrUyVWyw2OnZmlYonE83Fm55ZxbI+aaREEAeLm8D2CAIEAIgKqsDnr7Qo+Cps3xa7ggysgCAKxhEE2HiHA4TMfuYv+bAxdUnA0mRdfvYxgWiTSMQ7u72O9KvDc489xw/4d7N6d57vffR49Hscs15hfKfK+99zMnqEkpy4tsGYF7Bwa4vLEDBNXVrnr9m309CVpNHz0UJjTZ6dYWlvDdATKDZfJpQaW3UQWJUw3wHZ8CFws2yHwfBRNwfFEGrbJaCaOqqrUWzbVZgtBktjam2GlUCWuCgz05/EkgX5DZ6FSxWy7hEI6kmNTaLSRNRVNlmg6AYLTJhHSqTVd2qKNqoZw220qdZc2HomwhoSIJImk83HW1iv0Z9IEosB6YY3hfILx1QapZJyd24Yol4vUTVhdLyAh4PoSltNCACRJ2ry9Dza314qCgCgGCKLHlv0P8JWvfOUaHNeOjo6Ojo6Ojv/vrskNviJUEP0WgwOjKOoR/uYrX6TSqLPnjnfyzX/+C1rtOideOs7BW8v80scexEikCYwuLh1/nnNXJvmNz36Co8eO0zswyuXzZxncdgN6KMriRpF7hreQiGk0bJGd23cRiBanT55E7OlDmWnS3d2N6Fd5/chrFNdWSQ6OcOH8WeqtMqMj28gkNPADymurrK6vIchhYqO7iIgSWeEs3cN1xHaVl556FDWa5cDBQ/hWg2q5woMPv5vSwnl++J2/Z3ruMqfHK9wwonNgbx8/upTFTpYR6ssMD4RZtlOoPTdhJG0Uu4Rp1ihXXOJxmxeOLSPFutneH+a1c8tclUts74/QlddYrXjk+/splC6ALlMtNWiuBrQdF1US0ASJZuAgIeAEEmLgIgoBgqghCuD6HrIo4b/5SYpOgCSLCJJIvW3SqLfZNdqFaQnUK2XKgc78RomukIIdT0FrnVa9RbkSMDyQpVIusLIhMjjQTalUYWxXF67vcfzkVdTIDfR199BeWOb1MxN0RVR27+zjpROX6V5Io2oxotEwu7YPIugx5pfX8SsbtBpNrABcu0XbtdFU483FXqBKCgKbozhx1aDQMokGAk3LxHVdfD9gemWDvmSMZtukXWvRFCVCtociCLhKQK1cwwgp4IETWLTrICFQt2wCVSIb19hoejiWi64rGJZHs2ZS8gT6cwkajQaljQKWCRPzi1w32g/5DBXLoj8dwVHAQ8H1FRTRJpPMUik3MM06kqQhBj5i4OMTIAAEPn4Aoigjy51Hth0dHR0dHR1vrWsS8P/7n36TeFhCUyOYToXnnznLyK7dbNs6xKHD7+bv/vS3eOPiVYb3FbhaNXn1iUfZMraXjWKBRnGeB+65n/mldX7vz7/MQ+/9INXyBpHuYX771jv54b9/E/GW2zj62sv09vRx+vn/xWrV5pOf/1MSmTivvfQiaxsF3v3BD3Hkie+x95bDPPfqj7gwVebjP5fh9OxVbj18C7NTS3zz7/6aeCILaoimp/FTn/g07//AA/zHN77OvptuRXNMnnryCfq68oyNDVEqzPHsj7/PxYkNTl+6TMO0+NWf/Rhf/+5lWult3LQtyukXTmGurnJ6QeUjt+Todx7nO2fn0Ywusokwq2trLJXD7OnR2KiukU2EuDRZIJuPkc/Gce0GG4UKju2xtFZlsdlArNeQvYCmAl4AoigSuB5C4IMkQiAQCGAFHpKkIokBnigSOC6eICFJAa7r0XZ8uuI6u3cPIXkOU7MbWGh0R0QGtvdz/sQFRobS1CptigsFBgfymFabN06vkc5E2XNdHNF32Le7iwuXVliaX+FqyyYfV8gYGueWChzcluXDj9zJs69OEI0GzC6tc+qNS+zdvw1V02i5HkpIZ2Vplaiho2shXNtGlDbn1R3XB1FCkwVcz8M0XTREZFlGUgJCkojl+lQdl1Qyyka1TigsM2fK5EIyiiwjRQTWaxaGLOHZLk0nIBeXUdUwq4UGsf4wuXSShaUSTUnBRiadiNJ2HFaKG+SjcYIgQNNB8yU26hXiqShCoKKIKoLgUthYo9HwaZlNXNelVjMRRQHHd1BEYfP3QUDERwgABMQ3P7uOjo6Ojo6OjrfSNQn4V2bnaQBbE0lC0QE+/Ml7OXbsJ9SdGs8/9STPvHKVXaMDTJ95hS9dvsgDDz/MoUPbefWUwkPvuIFT596gq2cbu7bvYttYEt+Hb/7917lqFinMXeJf5hcICTZje28h3ruD5fok45Oz/PxPP8JzX/8Si4ttuqIHmVpaR5sr8Z5P/iafjck0zRbJrjs4f/4sti3zqU//AqIgcfzYEXwtR1qx+ZmPfJhEMsu2Gw4itULsGhml2mxRqTeIyzZ/8zffYWDXQW65+Vb+9T9+yOsXa8yt14kr07RrYbYM5piaX8OzTA4mTvH8cZOJai+ZoMm2PpXxUotYfjvpRIqQWcRpVTiwK0urVeXMpQpdMYNLU8uokoCshNEVF9FzCXyXtrv5VlUgQFAgQER0PTwR8Dw8P0AUfWRfQAokZMkHT8BHwsNDkQNQZTbW6zhpA00NCOGQSuo0Wz6xZIRUNocoqUxNTqJER0mmfObmiqwXGiDG6U+q5HvyFEsW1Y0yid4MV+aKHNjbz1rN4j+eucpdtsLI9j5+8sJ5br1pP/W2wDPPnyIST1JrBQiIxCIRfN+lbVrIsowggCS9GX59D1lQ8WUZ13QQg4DAdwnpKvgBCgLVWptsRCOaiNJoNFAVnbbjoAkQTSeR/CZTGwWymSRx0abpBEQVBU3TKNQaxCJhVFnC8TbbeXIpneFcjKnFCg3HwjAMFEEgm4yjRBQCP8DFQ1AVYloI03Wo1Vs0WhaKKuL7DoIgoUgqorg55SYEAQgiorjZdCSKAoLf6cHv6Ojo6OjoeGtdk4B/6dwxhncfZm5+hid+9Ay9XRNUhAr+K09z6vgptg1u4+LVi/iuw23X7eX1o6/Qv+0molKIHz76Hwxu2YXVXOdfvvEiguMxOXOFV17+CX/wxd/j9jvv4qEPfopP/daf8MgDd/Dw22/nu3/3JT7xyXdjVb/BBz/7RVp2k6W1Gj3b9qGLIrnebvbs3cq3/vorfPNvv0m5UUJ1HJL5JA8+8j7Gdt/MnXfeycXLx9m9bRuf+Y0v8MXf+BV+8uIRDuzZx10PvJd8fy+F+XF27r+ZB+4+yNP//l10Ac5NXGHv3mFWl2Y4c6TInh19LBTqbBuUma6oXGrdwoG9DaLCDAmjzlqhDppGRKrTnQ9xZqLNem2Dw3v6cRsNJubWabcdzi6sUrVNZAL0SIhoNIxl+sTCMq7tMblUQJZUPCkAXHxJQlYlVKtJ24WG4xGIEJYUmk0H8BEQaa7VObhLYOfWLkK6R7VioqoqiZBAZGwUx3OJxnV2bB/Fd4u4Yp6eXJRavc3qyjqSE6JroAs93U19fgHV9YhHQ5w4s0D/QDcHJHj06TPEoklkfB7/ycts7e9nvuZSXZojFlIpFetoho6iKDTsNpokIQgeKgLIEoIXIAgivuejaxKiKGLbNkpYxfU9PM8hJKvMLZXYOZKjJWislaqEe5OEwgbtWoNUOoYt+awV6mSTcdzAotpq4/sujaaA79Zo2S65XJa45VFvtYjGDJLxGG5gIwkBpuWz0WqgexKKbOC4HlatjtKVJggkPNfEtW0kKYSkasiCiCLD/47w//u2Xgg230iInQKdjo6Ojo6Ojv8/uCYB//4HP4oh2iTSuzh34haee+ol+vMJXn7qaRQjxOzkBUS7yqU1i70HbLpCIR7/p78m1xViemqCpx79Aa5dZXZ2hbe9/R4++MGfoqcnxgtnLrMjG+GXfuoRHrz7MM8+8wILV88jOG3++Hd+k61DSZxEL5LZ4oaeEE3P5PKp07SsBkdfP41npHj4HQ/QaJs0ak2OvPoUX/7i7/HTv/B5kDWqlRp/9rVv4gQB9733pxnafRjJdRnZNsyO7Xu5JLdRwmkM12Fm+irtIILrSdxzaJTnjpg8Nz6DIM8RiUbZOtLPM2eaZKJ58oaH4hpImoMrJ7lu+zZSsYs8f6xNnQFE8Sq1coP+gRwXZ6uYHswXWtTNJqqiISLiuwGyBIokk80m2b9vL2vry5imSbVhYroeN4514YthcjGYnJjl1FyBQs1ElyUMScUUPG7amucT946SiwRYRJDFBr4PhZrL6IDK1PQGK9YIN992kPXZSc6NrxCOaQwPRdmo+1ydKVKeLOL5FrYaZqZoElIEstk4ixs1NF1iOJfi8twatqjSbLVYL7UZ7koz3vYplBtIkoj0ZoCXEZECH0WScP0Ax7FQFXlzIZTvoogisqLgB6CIEpLkUnd9kmEV1xWZXSmTSMZQVIH1agNF8ulJp9moN4gaOutinbZrI/o+nugjCiptp4Wh6phtl3qzQTIZZXnFZGOjiiAIaKqCYRhYZoNCrcKW3i4a7QYBMrgwv7S+2XMvCWiahtlqoRoaQgBB4CKIEoIQIAgCIgGiJCCImyFfEDs9+B0dHR0dHR1vrWsS8JP5fmyzjC3F+Ozv/DX3f2icjaUl4o9+i0cf/QFWs00sFuEzv/Tz/Pwv/QbtVpGfPPUEYSPHx375t0hEQlw6fRLEgLEd+1hbWGDr8DYiS2vMTi4R33Idimwzefks6UwaWUrxs+//GaYnLnH0x98nnMgR9wtcmZwgN7iX4UyeqYV1ktE4QyPbOLB/D4hw3cHrWVudZWb8En/9xz9E1QQe/da/0Nc/yPadQ8iOy+j2rcxeuYIhGGTTfURSNs7KDBuWiK6LJCMZTp6+wmvH54jm+qm3ioRiYeKROKnFBaq1DeZbdfaOpvACkcnFEqOFCU6YLl60i2gygdEEx19nanyVaqvBa2eu4kk6hqxRbbQh8IlFU2zfvYdGuc7C2jrbdsW498Y9LMzPEouJhMSAuYqGZ8TJS3O889BtVEyby1fXiGdSxGWbUCjEjsEIRkQicCVW5mYQ1SSZpE+zDfFwlO5kk7pXYWV2AkWAwzdtZ3pqiWxPlNXxNQQ5yvLCIjfeOML4RJnZuSpdaY1kKCAX0bkwVUXXVbq7kyyXTHRZYW6jQc32CAKHwPOQVAlZkWi3bVRZZPPOW0QSBDwBfC9AkvzNhqBg8xZcUyVcAjRZQVF8LM8joUsUWhYhx6M/m2BmtUy51CAUCSNpIRbX1ojFItQbLXwXFFWk7dlIkgCCQEjTKRWrSJqFqKib4ZyAVtsk8EVkTcGrmhQrbWIxlbZpoxkapuVTbdSRJQPLdpEkEcFzESSJABlR8N/swAdREJBlEEUIhM3Wo46Ojo6Ojo6Ot9I1Cfiz51/ia3/+ZR7+qV/lHR+6jz3X7UTft5MHH3obH/npX+Ds+CSj2/eyZ8c2rGaLaDTCg498hHQqgeg7RBJpBscGmJ9bo91uEUlGub7nXh7qHuLIy08yfn6K5nqDW29/kK6xUQRfodRuUWkHhEM6XqvJUq3All230D80CEjcdefNXL10DkWF1154jB89eYRP/vynaBfmaZRLSH4LPZSitj5PMxXme996jXC8l103HiBSizA7v4ovtAjRJqXKpAyJjY0lao06i8s1LkycZWzbIGFNp16tEkgKWiJOcXKVUnGd7A1DPPnKGS5PXcF6zOVD77mXdMTn4pXzOJ5L37YE507P8PRr40iywR2Hb+Xh97wbUfE5+foreHKChfklNgor9IZdjh55DQGNlYV1UqkQN+0YIJEUKVUXWLLbbB8bJaa1eOdtCs22x9UVBVXXmVmsUihV6e7vYmndoSvWpqYZNO2AuVWTUs1jOOdhOetslCzGkgkyGY2lmTKSp1PemKdmu7TbAl0ZgyuTNa4u+Owa6Scs6/TmHJ59Y4ZEQkcURXwkEjGNVq2GH4AgSYRVHc9x2bzWFggCH48AMZDQ5M2FVASbjTmKJOEHLook4vsuoqYSUhUCz8URNGKqTLvZIohFCOkykqhSWK9DVCcSDdGoOZiujyFJIEh4gYmIhB7WcQIL35IQbAtBkAg0GU2T8LwA23Vw2Wy+WSvV8YMQoiwQMkQEUaFlurSaFggBqqqAIBEEArKyeUMvvfloWJYEJHnzNj8QfJA6czodHR0dHR0db61rEvB/5eM/jdCq8VSgcd2+bbTtNuPnTrJRqvPOD3ySm2+9mcWNCgtLy4iiSDoRxbcaNNsyIgKlxTma1QqpTI7ubIRl3yZmhKlW1lgrlrjpztvo6e1FVwPOnj7Hzi3bWKmuYckyW/fdQEiXWJ7O0rdtF5oqceHMWS5dOE5ldoKhkW0cPfoas1cu8NgPHkPGY9fN95DI5rg6V+Luj38QI5LmZ39ljD07BiCAWrOO7yqEo/BvX/0LLh07wtFL89QFKK4vEIt3k0ll0JQU6+Uldu4dY2qmyLodJ5zT6cqqzC9t8NJrlyGA6YVJbP8mpmZqrNU8rGaVobxOtqufj//Cg3z0g+8lFArRNdzHT777b1x64RiX1xdJhmRS0RiCL3PXoZuJZxJcmZsjqNY4PbPGltERkko/ZtPkO0+eIBMBXTWo1+uENB08k4mVKj09PVSCFj2ZLnJdCm1XptauYptVujNhVqtNdu7ZhidWOH/uEv3bdtI9GKExsUQ+G0ORbCYn5rF8n56uNMsrZaaXa6yWmySzIfbuGODl45NUmnU0SURSJRQ5hOdZyKoCooBteQiiAI6HrEn4QYDruWiKDPi4nkBIVRERsIMA3w3QNRVNlWm1LQRZJEBEUw1aXovF1QKaKuIqAbgu5fUS3ckcjVYZ1/dBMmg7NrKqEDgBxUoVXVEJGQouATICgefieSKaLoAZoKk6iuTh+S6+62E7PhFDx/MDAgdkZXPRmBMIKJKHLEngB0iKhCAGiKKALIv/b8D3EfCFzqKrjo6Ojo6OjrfWNQn4Id3ASKeZmjnLL//s+5AFk5WpSTaqDhvL83zoE7/M5eMvcuLcBd79gZ9jdX2FqK6zViwx1tvH8vwcyXSKrWP9zE9No4oSRkTBrDS58eZbyacztGwLRdfJGC1+8J1vYyqQ0kJs2bGHkmexsjjHG8ffoFlpsLIySzQeYddwN8+98DyOqHP37Yep2S223nALWlhl7423c8vaIv/4F3+OLeX4tS9+gampKYrVGttGBgn8Fs12hK6cyD8f+TFD193Bpz/9ccylk7x+ZppsLsFA/zBEfGbn1hF9lUvTJ9m+bZRYX5JWZQEtZBAjRqtVZ3luhXQyg+OuULcsjp2Z5Vf+y69xywPvZnX2Csg+4xcv8OJLz7H/4I38/sf+J057iZ/56KcY2LKXuVIRpWJy0979zE0cp1goc+LcU5QbJv25GA8e7KJUFji9KhEzVHYYDSxb4+D+bfQNpCmtlJlcrrC84RGOxuhOasTUAC0Wp2KJHD+1Qlh1kLQQpbU6jgTxkMiObV1cuOKiijCxVGNttYQoyihqgOMEnDi3QFdXFw4upm2h6iqBHYAMiiQiCwK27RC8+ehXlkWieohaq4ULaICmiphBgBdA4Npoqo4t+RiahO8rOIGAJgoIvocjeYQllZpj4/kyjbZNPKQTClQq9QKiquLU2zQEG1WVEbzNrb++G9D0bCJ6CM93cFwXQRTxAh9J0tG0ANd1EGUB03RJd6Vo1y2a1TaKruELPpIoIiEgKyKS4CIJIMoySAEiAYoYbIZ7UUbAQxQCRKlTk9nR0dHR0dHx1romAX+tWMRcWWbvdQdYmJrAsWyUcIqw6PJXf/4lXnvpOd77np8mH0tSrWzQ1TdE26yS1A2m52ZJ53PkUzEW51dwfBHNkLBsj2S6hwwW1UqLcESnuL4Bgk1fTiUU6aOnrxdPgGarTbVYwGtXueXOOzhw/WeYunCCf/3Xf2NmfplYyOC6gz/F/TftRUTgu//6bV72nyci+ARagt/4nc/j1Nd5+pVXiCUyXLi0QCrfy027e1hbqZHceRdf/N2vsG/3CC89rfK1v/sWqhLi1lvvI9dr8Ed/+X9z8x13oIptFmYnScSuYySTYaNW5U++9H+TCeb47S/+OQ+/+/0szCxjRGMEssv4lQnufY/G3OIKzUYDlYD73/kw4WSGQqPMsSPHcAmwrQbtlkooXOfIyz8mHE+iqB5SoLNzKM4Dt4xgtTyCmMr+hEQk5BMXRXpiMcJRWFxbZ3WlzJUFi5EtGdrzy6wkRPq7MhTOLpLqzhIVLSpOi217t6EqIS6dvYweTTPY38+zR8fRdZ1D+0f5jx+XqDbbhHCpN3xKtRbTSxfxfZ9YJLpZeSmJiEAgiFiOj+e5aLqKZTsYmo7lu/gEiKKEhACICIKP57pIokAQBKiigiCKVOo1LMcjqsmASL3l0J0yCAkBxVqTeDiE50MQBDg+hHUF14CW5SIKDhHDoCXYmJYHgkTbaqFr6uY4jSwjSyKWFSCLCtBGklSCIMBqgxYyaDbryCLoiojn+4iyh6LJgIoQBIiqhyBIaEpAILsEgowgOgSAIgZ4nSH8jo6Ojo6OjrfYNQn4cirDjnSGy+cvMDY0wFq5hCSoHLxhJyULbj5wI31b+2g3fUzbQpAlKjWXvoEsWUVCUUM0LIF0Noli2oR0g1JxiY21RQSzxvjkPDfcehsDXQlK1RKpVIpwVw/ReJKVlRXSqS7ue+Td2G0fT4DFYo2uob2876MGj377n/E0nWQuT61S5R//51d47ZXXmV1c4v4HHmHfjQf4hz//bZbq8Du/+4csTJzl1HST3i6RZ18+RXzve/nw3vfhiQ4nT5xFVCKMDW7h+RNnmThzkt79W6k0GmR0lT2jY0wslajWShydXSCs57njzlvZ2ns3/+s/HuPIyRMo8STRRJri6lXW15ZYnpuip3uUdqvO9Ph5FuenQQpx4cI53jh7jkAUmV9YIlMvMGN6xFJp6mtryKLC3XcdJi7LXJpco1arMdaXxHEU5jaaXDcSZb1YoDLnUm/YzBQ8RndsQcMmEMvEwykajouqq8zMLJFLxylWPKzQCm87fJCRXdu5fGkZc3GFrlSEV04toHg+O0fyvHJuloWiQ+BKtFwXyxOQAjbHVQQBSdhc0GV7/maQVlQ8P0AQJBzPx3dcXB8k2UeSJGzbBV9AkSQCScb3AwLHw7IlvMDHtm0IVAIRPM+j2rKIRUMoDRPL89E8j6bpIIoyouOhqjKmaSKIMm4QoCgKjgueFwAitusgK/Jmu48oIIseniDhugKy55NLpai1LAwlhCip+KJEKORhOQIuEoHnIKmbM/4goIgCLgG6YOBJNsgqUuCBKCH7nRv8jo6Ojo6OjrfWNQn4H/rAz7N1KMbf/uX/YGJyBi2eYiAdo3dojPfd+wh7tm7nzKnjlCoFEoLM+LkzDO3cgW85VKtthrb28/1vfY1XXnmDP/rSn1CyahRWNmi7AdPTM4z1phk/d4p4Ks/a4jSSFmEolcFstOjt72b8/GUs16Kvf4hyuUo4rCPEImzZcYDPfmGItuVx5eIFnjl5lPVigXAyzoO79mC5NhdPn+DE8SPsvfEh/v6rX8aVVP7b736OoF6lWRNIxKMMDSTxbZNGrU7TkPj2Y0/xq5/9FM89/hhvv+O3eeShm9F1lV092/jRK98Cs8T83BK/8Tt/zq4dvQho/NLnPsd7P/Rz9HYPc+imW/nxuSPYShQjGqVeXKW8NIcakrnvoYdJdQ0iy1BZXeXShfM8+sRjXLl4gfVygeLSAoEUY/eWQS6eG0fTDMKRGA3XZ3ZukUQmTzab4fnj56nVbBqeSDbTw/DIVmxNpzx/ht5EiHQuSsvy8HwVNZRjrhYjPjDGqfklVldf4v3vvJPevM3RN84iR7KkjFWmZhfoGRgknYwxfmkOXdIIcBBckBUFIfBQJXHzNj0Q8AIfVZbwPR8vCPB98AkIgs0bdwkRz/OwPQ9ZAEXRcfGxXBsPCVcIkJAI6Sqm5aMZEroqUW22cW2PQBRwXBfXk3ADEAOfcsNGFQXCIZWWZeMFm730kiwiK5v9+qIvoCoS+B6ImxWdqiLgejJt00ZRA6KGgW3aNNptHMchmYgTiBa+6yHJMqLkIIhsfmkR2sSjaQTRBhdUBVxXwPMdFL1Tk9nR0dHR0dHx1romAf/e932Q2vQbfP6Lf83v/vZvcv3+W9m+ZxfZbIa+dJIjx17kwsnXsZ0mO3YdZsfu67EaJq16iUa7QbbVQ6NU4srpY/zOr/4SueHt3P/gwyRiEsXVeeqlVbbt3I8niDTtgLWFi7QbdVrNOq7rMn7pMu98x/swVA87otKTzRJLR1ldWyWZSdKdjZLrSTF95RzNusrw6D40TWNscJizJ54jntzJz370o8xcfJZnnz3Cd77+ba4/sBs58IlodZJaF7YuoOsqqhZCiql885+/wYfe9SAnz5zmA+/9AE8+/iSCriG4bc7NLLF9+wEOH9zBxZOnGdy2i0qxigPU60tofpt8LM3cYpV8vo9qsUigyYiWzPLSPJOTE3QPj2DIEsNbRvnCF77AxuoaogozE1OcOvoGC7MTvH76Ircd2kMoBONLLv1buhjrU3npzAz3PPgeZmYmOH5uDlGLsFouklJdPLtJNBSl3W4SkkWeOb1MkOln50iClalTnFuEYDTC+OULqLE0sqpR2ViiZDu0Wi5pu42o6KhaCNtxwPYJAFEWEAUBRAnL83E8H1WWEYOAtuMgKSoeAX7gIQSgyjIQYLkOvhegGAqiLNOolJFFCQcfXAkEH1mW8RyPpgWSIKIqMm3LwlckRN+h0vAxVA1fEAh8HzsQEFwPXdVwPJvAlwgCd3O7rCAjieA6NpqmbPbvIyBIoEg+WiSGFhWQAhOvWicUFhFFh41KA9fxUXQDRdVQVB3f9wkki3gyRSyqYVk+CS1Bs9nEtMpEogrJZBb7Whyyjo6Ojo6Ojo7/pGs0g29i1eskNYUv/P4fUCg2iYUj1EyfMxfO8fpLj4ID80trpOJDBKJOOJ1BDan0ZnNMXTzP7v1v458eei+n3jiBFopTLa1hWRG27djK4489zf7Dd7AyeR6nBVcvXeSVI68Q1VXOHjvFQx/4CDuv38rU1Qm6+7YQTSaxPIee7iyF1SXmpq6S7+7hlvvfiRrrpbc7S//wCM1Gke3bt5Pv6SYUjaBpNyCqCbqHR9mybQxRifL0v/09b6gvsXf/fnQ9jme1eOPE63z4I4/wyY99gI/87O/z2T/8K4pzV3j08WdAMvjAez7CZ37xI+QyBiuLa5w88irxfB9f+MVP8Cd/808889QPuPngney783bmFxaR9RDXH76F00eOYsTSGHqdlSuXUcMR9HgIrySiChJri3MUzp2mdukYL5wcx0+m6R0Y5NSFK9QbJrLWx4tnZ1laEzh5epoXX3uZvmwGLZmguLrM/pu2EuQHKRZWCGNxaqXFTNtgyIE3Tp1gbGiQVGidhRWPypYeFLdCPhOlaZlEdYFSRebCfJFGwyUeDuMJEgQeptnGsdp4BJi+j+OBJm2O3LRMF0QJx93c9+q5LpIgIgkyvusiKDKCAC7CZv2lIAEivgdtx8IUPWK6jqBKtFoWkiCi6TJaSMdxPTwkZEmiaVk4jkckrCMGPq2WjaAL6JqK4zgEgYBtuSiqhCzLCARIkoIkSbi2gxGJI+ltZDXKQ+/+LNFkm/npS5htCSMssro6zcrqLPVqAbvtYpomiWScvtw2PL+C7cCuocOU6gtUqyt0deXIdY9hqBFmV67FKevo6Ojo6Ojo+M+5JgF/cDhF2R2gOXuC8aUCltDFvrtv5o1Tz3P23Ck+8wu/yROP/wvp3u3kezOcfv1Z9t56P0rTwG/D8FCEsmXy3Asvs337djLxNOMz49x4970sXD7PL376l7k8dZ7Zi+PUajVSqSS6JDM5NUsmn+eN11/mX/8hwtbtW1jeqLJr33WM9Mf52p/9Gc88eYJf/PznGB3bRasd8IlPfYRW06bZqoMCD+49SGF5miNHT9CVSfOhT/4MZ468wuOP/oiP/NyneOD97+EH//FDnnrudQ4ePsjK+Yu88cZpSqtz3HnbbXz/xz/ACNqs1gVevFzkvR/+OH/wO1+gMn+Wr33p60TSYQ4ePsiB29/Ju977AVxR5Mt//Q/8/pfeRW93iDOnz3Pj9bvxA4nB0a3UGlV8ycByA0RRQZYMVAUUZM4fP8n0uZOQyOOrUzx06ADrxRobhRZRI+Ds2fPUPI3923fy9DOPsVqsM7Z7L20PMpkcomCQCNvMjVd5flFhqaKRyYWQvTbzM8vs3buX67bpPPn886zVesiHTVqmTaklEVYUNLHN9JKJpiv4HigqyLJKOBzGc0zK5TKlagNV1TFUnXrbxHEDFFXEcj0UUUSRN0dibNdFBoJAIBBFrLaJ4wSEDR3Xtmm3bXRNwQvADzwIZCQBHM9F8kQEwUP0fRxEfC/ACcALJGzHR1VAEARM10ORZaKxCK1mG8/z3nwTICGLAuATCAJKSCcZT1FvrhPLxrnznkfI9ESYnZxio9QgrEYpl+fxHAvbXOfpH3+bWrPG8PAoVqXK3Owq27Zehxa18EsmA107yfYPEYmmUbQQsyuz1+KYdXR0dHR0dHT8p1yTgP/U1/+RrbfcSjnI4Xs2itPi+ecfJ9+d4763v5f1SgXXD7P7upswG/Msrq7QfO4Jstle9t/xDlZWKzTKG4TDUdbW1mg5dRYmz/H1L73BJ3/zt3jm8e+wvOLwjg//NFdOnWRu5iqO5PLII+9DkX0unD9HYWmdQDbIdncT01T+5De/wD9+/bv85pf+ml07tvLG8TP0DPdx8fwl3jh9hT3X7aJQKDF7dZ6hgQTxsEjLhYvnJmhX6yTz3Zx48Wl6B3oJRXO48xf5h7/8Cp/5b1+kdyDMX3zpL5m+cpWf+eyvku/tJ5xMk+kZ46MfuI8v/8Hn0YwsbRtKUws8+p0fcO8HpnnkEz/H5/7wq0RTOV4+dp6s6tE/soP6jmEEbMZ2buf4ay9Qr9aJpeIkk3HaTZNWENCdTXHwjgfYc9tDJCMiR89f5rGnf0LdB02C3rzCTMlhz7YdtGtLLBSqjI5tpSucpFxYo9CyKNcNFhbWeOK1q1z3tvcSkyucOvIig0NdRLMZWrUyxfUNRnsTVDYWMRtRCnVYL9aptUVkI4TccgmEAFGTUFAQAh/BD4gYUVQ9jKJXaTSr1M0WAiKCBG3HJvAEFAQEYXM2XxQEFEXB9QParouIiBAEuK6LFwQgBaiSTNO1cD0fTdwM7ZZno3kqoiQQCAKua1NzfFRRQFNlmm0L0xXRVBkZEcu2USyBSNTADxwCAnxv8+dLsoyqaaiShx7R0cK9xJNpLl78Ac5llWRilEwuRnljlVTXMBFN4kf/63U8oZcbDz3E2uolTlx+lWy6m4ZQ4PT5eQa7R8llB/AkGS2SIZ7IA7PX4ph1dHR0dHR0dPynXJOAHxctrr50BDma5dZb7uby8ec5O3OVgW1bSebSxONxdlk22C4za8sEeFw6e4K5tUcZ2HsHYszmR9//Lg89/DH6hvp47YWn6UpkuTx3hH/+p79D0wxieoiZy+MIuOD4zC3MctNdd7N1bCs9Pd2cOnUKLaSxfdtW/uXvv8rEfI1v/fAxYple5teL6KLF+uxlqrbB1uE+3jh2lErZRNVF5uZgbXGZYrWOpIf5lV/6OMnCLE/+6AmO/OELtF2Z//qrv8rOLWm+8OmPYjdafPD9DyH5LQ7t28Mff+3r7L35Dha/+CUe/8GzHDx0K9nR63jgvls49vyzHDtxnFqpytr5o4zmHuS/fP4LPP2TnyA4GtvG+gkEH8/zuHDuPF3dQxAsoasyoqqgx5LosoSRSBFOpagVy5i2w//8xjc48foxjr18lKmrl9BDIYSgiRtO8a4PfJRYOsPX/+MpXnfaRGIJElGd6elZvveTk2zZfpDDo3386d/8gBv27qGnp4dz4xdw3BZK0KZpC9RbPpVWm7MTq4giVJoWDdsnJIfwPYcAASewkQUZBQCBqGqgJEWiEYNyvYZluQiCgBT4OKZJw2mjoaOK4MkiVhBgOy6u7yELCp7g4SPhBaDKCg4+XiAQiJvNPIgCsrw5++4GHk7gbzb1+AJt2wV8PF/CaXsoAoiGjOsHVJo2YctF1zVcEaRAIPBBESV8H6qtJpF6g0giyaXxC0xPz5Mb6KWvfw9rK2cJh7rRIipL8xNUSwJd3aMszV9mdv4KB3a/h9GtoxQq80yunqKg+YhGlWQkg+gECG6nRaejo6Ojo6PjrSVYlvV/VPPxuc99jr/66v+g0RAIhXUESaFRrnDytZf50Q/+mcJGnUd+7Y/pysYwi4v8+Hv/QbFQp78/x8WLr3NhvsxNe24kaBeouwKZnh5SoRj5TIZyZYPnX3mOO25/O+94z0eZnDgGZouIYfDsi49RLrboyg4wOLyNaFyhsLFMLJWl2bI4dOu9OIHI8tICoVCKbLjBC089yoUli/vvvovnfvQkye5eInKF8YUSYwN9vH7sNJ/5r59jqK+Xi+fPsXDlNN/41uO8/2Mf4/D1o/yv736Hk6eOIwUuipTmFz77K3znO3+DoaW44YZbuTgzzi23PITklLh86TyeHuPhdz5MOhsimsoTxuPy+EU0PUNPVwo1lmB0aJCLF8exWxbLC9PYrsPdD9yLaiRo1Qs4bY+N1XmmJucQtRCpkIphGHiiiBExyGWSlDYqVGstREVGM1R2bB3mT//g9/jdP/4q4JNORcklQ1yeWgNEfvPj72Hy0mXOzSyz64Y9rC6XaTQr7BrNUGm0KdcsBvNRBF/m8twatiMiSRJtx8YI6ciihOttztRLgowuSyiKgh8IaLqCJAj4tku93WK1vIYQSGh6CMFxWK8WqbVsdF0mrGm4bRtRkRADCOkhHMdGkIFgs43HdT0iYRWZAMvzCYIAQ1dpmy66ruNYNrVmG1mUUDQFwfcwTZto1MDQZBRBxA18BCEgGQ0hKZsPfwVRQjVEAkHCadtUbBsFGUU0CMWSqIpDqVYn8FQcr8Hi4iKpeBc7RgdIJMNU601i0V627z+AIQUszS+xuj5H39AuPM9BMSAUCVNeW6PhyXzlK1/5Pz+tHR0dHR0dHR3/Cdck4P/JH/8RKDp4LSQpjK4pPP+Df+fPfv3TbDRsEiP7uOPeu9lz+C4wN+smV9eXGe7u5rXXXuLq1DS5TALXF8lle7jphoNMT7xBsWGTT6c4f+EMAzsOs3UozfrSDH0jY8TDIZ578km+973vMLh1Px/+6M8wfuYYLbNNKtWD62lIuooRkejK91PbmOMHjz1DMhMnF0+ye/8+mpUKrz53lES2l2RvinxfPzcfuI7xE8e5OHWVkKzSM9bLh997L5/6+K/wzLFT7Mpsp1Irs3XXFhL5OIIpUC7Os7i8xCd/47f44E+/n1//+Ad56tmjDI/1MTAwxNJMgbas8Ylf/10+85G38e1v/COe59GyfHbuvQVNsmk1HQZHhjj62nOMDfbTbtk4AWSy3ejRMFPjF1D1CNt37car1yjXC6yXymSjeaK5JCISkViYmcsX+eLv/xWRVIaB3hAvv/Qc09NLOIHDzh038IXP/xI0Vvncf/ktWh40AUOGaCiM77doWQKZiEEmG6XWsPB8MF2IhkKoYYPAC/BMGzUSQVVVlECg2WqBB15go4Z1QkoIIYBQxMBxbNbKFRzLJhoKg+BRLNcoVYqYpo2iiqiSjih5aKK62Z4DiL6Ei4vkB+iaQuCLCKJPgI2qapTqFqIskouHEANomCZNKyCsgiyImKYNskQmHkZAxvGbGIGAHg1jaCqCJKOpIrJiYFsOhWoL1w0IJwzazRaF1QaCLoIf0Gg10bUQghigiC7pZD+iAqLvULfKpJIJ0skuEtE0jXaV4ZEdGBGBaqVFNhFjqep1An5HR0dHR0fHW+aaBPzf+m//F4YuIwkBDatJNtdFs97iwrnLrF4+wdXTJzhz7ASHfva3ePu77+SH//QdUGX2bt/N+fPHeOON07TaFvc98C727tnF0sxlTp94FVcyGB1MM79SplqooqkSFhYD/UMMj2wh09XP1YuneeaJJ3FsSGXjGJrO4tIGe266n0RYw7csXD8gGUkR64+hobC+vMId99xJKqPQNn3CkTi12gq+pyASUG+20KNxdEng0omjFNc3qJeatJUsd958MwIOsd4IU1cmWV1vktM1xsdP07dzD4MDOZ7/8RM88dRP6OsboLQ+xYlzVxnrz7Nj//Xcd+/72XNghLXZJV594UkGt+5k/4FbMVIh7EaLWt1CM0LMTp7F9z1SsSxSKEJCF7h05QqiEiPXnSebjND2IZOKEYoYeKZLqdLANE1W1gvs2r6VbEJjcn6RlflVCoUS+27YjWxEePbxn3Dp6gSZ7h4MPF555RmSyS6ikRSZrm5GB3OsLs4RjSRZ3ViiWK2xurjA4uoaohfgBy6RWAJFUYiGDfIDW5Alg2Z1mfLGGpVmg2azhuAKJJJRYok4jumyWiyQiidQpQA/kJlbWma9uIoXgCxLCL6IqsoQ+KiCjOnZiKKILwoIPqiiiC9szvK3XYe2JxJXRfJpg0q5SSql09XVRS7TT9SrcGpigWLDJR7y0dUI4UiMZrtA27JIRLK07TbxcIhwSGOt1KJQruEFPoomUy7WsC13s6ZTlBAlBQSfAJGmbaLKErbroSsRYiGVXE+EbDxOJKyTSKRpNKo4ns/Y1v2U2n4n4Hd0dHR0dHS8Za5JwP+pD32MPft3I/gegejgNdpsVGxSuTSpeMD4havYYghbVIilshx75knOnb2IKreZuzpPOJHh5jvvpK8nz4lXnmNuYQ5FUMlmsxRKC3iSRG80x/ETr3L87Djd+SEGhwd58H3v473veZhHv/0tTpwdp1Fusn3vGANjQ+R6drFv5yCxiEKzXiUQFBRD4syJyxiqxpZdOxA1C2yHuel5EukElUIR3Qhj2zYz00sMbx2iVd1ger7EgZvvIBY3MHQR0zRR3tyQ6gcCsUiYpbU5jr12lMnz4wyM7GJ+do6NjQ0iMYkXn32NnTtHmL5wji2HHuL9H7iPfL6fdrPE8Z88hpYexNBCNOtF+kdGCIWT1GsWW/ZuRREdpq9OI4kqZrPG4uoaCDKiGHDuyHHqrRa7r9/P3n17GBgeQpYEZFWgUixRqzZoVBtEojqGrjAzOU2pWEFN5di6bS+pdJhoJMzU1XNMTy+R6+qnO5Mik89TbdRQpIDA86nXqxRXK5w/f5Zzly+iyBq+bUHgUfdc+rr7ueH6Q6RSKWq1BoWNRRr1KjOTs7zxxsu0y+sY0SS+JxBIMqZTI2zECIXCVAoVVgurFIslLB9EEVRFQpVkPNdBkmRcBHRVwGo7CEhEwzpCIFBvm0TiKiElTEKD224aQQhCbJQabBmQeemNJRbXTR68aZBoNMzAyBZMF468/hrlap2ubI7phVVMx8HyVMqVBp7nISsi9Vpzc0GWJAEQICHKm28E8HwURUHSBUTBQHQdEjFIx+Ooso6qK+zdvYXAV3j93BW27jvUCfgdHR0dHR0db5lrEvA/9lMfIhxWSKZyJDPdnDx1lfn1dbZ0p1go1pmZm2fb3gPotLl09DgH772HaAS+/4//xFyhzu5dB9k60oXvu5w4+jpRXadcaSAqCjEjiu+0CMdj7Ni1lam5RQaHdrGyOMWl88fZtn03d73rEUYGejCbGzz2L9/juVfGecfPfphbrt/OxnoFRQ3R0xdnbbVEyzRBUNBUmValxkqhjOf5KCr0dKUZP3+RVsNkaFs///q1r1Et29z/yc8yPDxMf1eEphmwuLSC5DZwA5V8NkQQeIiChms3ca0asVQvkUSC+UsXOP7GKW676z4E12RxpUDfyABOrcjRI29w4PAhVFVhdXaBSmGDjY0irmsTyWS54dBBdAkmrk7R9FX279+OLCkM9vZSa5YpbxQJPI8Lly/w3H88wdFjr3Pzffdx/913sXVsgHi+G08Aq2lSWF1BVnUSiRRS4NKyLdbW1vAC0CJRctk0bqPB5OwcZrvO2Ngu0qkESyvzpHJ5IqEQZquJIoexXRdXcFmdW8axPKJdScxKix898R0GR7aT7Rli+9gw+UwcURQprDZYmp/ixImXKReKXDx/nrmFBTRNIxHPoBsSviegqwar5XWuTFzF9QQQfGKGgeu6IImoskDDNAkrMrFQmIgqM5BPoqayXJktE4kJbMmE8JstrhZsNFlA8hyqZotPvetm1LCCJAYM9o7hSTLfefQn7NmxnR3DfXzjh8/xwvFzaIqKZ/momoQQSFi+hYSA5bt4joePj6ZpCIFA4Atoiogk+miGTjIaxwkckmGF4e4MJavJymqFTCjC8A13dwJ+R0dHR0dHx1vmmrToNGseg4ODZLJp/v5r/4AdybFj705mlpYxkml6urpZnB3n0P4b2DLcxdLULNv27Oaud30Yxw/IZ+OUVtcxbYvb7nsIx5dIRzV6B3rxXRerbdJoNcl193PrvTKi4HP5copde3bx1DM/4crlGXq7krRsiWod8pEIhuyzXm3iuCaCEHDmYplmtcTiSoVISEVUBMLhMMg+4VCEof4svu8yODiM2TIJgJ7efVx/1xC333aAwa4YASKnx2cway26ezIMD2bx3BY+AQvnJ3jhyBXe8cH7abjglwtoiSg333Y7gWjhIjOydYTy2jpqWMW3Gnzvn/6Wrftv4q4H34FVXSGZSPPqiy+xulwlmYwzN7PAasHGl9ocP3kRu2UxOtxHX2+OYrnO6NYxHhod4d3vfjdf+YM/4vTp8zz7zCtcvJhg386tRJJpMrk8oUiMertOrd5A1TUi8SgjEQPLdGiVy6zNrxJNxhjespXS2ga1dp3GYh1ZUBB8gbnpRWq1OoNDPSiySLtpEU3FaNdraIi4IZHBsW0M943Q3Z3DskwsM4oQtIhlQkj6FgZHhjHbFsuzkzzzxGO88PLzbKyvEo4nkOQAgoCRnl52je1gfnGJ42dOUG9ZBIJPTDMQJAXPN2lYAdGowsjWHkYG+lktaCyULjIY3kqjqSIENWquz67e7XQnbP7hB8/xxIlL3HXLTZw+cwmFSQa29IKU4vSMyc27FT74zkO8fPwyvh8QDuk4eKiKiOiHaNkmiiQRVQ1cDxA23wg0XRPREQlFDEKGDIJHWJIIKxqFSpVyoU0+FgGl06LT0dHR0dHR8da6Jjf4f/hHXyIe06nV29RXFvjyf/8Cse3383O/8mmWZ2dZnJ9icnGFHTu3MTiQ5dgrp4mm87RrDYa2DCK7daauLJHI51memWPrzh3ce9c+Cg0Tu9ogkgzj2R6rpRrJsEE4pFOqFIlqCvOLBRxRIhoxKGxUyff20N+XYnFhjXbNpG03KZZqtKotapU62e4orz3xJGfGZ9m1bzeF2QLD+6/nnrv2szI7y7Y9O/HxWJotcPiOgyCJzE5M88PvPM6J137CltQE93/iz3n7w+9ncX4BxIB0Oo1TKzNfaLG00SKVUJm7OoPlCdxw404adQvJ0PBbDaw2xLNhDMnjG1/5KucvT/Izv/IZMqksltXi2aeeZOfO3fSPDiKrYdpewMr0FJW6TV8uwZkjr0IoQiieRlNkxsaGuPW2m5AFEds38ep1PvYzP0fbVvjEpz9GJBJhbGiASr2CY1lMTc5gmy5ve+BewhGNWrlJs1agXGoST4eRRA0xEGkLAZ5l4zomyUQaAZdarYYoykRiUdaKJQLLIpfLMDE5zsrKCsl0nh17dyOLCiFNJxbXsRstWlaLlbUq0UgITTUQAoHLZ9/g/PkTTE0sYoQ0vMDl6vg5ksleDt5wC8lEgqX1Ao89+V1mZhcR3tyaGwjQlYpy3+03sF5poatpJiYvs2Ooh0gkwpnpOXzL5ZYbrmdqfpJXXr9IpivF4d3dGEGUk4sVLMvijt1xcl0jDA70sqNH53/8zfd45fQk2VQUPBdR0rB9CIIAURQAME0LTwjQJBlZkBAEiBkyjiDhNOsIeHRnYiSjMZqOQ8M02SjbPPjeD3Vu8Ds6Ojo6OjreMtfkBv+xJ55hZNsWbrl+N/HoDm5724PU5ATrhTWa7QamAO9+z8PMXT3NC8++wQ03H6RZrxEZ6iefCDO/ImLEytQL8wx1p2jVC7z66hlETSIdMXDMCuFYHEWASrnI0987SbKvi77+LOFMAq3lU681SEZ07HaNc6fXsRybkBZFcG26sgnS24ep1lskojpL01O4RoIdO65j+7u7UUMatuWhR+JUWw3UQKFZL/PMk88zMDpMKhVjtF/hz197nsXeCHL3kzzz/aPkd+7jpoMD/N2PvsMHPv1+mrZALhNC9lxcx8G0XdaXVnF8GaHVBCfAlwSsVZP+0VE+8KmfJfa9H9OoNUllcpSW5/HdAPQw0UiE6akFyqZDda1IV76XXP8g3QPjrG7U6comWJrfYGZuiZWVH9LXN4QWjdOVkhkbG2Pr9t00Wg3qpsPQ2BYy+S7q1Q32H9iH7zoEZoNCq0azbhJLxEkCpUqFRsNBiyQY7MkRz3dRqRYolyuEQzE0I4Suq1SbTWQBap7HeqHI4PB2st1DtGp1aoUSsUSUludiuQ6arOC4ImHdYH2jSDIRI/AF8kODDAwP4QU+5fUSWkijsLrC6689z9WLx9HScW69/W6+cutXuTh+lUef+CHTk1co1aqsFetMzq/TaFaJKBW2dWU4cuYcowNdLK2so8k6R06cpNyqIwg2tmuxslojnYviWEWMcJ5wbhuOuczzryyi3r6P7aMDPP36FWwrwPc8UJoYcghRlPFEAcc0cQKPwHWwvQBf9VB8gVKtiSwqqJKK55oIVkBLqIASIqLHyI+GrsUR6+jo6Ojo6Oj4T7smN/jvePf7uHz+AlYj4L/+1s8jihp/9Kd/gyX43HfrYRqex9z0HAlDBdslkYlRKzdpVNbo3X4Dh/bv4LlXjuLZTfbu3E4oHmZuapGZhRXyyRClYpVbbruZeCqC1SjxlT//LoduvZFkQqFnoItEWKFQbrG63qbVahKNaUhBgO37lJeLLC/NUQ/C9GcCzp2a5O2PPEw6FSGSjKGpLguzSxx99hShTIbcwBCDvSkkSUDTYW2hjGEYGGGRky+/zqlTp3j6R4+zY/f1fPnf/4Uz/+s7fONfHueXf/9zJOI5bj4wxoVTlxBUH8QQc4sbKDKoqkoiEaO0UUKUoFxqIofj9PaEWFko05UJ89T3v8fRE5cYGNnC/Q/cSWNjkReOXqCrZ5j+wSRrM9NEUjmSySSeLhPVEjSKK8zPz9M3toWV1SJve9ud9PZkePHZZ6k16vimg5FMs3tskPVigXQ6jaqFkDQVz9780jE5eRE1lKKrq5u1tVUERcOQfSzHJpNIEk2mkBWFZqOBbbmYTpPVxWWisTTNVoVcrgsEgd6eLhAUZmdnCRkKvqigaQrRaJzZuTkmxid45J1vJxbSeO2V15HUMLl8GkVTKRU2SKfz6JLC+XPHePpH36dtm+y77hZ27NiDZoRpVupcmrrMK0df4uQrRwh8h3BEREBludpm60g39XIT24em2SQZjbGyUSGTifLhh27h7Pgip89fYOe2A7zz7fdw6czzXJp1MMI+D928n+/+4MfMrVWJxfTNx7WKgO+BZ3o4soDoeAQiBAJEVJUgCBACkH0bSRIQFRVcB0WS6e1JIKgGtZbNnpvv7dzgd3R0dHR0dLxlrknAf+Cet/Pov/6I/TfuZ/8Ng7w2sUp1o4lnVVhdX+P2m2+hubrCLffdQ9iQmJqYxKoVWJqaR85u4abD+9ko1wirIoKkMrtcIhoN09OVJR5ROPX8cxy9Ms8D993Pd7/1b4zdcoifedf9TJ65QPdQkoF8jNVqi4n5GpIgM9AbpViqUa616emL88S3f8TRp75KWG/z4kmF7bsO8PHPfob77hnmledP87d/9Q1OHH2BlujzgQ98gb/6xv9gefoS1ZZFudRCEQVcZMaG+jjz2mtcnprk4G37OP3iMc6fXufn//tnWZqdpLG6zo59e9i6rZsrFxfJdnXT3RujXm7j+z5GSMJ1RKLpNMgt5i7Ocf7KGlJIYiAbZ35ujvEr04QkActrYUTSvOOd9/PUEz9mfHIJs1ZBlQXyA4NUq3W0UJjVlTUiKuzcsZtq06RWb7H7+r10ZTIk4mEkyWJ5uUi93sD3VdLZMLMzC+zYvQtdcdECn7ZtUSpWQVBYr1TJpHvQNZhenEe1fWK5NKFIkmhYxTJbaHqYxfl5LLdFMpHGsUGWXSzHpLt3mIXpy8zPz7F7701EQ2FUTaPlOhQ21tGEgMH+XkIhnY1SGbttYrYsXE8gntaR5Th6NEVc8SmtzbGwtEi5XqNarZJJ93Lz4TuoVaq8+NJzrKwssDI/zcvHTrG4sgywucFWBNP733+hIgI+9x4cpmkGTC+WyWdSSLJLtmuAgBCvHj/CPbffzsbiJJcmZolEIsiCj4+A6XoEWEiBBqKCKAsosoQsy3ieB45Hs91CEz1k3aDpyiiih+A4eIJDdyrN4be/uxPwOzo6Ojo6Ot4y12REZ71U48/+/svEEmGef+IxLh29zCPveydObYqrKjgbJd73Ux8g3Z2nWiyRu3uAmCawvrpG3fQxmxV6u1P09ebxTZt0MkIsFqFereK7Ivc8/ABTM1/mh9/+B6JeiVPPrnPqR88xNLaXP/7yJzl7+gqlho/k29h2m0rRYXmhRrI7wsyVDbr6U7z/zgR//2MFy1/hhRMn+Xx3F8lolPNH3uCZo8+xb+swmh9w4fT3+d6/H+bOw9tZPHeR/pFRgkCg3jRZXFnk0NvvoX+qi4fuvo9KW+ONiUtUpk5w6uXX8DyNRt1muP9+entSTM4uEgr1YVoBNdMnJkVxfYvvfe0blGar3P6eG+nf0sfi1BxHj18gme3jnnc/TCIepl4q4LWblJfXGBvq59Att5JLZzh/7iSrxTqCsEYul2NsZBhdk8hn8uzat5VXX36Rl48c44aD+9CkBM8/9SpiJM773v8Q1XINn4CBvjyy10RQQyxv1Egn4vT2JbE9m4ZpUygUCAKHeDhKojuGYYSoVOtMrS/jWC2i0Ti5XI5irYTvBmQyUUzbQmrLrK+ssnX7XkYGh5ibW0AURaw36y737tpNoVBgdqVIT1eeABHnf1dnNuvU54r09nl4zVWKgYakx9hx4GbMVhvwiYY1bK+OL7d5212H8WyX6cll7rrnnSiRFNVyDUEMsGybWqmIFlZZK2xQKdQJWkUWZy5Sqc6yUm6Siuh4QpRYWiMWVinaMtGuLTiXJxACARcRP7CRZQ08EUEU/p/27jtKr7Mw8P/3vr33Or2PZqTRqHfJlpvk3rHBBeNgklCXhV0SAqSwLBBCFgiQhADBJMZy73KXZcnqfUYaTe/l7b23+/uDXzi/nOTsz0sUZ1f7fP5659Wd5z5ndJ5zvvPMfe+lIpeolCXyhQqVmoxakihVyshoqKjU1NJ59HodsiyRK1dQK1Qkk/lLscQEQRAEQRDet0sS+Nft2onVZiSRSLH16uto7WhnaGCErTt2csPNdqqSAoVGSyyVRSGnSS4GGVoKkoqnWL52HaG4knxwiWI2xt6X99O9ZivXX7sOj9fO4RNj+FqaaWhq4+ff+waf+eyDvLfnJa596Hf53O/dybOvHKGrq4NOt8TQxTFOHB3AYnezdstyKMvYdQWGpmaYD3eTKg2i1bn5vbvvx2stEYpmefATtzM0NMSJoQEMehWppTDf/PRniPzhl9FSJlfU0NHq4uTbB3A3dXLFtrX89FvP4PH18csff5PwzChHD5zkpSff4uEvfIn779/KxMgoK1f3YTJqOH56DJPLg6xQMTEewNtgIpqJ4Wn34rG6sXe0YrVb4KyShYl5LJt6sJiNzC7EaKlvIRkM4jG24avzo6RIIJzCaHJw14e2EI7EWL+qExQV3jhwjnfePU7/siZKWS2zCwtEIwGCyTQevYK3X9pL78p+2pf14nK4GDx3nnIxQHt3M5FIikxRxuOwolGp0Tv0aHQaqpUSyUSCpaUQbr+HhpZWIoEwKrnMxMgwVreH6fHzLGiUdK1cSY0qtUqVxcUgDocdo9ONVq9FWZXIVcssLSyi0+lwOawEAkFkpYK50YukC2V6eteQDc5xeP9+TCYH7StXkI0HSEcW0Zlt6DVqqNVQqcCk0yLVirz+5hssLEVYu2UrLd3L0Ks1qDRKisUiGmQsDg8ASqVEppAnGY1x/uQxfvEPv+Tw0UOk44sUkzHU5RL55AxlSUe2AtloDCTQqUCjKqBQqKhUKqjVSjRqMwpJQpaLVOQack2BLJcpVauo1WpUyGiVOlRmNVSrGPXqS7HEBEEQBEEQ3rdLEvhGg5JoLIBSqSKfL+Ovq6e5pZ5STU0+m6JUBZfTTnJxgqX5IAazhmxZw+JSEuVokEQqiVmn4tSJ8/zlf/se67YfZuzEJpyNrfSu6aFWyNHYuYqv/ehH9PR1ccsnPomklTj47mlmZyJ0tLbh9liYHo+yectqxsfmcXsbWVgI4G5uQKrkeP6pYQr5JZTuPv7o25+G4gyphSB6p4Mf/fJ7/NdP/gHPvLmP//SFP6Kr0cVisMSHP3ErLzy3D2p2Wpe1YbOZOb7/EL2rVvCgZzlWjczf/PgZVmxew/V33cKmbavx+P0ko1HiiSw+v5dS7ASJbJilYBZTYydXbeyHXIaFQBRvVzsnDh5E7/Jx753XMrcU4YXnXyezmKK9vwvHigas5lZKpSonj51jfm6aVCqL3eulhszY6EXKlSJup5NCvoq30cnQ+TnWb2zDO2ektauHxf5FBs8OYtRJnDx1lKVwmJ1XbUGmRCaT4Z1X99GyYiX+eh/qShFZUaVcllGqdDidfro7jQyNjDJ49iL1TX6kmhJJo8Ph8xNPplErNcwtxKhrLWFzWrDaNGTSSaZn59AY7ZRyMTKxCFqLjaJGRzwex6DXItfKFPNFouEQTpcNFXmcfjcOjwe1ykg+HiEUiaDRaHCpNZQyEuMTs2jVKswWA5UqbLz6LqxmE5HgItVcgorBRCQYIhoN//ozD8koqloNWQWVSg2jycZt99zDHXffxZ7H9pBJR1iYG+H5F19BXahx6223sHHtDiamzjM9O8/E5AjpfBlZqiLJCiiWkIhhMOqQUVGuVZDkGgqljFarR6/V47M6qNWSlCtlXBojNbl8KZaYIAiCIAjC+3ZJrsH/4ud+n0yiCFIZp9eOUmOkVq6QiIYolBVolVDMJEims2g97YwOj6PXmXH7rIwOj2Gx2Fm5vAOlWmZ+ZhpJIXPuyDlCkSy9q3rxN9SzbEU7DV432WqeeCjB4uwiKrWBlSsa2b//NEq1BqfThr+thcDsJKePz7Dp6g2kUgkWRieRqjlC0+McOTXMAx+9HYtZzxsvvMxPf/oaX//e10hGZzlzdhCPrwlX4zJ2X7sJj+PX9zSvFEsolEasZiX5QoVnf/UCP/wff0HH6qv5ya9+TH5plB///X5233gt1167kkK2QDabxmg0o9PViM3Pc/rweUYm5vH1b+TW27aw/6kXSVaVOGx64sEYqYKGnbdcxek3X0eHktsf3M2Fk4Nks2Wsbiv5XIF0LIO7zkI2V8Lq8mFRpnn8iQMYO1fS7LLQ3djMqdNHmJia4MGP3Ey5akStrhEMxUjEUxw++A7TU/M0+upZs6EPpV5LPJLFYjLi9DmYn5xGoTXS3dtKOp5GUmixuS3Uu2wszicoFLK8/c4BUsUqmzauRW80EJidZykaJBlJ4HKYaWxtxGJzQKWKQlKTK0RJZwroFVo0JhNVGUqlGlq1RCYWp6KQaGtqQaOTSUQTqBQSFpcDKjLlqkymWKZaLJLNxsjlclgtTmKJMJHAEl67k7qWFkqlEgazCZ3RxPz4DPmyAr1Bi9VmwOVyUClCJB7AoDOSyeYpV7I01rXT1FDP1OQoi6EgFwcP4K3rZPdNH2JybIyF+QChaIRaSWJyehKzw0RscYFHH/s7wrEEUk2BUqNEpaxhUOtQq9VUaxVMRjXqEtSoUqkpqNSq3PbhB8U1+IIgCIIgfGAuSeDfev31JJIFdMoyTe0tOD2N6Ax65qfH0KnUVKlw9OQw66+5kenxMWKRKE11fvpXtzM+Mk1ZUrN2ZRfZbB6pIvPss6/Ru76flT317H/zBMhllJKC1194nbKk5YorVuLyulAZDNQ3NFDJJSnkK5g8bir5CgffO0ZfTycrljXzxnsXaOppx60p0tRoY98LT/Hw7/0JmZSMQVujUkuTy1RZu2YNNbnI2VNnyMo2zo6OsLxdwbHjQ+jVNlq6PeSTCT7/yFeYmltEbyriaOvjtm3b+cXPf0peqaWlcSXXXL+dO+64CpPVQi6RArVELlvB63USmhzgK5/8r2Q0Dq6556O4HUosKiPDozOs2biMgQOHSCg09PU1YqhUiSTL+Buc5OIpnA1+LFYTc8OTKFRaNGYzCo2CxEKQ8fNztPc0c/yNN3Gu3k5rg4mzp0eR1LB69Vp6l7eSCoe5ODzKQjCKVqPkvXfe5eCh8/zdP34fn1XH4QNHMFrMdK1YQaWYQaO34XH7CAZncdqsqPQWjHo1YyNDvPHmQfwWB3WNLpRGG5lilXKhysiFYZQqsDltGA0GcrkcVMroLVaMBh1OuwO1RkWxUiFfqqFWqcjn0/i9Lgw6C4V8imotTyISxV3XSDoTJ5fMg0KBQaNFoZVQKFQoahqKlSILczOk02lKxSwedx29q1awOB/GqNOz763nKZZUrFm7glyxSm9XD2UpS2N9B7lsmUwhi0IqozdYsJu0TE5OMzs2hFKZx9HQgxYFao0SndlFIhbCoNZjsXmZn1vkqWee5rlXniASjgKgUqowGdUY1FpypRJqGSoKiTI1lDW476MPi8AXBEEQBOEDc0kCv8HupqmuHkd9HelUllVrlmFx+YlGQrjtFlLpJIdPDtPWv57U4iyDw0Pcet0VPPPkKzS3tZKP5bF5rVhcBs6eHOTo669hquvkM5//LC6vBpVSIp8sEVxYZHJiAb1Zhaac4NjxcRbTSj73pY/T1+LiiWfewt/gZejkSXL5GjfctYu9z72ObHFy3YZ21mxYwZ99/ov8yff/jianFZ3WSE2tQFErUS6WkJQq1EoVNquT7VfsIBqp8fHPPEB9g4bYUomf//CXPPrY37Ju61oMWgtLS2m6Ol0EIiESsTK+tja2b+wnEqjxobtvpnttJ7JkRpGd4/GfPc2qm2+nQzvFf37o0/i2foRb772daDDDlivXcfHMIc4fH2AmWcBSybFu80bWbNoE5TQH3zuCWmvG6HCybHkvg4cOcO70GfytXdywawcOi44yKqZHzjM9FmHDlet58bX9eNxWtJIWg9VOTS5jtZqp1cCgM/Lq3teYml3CZnXjdKmYvnCGqaUKjc0uJodHuOKmO7n1+q1QTFNCQSpToVwq0OhzMnj+PEqlGkWlwvjEHAaLDWedA63BTjab5ezxY5gMNowmE6VygUq5RlmWMBoN+F1WSlXQ6DVodSbU6jL5TB65lMdhs1OqSSwFAuh1GtQKNRq1TFlWYHe4cLvdBINBarUaFpuNQqlCLpcjHk6RzUbQqsvUZC02k5NMLkqVKtlgitMDZ7ntnjuZnZwgXy3z4Xs+gsVm5qWXXsLraqSzu5NcMU0ivMRLTz9HMhagf+0a5EqWhu71KGSYHB5GadDQ1NKLz9HI3OI8b7z5Ms+9+BTzswvUqKJXq5AkJTWFjCRJSFSRlAoe+ugjIvAFQRAEQfjAXJLA/8hdd1GqVElEgphtFixmOxVJT3Obn8nTJzk1MMzG6+/m8JHXefIXT3Hl5nVMT8yw/+3X0RpM1NXVYTTpSCXSzMzMcOdtV6CydPLhRz5OZ5OJseFZKuUqbSu7qHc4qZRzjAwNk02XmL04gWS1sXpLPwffPIy7tZmVjRb+y2e+jGfFJnzqHNbmbvTlPPlslAPvvMbxM5Ms62tjfnqSTDaPzmhArlSplqvIiipms5ml6Qkk2cl//+EPafCq+NIX/pjTIxdY1dNKaCFK1/K13Hv3TTzx5LMshAKkgnEaGjvYuPVamuqdmHx1rFjfRzaeRKfTUssmiBe1KEpRMokRFoaCtKzbRVOHmYWxRZ78q79kTmXg3o9+hHVtDmxGLYMXEzQvbwW9BatSppgtkShLJMJL1NsqeLx1pNJV3E2taLVanDYjpVIKFTLTE9P89fd+zGxOxe8+cBP73j7PjXdeg9NholzIYrT7cDgcJJYWmJwJcG5oFLtJx+L8AqVSCUW5hMFq4YprthIMJDBbDDQ2eTAY3HjdJpbmg+SKaVRInDs/wdzsPHIxTV5WYbS40CgkCsUKMjUUKDCbTWgNCkplBdVyEZ3JjFqnppjKkUrFsFmtVPJJ5EqZdL5EuZJn3boNzC+FUel0SJUKqUwSh9NDqVAkFAri8/mwWa2oNEqSqSypVAqTyUQxncJlNaCz2HB5G3D6nMQjUbLJHM89/yzqWoamtg5aOlehlsssBRfZtG07crVGLlsksBRDY9Cw/9V/RG/QcMW19/DOm3sp5oroDBJTs+P09W1g3fqryaWKvHPwNfa98zZT0yNMTE2DrABqKFDitFr40P0fEYEvCIIgCMIH5pIE/lf+4A+pSgqKyQhvHTzByOgULc2NGIxWJgcPMToyQdlgZ/D4Qe644zbMWj3f+e4P2XnVNqLheZKZLCqdjiZvC/lcArO3gf51GzCiYfD0Uc6eG+Kuhz/F1VeuJp3K46vzY3RY8LuMlDIxXnxhP1qnG2UFirJE1/J+TOURvv61v6C5xc+6TVczNR/iT7/0OWoSXH/jTXR39/DMnn+kUitTLFSwWO3kMmV0WolSpUAqlcbhMOD3dGEwW5mfH6BUlnF5G5idXeS22+9EoVYxPDzE4liQG++9k+Wr11LvNzF4bICOdeswqNTEIwvobE5WdHWglPIsLcV46rmD9K1qZNXyfqJLQY4fOYrTAsHoFGfHEly/rpuh8RDbr99FS3MjS4EIscAMgaUcG3esY2IhgsugZWFwkKVwgJrayk3334HXZaacqaJSwcSFCzz/2lsoVWpkNJhMJtxeL6tXdVFX5+TsyWF0GjWdy3vweetJZmMMHD/O6NA87SuXMTV0hmQqx/rtOyiXq+ilGguzo3j99bR0tpOKp5icHMfrr6fRZ+fgsQtEonF0qjJ+n4eKrMVs0RJPFlCpVHicVuanpyjVJNQaIyVZgVStoVKpUCtkovEwKr2VBp+bVHCe4++9R7aawmT10NTaS1NzM2dOn8TrsdPc3EwpX0KllAkEQigUKrz1DVhNRoqVIoVSmXg0gc/lJBIJcGFoEFmWWda7jutuuol/+Puf8ehf/w33/879fPhjHyM8t4BKq0KrM2Gx6vB5/Gi0auampvnmN/8Yn6+DuuY2lFUoFPIMT1ygmk7T2trByvVbMdgs6JR6CsUM771zkNHRUeYDM7x38HXyRQWf/NTvi8AXBEEQBOEDc0kC/2P3P0RDaz3KWpUvf/n75Cmgk4scOfAeXSvWcOuuPn78l3/Fqm138LWvf4Y3Xnqd4dERXn7tVXQaI9FYgEq+iN3t5/o77qEQz1Ct5ZgeO82pk4NkMmUe/OxXaXBW+KM//j5Pv7CXnZtbuDg2j95sRa3XMT+1QHBugbGpGVauW0UpOMeev/wmjp4+PvWlT/H5h7/AueGzOK02VBotRoOa2el5GjtX0FrfQDYT4a57bmPwzGle2XuA63ZfzejwCHOLQexWHalUCqvFwxXX7CaZyqA2Spzc/x6RUJU7Hv44n/qDh9EUinz7z/4MWevg5lt2Mze1SFtvG0a5zMRCgObWJprq7Hi8Xi4MjHPw3UM0Njeg11jROGyEJg9z7p0XSakauWrXlahKRd55/RAXzg9gsLooyUUsah1KyiTjJW68aTvJZAxfWweZWIF4Ts9td21laGIJvVpiamKGrTt2UqslSGZLvPLECyRiEdZt24FGqvHuW3s5fOQU6zZdySc/+THqW93EQmkOHj6FQqtm3epeQsEISpWWeDxOT2cT7XUapmYj1LW0cODdIzS0LGPDumVcOD+KSmenu93HhcFhpuZmseo1ZPJVdGY9Wq2W6dF5KtKv/0IiyZBLpXD5vThcVuYXQkSCcWx2E6VigaWZJZKxMEh5ajWJ1o5eOnuXceH8EJIsU9fQQDKdQa1VYVSrQKlCpVRTLpdxuJx4fF6SiTS5dI7xi8d55+0j5NMBGps93Pjhj9O/Yj1//9MfUaxmaHa72HfwGDfdfhdms5nVK1bh9HlQq9UU0jGGRiaoyErqPQ7yxTIqnYOxkWGOHnwTrRbsbg86tQ5ZIbNi+Rqc9jpK1SwjIyOcPH6GYiUpAl8QBEEQhA/MJQn8O2+5Eao1yjUNlZqM1Wxg4MIA7x06zn33P0z/chezQzM4/C7OHj/PxNwcC7NTjM4s4vUaePnZ53F4G5lbmOO+h7/ATddv4dTJo2SiUSZGhwgnq/ynL32VxNwF/vRbf8NPH/sZzW4nmVKZcCyCweBAWSuyFEkhl5MMnBkin1Xw8EPXkJ+b5RcvvMuuB+7gwr63eGnvMdx2E8ePnWP9um046kyghPnJs7gdrTgcBsanJmluXk3/8lZStTQH3nqZ40cG2H3bx3ngoVvJZhL8xbd/gMds4faHHqGhrY7F6Vlmzpzg5794mo//4R9xw3UbiMcy2B0GtGioyWUWlhL4vRa0BhNmRZnp+UVKSh3JSAi1ysSLjz+BUqmka3UfR187wGwwhMljw2Fys2ZLH8lYmPNHTrEwN09bdztr1q7F6vOyYs0aZFmmUq5RV+/BZFATjyYJxzK0d9ahlCGbzvDacy8zPDyDt8WFxWZkXf9ynvjFPzK3FMfl9NO3ZhW3fegGlBQ5feYiSpVEOVdidGya5u5uWlrrqXO5sOmN2O1qjp89zujwPO1dvTQ3edCojSyFlohGo9SqGmTySDUlFpsNo1pBOl8imc2RzuSRqzWK5RLlkkylVKZUKaPXKVEpJfR6PWqNnmpNRbFcRinnWNHXhc/fzGIwwujQRaYmZrFYrVQkGUWlhlavoVQq4bTbMFvNWMxGSqUSkk6HTqPDaXMTWpzgz/7gv3Lw1Bm++mff4OGPfZTnnnicdw+8RTaeprGpGW/jCiwuNbfeeis6jZZMIo67rpFaufTrJ9bqlCArKKNh+OI4506dJBkKItVkrFYrFXWZSimPTmtky87r8Vgs/MX3/1wEviAIgiAIH5hLdBedG2la1s3gwDDNPgtrNm7jj7/xXbLhFA8+cD1LswG2XLmBRCjD4cPvUVCb0aqqHH7vbcYHJsgk4ixFFpkOxvnOd/+cTDzG88+9iMPrhHwBq6eOm+/4EC6nB6QKkfmLJDNa9Ho9oyMXUMkS3WvX0r+ii0I6Si6ZRWFzMnRxgvU9rZzZ/zoHhqN0NXtR6e185J7rGB2aZvXmLo69s499BwfZ9+pb7Ljxaro6mtBVlWiNFcZGFjhy4jgz40PYHS3c+/DHsWkhla0wObtA64pVXLlzC4PHjnHm5EV8Hi2yQsuGndspFys0eq0U82kWgilaGupIJGNIaPB4TCwFE+QyWfKocTltxCNROlobsVutBKJp0okQoXAKl8dDS4sXhVwjmsuhVqtJBCOEQhG0GiMdy5ehqRVJpAt4PBZsJj2VcpFKscLQ8DyxfAqHxUpbs498RUalUpOKLPLD7/6U1WvX0dLZgNakw6DVsefnj/L6G+/xqc8+Qkt3E4cODpDNl2hpdNG1rItMMkGlWOGOD+8mHEowdu4igflBIgklTV3LaG6pJxOOIClq5GsaarIClaKKzWGnVi1SqVZpqPeTy+U4e/QUerONChIajZVyuUo0FcNqNeGwaJEBlCrUCiUjw9PYHA7MJhUKhYK+1auIxsIsTC+QymSwmqwYLb/+APGZkycoVwo0NTRSLZaRNFpsNhsarZL5YBKr0UIpG2Xowhk8vjrWbNyOQmFgYuAkr7zwKzZdeQWtnV1Mjo7Qt3rNr5+iq1Thc/vQ6jWoFBKVWhWlSkOlXKZUhcnJSYYHzpPPxLEYNMRiMbbu2EU0EaK1pZ1nXnxWBL4gCIIgCB+YS/KgK1drD4OjE7T1dnP8wEFOXZgnEsly+3WbefXpF+ndtJWRM4f58d88S9+O61i/sZVUKMnYiWPMJ7U89ewefvG9r3PszDn2vfoKGo2OzuZmaioVFYuCDZs2MXz6FBZvA/19vaSiFeZC00xHEzi1VSqpGp2V1fSv6uLtV99EZXPQ2+nm3Rdf5dVwintvv5v0S/sZHpxm9Y4W9A4D/mY3CrnG6NA40USG1qZOZkYWUGDi6h2rkMtRZDnDyMBxltJldlz9CJ3LOpHLRRpMFtpWrkFv1pOOBOno7qCtw80be8/SvWo5DrsJuVAmk8oil2VsZgvZfAYJJflCAa3OhUGrplBQ4jCYqBSKKHUWyko1drsWjVrC0FPH9FSEVKGMWqqRyJQwKiSWFqM4fU6aGupxe+yEQ4ssBGIYjSYiwSiFjA6dTofZpMbhMBEdz1I2lpieWkKlUaDW68nl1dz7Ox9FzmcYvXCRX/7NU9z9iQ+xfdd1FCo1ntvzLDfcciVd7Q4CoRyRZI7pV95hbV8Tdn2N1599EU/7WhwNLcxOz9Hb3wRqieBSgCa/jeGxeXQGC0okCshEwxGMRjNzM+NoFTrMDhO5UhWHSqZUKRENjbD1qmuw2FZx+NApZufjpOIB9GolTruLbCHJ2LExCoUCVouBZCxLU3srRouJqeEJcrYMTcp6jA4nTc0NHH17P0sz8zS1NmM1GggX8mjVasrpFBVlCbfLyg03387czBLUStQ3+lnWdTNtPR2MDJ2hqaEZnUrN0mKM/W++RGBhkutufYjb7r4VuVQgk8yhREKlUZOJxfH76+nrXU0qFeDMkYPkSjA9N8LUyNivbxUqCIIgCILwAbo0l+g89PuMnhskGo0h14pMTwb52p99gVo2yYljp2ld1sNSOMi508cxmb3ojT48LXYKY4PsffUdbnjwY2SC4+g1En/+vZ/R3tDGts0rePnVvTR3LmfTpk0MDZzj3bcOcMdDH6O5ycGbz77KdCSMz6zl2MkL/KevfY377ryev//bH/GXP3qFr/zpV7nr9k2kEzEkhR6b3Y5ZX+MrX/4mBlc729a0E1oc49yZUZZtXEODp44LJ45y+vwkDo8fs7KA2ajj4KFJmlf28JGP3YOSKrl0gUwqzVIkTXO9mWKmQkWtY+i9t3j9nQv87Mn/QTYaoVAAjVZGrzdSrZTIlcoYtSoKxTL5fAmnU8+58/Ms625Ho5I5fOQ8oWyRZR1tdDY7cTjtFHMFVCqJTKGCVqvGpFdRzJfI5TLo1SpC0TSHj4xz3S0bqXMbmRieJZwp0tXSQCGXZ2V/FwuBBV579QThcBRJruCvb6Ktw0OtVEStMeDxuFiaGePNV47R2tnJyo1dnDhyihcee4aW5d10dvgoywq01QrZfI7dN+7i0b/dw1JY5js/+UP0KiXf+No30BitNDgt5KtVtl29Czmbp5CPIulNqDUGpFqZYj4LCg02s4VENsjMxCJyRcHc5AgoSzi99TjsLlpbW4mnC7g8TnweN4lokMmxMULBOGOTCzS0NmM0GvF6vShUEA8ncLos1JRajEYjxXyWeDSBRqqysDSPWmfGYjbh9brJ5XKkY2mKskxjgx+tXoNBb0KrU+JyuVCr9IQiEaRSnoVwmOPHzlCIB7j+hpvwNjXhrveSjCWZnp7FZDXQ0dBEIhFBrTfgtjuYmJknEk9RK0oEw4vMz0wzPjUsdvAFQRAEQfjAXJId/H/4wV9jbenEb1USnF3gd+6/Bb1OQyyn5qa7r+PLn/8T0jov11y9BZVcRqPSE5yYZc3mKynklvjd++/kdz/9x2zbvh6P18XQyAB1LR4i8RyuXJJXX3qeqkpDa3sDb7/2Bpu3bMTV1EJH/2omL17EbJ7hzefexu+xs6p/LZ9+QCa0uEBelvB4PERDMaYnxqGUByAZmmdqPMaTv3qbng070RbLvPLSPu6473q0ejsTcyk27NyGWqnm1of+My63mvMXRsnmq5SLRZLJFJ3tbiqlKrKqhN1YZWIyxr3330Y+kSSTzZMvQLffgyTVGBkLo0KJxqEnFc8SzxSIJhMszC0gKTXo9GpkWcasUZJNZ5CrVtLZFBa9mVq5ApUSc7MLFFHS2VbH4kKY8fFJJiYniURLNLa7ibkdmHVabIYqc4sLJOJZxqaXoJxFp9OyaV0vx46eJ5srUJFVHH3rbSZHI/zOF3+Hjdu30b9hPZOj84zPRbn+9htY2dvJiZPTnD11lEP7T/EH3/g83XYN4cUw9/3+fYwMT/DO3oO0tPoxqBRMTwboaHSjrumwmk3klErMTjuR6CIzU9PoDAaaWjrQSmlcVg2BYJlYqsq69b2s2b6Z8yePM3D8FLo1NpaicWpVKBQrnB8cQWPQoVZr2LhpDWu37yAWDjB8cYpoOIbKqKe5q4laSSKWTJCMR/G6PXR0tZBN5zA7PMzNT1Kr5Mimk9SUGvROBw0GNclsFrPVAZUyM7Mh5mYD+OsaUKkljCYbK+saaPTVoTUZUKnVJBMxpkbGMFstqNVKwkspSrkZzGY1Nq2BpVAQh0OH2+vAYDZBpY9IKMa3vv31S7HMBEEQBEEQ3pdLsoN/1c7rGTg3RNe69RiVNRqsMuFYloqkRaVUEAvMMDa5RMlSR2+Xl599/6/o7WzHbPOiMBlxVUJEyjZcLQ0kxgf4yWN7aGpoprHOw+jwCMl0iqauZaztX4HFoMds89K2oh+NosrZUxewWxxEQgu0tdezZlUvK1atZXhkkPGReTQGBaFgErfLSnh6Ea3LzMTQIK++PsC99z3EtTes5ek9r2K16OjsasDtrUNrNJGMxylVS7Q1uHj3rZOk8zEMejVjE2GMFjcbtqxEq6hx5sR5osEwrct72LixhzdfPUSpKNPY4MBg1EK1wpmzU2gMeiwOLWaLgdnRWc4MLtK/zMPQ0HnUGh196/ppbG0hHCuiKFbQWQz4nUam5mIo1QqMGiV+nx2jQUU8lmF4ZIbpqXkkhUxzow+f20W+WkapNNPS5KBagngqwsJMlLaedtauaubAO2fRme20NDgoFktU5AKJZBm9wYTNqqdcrpLLFVAqJbo663E7rUzMLrDvubc4enKCm++4knf2vo7B5uLz//WjnD5wmGOnZrj34/cyOXKRYDTHFTvXsTg6TiQWxeL0kAiGmZ6ZobWjFY/LhkJlQK/XMjo6iclqIpdJMDk8Q1tfD4VEhGw2i8tZRyKdoliq0tLSRDFfIBQOUi4U2bRzC20tLUxNzrG4ECSVKTI7O4PJbIBqhYaGJoxGPeFEDAk1WkWF0ZEL5DNFPE4jsUgUtc7GmnVrqRTy1DRaXE4HFosJo8WK2axCkiQUSjXFXBZqv77rT64sE1hc4tD+9zCZDfT1r8ZitxGJxEinckgKGZUkISmUaIwa5FKNYiGHVmfg0V/+TOzgC4IgCILwgbkkgb/h6ptQUaO+oRmXy8nZfU8yO5/E3dwEyQgqrZ5oRYPVY+eXf/13TAyPc+2V29ixczM1ycD0qfc4ObrAXQ8+RJPHyJ5/fJaX9z6H1eHG7XTQt7Kbqbl5YguLdPevJRKLMT48yu4b7sbtsLPuqq20eY08//x+tu1Yh89iRmO1YDfL/Jff/xPSNQPf/vaniaVyTA4N8tahIW5+4CE6/U7CoQDVkkxju5fAQohkLI3FpmR6MorTY2dpapJXn36cY6fP4W9sRWmw0L9pNZs3b8drNvDE409T02mx6jREQnEMDicrertZ3lmP3qRmYmSR8cU4jfV2hs5PoVBbaHSZ0euUROZn2fPY08jVCoVkli133c31d+4mNLWAzeemsd5DKZsnV5bp7nBTTuUJxZM01VsIBrPEU2kqlRo+v5PA3DSpXJVly5fhcprJ5stQKxCNJIkm8rhdLloaHegMRtKJKOFEFqVKQ6lQw+u2UKmWCAWSaFQybq8HSaGgmElTU9Xw+b1EQ0HiiSpzo/M8sedZ1m1dyy23bWbg7AQKtZZ8KoTG7KV/9Uoq2QzTk6MEg2HMVjtKlUxsMYhSJeFv7USj1VMrJVGjJJ4q8O4b+4mms/St7MLl8tDR3kwonkKhULJmTS9Wu4WTJwY4f+Y81VqBxoZWNu3Yhl4PiWiWg4eOc/HCKP3Le+nu6yFXzFEplZCUaqJLSyTTKdQqPRqlzNJ8gEo6gWQ00N23ArNNz+T4FG6ni6aGOqBCuSxjsVtQKpXICiUGgwG1SouyUgOpRCiaxeGyYzbrqVVk5GqZwdFZQIfTYSWXSRCJpdCZTJisOv7+x98XgS8IgiAIwgfmkgT++GyCDTu2U02naOqo45lf7qFx5QZuu3Ejp17fx9LiCGllI7t2Xcuze35OoaLhiqu2cfO1W/jOH/4J756b5it//AcYFUUuLkis7XfxDz/6CQvFCq0eI7MTc+gdVrzeVuoaGpg6f4wT50a4/s77uXLbWvRaJQaDnmyhis6ooxDPUd9gxmZ1oNYpKGazlCsqmhrtfPMPv0XG0sm3vvlpHv0f3+HtQ+Ncc9su6uwG5mdC5KtlPF4rdpeTDn8jJ44c5fF/eBSLxc/aretpbDRy+N1DPP/023S0N9C5rAWrucZzL75OOhunVGnl5g89wLKeFrpaGnB6TUxPBYmFktR5LHjr3Kxb24PepOPcxWmKxQKxaBaZAjNjk1hcrWzf2kc2X8Bk1FEqlZBrKrLpCMVCjUK1iE6pRadVodUoUGs16DRaFgJBpmeXsJl15AslsjkZn9+NpIRCOo/TZcVhN6FWKRifCFKtVkEq09bWjsOmYWImSjZZwGaDdLZCuVzGoFKjMWoxG02USylkSUVTawuSDHv37qdclhk6eZTJsVFyyQBDo2G27NrBxz/7uzQ3NBILxlgIxJCqNRx2I6lEkkwyRCaXZ/uOTahVMLOYRCPVGJsI0tBoYWx0BrUOrDYHwdkpktEcV924m1gojNPuIJpM4XK5iCWKuFy//gxBPJHh9MkhtIoaOoNEOJrE7fEgAdVigXShhNfpJJOOYnH7sRgNnDtzioX5IA0NjTQ01zM5OoPRoCWXy6E3Gtm3/z1MVhtX777q1082XggQCUaoq/Nhd1nJZ7Ns2rgGT52fYibN2fMT1FQqjGolqeA8c4tJXPX1eNxOfvGzH4rAFwRBEAThA3Np7qJjVWPW67B4jXzrS19l4zU3YChH+cXPnqXTqUUqFuld28Tc/CyZdJx8VcFiJM8bBwfxLu/j3rWbKagMHHjtLe554D5OHTxINK/kums2886rzzI6Nc7Wuu0Y7U5aelazY/t6docjOJx+vD476WiMybF5Wlr9qNDQvqGJzNwMb+87yMbNG3HaLeRiCYLhOJF8Foczze9++D5+9dTj7Ni+m1gszOC5BRp8PnQqJcFwnIXhAZ6bW8LV2Mvdv/+fWdffjttn4ec/+DE/++nf43WamZiIMD87hL6Ww2nSY7cuZ8P1H+aGW3fS6rNTUlTwuV2sXt5KJFbE7TVitmi4eHGeuZMJFEqQlDWKVRmnv4XK0CTn33sXp9dJe4OJuakIBrudYn6Rx544zp23bGd5t590poakkEmmCtQKOSLhJFaXhVV2C9MTcwSCSRwOB6lkBpkqDpsJk8GAWmNApZSor3MjSQVS2QLTU7MsaVTIGtBbTag1SqLzC7i9dmwmE7lCnkQ6g91mIhAIoJkPgFLF1is2sTQzg1xbQ/uyLs6fPMXU1H5OHzjMT/MJrPZGOvvXsm5bPzqKyAoDa5c1IlcqnD9/gcnxBRpb22htr+PVp16ipjIxPZ1HIak58ObbLAVCdHU1EQ1FCEdTNHW1s2WDCa1aZnb6PKPDM/gaWrl293ZCkSguvweTVmLw1BlOnT7Hmg2rqfN6iCQyGI06ZqYnUagkMtkyEYOJ9ZvW47gwzttvHCSwEMRf70Jl0NHs8eNv8OOsa+HQu+8QDQYIzgY5fWoQk8NCQ3MDrzz/GnK1RioQwN3cjMXhxGq2sBRcZCYcJjofw+v3US4VyKWSl2KJCYIgCIIgvG+XZAffbHJg8jcTDgbJhaZoa+7g3cP7ae3tYUV7A+MD5zh+fox8okgkFsVoc2EwKDh16hSbrr6Hm3dfyaG338Lqc2NVaOhfuwy1Qs3gqQu88NKTFCjS0t6B09nCrptvobvFx/mz4xhsOtxOC4VcgZpCIplM4nBaCS0EUSmNdHd3k8onaW6sI5vOMHD0GEqDkvGhaZ786V+xYWsdSlM7SCYSqTDUqigkLclYgejEKSaK8ImP/yE3376T4ycGsJo0/PmXv0aqlGVlXzMLowHsrnpaV6zhql03sGzFCnZds4qBoVHmQxnW9viQJBmpJiErZMKBMMFYmvmlOLmagu4mN0vhCLMzQSwWC/Mz02QyIapVPd4GH91tDcRjFWqKIqFQht3XrUZRqeF2OzFrNBRVUCoUWQpl8bjMKKgwNRcilS7h9ZrI5XIoqhL5UoYqalw2O36/hUQ0x+R0EINeTTSZIB5OoTGYaap3YTRKRKNZVGoFZqOJWq1GrlRGrTEwvxjEYtCh1mqwWnRYDKAzWinXFFQV4LTouXD6AvteOUBwcYnGVh/RcJ5UpUpzs5fmJh8VuURNlhg6P0wmlaWuoZUrd+9ArzFRqVSQ5Qr7Xz7AwMBZfE1eFucXaO9sZ9WafvQ6JaGZCQ4dfI+aokZgdp71V+5ix9Z1DI+OsXPnFUQjaeYWw8iUMesNJPIV9EoN0WgEi8OCQgHhZJ4N/T1YDBoWFxYoVGtUiwXMdjcWqx2n005Hp4/FuTCBYIb6Bh/RaJQqVcwGJWOTS3h8bs4dP8bZU2cwWm0gqXE5vbhcBvx1DWzYsppMtkS1IvHD731T7OALgiAIgvCBuSSBr1E5qFCjvbWZnFyiEE8xOnCUY2dP43J7GTh7AblWYN2mDTz8O18kvDTNmXNDWM06Wtp6yOZqLM4PYzDY0NlcbNqymg2rezh5+Cgv7HmF02eOMLMUZcP2TdQ1NbP7qu14vS5Gh8dIpUu0tzUwcf4ip88OUVWVuHjqLAlJy49+9CMcZiUzk2MsLKVobavjpT3PceH4Y+xeA1G5j0TaxZH33sPiMlApFFlI2di5fR11Njt1nU3UNfiZmZkiVKiyvHclucAE7+7fy8kzF9i8YSdbd93EQiTDhqu3cfO1a1gcmeX1/adZCBe4/Ya1eFwGctkC8ViGqYlZphbjrNu4gmSujMWgJBmJUZYlqvki8VSOTDJMIjhLUWVh+ao1NPhdtDa4OHFykIrSzOaVbeh1JTJlmUq+gkqSkdVKkokMepMWhaRFrpWxmbSEIwmWggkUVZlIMotcLmGxqFFp1KSyVZrqfOj0KkKRBMWKjM9uIJVOoFCqMRn1pPM1JFmJx2didjZELlNCoVPhsllw2U0k0glCc1FMVhMutwOzzYKkUCDL4KlzMjcbYHxwmHgkRXh+ieNHzzE1MUo6HWft1n4UkprZ6Sif/fLn+OjH7qSQyjA1H8Ln85GIBkgliqCWmJ+eZHEhjFFbw+T0EI0k8Tl0LCxGSCSLXLV1OU8+/QQTk9Pcfttd+BrruTg6Q1NjB0Z9Ebe3nhI6Lp67gFYrU1Nr0Ko1qDWQDGdxeO1UixVyqQQaqwmTwUl4dgKzw4bJaqWzoxlvfQMzkzOEFqOg/PUvKbOTMwxfPIek0KGz2OjrXU44GEKpVmB3epGp4vE42PPYL0TgC4IgCILwgbkkl+hs23UVqViQbEVDh83GnHaK7HmYn4+xYec1RILzhBYKXLgwydT8LM1eNyabFZPdR9e6tdh0ZeLRJp5+7BmmBy4SD0WZnYqx84q13Hy/ietuv5mFqYu88dq7ROYWeW//YRwuL10dzZh1JfbseRJnyzJ23XItf/udP8dgN2CQ1Zw49A6t9W7C8RJNDRZe/MUPePz1A3zmjquoW7EWr62fzVuX8/bLr3P0neOsXL+JG2+/DqNDT4Uy2UyBfCbDxNQ4BrWEwWLlttsfYv/be+lbfy23P/wgJ09P4HI4cask9r92kNnZEG0dTTQ255kYn2ViSoHBZMRuUbMUiCJrDDhdNtY6tJwYnGYpkECv1WI0KCmUSqze3MfeX01ib69HBRTyKc6eTeCtr6N/WSv5fJaLEzH0Bh2RhTkUGj06nY5SrYYyU6K9QUdVoSOeTjM/FyacSrGiq4XGJisTkyHCoQRmhxab3UpVUcOgk3B7LGRTWcKRJFqNGq1GRTSRJ7AUxuNzMTmZoVyr0tHuZ2w2ABotgXCKsfElWuqtGHRKrPoakxNTKNR6XC4LF07GaGx0sn7jWpxuAwoURCNB4tECZ09eZHRkjBtvvQ5VrUC2UGRi7CIaVFwcGEOrqaHX6YiUY7Q3uMklzazoaWVmMcziQhStVGZ0MsmOnVtYsayRxXCcVes2cPrUID/+8U/YsnkNGzdvolqOUqiUMTbZyQaDIFXw+BtQFDJUlUYSqSSxWIx0KoHdaSNfrFFKFGn0G7H1rkSjldCoJUaGJzg/MoWqViOXyxFYiCKXC+isJrp7+kgmMmQSMSbOnyEUi5MrFlChplIu4vE6L8USEwRBEARBeN8uSeA7nU5ypSIOpQqdVsvQ2bPoNV7+259/k2wkwKLTQmIhSDwR4ztf/xpX3XAzmUQUu7tAdHGSVGAet7+bRFbNlnX9hANhHH4H/jo71byLc+MBrrrzTurqGxkcuUgyXaCrswG1Vk8FBZnIEob6FVz/kbsYPnGIJ557gyt3b6eSXeLQkSB9q1eiXngROX2BL3/1r/nEx+8lW5JxWlVE00nueOBDrNlyLSqjTF2rjX1vniCRyaFX5vn7H/yEyfERVCoF5R/9hL9qbEOWJT79zU8SmJujobWZ33ngasYuTmHz+NAoYDYYw2kxojEokVChUsssBOKYnS6u3tBDpZwnnq4gF/OotHo0Jg0Ol5PG5gZml+Js3L6dZLGAWqtCLisoVX59q8ZqtczMUhSlVk0plyWRK+HSmaiU8/g8LjRaNaV8gZpKRzQQYykax24xMjyxQGtzA1aDhqpLh0qhpibJBGbnKTnNWMx6ZufjWCwaJKVMMpUhnaxSrSkwm60o5QqBcIZ4NkcplyMwPUehUsXhNFLnsxPP5jl2dpbWZjcWh4XwUoZ4OkW+kkOlUnDyVJa2zkZWLm/A7ZLp6O0inUiTyxVRqmpQrRCYiaJQK+np9lNMZ0kmslgsFuLRGC8/9wq+jlbW96+ivsnP0fcmGDo3jNPpxGbRcX5wlMWZBbZs2ciFsVH2HzyFrNRTKSdRa/UcPTGOTqWmpbmOQj4FNRmzQaa+wcXMyAA6gwGD3oVSZ8Fr0TB29iRbrt2JQqVk8NwoJrMBLZBJJDFYrHTYPWiVUCtXyFfLuDwSM0PDRFMJutubCCzFaVrWg9ftIRANEjz8zqVYZoIgCIIgCO/LJQn8I6cvUIqEcTjNLOZTrFnVjk7npJDL8+1vfZtYrUZv9xoeuGorAwPnycRz1HubaOtp5NVnnkXvWMbH7rgFd52Ptt4mzp04wcxshMNHzuJv8KMpR3nl7/azefet6KYuMjg+TqOvgfpOD82dzazu72Vi7iy/+usnWHP9HdSUOl54ZS8Oq4eNm1eydPYxXnzhIDs+99/47B/9LspsgDqzDalcYW4uwfBEGIWiQqfNTi6RoKneRZfJxMtPPUkiHeITH7+eeE5ibj7Aa/sPctVVd+A0m3B2NeF2WhkenqVYKJMKp3A5LfTb7RSrEkuhKCW5Si1RZnRkjhUrOujrrOP8xXHGp5dIxHMUCnl6+5qIBtNoVHqUssTWa7bxxM+ewGKx4apzYSnKqJRQKJdw2U2MjMygNpporK8nnS+g1+pIpXIYDZDMl2iub6CluZFKrcrI6AJ2r5vWJhujF8LIFS0lqUJkOkS1XEZj0GO1GVBq0ihrCuYXw1hNZjwtblZ5XNRqEjqVgmqtTCqZwWY3MTMRRGdU4W7wUpAVqJRadHoVgUiUfF6iVKng8zsoFEroVGqsVhuJaI5Tp6dxWs3oDWo0aiU6tUQiVSFHCYfXweSFYQKBKk6vG6PGgtqsRq+vQ1NMcubt/WzfsB6/04Hp2h10tLeDpGBuJkT3ynb0ej2h+RDxWIS6ugZ2Xnclhw6dZPDERVavb+Xh37ub+fl5kokYGrOBWhnylQJN7e0szi+h0thZt6aTF558juGR88RLOWxGB70r+359yZPNQVSrRqfWUVXKFDNx8rKMJCmpKEqsuPpq6p06QuEIvWoDiXAMo9OCT39JlpggCIIgCML7dknqw2uxUNBAYGaOfCpEOBzD4vTRu2Ytn/vT7yHLVVZvWUs0GObGez9GKR/j7df288aLr9C17ib+5I8/Q2eznZnhczz7w79CNnhI5AskoynS+TxzC3GqSiX5XJzelRvJRuLMRbNcc08P0bGLTEzNMnbhHBZbPRt3X0WxWsFgt1MtFrhw9ijhxSnUnRsYmArwyvOvcO+tVzJw5iKpQo1ypYiylqHR/+u7qEzNLGLzOfG4zJRySaqVPE88d4L161djdxio1SAZKWHW12j0+8nmKqg1etRGFc/u2c/Dn74HjwUisRx9y1pZCIZYnE9y0671RNNF9h8foaneRnw4SKIso9doOH9ukv5VXRRyWfKyTL4isX5DL088/y4zrc001tXRsd1DuSLT4PGhqMoUihW8PgeRSIxiuUY8lmZ4dBF3nRuNCgqFIoFYhlK5ipYCQ8PzZApgtelIZ/JYDBqMBgueOi8apQqrWUexlKeUzRMsg8qoJ1hJgLoGVfA3+FAuhIjFk/jrfXh8VqSKAovZgNIEerWKcCSGkipul5lMJoPFYsFtN5BM5dBrNWTyZYrFIj6fhbJcpVqrYbGokDMSsqyha1UfB/YfZn7qLMv6esgV8nR3NLLttmvJPbkfnVqmXIiSyxRx+htRqWXMKgXB+QhOXwPX33gdM3Pz/PLRx7n5+t1cu2MDt92xm2I2zetvv0UikWB+eJSlpSBX3bwLh9VBXWM73vourA4j5y9OcuLwCU6dPsyZIwPsvOYK2nu60ahrZHNx/PUezp4bRiGpqElQypbp62+jjIbFxUVmowWWQjGsbg9N/kZCoRDRaPxSLDFBEARBEIT37ZIEvs1mIJ6Taetr5OL+GdxmK6u2b8fiMbP79htRVgssTs4QiaeIRQMMnLvAzmu2EwhkuOPem3Ba1Rw/cY5Xfv49QkuzNPRswuzqQGc2kY8nqFTzlFAxfHEad0Mrm666EUlr5NAb+1GUsthtFjQ2K50r6njnH/+OR3+5l7se/BArVnaj0iiZGHZz6ORxkvIo9b9zHycPHef4+SmsZju93Y3gtKLVapHLJQxWI6Nnz/CD595gaWESq6mRq2/ayvlzx3nt5VOs7LmCOz76IdLJBHsOn0RrdHPH9ZuZmwlw4x3b6OzwkYynMBolLCYNUs2B0WJEp1ZBJIXCoCEYzNHY4MVezJPPZ0nEioyNzVHv97GszcTs9CxXXLudgQvjDI7P0djZRiJdolYqkswXcRl12M1VqrJMY70btVpNMptApopWq6ZcqpLPlfH7/bQ1Ojh+YoL0RJRl3T4UCgWSUour3obdoGJ2IUprs4O2Jicnzk1hNJsoV0GrhEgsRGdbI4GlKLEw6I16lOkk2XgKo9aNzWtmYT6ErJCx2m00N3qo1GR0Fh21cpHAbACd1ktdg4e56RBqrYZaTWZuNoLZosXlsDK/FMFuMZDP54nGS/QsX8bLe17A5jRjtenYO3KW1RvXcffH7gUFLCwmKJVURDPzeGxWZG2N82dGMPkbcda72LB9LXse/SnHj51m1YaVjBw6yvCFMQLBeTZu28hCMIPP10ohm+PFNw6jNxhYvnYFqzdewfTQeY68+zoKnY6R8UFWrOjApS9x6sI0FLLkyzJ2byulUo6qUkkgmqI8MMnyLh/FWIBEsYRebSA8P4fbYkYDOB3GS7HEBEEQBEEQ3rdLEvixdJH4/Dj79r7Bl/7os+iUVR79x5dIZopk742D2sjC2Ah6s4WBkwOkSmXsN9zCI5/7GIH5RZ579T2WtftpXnUVuq4c6VQKjUImHphFUdNisVlJZzPkyjXq/A7ypRwKnZkbrr+CJ77/TS6cPIPZ4uSlX+ylrrOVj33mwzS53CQiUY4ePMjC4iwz87MUah4cXjdO4ihUbcwtxnnymVfRGqzceP0WSsUkqqLM8794mpcOvo5Z5+EfHv8LFkdHefLxKTpbW3jkK19h184eXnv6eU6fHKK1pZG3D1ZZCobxuKycPHSOzVdvwmrWEo5XqeTLZCsFTk0sIdUkNmzsZnwyiMGgY/3aZRw9coFCKc3WjT1UJBmLVsdSocLkdIQHH/4wz7/0NsVEilQ2TiEnYbFpcDqdVIspskVIpnIoFAqMJi1+l41gLEE8nsLvceH3KCmUiqxfrSCaTBONpTHqzFgsVrw+I4G5IKFgAq1Wg1lbxaDTolGq0ButlMtlbHYLWrUGk0GJ0aBFkmu47DZ89QaUKjXlYgWNVkWhLGMy6tBrIJlIExgexVPvxbS8gejEFKlQHI3Ni1KqoZVkkMvMzyWJRor46qzIsgwKmdBcmP4NK7jjvtv4xU/+kdXr2hmdnGbgwhzf/tYfkMhkuDgyz6rV7RRGCoxeGMXhNKPQKjDq4Pjh0/R1+rn9I3ew58lniSai6DV6ynKaZDpJLB7hU5/7GPa6dhKRMMv7VvPEo4+y9+lnsJgMqEjjafNQiaZw1jdTragIhOOY1DIVWYnd4aJnVScmvYKF6QUW56c4dfgCxVArnf19TAUjtLc306uBUDBJfVsT4XjsUiwxQRAEQRCE9+2SBL7PX0cuOs+G9S2MzoappeN0Ntqx2jwcfOoJPO19uFubKaYKdKxeT0dPN5JUppDL4/C48ClUlOUyvu5eqjOz5MN5/K1NzI8NUc5lUBZ1jB4/ybYbbkSjgAwSNq2aWCyCzelj2+0PUt/Rjc1uZNXaXl76+7/hS1/4BvlUhoqqil6vpc7soG/dGsKhBV5/9UWGF4u0rV3D0mKY+nY9BqOW4MwS3/3GDxibHaOj3o8kSXzna99jYnwUf72XjVdcyau//Cv2/qTCqiu2sP2aDTT6HGiqBU7uv8jhSByH2wUWmb7+1Th1JipamVK6gt1tx2xSMzw8g8VuRqVUUSxVWdHbQqFWQ6vSkoxGmEmGMehVLCwtYjG1sWFjP6+88AKfue87fPyLX+BjD/SSjYbJlcqg0qKSYD4QxWLSozOoUaUUZAs1FCqJGjIqlQqXTcvI+DxqvQ6TUY3bqUYqVaiUKtTX2+nuqKdCCVcd2ExGwokI1ZKGarlCMpfC4jARD0exGpQokAiGoqxY3kUmFkOrqOFr8FAqpjl55Cx1rQ1EoovEklFs3kYkNURiKShCV4sPvUYiFE5SLsvoTSnyOSValZpKTcGK/npi4UV6+nq4cteVzI2M0Nxo4/Tp83zly9/giiuuYNf1OwhMT+HW1og5XVy8OMDrr7zIqnWbuOnu2ylVK9x56y288twLHDl6iNZGL8l4ihpmAks5Dr3zLjrzIGWljhXLOvjq1/+UH/7l99BrqoRSEppiiWUrNvGRj36BrtVNpDIBMpE4bT19mJ0eMvEA5YKRSLbM7bfcSCISxuL2Y3VYKVeGaW5wk0plaFvmoVorEo/kLsUSEwRBEARBeN8uSeCPj49RyCnQWZooZ7LYXR78zW7MGh0Wu4Kl2QALs0FaOrtZ2ddJqVDGYdVRLJVpb/aSSyV56Y0B1EoVK1a2snnTWuYX55gp14hH4hgM9Vxz0800dXazGEsSj8YoFSrk03Gc/TvQl1RYbTWCo+f4/He+xYmj71DVKNFZdJhkCX9rG5Jsoau/F5sR9r/9Fm+eGuQjhi+y6eor8HvtxDJV0FgYHx+loqhS1WggX+L0+bNYXTZ0Dh37Xn+VuflF8pJEKLbAxi1XUEzXUS0q2Lqln47FObKSnskL43jdHmpuL263j45OB2PTiwRnA+TzeewOE36nnUwmRzFfYNu6Hs6OzOA0G1BniswvZHB4dSwtBamhomvlavqWHebZx55h+xVr6PZrCMxmWFoM09bswKBTMnh+HH+DB4vVjFwpU67kcLptaBUQjlRw1Fnpba2jmIsTWsphMFpx+J1oNTWmhocZHpsFWc3abT3MXRjn1Jlxrr/5GryNesLBDOVygWBch9WhRydnySVSVGSACtFwCLlaRqlXkM8X8dQ1896R05x85gAreprp6vBw6t1jlDavRtLrSaYrtDU5CI8sEosP4vH7aGxsRKmvEYlEGHxmnq1XbyQyt8Cx996hWq1hcFWZnrjAuy8XWLmhG4PVjSU2g6+unq72DkqVX9+N59TJc6xa1sCG9St54403GBi4QIO3ha9/6/eo1Cq8+to+fO4C7vo63n3nIFZXHXd99CHefPoJtFYXGzfs4Ibbb2XH7o3IEiTjKgrZIp7meoaHRjl79BRGq4Plm9YRDgYJLkZY1dRILr7A7OQFpidGaWn289gv92CxtnHLR266FEtMEARBEAThfbskga9Cpq2nmeCigvzsOEZNmQPvjqLTKuhs8TIdLDAeGMLV4EenkbFpVSiUFVpdZgaGpkkkYsiyjMdrQ5YlNCoopUuY7E68vnpyRVi/uY+RgYukCxXk1DxPPv8Ejat2snZtHTophzZT5Fff/yGnJifobPSjVEqUyiCr3bS2N3PuxBAWjRqjwcLWKzbx1qlzXDxyiK1XXkkilmRiPsK2rT0sX9bGqcFBVOUyJaWMv85LuSozOxNAiQKX34OCKuMjA+g1alZKV9DU2YTebMK3zMzgwAikFviHv/0lBoeL1at6aairQ20w43DZsVZtoFARyyYxyBYK+RI6fQabXoNCq2Z5TwvtrTUqxSyhRBqLxUZPezsf/6MvMjK8wMzkKLmohZZ6JyWHgrGZMF1NTuweG2qVjFYn8+KjT3FmMMDHf/cWDr15gFNnptly1RpG3ztMx5o+WuvrWYwsYLXo2bvndf7ubx9DQqaxqZkD+32cPnqWWrXEzPwsff1dBGYz3PeJ3aTSZV59bh9etwNfg58KZcYnF4mEY5j1CvLVIqP73uPAviEe/r0Hufoa+Iuv/5ymBhsXhkdI5T7KTbffiN2iJZUpE4nlWAzECERy6OxWRsYiXDw/QnBxhkQhTH17HaWDKrz1Xno2rGJ13wqefvJVpmbn+MQnP0qtVkGh1PDgZz/FkQPHOHvqLJlMgmw6TjiWIhxNc9ttH+LOe+8gHQvwzhvvoNLq6epuwWJ2YPW5mZwYo2/1KnpWr2Fs4BS+Bjvnz76LpFKzvH81OpOVxcVFjh8+RCFRIa/UYrWYmBoc4OihEwSCMS6OnuXMoSNYHVYsbg9Lswqe+tU/8NX//lesWdHE05dikQmCIAiCILxPl+RJtoIg/M+JJ9kKgiAIgvBB+TcHviAIgiAIgiAI//tQ/EdPQBAEQRAEQRCES0cEviAIgiAIgiBcRkTgC4IgCIIgCMJlRAS+IAiCIAiCIFxGROALgiAIgiAIwmVEBL4gCIIgCIIgXEZE4AuCIAiCIAjCZUQEviAIgiAIgiBcRkTgC4IgCIIgCMJlRAS+IAiCIAiCIFxGROALgiAIgiAIwmVEBL4gCIIgCIIgXEZE4AuCIAiCIAjCZUQEviAIgiAIgiBcRkTgC4IgCIIgCMJlRAS+IAiCIAiCIFxGROALgiAIgiAIwmVEBL4gCIIgCIIgXEZE4P8b5HI5vvOd7/DSSy/9s/ePHj3Kiy+++P/7/d/4xjdIJpP/XtP7D1er1RgYGPiPnoYgCIIgCML/VUTg/xsMDg6yceNGJiYmqFQq/8vf/7nPfQ6LxfLvMLP/PQSDQRH4giAIgiAIHzDVf/QE/k927tw57rrrLpLJJMPDw6xYseJfHPPYY4/hdrsJBoPk83m8Xi833XQTSqWS73//+3z605/m4sWLBAIBqtUq6XSaYrHIPffcg81mo1gssnfvXubm5pBlmW3btrF27dp/cZ7HH38cr9dLMBgkFAqxatUqlEolU1NTJJNJ7r77brxeL5lMhueff55YLEatVmPz5s1s3LgRgG9+85ts376dI0eO8LnPfY7vfve77Ny5k/HxcSKRCLt27WJsbIxIJIIkSdx3331oNBqCwSAvv/wyuVwOlUrFVVddRUtLC3v27CGfz/PLX/6SBx988N/9/0MQBEEQBEEQO/i/tXA4jEqlwuFwsHLlSs6dO/evHqdQKJibm+O+++7jkUceIRKJMDQ09M+OkSSJ0dFRdu3axUMPPURjYyMnT54EYN++fdRqNT796U/zyCOPcPDgQQKBwL96nsXFRe69917uv/9+9u/fj8lk4oEHHqCvr48TJ04AcODAASwWC5/97Gd58MEHeeONN0ilUgAolUpyuRxf/OIX0Wg0KJVKKpUK999/P9u3b+eZZ55h69atPPzwwygUCkZHR5Flmaeeeop169bxmc98hjvuuINnnnmGarXKrl27aGpqEnEvCIIgCILwARKB/1s6c+YMfX19ADQ1NRGJRMhkMv/qscuXL0ehUCBJEq2trczOzv6LYxobGzGZTAA4HA7S6TQAQ0NDrF+/HoVCgcFgoLe3l4sXL/6r5+ns7ESSJOx2O7Is09HRAYDdbv/NeLt37+bGG2/8zXmsViuJROI3Y/T09CBJ0m++7urq+s0YNpsNp9P5z8aMx+Ok02lWrlwJgNfrxev1Mjc39z5+ioIgCIIgCMKlJi7R+S3UajUGBwcplUq89dZbAFQqFQYHB9m8efO/OF6r1f7mtU6nIxaL/YtjNBrNb15LkkStVgMgn8/z9NNPo1AofnOe5cuX/6vz+qcx/unY/+/X/zReKBRi3759pNNplEolqVQKWZZ/M4bBYPhnY6rV6t/M6Z9e/9OYsiyTzWYxGAz/7JcCvV5PJpNBr9f/q/MUBEEQBEEQ/v2IwP8tjI+P4/V6uf/++3/z3tLSEs8///y/Gvj5fP43r3O53L+I6P8Zi8XChz70IXw+379t0v+vZ599ls2bN7N69WoAvv/97/+bxjOZTORyOWRZ/k3k5/N5TCYT1Wr13zxfQRAEQRAE4X+NuETnt3Du3Dm6u7v/2Xt+v59isUgwGPwXxw8NDVEulymXy4yMjNDc3Py+z9XV1cXJkyeRZZlqtcprr73GwsLCbz33TCaD1+sFfn0XoFwuR6lU+q3Hs9lsWK1WBgcHAVhcXCQcDtPU1IRCoaBQKPyzvxAIgiAIgiAI/77EDv7/okKhwMjICLt37/4X/9bd3c3Zs2exWq3/7P2mpiYeffRRUqkUHR0d9PT0vO/z7dy5k7179/KDH/wAgI6ODvx+/289/yuvvJI9e/ZgMBhYuXIl69ev5/nnn+eRRx75rcaTJIm7776bl19+mQMHDqBSqbj77rvR6/XU19eTTqf57ne/yxe/+MXfes6CIAiCIAjC+ycVi0Wxvfrv6PHHH6e3t5f+/v7/6KkIgiAIgiAI/xcQl+gIgiAIgiAIwmVEBL4gCIIgCIIgXEbEJTqCIAiCIAiCcBkRO/iCIAiCIAiCcBkRgS8IgiAIgiAIlxER+IIgCIIgCIJwGRGBLwiCIAiCIAiXERH4giAIgiAIgnAZEYEvCIIgCIIgCJcREfiCIAiCIAiCcBkRgS8IgiAIgiAIlxER+IIgCIIgCIJwGRGBLwiCIAiCIAiXERH4giAIgiAIgnAZEYEvCIIgCIIgCJcREfiCIAiCIAiCcBlRKBSi8QVBEARBEAThcqBQKFCoVCpE5AuCIAiCIAjC/9kUCgUqlQpJlmX5P3oygiAIgiAIgiBcGv8Pbv1yWMYZA6MAAAAASUVORK5CYII="
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d7xcR333/56Z07bv3n6vrrpkyZJc5IbBBds0Y8ChmE4CDoE8EJIAwYGQ5MlDIORJTEsIEEoIpiWUXzCBhGAMDxCKcZeNbElWl26v23dPmfn9cXZX98qSLIODCdmPX2vde3bOzJxz5sydz3y/389XGGNMGIZoremiiy666KKLLrrooosu/ntCSollWQghHu+udNHFryRklzh30UUXXXTRRRdddNHFf39orQnD8PHuRhdd/MpCdolzF1100UUXXXT...
0
math
grade-4
transportation-schedules
false
true
Look at the following schedule: How long does it take to get from Yardley to Georgetown?
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"
[ "6 hours and 30 minutes", "4 hours and 30 minutes", "6 hours and 45 minutes", "4 hours" ]
null
2
science
grade-4
identify-vertebrates-and-invertebrates
true
false
Select the vertebrate. Hint: Mammals, birds, fish, reptiles, and amphibians are vertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9abBtZ3rfh/3eca21h7PPeO+58wTgYkYDbIDN7lZzaIomJVIWZVGUqywmdFypJJZiV/LBcfwtJSVxhlIlcSJXqlS2VHYSOXaiwbaaEtlqsmc00BgvcAHceTrztKc1vUM+vOtctCpUFc2bD04VN4C6B+ecu/deaz/v8z7P//9//q/40VGMV/swVPzJ408e/618TDx8MoONBpY0fHUxfV/+SeD+yeO/7Y+hgqv99PXUf/59+SeB+yeP/394HMdpGz/...
2
math
algebra-2
domain-and-range-of-radical-functions
false
true
What is the domain of this function?
"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"
[ "$\\{x \\mid x \\leq-2\\}$", "$\\{x \\mid x<2\\}$", "$\\{x \\mid x<-2\\}$", "$\\{x \\mid x \\leq 2\\}$" ]
null
0
math
grade-4
what-decimal-number-is-illustrated
false
true
What decimal number is illustrated?
"iVBORw0KGgoAAAANSUhEUgAAAKQAAACkCAYAAAAZtYVBAAACSElEQVR4nO3bsU0DQRRF0TWiIkqgAlJaoCBaIKUCl0BL65TAa0toYK6Gc0JbX3JwNSJ4nPZ93zeIeJj9A+A7QZIiSFIESYogSXm89eXT2/mvfgf/zNf789XPD19IMTLDzRdy27bt9eV6yfd8fJ7dLn579Mrdcu+h8zckKYIkRZCkCJIUQZIiSFIESYogSREkKYIkRZCkCJIUQZJyOvqvQ/MzftPRUsj8zO2Pb83PWJ4gSREkKYIkRZCkCJIUQZIiSFIESYogSREkKYIkRZCkmJ8xhfmZ2+G35mcsT5CkCJIUQZIiSFIESYogSREkKYIkRZCkCJIUQZIiSFLMz5jC/Mzt8FvzM5YnSFIESYogSREkKYIkRZCkCJIUQZIiSFIESYogSREkKeZnTGF+5nb4rfkZyxMkKYIkRZCkCJIUQZIiSFIESYogSREkKYIkRZCkCJIU8zOmMD9zO/zW/IzlCZIUQZIiSFIESYogSREkKYIkRZCkCJIUQZIiSFIESYr5GVOYn7kdfmt+xvIESYogSREkKYIkRZCkCJIUQZIiSFIESYogSREkKYIkxfyMKczP3A6/NT9jeYIkRZCkCJIUQZIiSFIESYogSREkKYIkRZCkCJIUQZJifsYU5mduh9+an7E8QZIiSFIESYogSREkKYIkRZCkCJIUQZIiSFIESYogSTE/YwrzM7fDb83PWJ4gSREkKYIkRZCkCJIUQZIiSFIESYogSREkKYIkxdqHKY6GGV5IUg5fSJjBC0mKIEkRJCmCJEWQpFwAYop/jBSWO/AAAAAASUVORK5CYII="
[ "0.92", "0.88", "0.90", "0.91" ]
null
2
science
grade-7
identify-rocks-and-minerals
false
true
Calcite has the following properties: not made by organisms solid fixed crystal structure non-metallic luster found in nature made of a pure substance called calcium carbonate Is calcite a mineral or a rock?
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"
[ "mineral", "rock" ]
null
0
math
grade-3
reading-schedules
false
true
Look at the following schedule: When does the triple jump end?
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"
[ "1:15 P.M.", "9:40 A.M.", "2:20 P.M.", "10:10 A.M." ]
null
3
math
pre-k
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAVPklEQVR4nO2de3hU5Z3HP5nMLZPLkGQCCcyQOxcFCXINCKhAFeVqferuPtunffbps6x9nt3ts7u23mi31lKrVmmFqhVXVBRBKFYoChhQCgQTIgm3JBACyaQhxIQkQxLGkJj9Y+ZMMoRLQmbmXOb9/KNz5sx5f46fvHPOe973eyK6u7u76zqgoh0udUFnNwKB4tBHQGwkZFtgmBEi6r7p7i5wyV2WQNB/psWB/nS750WKEUZHe6wWCJTGpS4ob4PzHXCqHXSuTs8...
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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boe+GNEcXkQTlxEI/iejH0zPAoim44wew9GTI9u30Q23pgj8I/guN0J/9jRH6hWshUzWWq8E1UP8KTP0FKq+E/ueBvxPFcuVucH4EhS3b3t97r4nWn3giPPrRMDMD//ynea1UgtnZjgWkgtw/ofJPyJy98/a5DQ2Tv4PoAzB4L1Q1TA6A/14Yfcnuz2uw7HPUp++BynW4vV53sT7XgDOZN/36AsS+qlbN6DtZvddeS19rTd4XiJnfMHbzWvqP/HfyQ7Yfh8WyN2B/4QDCOqy5Fu78Ccz8AxZPwaE1yEa0+ebbhDa0C/p4Hp2aj3iebhadOdlGkQ/t6234MDYCMz3QP2WSHaEl7KP4Xsc3FUf0BzRsvAXW3wgPe/x2HEzLduMPw+BLof4kKP8cKt+E4i3g140HfvRmmP032PwHyL0Reh8Lzk6ohlS+Aor3bTG5VIJ3vAN+9St4+MPhkkvgoIPgggvgF7+AJz0Jjjmmy/qyJSj9E9hFAn/yMgjfC4N3QV3DZB/Id8Ki14C0iYWWXU95w+Vk3CmEyLJVeZ4W8N2Effr8vxC0NrXyU+tS5TJqdpZsMYuXe4Cpu95L9LD30bPUVtixWB7q7NsCXyvYdDvc9iNTsWTJZjg8FvadFhzix3OK+/k89umNbi1a3235boJ+jisEybLVPNSyUCxDb8kk3KpUFD9yWkI/ii8VF+vmCsbDHgdbH4lYdjaZxZB5HdSeAjM/AOe7ULjHVNrpmYb8b2DqZth0HvS+csfWzo+qEP29a1Ltxo1w003m8ewsNBrgOPCud8HrXw+5HHjdUjmcENRa873b2fai6T9D+K8wdAfUFUzmQb8Wlrw11aHWYtl1REGZYOJKenJ+7Lh8kPacTmG/UKGfWp8OQ1S5jK7VTLWdYhHf9xlYNMXkfR9ABe+h78CnWQubxfIQZt8V+OVNcPtP4f6fw/BqOLFirDialLBPza8FIDqmkRLk3cT2XFH87bTkxI9NV3ONFLFAbxuQKLPPpV6o5qCnZMRaIujTlh0dR/XzwNQ9UJ+FTM/OOOqWbUZAdhlk3gPVZ8H0t8D/ARTWGNvO0Cqof8nYdsqvgv7zzBWA7SWYArHCbKODAw6AV78aLr0UXvYyOOwwM91xoDdVJCep6tcs0S0AIth67HL7mP4r1N8DQ7dAQ8FUFoKXwNL3gGsrRVl2D9WJWxGNu3Dy7V1rm2yrPWeu5/MIfVWrocMQHYbmyymMJ194plyn43kMLVVMrvkoUWOSgUNeiJD7rkywWB7K7Hvf3KhhmkHd+m1wb4ZjSyZ5tinsSUXokxKHEkT8OO3BR2OEtAahzPMHWylnQdH61jSlNGEjRCvwfB8hJFFkBiiOdBDIeD8UhC5MDUK2am5gxH1T6Mc3T0JjzHTjtQJ/z0JIyB8J2Y9C5Vkw+S3I/hzym2Pbzo0w+z7Y/HvIvSa27WxHpFrVQFS7vpTNwvveB299KxSLRth3Y+VKU0nnoIOSdUoQw/F3aSdR+jtU3wUjNxoBM+VD/QWw5D/AH9p527VYtkJlw+VkszUQGcQCrpDquYR9elpH0GeLx50o1eqAKwTCcUwjrNT6hYC+fJmZtf/F5mCCocNfi9zWbuoWi2W3s28J/NJauPk7sPHXcNBGWFptlboUSTheYg6LZ27CMTedWApiEY8yVoPkXkex9SCiJfoX4LufbxBAl9dioihESIHjOghHoMIIFRlrkUDgODK1HKhIo0oeoubg5Bvm/UZOSug7IAWoihH47LeDD75lhyA9KJ4BuROg/ByY+BrkL4PcDPRMQf5XMH0dbHoGFF8NxWMfXDKpkHPaaMbGjKgfnKc57apVcNVV8JznpCbWs+Aeve37slBKN0D5vTB6nekbMeWZqx5LPgqZRTtvuxbLVggqmwin/kyxJ8MWV4ITOkS56BD2bbaebkJ/rsdzoTUik2mV0oynRaUSRBH9+/dTmvw2m++sM3zUW6zIt1geYuwbAl9FsOqvcPPXIHsTnFSCQhhH45MTpQv4ILIgMjTFPekTZSLcdSzmVUvUaycl9KOW0Dcrn9+KM9c8cyXVAq7vIpBopYmCACEdvIwfO4tkbOHRCCFRShE2AjTgNFygYHzcQrfEfVJSk/i9WfZsnCz0ngPB6TD7K6hdGFfcqcHgWmh8HaauhPKLoO+FkFvGNuVVuH2gFqcGvy0uvxy+9z047zx4/ONhyZKW577RgOuug4svhpe/3ET4m1QPgeKJ2/vOuzN7C1TeBSN/AyKYdmH2SbD445A9YOds02JZIOWNV+OzCin9uWvfd7PopIS8SE3T89lzul39nWN76Yo6KEU0MwP1OrKvDzyP3hGX0tgPGbsjZPiot9mGWBbLQ4i9X+DXS3DrD+G+78Gy1bB/1XR3TfzquCCzIPLxLYOJ4ndYcYRuiXt0LOR1S9wTxYI/VaEmEfoLseTAwmw68Xwi3rfknxHlkiiMkMJBCEEQhAghkUIiXRcpJVLGza8aPsgkmXgnJzxadh5eHwy8GOpnwewP4oo7d5m69SN3QPU/Yfq3MPsy6Hsm+CMLW6/bC5wIjSsg014D/xnPgAceMDadQgFOOsn48gHuuce89m//BiefnFqomgP1jHigsYMp3wWz74Ghv4IIYdqB0mNg9L8gf/CO357Fsg2osE5146/pKTjdk2u74MoQpQSK1Lm58/yfjurPZ9VZQDRfNxqo2Vl0ECCLRdMBN56/d7TAzNiPmbjLZejotyJ3RsUui8Wyw9m7Bf70arj2i1C5FI6fiL32cWRcOHG0vgdEEWQOczjSwj6+b54YE5+9ipdXsbhPovgRZnAQ2xuSMpQise9sX1Jt89JuPD0KIhASL+ORVP0RQhCpCM/zcD2XMAjRQuC6bpz0GJlkKsdBqA4vtAZwwLHdbB9yZJaC/3aoPgWmvw7+D6GwzpRJzf0NZm6H8UvAfwX0nRUL+HkQEjLnwOS3YdG6tuB/Pm8q5pxwAnzmM/DrX5tS245jymN+5CPw9Ken1qUkTB0HvS/c8f77ygoovQ+G/gROACUZd8z9JBQfvmO3ZbE8CCpj1+I0bsDNxZ1rt1I9RwvNlXefwrLhdRwwtJ4oikV+l6h9U+gvJILfJZqvZmehUjFNsJQyXW7Tnvx4PYWcYKb0XSbu6WHoyNcidnYVLIvFst3svQJ/7fVw/eeh8A84aQZ81YraiwzIXhB9RtwLD9KRknTzqqaHXqWi9ynvfTpyj2MiiNoBHZp1yiRCHpp5413Y1qTazscqUkQqwpGglSAKFQKJ4zpILUx1HUfiCa85qAnDEKXMgEUIgdOZHakA4YO9DPvQRAhTKjP7/6D8LJj6CmQvhfwk9E5B4bdQuhY2nQP5V0DPGcbqMxe9p8OaZ8HU/0F/o03kO46pd3/GGabB1caNRvifeCIsXdqxnunF4L0dCkewQ6mtgukPwODvwGvAjISJ42Hwk9B78taXt1h2MlFjltnV36ZYCNE43aP38TSBRgn47lXP4D9/+iY+9qJPc6bQLOnbjBSp36PUMmmhr+cS9PNYdnQYtu2HLBRMZnwKVa2ClPQt6WNi/TcprV5G34FP2d5DY7FYdjJ7n8BXEay4DG7+HBywHJbNGu2uk6h9AeSAuYl8nEgoUrcEnfIfp/z3yWNij71wWpH7ptCPG2TRsW4tzABgIdH6rVx2lY7El0agR4FCKYXATFdaEQURjnRxHBeNJooUjuPguLJZJCgMQ7RSSClxXNeMQdxeK/B3KRpUAEnNVemxTV75bkgfeh4F4QkweylMfBmKfzcdcQc2QvFiKF0Jm86Fwr8YX3y3xk9ODkbeBhvuAv4Cxaj9IhfQ1wePma8nTuBB/XwYefb2vadOauth4t9h8OemitCsgM1HwsCnoP+RO3ZbFsuDZHrlD/Gja+Lo/dzzCTShlnzzT8/hP3/6Ro4+4B5uXHkUX//j+Xzrje9hSd9mtBLtkXpoE+8iKZ+8tQj+HL584fvGmpNC1+uglBH+QP+ox+SaL5EbOAa/x+a2WCx7MnuXwI8acNuP4Z6vwhGrYHG1aaFHuCZiL0fAGQCSagYd4j4pg5kknAJNa07Tj5+K3hNhIvdpi068Xh3fVPxciXhf5hD5ndPaLDldHseDEMeTSMdBa+LEWoGQAqUVEk0URiilcF0fAabajhAIIdBApBQShahLyC4C39YK3+k01kH5KmhcA+p+zJUgCXJ/8E6F3OMgcxDb1RDKLZq6+PVHwez3ofoNKN4NXghDD0DjQpj+A5SfDT0vgsLD2aLiTv4wGPk0bP4A1C6HQh18TJGpBbttkjKzO4j6Rpj4IAz8ELJ1qAgYOxh6Pw4DZ+247Vgs20Fl7EbCTd+kt9elra1KRxRfCkUjcvjipS/kL7edieeFNMIM3/jj+bzyCT9mycAYjcBHa4HvNtDJ7wl0Fe9bRPMXKPJFJtP2uq7V0LUasqdVMtlxHfLF9ZRW/5Sho97aXunHYrHsUew9Aj+swo3fgdVfh+PWw2AjFssayIAcAmcURH9syUlEvWwX+Ul4u3lGTtlykuo5SQUdESfX6iiO3Ce3eL06PhHLeDUSUDol8uk42aZE/ELKnzUfGx0Y1kJUpHBcD8d14sh+hOM5ONqN34qprqOVwvU8HMdpDgoQQHUMZjdCn43O7BTCCZi6GIJvQu5W6Gu0R8UjoH4hlA4G8QLofRVkDty+bWYWg/82qJ4DUxdC5sdQ2Bgn4i6H+ufiRNznQc8LjKhPDyx6TgTvQpj4Noz/CLzlkI07PmfYIqrfhheA93OYfBQMPm3LAcS20hiHiY9C/8WQq0FVwKYDoPD/YOjceXbEYtl1hLVJZu77H4qF6XkHt1Ioxiu9fPl3L2Td5AhDA+PM3nsClUaO/Yc28oon/Jg/3X46X/nDBeS8Oh87/7McOLSeSMlWMAi2EO1CiG0W+cJtfTdVpYKuVJC9vW2WHQ04KCqz96FVgHC6XPmzWCx7BHtHpkxQgWv/F9Z8DU5cC4P1lp1G5MBZDM7+IIfjijmesSTIjLmJzpufuvcx5TPj5zJ1w4tfS25evO64hr50W9OEZ8SNdGORE6v+ZBDRvIjQMbCY97F5rpSx6Dieg+O5JFcehBSxeDdR+6DRQKkI1/PwPHNiDgJTPlMrjepV4NwN1/8vNMo7+Y+2D1JbDmOvBPftMHqD8bVnMQLZiW8+0BPCyD2Q/xhMPA9mrtj+bQsJ+WOMP11fBBPPgkqPGYRm6jByO/T9F8y+CDZ9Fqr3t0f4skthyXth8U8hcyFUXgfjT4TVh8LMVkT7wP3A22HTJ6Cy3NjoHgzBFIx/HHq/bZKHG8DYUsh9BEaes31XOyyWHYRWiqn7vkmG63G9+LshxBY3IWCmkec9F72bS296LKcedTP/uOtEzn/sL/BEwPmPvoS/3n0Sr/rKf3HTA0dzyfVncefaQ5ipF9CI9o97IvST9UMrut55T5flMHYcXa+jSiVUqQSZDMLrKLgQBFTGp8kMnIq04t5i2aN56P8iNmbhH1+GsW/DSRugJ2jamZF5cJYYce8Mtov0ThHfJtLTwj59y7RPk5mWmG8OGpLHibh3U7fO512uFKStQVt9bBJng0aDsBGYiwWOWadWCteVSEcSBiFCgOt7SCmJVITSkbHyADoygisMAqKRCCYuhzt/1tqeZfup3g3jr4CBX5hqTltzrAigoGHkWii/CkqX75j9kBnofQL0/R/UPgcTp5qSqUJDrgqjN0HxQzB9AYz9L9TXp/ZJQu5gGHkhHPAFGPkG6BPMOHfebSoYvB96Pwbl58PY+2HqMuOjV8HC9juchfHPQM+FUJiFANi4CLwPwugF239lwGLZQcys/xN66mKyhcy8ZTGFgJlqgVo9yylH3MKnf/Y6nnzKnxkolhBS01cs8e/ffydPPfVyXnrWjxnqnaKmHV72pU/wlT++kHroIWXqSm56O1sT+V32SVUqRFNTzaRame1IwI8i6uMTNPTR9Oz/5Ad5dCwWy67iof2rGFTguq/C5ovgxE1QiFq2HFEAuQScpZhSmE4qch53p+1MgqUV/WhVz9Fmfc0mV3HJSx1Xz0HG9eTDliWnc51NtFmH1KC82OoTLtyS0+HDT6w2jusgpYOQEDUiUykHjZASISRaa8IowHV9NIIoDNAKPF/gpiI00nGIVIhcJBF3fx8WHQeLj9+xf7N9kagEU/8Og1ebiP224ALD98Om94L/I8juoLru3gAMvBxqj4fSN8D7DhTXgBNBoQL5v0P5dpj6GTgvhvyjwBuBxL7WWAMzF8LI7yEXbm1rZrFcDXI3Q3C7qddfOgT0MSCPAf848JeZbThJ8ntMVIHxz0Hhi1AsGRvTpmFw/hUWvcyKe8seQ2X8VqqrPklPMaDt96QLCsGSgQm+8voP85VLz2cgP0MUeXz99+fzsif+hG9ffh7HPexOnvfI3/HWr32Ikw++jd9c9wSuvPtU/nj7I7l3w0F88LlfZLgwTaSc7r8dsf2yq12nm1UnsfhkMm2WHZSiMTHJ1HQvA8e9Dy+3wH4aFotlt/HQ/WUMq3D9hbDpIjhpU3tnWhFH7uX+cTnMRNA7mLec1KpPOtWmffi0rgCkk2x1nFzbrJ6T8t4nlXiSRNqmj78LiQ9fYAYGKqLZRAvaT7ZC0CrtuaXQFxJTAx9TJjOoBziui5QCFelmhN5xJWGgCaMQz/PxfB+tzOtKKVQU4bgujuMghUD4AnrG4J/fhsGPgl/Y/r/XvkzpF5D7JeTmnmV6Gn77W5ichOc+FxYtSr3oAn03wPRXIfPxHWdFEZjGU5l/h/JTYOJ/IfcrKEyZz2SxBIXLoXwtlJeBXmr8uDoC534YfAD8+rZv1wugbwwYg+i6uNJOL5QXQ/QwEEeAcxS4h4A7CqVfQfZz0DNl8t3HBoH3wqLXmysSeyJam6sOaPCK7A0XSy3zU9n8T0rLP0BPfgOyswQxdBX7GkFPtsqbnvp9HnnkzbzjG+9h0cAYlXqO8dIg73/Bl/jCr19GEHo845Q/MV3Jk83UufCyF3LH6sN573feyyvP/iGPOOyfRJEzp89+m0Q+IJMOt0Kgw5BwcpKp6T76j/kExcW2SpXF8lDgoSnwVQA3fw/WXgQnJ+KeWIAnnvv9MHXu3VjIe6movROLpLmi+MmGkgTbRNwnt6h1E3H0HmHEvhSmsY/otB6k1iW1Efm4Zr5k+VR0Pt3Qqk3od53PzCKkaM4ThaaLLRqi0JTtlFI2L9kKad63Uso0vwI8z0MkP0xDwP1/h/v+CEc+c3v/YvsuYQnq34GR+YXwj38Mb3wjBIG5vfWtHTPkgZkfQ/2VkD18x+6jdKHnTMgdCzNPhomvQPE6yNRaQr94C+hbW8sIPff6tgUnMrdsDdhkthE5xjYUFKE6AKoBdQc2jUJNQe2xsOhMaGwAp8eU8xSZLep37zaiCkz8ANRPQfnQ+x9QOB7QEJQgWA/Ch+yB9urDXoBWITNrL6Oy6tP0FDfjeE57AuzWlteSvN/gkUfezCde+lkCDRde9ny8TMD/XfYCbl5+DP/ziv/Hc8/4A3++8xS++LuX8OLH/pyJqQF+8I9zuXL5qXzouZ/nRY/8NUILlIpXvK0iP02876paRc3OMj2Zpfeo/6Rn6WN33IGzWCw7lYfgr4uGO38J930DTkx77jXgm0o5cj+Q/ZhqOUlSa5zJmETy2wR+WuR32R4pca9T0XsRYYrHJ+uIL8vKoBWlT6+nKe7jKjxJZmW6os7WhH7HfDpSRKFCSgfXd0ELtNI4rgPEFXNSSbdmcR3XzTfNrpITv9aaKDIlNaUUOCMacddP4YAzoTD6oP9i+zS128C7caue+3XroNEwj6enu8wggMIDUPnzjhf4CW4RBl4ItUfDzHeg8i3ouQ/cOCl2R4l6MF+nIL4lq5WAr8ENIR8CFWCTeS1yYuHvgvqLifzP9oMeBBaZm1wCYhCcRSah3ukFpw9kT5wv44NMrtrtRKZ+A86/wfBGqOSh+kxwF0P5l6B+CfIeCHqh9mEYOHfn7otlp6FVRG3qHkoPfBdZuZS+PoWQSVJtasYOod/56YsNlQCcdex1KK35zbVP4NIbH0veq/HF13yEZ572Jx4YW8IHvvt2jnvYnZx1zDXcu24ZuJpfX3sWf7zlkSglOef4q1nSN04YprrfdhP53UgJfdPhtowOQmZmIPuwd9K7/xO263hZLJZdy0NP4N9/Jdz+FXj4Ghiop8S9G1fJ2S9OqPVaAr8ZvXdTAj8t7pMbtJ9+u0Xv0xH8MLbopDzIWjRdP6YzbBy5JxW5Tzz9yf40rUVz++2TSH3nfGEYoUKF8CQqiohCFc/iNJteua5psqKiCIEgDEIzTkHi+RKZinwKIYxNRwjoBSbvgvuugGPP376/275K/QbITG4x+brr4Oqr4dGPhlNOgac8xUwrFuH8uQ51VkH5b6BfyQ6tK7/FdvaHzHugfLZpkpX/FRQmdpzAb2C0e4i52lXrNwNuUQUnAD8yuQoZDU78fUki/X6yMMAqc6fikrRKxgMBD6IcNPIQ9YEeAD1k7uWIGQSIvrjh3VA8ACiYqwEyHyfhx9WwtsUOpSITva/fCMPx8QqzUPkn8F0o/B2yFTNdSdj0RaifBhk7eH4oobWiOnEbpZUXo2auoFAskxnI0GbDSq6UphecK9m2tWKUchBC8/7zLuSZp1/BEfvdz4FDG7hn3TI+8IM3U2nk+Mj5X2TZyFr+fMcpXHz1M3jZE35Cxqvz5m9+iMc+/B98+LzPcdwB98xZI0GAaYY1TzRfh6YwQ60aIoZfzsDDXrB9B81isexyHloCf9MdcMPn4JD7YFE15ZWXJmLvLAVnOCXu46o1pCL5QtKK5s9l00lIxHnKe4+iGbVPxH1bci2tQUdT0EMr+p8S90l33aRj7jx+++Q1rUErHYtyYfz20IzIN7MGQlMTHyWavvwgiBDCCH4QiPgHKQiMnciJ7TnSccz6BTCkYMVv4ZAnQn54+/5++yLRqi2qzKxeDa97Hdx4I5x+OlxyCZx6Kvzwh8Zlki5eoVTKeeIAeiWoihGjOxPhQvFUyH4RZp4K41+C3r8/OM99mhCYJf5KeeZqQeGN4I1CuBGCTTD+a/BuAE+Zr2rkm+RbGYJTBqcCogFOI56mWoMALwBqwEz7dptN52TrFrkQZUBlIMiB6gF6QfeC7gcGQexnBgWyD2SRtvODjkCVQE+B2gx6DfAAeHeBEw/6vRr0fwt6ptsHSFrEVxMsDyUas2uYXPFtoslfUijMkhnJGntYQpz3lDzeJuL5NYJFfVMsHbgWrWHNxCLecOG/c/WdJ/G11/87xx5wL8s3HsDHfvhGjlt2J+959oV8/ffP56gD7+X3Nz6G3swsX3n1hyj4NSPW2YrvvptFBwgDRcN7BMNHvBHhbK1UlsVi2dN46Aj88ib4x+dh9FY4cDYl7nUcgVsMctScbJOSlM3offread23+fFjka8hpajbo/dNW46kGcHfIjE3JqnD3xT5brwuDTrufCviRN+5Emu7WHSU0kSNKE6uBelKZNw8y3EdhNIIJBHKlMQMTBKtdNw4qTZCuhKBIIoipHDakm01xPM7eJ4HRWDsHlh1DRz59B3119yHqGxxTX7DBli50jwulyGMtWA+3z5fuQxjY7BsWTxBAKJiclB2lTZ0CzDwPKidAVMfgIHvm064D5YG8dfJgdozYfSzkEs1VZv8PQysgqHN5nnNh6mXQ/G95vujZiCaBTULwWYjrpsCexzkZmAKmAFnBtwKiDq4dTMAkMpYgIQGUcOMNrqQXBVIrEHKMZWv2mcCLzJiPlm3TAbxMfku/SSqOSidBYUP2+j9QwStQkprLmP2/s+Rz6wiN5IFkcqan0/Yb6vQj0V5qFykUCjt0Juf4fHH/IOzT/gb923ejw98/23UI5//vOB/GC1O89jjruO6+4/l4Qcu57VP+gE/u+5sVm9ayhue9H36c6UtRH5Xq06H4C8Hi+g99j242cFtPVwWi2UP4KEh8MMaXP9/IK+Ew0pmWiLuRSb22y42l9fbIvapGvXN5x1WnUTkd5bJJF4/iShPxH3ivw9byyQ71LQLpW46thhoFe+bMpE75dDqhita76mruG9F8aUj0K4J6UaBsdwkzVRUqAgbIZ6fwcvEfvxII4TEcYwVx1hzjE9fRRFIYSw80Dzxh0KglTJNsqSA/hBWXgGHng3uttZ53NcZMGPBFIcfDuedZyL4b3sbLFnSfclbboGedKBeA2TZLYmZ2QNA/SuUbofBG7ffrtPogZ6Xt4v7qT9C8C4YvsMI5UjC7CNg4N2Q20o3X61AhxDVQdVBlU10PZoFNW06NOtJ0GOgN4KcAjEFTIAzCbICsmquCjhhS6j7je17n1vsp4CpQYgWQbAW6kshM8cHwLJHEDVm2Hznl1CT32dgQOB4uXb3SyLuu9Sh34K5pqfFduoKrtKS/YfG+OrrPkqt4ROEHq/80se4fvkx/PerPsZgscRFVz2DD3z/7RwwtI6L3vJucn6NV3754zQaHk8+8SpOedhtRJHYIlLf1aoTv1AuCzIHvpH80HHbdrAsFssew0NA4Gu46xIY+zmcOmUu2yfThQQ5GEfve2mJ91RibZu4n0/kd0u0jYV5Uhazm7hPPPfN+VMee50k06o4ah/fEyfYJnX0F5BM2xT+2pS9TKrhaA1KRU2bkBDG7hMGAVKYxFutQCuFEJIwDNFK43k+vu+jtbHoCCFwHceUzJQS4uRbNNADrLoFxpfDomN3yF91n8E9FBoO5Foqv68P/vu/oV6H/v7uv/mrV8Of/wyvf31qYgRwgBnI7g7yR0HtrVB+MxSnH9w6TFVXUL3gp8T99J+h8a8tca+BicMh+xFTynNrCEmziR09wBx2Mo35DuvAVOdRZYimIJqBaBIam0BvBr0J9HoQE+YmN4OcjQcBVXMVIBkESNV9W133U8PidRB9B6o/h4mTYcllC1/esksJqmOM3foxvPrv6Rsx37umRE777OcS9wuN3nfOl6ppr5RksDiDKyP+ds8xrBlbzKlH3ML19x7DqrEl1IIsroz48Pmf54j97+eD33sbYeTywed/iROW3Wlq5NMxgJjDmiOkoFoJYeAC+padt7B9t1gseyR7vsBffzPc+U04aiMUUhVzBCB6jC1HDtK03jQbWnWK/M6k2/maXpHyw6f8901xL1O+e1KiPhW1Jxb3zQGCEy/vmPVJJ66BL1MCnjmi+Mm+GFuNCk39e8d3ENrUwA+DCM93cX0XgUCFClxpqnZGESrSeL5vSrip5IfDiH4pJVEYoqQkjCKE1gjHMd1wPc/UxfenYc0/rMDfVrKnwMwS6FvTNtn3IZfr/ru+fDl85CNw9tlmANCkLsA7w5S13F30PhMmLoPc940tZVtxgQwwE5gSogDTf4Pae2HkppZYnlwE8kPQ84gdtecGQWtg72QxmeTdIugaVBgPAmrxIGAa1BSEG6C6HtRGYB2IjSA3gDthbEFerWUD6roP2rzeMwm5K3fs+7PsMILqGJtueh85rqYwlI/jLcnV1q1E7R+sTadbkEcINIIgEpx26B386D3v4Ko7T+CjF7+RTL5OFDi89enf5OEH3stbLvwgP7/2HP7rxZ/ilY//CVHomipqc/ju01F8IQTVakCQP5eho96OdPxtP2gWi2WPYc8W+JVxuOFrsPheWFRr992TiStgDBubTtLMKu2z74zib5F0m0Twk1tK4DcFeyzsm1F80RL3zeh9IurjWzORNh3Fd1ree5002pKt7TVPwsn76xD38XzSkagwAjRaabQ2ibZmVQIdKVRsrXGkaJa+lNJBA1JIcARhIyQKjQff9XyE7yOFseuEQQBKNWvku9I1Omj9ddB4oW18tS1kj4DSE6H+LSNsMXXuv/IVuOceOOYY2G8/cBzjub/2WvjFL8z0ZzyjY13Vg6D4xF38BjpweyH7OihdDQP3b/vyAlPTv28cSpdAdDfoz8PwbSlx3w/Bv8LIc9svqO1ShKmiIz2ggGkM0YHWJh9CVY34D8cgWAfVeyH8FQz8tWXxKfVDmDFNxLzAvFclodpvLjhY9iiixgxjt3yUHFdR6Cu0xL1R9XOL+4UK+7artPNM78jP0lpy3IH3MdI7yb3rlnHhZc/jwKH1uG7Ih3/wRiZn+zlsyQM8/eQ/o5XTvo656t3Hr1UrEUHh2Qwd/X7cTP8CjpLFYtmT2XMFvlZw6w9B/RUOmaEV4o6tOaIvrm5R3FKobxHFdzpEfvI4mafTphNvp+m9j6P4zYZUKb99IuybA49kQBDvh4wrdog4mVcnHXSTLrgdm5xL3Kc8+G7GRQgIgwghJK7n4noOUgpCQGsdR/KN51460thzGoHpVitdHNdBSid2ISnCMGx1s3UcU+nTiTsjaowo27wCph+AkaN37N96b0Z6kH+J6cY6Mg6A58FTnwpr1sCnPw1r15pE26RBzROfCJ/8JAwMpNbTAPSTzYBhd1M8DcaeB43/eXAedQn0B8C3zPL56Va0e6oA1TfDotfE4noPRghwfHPz+oADgZPNa7Nnw+Y3w6KrzJWOsAj190NUAnU9sBr0YshcsBvfgKUbWkWM3/VlvPofKAwVUpYcUOUI4Uhk0TGneegu7jsezzlO7RgAJLlQnRH89OMwcljUO8X/e/HnOf5hd/OPO4/n6797Ac9+9KWs3Lw/Tzzur4z2TRCFDm3Wz/Q2OwR/eVbC0MsZPuINOJ4N4FgsewN7rsBf/XdY+SM4caLlu09EtMiBM2RKYyYe+iSCn/jrk2lpcZ9YdZqRfL81b1sEP1HXmpb3PmxF7ZN9aYp73S7q2/z2sZhP9icdxReS5qAg7dGZz6YTP9EIHM8x3WoBKYWJyEuBcCQqUugownE9XM9Fa4EKI4IgxJEaKeNSmMi41L8kir34Sikcx2mWzYT4sDnTMHaXFfjbSs+jofxymPoM9Ju/86GHwsc/Dq9+tfHaL19uZj3qKHja02C0W3GVZJC4s2lsgMa9kD8FZJekaulC/oUmAj9814PbhtAwsKn1XANTOSi/Bha9E5zdlGewoygeA/W3QekuGNgAmWnTiKv/9RBWjOdf5sCz4fs9jdLaPxKOf4/BkVQyrRAIV1D6wzSVv5YY+JdF5I7JI3PJOTL1u5Ccs4VI6XfRnEWHus0S3yS2zBhLDltG3VPCXGmJLxUve9yvOGLp/fQUZrhu+XHcseowPvKCL7QNKNI2nPT6BBCGEbPVYbIHvZ2+A55hy2FaLHsRe6bAL4/Bzd+AA1fDQDpCqGOR0wtiAGPN6WhWJRLhnEToU0m1pC07qYg+SX38VEWbxEef1MBvRt/TlzkTcZ+qkKMTkZ8S9cmyJMunrxakxT1bFfdaa8J6HG13XaJQoSONdByiMGpW1BFCEGmFUMpY/l0Hx3PRjZAoUkShEf+ONBV1XNclit+blLJZRk2I1A9XQcPYbaCftWuE5t6CcGHoXbD+Pgh/Bv2Aa2w5hx1mblvFBdRy00hpZ4lfHcLUz6D2aVBrQPwUCmd2n7dwDJSfCsGKuPb8dqCA8R6ovgYWvz+Ohu8F9J0Fm8+C6IdmUK/ikplu3twsexyN8gZm7vuCuXrWEZnXGoLlNbiqwsQtD+AcncU/oYB/WB530AUnkdUCVY5Q0xG6EqHC+PyuQeYkhTP7cEf8OIbUkfyaPEy8992i+c3XIIw8Tj/0dg5evJp/++5bOWLp/Zx26G1Eym0Foeaw5lTKAQ33DPqOeQc5Wy3HYtnr2PMEvlZw+09A/x0OKreC1k0LTNZ0oBQ9tIn6pshPd6pNNbPawqrjgvBpCf20Dx9aPvpOa04i6nUqIh/fN7ef2i/d5T5t82kOIugSqe9yeOL5jL7WqNDYdFSkmmI8aAS4nofne2gFQRSYIY7j4vnmhyUMItAarXVzfsdxjL0njtwHjUbcJCsW8zmgdD80ZiHT+yD+uPsw/iJY8jnY0A/lH0B/xRzPpKrM1pCAvB1mr4biI0z0d0d2sw2nYPJLID4DiyahVDTe8jn3x4Xcs2D2RzCwZu75tkZDwNgw6DfD0reAu5eIewC3BwpvgM3rTVncvhN29x5ZtsL0/ReTde7B9YpblMJUZUVwTwXX0Yi6QF9fo35dlaoLeKKtkS2BhlCbC8CpFSmlabxiEaNvPwAdpcR7Qke0vq1e/RyJskq7DBdm+OzLPkUYuRQyNbQWbRtuRvHRqEgxWy7gjryekYNfjOPbc7nFsjey5wn89TfDyp/CcdPGmtMUvGA61hZB9BmhLhLln0Tu0176TrEvWyK/067TjPInyyfbjLvWNsU4NCvjCLdly2lrmhW1tp+I+WbkXrTuSew5odlON3HfJZovBLi+sdeoyBwf6UlQwtSsx9zHMSdEXDrT2HeMtz6KlIn0x909k2B8FEVEUYTvm+oJWmtTD18Ik1aWAWrroLzZCvwHg78/7Pd5mHoCTF4IU9dDbtbkcObZutAfWAulF8P4UcDBIPc3V7LkgOm0KorGuuYOg9MHTpF5a+ZrZTrHVv4K1a9D4XLoaZj9aCyCwqgR/jJjBhSdFE+GsSdB8O1tb36lgRkXxg+H/Lth5PzudqCHOsVHgH8xoG1Tqz2ceul+6pt+xtBIvhU5T0phSogmQnInPxWnb4z6jddCFOB68SB7i4+/aP00pGgEEXLAxZQ3S70wR/WcOZtSdaC1JO83gDpadeQCxOsSWlOrhlSjo+k9/F0URk/fcoBhsVj2GvYsgd+YgX9+BxatgsFGLIjTdphsLO4TNZSEshPBnJyQu0T204m4SQJu2sbTrI+fEviJzaatTr0Xi/y05z4R9ykrDh371bwlkXyBuToQ0NWQOUc03wh0jdYKRzqIrERgknV1ZCJEnmdq3wd1E5l3XZcoUk3LTRRFSCRKaQQC122Fkdu8m/EPXBgEaMCVLlLPwux6GDx4m/60lhinAEMvgr6nQvk6qFwJY9dD/5+gvz7/si4wOAZqDNSVzeqtKAHKBe1BLQdRH7AY9DJwjgP/WHCXgMiAbpgGUMG90PiHuVKWvQeGa2ac22Qcpl8NMgI9CrmXQd+z2gcMTt5Mn/4zDK9Y+DGouTC+CBrnwNDroeeUvVdoCAGZRbt7LywLoLT6EnKZjUhZ3PKMLDSoIQbf/EG8wVEqv/w51Ut/Q+0vf9xSnM9DrR6RDZLBQ8qLP1f1nE6RP0cUP7HstNK0OuZRitlShCo+h+HD34yXt59Ji2VvZ88S+PdeDuWr4OFJ+/jkZBf/J/LGmiO81rSmqO8Q0G0DgA7rTNOTn1h20rdk2bhzbVNkJ/Xwo471pSP03cR8/Finpyd3gbkJHb8+tzXH2PU1Oj7RqyBCeCIW92Y5pRVhoJC+hyaJ6JtD4ErXjJEwnW+FkAhtqud4rrHmqKTuffxjkzwWQBCGhCrEd+pQWrcNf1RLV9x+6Dvb3BobYOpc0DdsPYoPrY9x89uraX6WqADjoO+D6G8QfB+CHNQKoF3zmZY18CpQiOa2CA1PAX9vfhWYugZmstB7bvt8vWfAptfCzMegpzT/fkcSJkeg8mQovhQWn2YGPBbLbiasTdDYfCmD/bkto/euINzcYObPmpE3DICQ5J9zHpnHPo6x885FTUwgPJ9oYhzhOnMK/SCIUKGi9I31CCEYPH8RTp+bSrqd228P8VPVRdzHNG04HdF+rRSl6QzeotczeMiLkE5mRx8+i8WyB7LnCPzZjXDXj2DZJGSjDq2rMbaaAogcTcHcPJGKdsEPW4r+puBOCfO2qjsepqpO4sOPaInvpPNsKlqfDB7SNpzO7Zkzbmp6an/RJppqClumprde7hT8UaTQkelkq+JovQoC3IyHjN9v8raFEHi+12yCJYSMk2k9HGmi98Zzb+aXQsaNr0zEXgiBdByUUkjHwRfCvJUMUE5VP7FsP7oGsrwwcb9QBK0LVLkqMI+fvhtpP7HG1HsP1nbZjguDr4HNa8H9WrytLpR7YPoRkHkdLD0b3J0g7DWgKhBMmHKUaMAHb9B4+3dngzDLHk1l7DpcViLdXMrzDghB5ZYyU19cR+/jnok71M/EO99G9nGPJ3fWExF+jsILXkz+uc+j/L2LqP76F6jpKWPBkbJtG/V6hOtKnBlF6fNrqP5tmv5/WUzhzD6cpOymomuEPpoKjQu12KW4wTz17bVSTE3kyB/8IfoOfMpOOHIWi2VPZc/5xbv7N+DcCkuqqWg2rXuRiSP4sY+gKYbSIj8toDsj+x2DgLbIfrrKjh/PE2DOth2RejrW2b4zrcfpkppt+j2eriPQVbqYN7ckdTiU0jhe3MRKQdTQqFAhPYl0BFJ6oCAMAlzXi3+sNI4jCVVkfPWY1z3Px3VNZD+KFK7rmoi9lKgoAiFMfXzHiV/DjIMqY3Eegq2ks0OY/Qnk73lwyyqMdo/dY83oPrQ+lsml+8Tz2xb93wpVYMMy6P8M9J/bfR6vDwbfC5NrwfuF6dLa3D8JEwdC+BoYejlkFi9ww9uAVlC9D2Z/D9HVIFeAnI6/Ny7oRaCOg+zToHiGSX61WFJUN19DJtOyxwhXEIwFTP9knNovJslkF9P7/PMJV68mWrOazEkn07j5RqI1q/FPOInM6Y8A18U//gTCNWuo/PQHRBvWk0Tlg1CZbuKeREqBIwRcV2bi1vsonVig8JRB8qf24S/NIHwJSsd9Eo09Z+3/rWXyrlmO/LeD8R+WbQ0E0sQ++/TU6UmH/LL3W3FvseyD7BkCf2ol3H8JHD4DbtqWkyBigZ/tfIEt/Oui2/S0ObHrzLQEfDqCHyultFjfYlnRJsAXhjZRW2q0Z1oxZ/ReK9Od1stIdKSJQpMoa5pYxbadyNS319p464UQpuSlK5GOxEWSpN+aGvexr1MLojBEeJ7x5zsOXlxJR0URURgipVkHLlCfBhWaBj+W7aN6F/B/kFNbnbUricCfEuD0guwxSbfOUEvoJ4Wamp+rjZBdDX1lM57tRvLxywCDmyG4EqLHgzvHApkl4J0Ljd+2BH7gwfipkPkgDD5h5zSuamyGyYtBfwd674BMDZzOY3kHBFdD5Qcw/gTIvR56zmSHViGyPGRRQZny2PW4BdO5SoeaqV9MUPn5JOL+AE8p8s95Gu7hh6MrFQb/54vIwSHqP/sJ+fNegH/SKYQr7qV80bfofcs7cPbbn/y5z6B21V8offa/UOVZ6tUQx5XGNilEXBNC4CoB11co31BmdnQD7jF5/KPyeIfk8A/I4A64OL0uDQkrV85wyOaA7FF5dKDQQfwlnaMb7sxkA2/xW+k76Om7+IhaLJY9gT1A4GsTvc8uh+H6HDZ0Jxb383kHExHfhS1Ef/o+Hd6Mq+YYwzstVZS6CWhlM82x3S3moUO4K9AV0HXm9d2nCIMIlMDLuERaGS9ms2OtIAo1YSPC9SWOI5sXM6QjzeVibZphqcj4PR3XRUXGvuNIt7mvWikUIJKSmZ5nxH+yQgeoVazA3xGoBsx8DvrufvD2nGRM6glw3w5D/wKyADI/hxdYQ1iC2m0w/VuQv4LiSsikPqsK2JAxjZlym8CfhfqXoXQaDL5ovjdEMyk+ADYeC71fgN6THuSb2wqzt0Hp/0Hvb6Aw09p2N7wA+jZC8YcwdR2Mvw8GLwBpP8P7Oo3yGlx3PUEQGr3c0Mz+ahJvRYj0BHJwmMILX0x43wrqf7+G7JmPYOZ/v4R//Alk3/IOhO8z9aH3E9x+B3JomPKPfoDIZCmcfwH16/6Bf+YjiX55CcHfrgJlAihCSGQs9KUQuFIiJxX6L7NEf54l8KFckIghF4Zc5KoqS2YdZn4xTuO2MriCnqcMmPr7mjabjhBQKVXRxeczcOhL5jgPWCyWvZ3dL/AnV8KqS+HIcrvvtw0XSJpadQhuoLtgTwv3uaanb7Hn3sjb+HlIqlSJWU53W9dct3if0uJeY4S9no09+AtDiFas33SZhahh9sn1XLTSsUUnboAShEjp4DiJeDcn+Sg0USop4+il1ggB0jH2HNfz4sna2Hx8Hye27pgFgahuBL5l+5j5nSmhuD05b4ndJqNATUF2AdWNnB7I7Af6bKi9Dma+DeWLoHddq7FzTkHtAhCPgtnrgQrkjpl7nTqC6C4TvVfApAfiGdBz4na8uXmYvQVKb4fhq8Ff+PcIJ4LBe2Hq32BcwPBLrQDax2nMrKDQD/VpU07Y6XEpPKmfyoox/FCROe0M/ONOoP73vzH9kQ8y7QickUV4hx1GcPedeEc9nHD1GvLPPx+RySKkxD/mWBq3/JPMaWfS+6a3Qa7A2I03kDnySNTa1ejJzQjfa1YqM+WMQbrmHC6EQNZBrFOwrkGPcFnS24u+to64tk7JiwjP6MEb8mgz5QhBo1anLh7J8BFvQdogjMWyz7L7Bf59V0Dm/rgsJnNEMj1MU6pOL8xWBHbSlKoZNVeYOvXpijghLW+9Tj1Ova7DjmXSA4NtEfzJfpSNwBeqi/WnO9KROI7pOhuFCseNE2R1EpGP7TexuNdKI90t1y0cYRqsYJYV0th4pDRJtlEUNb340nFAa4LAlNuUjoz/Pg/STmJp0VgHjU/C0PT2ryvx3jfuMs2putWs74aQkDsKsv8JlWfDxKcg/2so1KE/gLGfgP8S6H3y1tdVWwnyMhMpLwPVxdD/pJ0jnusbofSxbRf3CUJD/wZY+wmYORp6T9vx+2h5yBCU7yWTc4hqHkE9wHFd+p8ziJpRVH8wjrj+BqY+/AGiTRtRU+MgBGpmhol3vYXCc19A9glno8Y2kn3M46j95U9U/3QF0Yb1lH/wPbJPOBuUorH8Hvrf+Gb6X/FKGnfcTvmH36N22e8QjTrSc5FxQq9MhD6YfiZxhL8p+qU5f8tDXfwDMuZKbgodKSq1h9F/1L/iZgd2y/G0WCx7BrtX4Jc3wQN/hGUVcPQcDpukHIjD/BH69H3n485bGK8vLe6hzXePphXVD+J5k4h+5yCh2zZS+5S26+gG6GmMB39h9pykDrIQgrCuzLgFo89EvL9J+TSTx2sGKyrSOE4yaDE4joPG1NGXjoOQcc5BfJlXKYWKIhzXjX36BlNNJxb4qmEj+NuDVlD6KhSvmeeq1TaQNGPWmyGqLFzgJwgHCqdD9pswdSHMfhFyq0Dcb6w82cO3vo7ynyF/t/k61CToR0LhuG1/L1tDK5j6HvT+tqu4jyJTvGSr4wqhoedemPg6FI83zbws+yRRbQ1u0SVTzFOfKpEt5BC+ZOhVo1ROyDP9nU1MfvnzeK4LyTkxCtGzJWa/9TXKP/4+SEm4YjnekUeRO+dJVH76I5CC3DlPprHiXhp33cWi//kClT/9Ef+QQ8k/+alkjj+RaO0a6j//IVTLSNeJU7pEm7gXqQi/EBCECnlUESfvoAOVqrgDMyWP/LJ3kO2zfUosln2d3Svw11wL+m4YiptadVX4gmZpy0Qoi87IeUpQ6+T1tABPC/JY3OsgVWUnWUdnJ9sojt7HN50W+ElUP74ykBb6upu4j+fTM6CmMYOGBYh7AVGgiBoaL+vheHGTLCFMFN84bmLrjcbzPFzPIVSaMDD5BI4jU6sTREqhogDX8VrXLISDFALHcUwVHaVMcm38gyYTxSSI38fWd90yB5W/g7wQcjvoIDrETapKoGrbsZ4eGHwr1J8OlX+AMwvFR299uaAE0a8hW4M6UM1D/lxw8w9+X+aiej/wfShUtnjp8svhW9+C/feHN7wBDjhgK+vyQlCXQ/lO6Dlhx++rZY9HhXV0sBHpSDKFPOXxKVMuWJpgRuHMXnLHFJj65QTl727Gm9RIL1UpTQh0pQxaM/Het1M473y8gw9F9vUz+KULyZxyGjPfvYjovvvRUUj+iWcz/YmPozZtNMm6xR5qj3wU4S03Ub/o/6BeRTimJLNI/slkU3GQB4V3cHvXZyGgNttA9F5AcfFjdsORtFgsexq7T+CHdbj/ChidBV+lgtmx4G4+T1e2mSs6n7bgJCI76ngcR+t10ggLWp1yE4GebId4H9KDhKDjFnUI/o5BhU6Ef0r06xqoCWPRiTdh6Cb0WyU2VaibTatAEAURjmvKZIZBhJfxjSgPtfFjamGSaFXIFhUWMCUzVaRQWqMiRaQiXK/dqmOuEJhfFq11qza0xlRDkTsi9LwPEs1C+TMwuL41bYEXcuYlA1CPP5PbgXAge5i5LZTKDZD9u/m+1YHgSBhawMDgwVC5Cgp3b5FQOzkJH/oQ/PWv5vnoKLz97dBowE03wdQUnHYaDHS6Fvx1UP67Ffj7KCqqIcQMQkpcR+BmfOqVOrmeLFJoVCiQBYehF4+SPabA1Dc2EtxQwYtEywIZC321YR2lz38GoTXuwYfiDPwbANHUJMVnPYvyz35C72tfj7t4CY01q5G9vURr15I9+ymo408kvPKPeKeegbr1ZvSKuxFhAI7TiuLH9RIiX+Au8duCLEppqvWlDBx+QStfymKx7NPsPpU2cS9M3wSjSfR+LpLyldAesVctEa0jWl1C0qI7mZ6213QIdR1gkl673Gi0brqRWiYd1U+2k07I7WbbiWJrzmS8njnoEtSVnsT1TSQ9bEQopZuC0HEcBMaD77gynidEa43ne+ayb4ooioiiCM/zcByJ67poNFFkLgUkFh0hpbHoxPagSKnW/kkXWwP/QVL6OWR/1xpah8C6ItS3s2Rj4mLb1agI6r+G/Lh5LzUP/CdDdv+dsK0GBH8zVwo6yGRgcVxif2AADovHJxdfDOeeC898JvzXf0HyMQbMZ9lrQOM2mpfCLPsUOqrHdklDrq+HRrXKppkBblx5BBqNIyK00hROLLL4kw+j70P7E52coy6VKXTQ7C8hTSdbKZDDI5DPM/vjH1C94o8Un/98MqedTrRpI9GqByi84EWomRlm/+ujqIlxohXLcQ8/msJ/fJLiV76Ne/SxOAcciBQgosj48uMrzlFG4A64raALUK/UcQeeil/cb9ceQIvFssey+yL4q6+BwhgUwnmi98m0tI0makXGRRcRjYwj9rHoThpaNR+TitxDy5rjpLYlWq8lAj4ZIOjUwICU0E9Evk72L0otG5fFVGOgZ2l7g/NG8Q3GYmNKXOpYcKNTJTAVpga+I1PXHzQqjJBCItIWHSGJVISUOr4S4OF5cQKz1s0GVyJucqWVwnFTHxONifJagb/tNNZB4wswkur2OpMD5/0w+1PwbnjwQ25JbNPZxdTuB3l5K7m2MQJ9T945n4+oDPJ+UwknZnwcXBf6+oyAP/NMOPxwOOcc8/qtt8LmzebxypUQhuAnhUU05jygxkEFLX+1ZZ9BhTXQ9WYvkUwhR3mzQKgK//3Ll9JfKPHKc37OsQfdi6NDyLj0PWWQ4mP7qf5zltk/TdO4bhbWBbgRSNdcIQ78HJvf/17qV/0ZPTXJ5le/jJ6XvZLGny5Dbd5I9ilPI7zlJtxly5CLFlH91EdxRhchcjmiO2/HOep43OOOJ/zp9xGDA3DDNYh6zXxchx3cQa85sBBAvVakZ9kTd+ehtFgsexi7R+DXZ2Dt32FxHWSSXNtN3CfTRcp+E1tnRCpK3hTSsc1GpJ9HLb+9FikHTuLnT0KfSQvQtEUnbd9J+/E7Ivk67NiH1BUFrcz21bi56cR7P89Viw7Rn+gQKSVeRhLUQoJ6iJeUWcN48BUKz/eatfGDICRCIU0gnrAR4DgunucBAq0jUwrTMetJNusk1hylmr5PmVhyFCCzIK0Y2mZKP4J8SsTXgJlTYenroHwolF4N/dtRVUeKeT9WO4XKFVC4x3xIGxLUmVA4fudsS9WBUps95+9/h+XL4W1vg0MPhXe+s32R88+H1avN1/+tb+0Q981xgsuuP3CWPYPkHG+QUpLt60VV1/PMM67gFZ//GJfccBbPPv2PvOixv+OEg+8mo0PIOhQf0UfxzH6CsYDKTTOU/zBJ7aYyTEQEl/2RjKdNiWFHEi6/k+kPvAehI7JPOAe1bjVqcpzMs56Lnp4iun8FmRe8GHXPXQQ//xGZ9/w70eWX4r3ktcjTzyR63flwzx2UA408uYgsOBBX0FFRhHKPINP7sN10DC0Wy57I7gnDTt4HtXtgIJjHnpMIe2hPUu1ImtWpx2khrmMhnkTa2yLvya3RxZpTi291jKE4tuq0WXSS6H1HJF93+vLjm5qGaOPc3vtuUfzUtKgRmUZXmEQrx3XQyvjniVuTyzjKrxGoSMVlMp3Y1aTbSmgmdhwpJVqZevdhGLRt2th+TCWdMAiay5gxVNbYdCwLJxiD4GIoxGIiAja7kHsJuAPQ8ywI3wqz2xGGFzkQu7AaTDAJ0SXGMhMClWycXFvcSRt06Gy9u99+8JOfwD//2X2JU06B734XLrrIRPebNJ10EpzFtuGVBQCtNfm+IvWG5Oxj/sxTTrmK9RMjfPn3L+TZH/8cr/nSB7n0pjOYrWdwCJA6whvx6H/KEEs+eQiL/vcwcm9cgnNQxvQWkeaqqnQdhCsRvk9w9Z+YfNGzqX7razA7S3Tn7biHH4170qmEf7oM71nPRx64DL3yXsT+B8BVl6PuW8GUVNSe30vfvywyEZvYohM0Apzc4Ug3O/+bs1gs+xS7R6WtuwlyE5CNSMoztkfvO58nFW2iuKJOyv7SjNbHNhySJNoQk1AbDyKEaK2vafFJrDnp6H3aEqRb87b5+eOrAm0R/CSy3xHR1xVQG0BPxPs5h6ifx6rTTKBVGhVESMfFywiEkISBQkem4yyOsdlEQYTwJI6USD8R/hrHc4mCiCiM0Aocx0UIBxSEUWgGClKabraxWVk4DoRhy+8ZAX4xPnaWBVO+GrK3mI+ZBmaB4AQYfap5XXow8E7YvB74OhQfRK8BUQFVAhbvqL2en/INkL3ORNQDoHEEDD52523PKYBeakS5NMfnkENMVP5DH4Kvfx2GhrZczOs2ZjJFpyD0wT8G2+zKkiAdh1xfL1F5jDc/7Xv89a4T2TQ7xFh5gO9feS6XXHcWpx12K8864wrOOfEfLFu0HldrcBxyRxTIH9fD5oJD+ZNrcLxWqcukc60QEj2+iWh8E7NveCnOfgeQe9u/oicnEKOjuOc8Bb1xPaK3H1GZpfypj/HAmjH6XrOE0VcuRoctcS8EhIHCHThkNx81i8Wyp7HrI/hhHTbcBINBvPWtCV5oVaRJe9q7RexjAd4U3+n7JPreiB/HUXldj+/Tz2u0Jdomr9ForYOO9RLQntAbmvnUJlAb43V2WHO2JvLj59IRzSTbKNSx+DbrajY6ETQfu75rqu7EPyxgIvcqUjiei5QSISAKQ7OR5njGXFLWWhM0Gs1qOo7rtiw6IZAdsB78bUFrqP8R8nEyXwOYEZB/AfhLWvM5vTD4cZh9DUw/iIhyfhWUf7Ej9njrqBDqv4H8pPnsVD1wz4HsQTtvm24exAnQaB2bnh547nPhd7+D978fNm1a4LoamP0ODobiGXPM1BJSlr0TIT0Q7SNArTWFgV4aocPJB17Lq574U0TSfMSF2SDPFbeeztv/7z087SNf4M1ffTe/vPZRbJwaQBPi0MAbdtCOaFXAob3UpXTihNzSJP5TnoH7+CdCtYJzxFHoqSn0pg04p5xO+dLfcOe997CiP6JwfDHZwbb9DRsZ/N4F9KqwWCz7FLs+gj+7EWaXw0FBS9DOGblPnielLqWp2iHjx20R++R5HK1vNm9K1h//WCdlMXVSFtNpLd/mjU8i+OmqPamE26aYT1fV6aiwo8YhWhdHVXVrn7ZB5GsFYT1COBLXcXB8BymkmSbixNq4QVXYMB586bRedxw3XpuZx3FcE+3XEEQBKlJI6SClNII/7mCrlcKNk2vTDa8IgEz/gv/cFow9h2uMu0QBVSA4BIaeueW83hCMfBI29wCfh776wreT0TDzGwhfB27vDtn1OamuACfuXBsBlUHoecrOH/hlHwel/4Xsquak5z0Pfv1ruPBCeOAB48c/+WRTWadeN6JfCDjyyLi6a7OYlg/uuZA/dMvtaAXTv4baP6DwHOg5CRDQ2ACl34Oagd5zIbts575fy05FSA/w0bqjMpMQ9IwOMrNhE6970g/4650n8pc7T21VqnIgwmHFpgNY8fsDuOjPT+ewJat45FE3ceaxt3PUxr8wJFaZAIug2YlWEKfKCIFEI4dHcE9/BMLzoX+A8KL/wz3/pQg/Q83LM7XxCkoHehQ8h+yB2bYu5AAqUoRiCZke29jKYrG0s+sF/uR9IDdBLqLZ3GpecU/LhqPTCbRxTXvi6jg6Lezj+6YtJyXudVw1J23P0Z0JtsmoAFqNqzp9/2lrTodNR4dG1EdrjchvWnPSIr7zOV2fi/hYqFCDE5dKi38lVKTxfGPfQbeiQzoy/nynWSIzjhgJE52KGiGu5yGlQxRGSGm8oiaiD57vI12XMAyN5z8R+BoIJRRGtu1vvq9TvxO8e83frY4R+JlzIddFWIJpODX8IRgrgfs1KHSJIitgVoCrIeknJQH3bmisBHcndJFNU7kMiveZx3UB0RlQPHHnbhPMNqaeCuWvQ8HkjYyOwn//N3zgA3DZZXD99UbMH3ooHHWU8eGfdFKqdUMdiARUj4LRF3e3m9XXQ/3jMHgjTP0Owo9D4TQY/yAUf2jOJVObYfSDNuH8IYxwMmgy8e9DOvCiyRbyVPNFMuFKPvyiL/Ev//1xVk8uab/uHUf1a1GGW1cdxq0rD+Nrl8Gjwt/zJX0BOVkDIZudaBOhn0T2mZ6i9v634J/7HJidgU0bEEPDUOyjsfJavMNLzP4l4qATe3GGvNYV25iwHiBzx+FmB3bJ8bJYLA8ddr3AH7sbCjXw5vPcp5+n69wnUfww7kefLoHZRdhDLOqT+zgaLxwzWEgEvuj030MruTeV4Nsm8sN2oZ+O4KtyLO43YtSEmFfEb+2548rmhYygEZrSl1qYxC1BLNIdXN9p1qwXcV5DFEU4wkUIiXAgChVKK7TGCHwitFJorZBxTf2kk62Koi1LZEa+FfjbSv3vkJ8xjxtAfRCGnku3fIsmTgEG3g8TNxqfe1pDRsDmQ0C9GII/wpK/tkpkulMQPgDsRIHfmAD121Y9+nIGck/b+VcNwCR4D74Wxv4O3j/BN1+UI4+Eb34TbrvNlM50HDjoIFi2DPLphroNTPWi8igU3gnFo7tvRzdMJ1+/AcP/hPH3waZHQN9PoWcGAg+mb4RN/wb5J0KvLVH4UERKH8hvoe/BBEP6RgfZ/MB6Tlx6DR86/8u8/Rv/ykyj0P2rG/8cKeB68Qiu9B7HeeGv0H7G/Cw1bZPxL40QSBQ8cB/Blz9tWjqe/kj0nbfB4Q8nd8QY41dVaVQiho/vBV9AkPLfA7WqIref7VxrsVi2ZNcK/KgBk/dAb1IqMuWhSYv7xGPYPOOmrTFx327dKcoTYR8v0wzCJyLdpSXuXYywTyL4gi0tOtAspdmsqZfYdFRK3KfKZ+rQeO3VeiPw9Wy7cE9WtY0iXzotgS8dBx2ZqjiOY7rZJhYdgUBL06lWSsck1AYROi6TaaI/JiIvhPHvC+KoP6bpFfGPTxRFzSsCTUKAPOSH5/0zW1JEsxBcbjrNJn3YxMmQP2Hry2YOBP+VULkRelKNmBoAz4cl/wGbhqH0NxiKPyxuHWqruqxsB1L5Ryu5VgG1w2DorJ27zTQ9J0D5bTD2ZhidaQ5ueno6KuV00sBc9ZgZAe99MPJ85hxkyR4gHrBIBYO3QHBna1DjBTB6Kejfm6uShUeAk+++Lssei3B8cAdQ0QqcLpXBhCMZ2G+E8QfWc96pl7B+cpT//PFrqSl/3vF5xe3hU6P/SX1zjnPqf2SRVzLlh6Vjgi1NoS8Qjowj+6Bv+DvRmy6gcvIpyGdsYOyWWfJFl97jis2ymABok4sVqIPpHzltJxwZi8XyUGfXCvz6DJRXwyKVErpdxH1bFD8W10nUvmnJSfnt06U20+6aRFEn1hzhtgS6kHEUPxH2aYtOCh3X3k93z23WxFe0JfjqBkQbIFoNutR6j12F/QJFPsZnGTU0rufgOJIoUggpTMJtqEAIdKSIogglNa5rPPZCSoTQRKGxCJlmLkDcxEoKp/ncc12UUkRhhOu6zch9GAQoIXB9z/iW/WHI2cvB3dEQzkA4DuF681moXgOZa0wEPvF++6eCs8BSkoUnwMxB0HNfa5oPqCshnITsUaZZlqqYj7AD6PEd/cZaqADqv4WhKfO85oI4G3LLdt42O9HalJ2lARWgh7nLBShaDakrPlSOhuK7YPg8kPOUFHUKoPZvVexxorYGW4AR+ZU8cCQIW2bzoYiQEscbMVcrfTd1/o3RGi/j0790lNL6jbzpnG9RrWf5zCUvpT6fyNewMnME71v6Nb5XuY7Hli/j9PrfOFrfw6hbIucrHM8BaQoiiDjCL4WEqSmq1/4W5+hRxlZUWHRYkcyy2H/frJ4jqMzW8Ieeau05FoulK7tW4Jc3QbipVR4zIYkSp8V9OorfbGwVe+9VaDKVdHxrWnKS6H3ac5+Ic6d1LxQt3318RSAR+OmBh9kptky0TSXcNiP5gREd0SpQkzR99/MKe9GaZy7RrwVKmQ62Smmihjl2jpCmHKZ04uQtgeOZBldRGMX+fB/pS4K68dKLJKofhjiOGzeyMj8WScTe2HV0M3qfePOFcnAaEnKLTZlMy5aU/wGlfwP3PmOVccrQF5jofUIoIbsNFS/8g0zzqPC+1rfVwUTQS7+GzFEQZSCqtMaoSb+FnUH1XnAvB9fka1AegMJTu/vYdxblO6FxMQzVIcf8tcAiCeNFqB8M3rmw6EWQP3JLP0YnTg7EwW0lObdgdgiqb4eBN9i+EA9hpDdKFIT4uSx6C4VvrDrZYg69eISZjWO869yv4joRn/7lS6kEuXk/f3WR44biY7ih+GgKYYmD6ss5sn4LJ9Rv4Kja3RyTvZthZwY3kvieRHrmfM5ghol/zlArhyw+vR+Rl+hAJTuEUopa/SCG9n/6TjoqFovloc6u/VWa3WB8rV7KmrO1KL7WsSAP4h/bWNArEdcU7/Tdx4JckhL5SS37ROhL2vz3TYsOtIvsdKJtEsmPUlH85D6AaAzUKlCbMYI/ZR3qFPNtjzu32Sny4zrKblzPXmkTmZcSc8VXoiIzzaxKIKRAByFRqOIEWQFC4kgH4ZrkXCkdVBRH+zElMz3fx/P9ZplMz/dxHKdZLpMqMHQQODZa2ZXKNVC4ouns6I4HTpdi7XMhPfDPhuoPoSdsTe9twKbPg34X4LSacQpItWjd8VT+AMWV5nEkoH4q9J+887bXSX0TlD4Li+8w4n5r1IrAB2DJ8yB7wDYMROLzThfB16S8CHCh9D0oPg2yD1vgui17CjPr/8LmFT9leHFEXohWv48OtNbkegpmmQ2beeuTv8LiwTE+9sPXsm5qtD1HZouFAQRlp487CqdwR+EUfqZfzlJ/HRe99F0sKdxEfWVAdVUdvTZAbgiorAlZs7pGz6DPwKm9bdVzhBDMTjfILn4RfmHJPBu2WCz7MrtW4JfWg1+PbQTQ3uBqjih+EmjToflxViIW+XT89moQXmsZpU3kLV01J51Y2xT5c/jvISXy04m2HQm3KjCiPlq9pbhPR+Y7vfjpx1uJ7BuPvPFrOr5rLuMKU+8+CuKutdIhDIztxjSwEs1D6ngOYSMiIsJ1PJy4/4BMLDtat5fChPiKgRkgeJ5noko1CQO2HNucFM6C0uGQv6f7N0sAsvkHXzi5R0LpwHabjgP03wjrPwFurX18urMi+I3NoH7d8qFXMyYq7vXvnO2lCWdg9noofwP6fwG5xsKWcwPI9G27hWj2WpC/AXeewdLw3aD+HQIXpjdC5sPY/hAPHeqllVTXfZa+/ruZ3RzhOIJ8f0+X3xZDIvId12Vq3SZeeNJFHLn0fv7jB2/k6rtORMXn5XlJ1hsJzj7zRk5/4ip8Z5D8o0ErTVRVRFMB9e9vYvqHJQ590jD+sqzJn4p/2xrVOg35CEYPetaOPSAWi2WvYtcK/MpmyKRCjW3JtN2EfvpxLKYTa85cJFVzUEbki8R7n+pI2ybsu1TQSfavac+Jb+krAVoZz70ai2vdj7OFuO+M2ncK/vmEPa3XNBA1IhzX1KSPAmXaAvjS2Hfi+URyLwRexkdFmrARxoIfosgcQ8f1TEKuhiAIcBwHx3UJAlN20HVdU44z2Qsh4ga+RRiwUco5yR8P0Vdh04ehcDX0he2vC0AEEI5t23ozy0CfDbWvQrobfU7B8E2wmVYEX0Nn454dRvkfkLvJfMcAZg6G3p2cXBtMQukv0PgRZP4Co2PG+75QMnWY+i00zgN/cGHLVO+H2r/D4J3t01XHfdJJW23lnGTZ44gas0zf/1n6BlaSyY9Sr9SZWj9JZXqG3tEhMvls12i+1hovl2HooKVMbxjnmIHL+fabVvCNP7+Ir1/+bNaNj7Z+XuZCw5L+zbzuyT8mIwKioDUolJ7AWeLTe1Y/xyjN8Fn9cf6O2RcdKWZmh+g/+q04XmGHHhOLxbJ3sesEvlbGg59JLjUyh99+nsciSbadaxuxJUckth4FxOI+qXvfTK6NBb5OrC0dFp1kJ5sn+VQ9fK1B1424VxtATdFV3G8Rwe8U/8wt7ONlo1DFwt3UwldhhNbg+V5zXCTiKL/ruahIE9QD05E20sbS4wqEcBBok6ArIhxHNo9Z8kOWrprj+n6rgo7AVPvMLIHe/eY4+BYAeh4HwThUrofe2S1/6F0NwfJtW6dwoee1UPoDZO5vX2cv5vkYMICpKCMW4l3ZRqIGNH4NQ9Pmec2F6AmQO2THbwsgKMHMFVC/CHJXw+j4lkmuC0EqKP4Jxv8XRt4C7lbyR2prYeb9MHAFOInnGVNas07rO62l8fc3shA+DRa93EbvHyJopZi+/5vk/L+QyfmgNJmcz+jBw1SmKkxt2EAmX6R3ZBDhyNRvQLICjXQdBvYfpTI9Szi+iree9WmeeuKf+M5fnssvrn0c6ydHWjGkThS84FG/48SH3UUUyS3WrQMoHFekcHwRrXSbPWd6wqFw4LvIDRy1Mw6NxWLZi9h1Aj8KoDFtmvYkDa66+u3nepzchy2bThqNsT/oxIPf4bvXSXOrlP8+8e4jOsR554rTkXxlKpaoMVCbQM/Er3cT99si+NnyMaBC3Wxu4ngOKgIVqHjMIkwzK20Sa9GmyZXWxNVwPKQUsc0HpOOiowClNE58NdlxXaSUaK1x40o6YRCYbrdpKkDfYZDtW9Cfe58l2ASNL8BIF3EP5htXuckkxW5LWcX8iVB7H5TeDn0dFpwejLCfwHx+vHmqwzxYqveAd0UruXa6H/JP2/HJpaoOM9dA9euQvQxGNz84YZ+mpwR8Bsbuh8IroXC8SaJNozWU74DKR4wFyIvfp8bknlQE1LMQDoBaCnIZOMsgczyMPgl82xviocLsussQ1YvoWeS3xHv8c1PoL5AtZpncUGLsgbX0LxohU0hF8zuSswv9PWSLeWY3T7Esfw0ffuZNvPSxx/Kbm87m9zc9kjvXHMxMLf6ex4sePLqGV5z9Cxw00Vye/6gjsVtrShMR/qI307P/k3fQkbBYLHszu07gqwCisolgAm3CHbo/1tBUp81pytgcFLGgj++FBuXGHmcFyjGRz0Tki8hE3ZLSmCJdT7+ziy2pqE3aohOZFvVqDPQE6GoXcT6PuF+oZSe1SenKlu0fgYgtSEophJBxwmycfCtkPAgw5TODRmi89XElHscRsV1HNt+ZSaKNzIDA89CpiH4TjakffsAxNkq5NcpXQvaaZtuFLSJ4ElD3QLARnG20O/W/BCbWQukT0Ftrfy0LLAZKQOXHMN4H+adA5lCQOyApuvoH6Inr69cF1E6CgVO2f71NNFTug5mvgf8DGF7XGkzsCHomIPttmLkcNj8SnDPBPRJEBqIZaFwL8hIYuKVlAUoi9zMuVE+E7Muh52Tw9wdvAGR2C8Fn2bOpTd5FfeNnGVyUdFLvQJs+IsP7D1ApVZlcv4FcTx89IwNd16e1RjqSvsVDhEEv5YkSB+Wv582PvY6XP2oJd286mhtXHs8NK45h+fqD2DA5xCue+DOOXLqSSLlt2+22L8k2SpMCd+Qt9B98QXtvEovFYpmDXSjwQ4hq4KQi+J3e+y0sObBlBD8t8nUsmHQrebHpu0988knkPonaR/E6HJrVc5IoPqTuae0biSVnGvS4EfkEW4r3hdx3fS213Xi61hA2IqRwiMLIvJU4KVY6plFKUA9BG5Hu+R4qAiklUgiCKIy71ZoqQVKY6L50HYSWRJER9aZqDnHNfLMPMi692SQAol4YmaPrp6VFeCf0NIydYxxYhPnoTRHbZwA5CcGGba+6IjMw+F6Y9GD6E9A70/5xlUA/0HsXVN8DM/8D04+GzLmQOwP8A0xVnm2lvgn0b4yfXQMlH/xzwd+GakDzEZahdAlEnzeJw5kFJtBuK14Ag/eDegDqP4FGAbQLTgj9ZfP+kvwCDZQFTI6AOB9G3wj5w5jfXG3Zk4mCMlMrPsXg0Eak43UX1Qlak+/N4ed9JtZMMb66zsDSURzXmdOb77gufYuGUNEAtXIFZqY4cfRyTlr8R17xiDzlYJjJ2igHLRpHK9n+SUqfb1O/g1EQUCr1kt3vHfQe+PRmcMZisVi2xi4U+HGpy+b5aSGCHraM4HcR+UK37tMVb0QSuU8q6MSR+0ToNyPqovW4Ex2CroCejgV+zay/q7WmFb03pSvjtFdtmlJJRxo/fTKvgqCucFwZW2kEQT0yPyLK2HNMcrER3UmCres55nAqZWrYBxGO6xKFIVrSalQVHwohzXsLGg1cz48TbqOmiHcchzAICEMT8RdO6jgIjD0nfzD0H7hdH4F9AvdAmByE8HjQ60HeZRKUS6eBKAJXQpC0tH0QyBwMvBsmB2Dju2Go0uzk2poHKCjIr4HwYqj8xFTh4dGQuwCKj2GbGjNVrmkl19aB8kEw/IQHt/9taKjcDbOfh/yPoDDREtipWZpXQnaUtpYKcjVz60YETHswfRr0vhf6zwFnJ9ieLLsUIV383lOYmVpOT38JP7t1ke86kpGDBpkem2HzA2sYWLIYP5+Zt5ymkIJ8b5F8b9F0m63WaVSqOGKMolxLOAnjUwIZd7CVcsvfHlPFTKD9U+g57J3kR07agUfCYrHsC+zaKjrJeawtgs8c9px5pnV68nWHsJcuJhk2jt6LuHKOiJNq07acLZJrk52MTNRez5qIva5iQtnJgCCet4vI1xrCusb1BcIRaAVRPUK74HpO27wobew3cU6BVpgGViI++bvS9NLSxoajtUZF2njvPREPBBRKhSQlNaNQIaVDFCnCMMTzjNdUQzNhVwrZqtgWhkSR8TkLIbYomUkJWHqibXC1EHqfB97R4C6C6deBvstEvHveAsUnwfRvwJ+E3HZcDZE+uEshVDCJsecU2dIOJDDivy8AVkCwAqZ+CcF/w+BLF7atqG6Sa3tL5nnFAfmEOJq9HYQVKP0S9Gdh4OaW5725XaCcgZkCDE5DbifW9k/QmAHMVA6qz4HRf4fCNjQls+zRSCfDwGGvozb5WCZWfBJfXk3foj5TcGAeoS+A/tFe/GyVyXXr6BkZJt/XM6fIB9oKF/iFHJlCrjldhRFhGKLCCBWGqEg1A1zmymyD8nSO3OILGDr8ZbjZHXSlzGKx7FPs+vaLbZaU+ew580zrKvKVudwulLlakHSsTYQ+Echude+TRlci1vhJ+cuqidxTwwh7vVVhn0wTCKRjusvqKN5/YargaDd+5xq00jh+3H22oeIIP+gI3KxjmvZGoCOFClXczMpUukmSb6Vj/oQq0KaKjoKoEeL5rc68WmskEtf1jG9fmXXpKGqKe8d1UVG05Y9WANTysN+O9Fvvxcg8FE4F1QCWwGQGGs+BkaeCOwDDCxTW86FDqF0Cg3H9+0lgPTBMe9fcTjygZxLGfgMDF2ByVLZC9S5w/2ISXUOg0geFp81v9amugNr94BRNiU9vJP7uYT7QtXug/AXIdUTtFebzVvZNCU6eBfo28H+39f3cGkqaq3zQfpVAYwYTgYSqC+Wl4L4E9nsj+KPbv13LHoUQgtzg0USNVzP1wDU01o3T21ck35tbkGXH9R02r9pM2AiNL3++ZVLLpueSroPvua2YfdyzxAh7AfkzWXToBWQHj7OWHIvF8qDZDf3V0+KYBUTrW4t1FffN02Rs2dEpe04zih+ZSL1Kd7BN23K0UdUqBOpx5L5hlm/uQFJWstv7aIl8FWpU1LLRhLUI13eQjkQrkSp5qYgaGi/rohWEgcLRJvrvuBIVaqJAgQbpmMGKQOB4ZkAQBmHsudcmGi+SpNuwWe5SavMOoiAEx2vubxSZUp+u56GVIlIK6ThbRu4FUMaUQhw+8kH9tfdZpA8DH4Pqi6DveCPudxS1FSD/ZAR7iLlvAKszMAr01Oe2syhMBR8dbV3ga6B6KfTGybUNAY0TYOT0uZcJZ2HiP6DwG1A5mD4Y9AngHAI4EN0Hzp+g//ZW1D7+2lF1YfYAkM+BwX+B7DKYfklcEWs7iASsWwTRSeBmMWVxotZ71A7oYfCPh8HHQPG4HZOYbNljcTP99CwZJDdQYXL5FNXZGgOL+pBOx+9TGq3xsz6LDh5ibNUkU+tD+hcPb9d+aKWoV+pUK1m0cyr5xc8hP3oG0nYLt1gs28muE/iC2CKTPInpFOtbFfJd1ts2X0hbxRwRi/rEliPSQj0x+EZmOR3S7FDbLOMpOjZGV2GfTNfKRNO1E68mHkg4romohw3VTHzV2vjrhRC4rgPC+OGlIwlqIQKJ48cR+jC25eiklr1ECB1f3hVxpMcMIBQapUwlnaShVRiEsY/fiP9IGdEkpIz3R6O6dLRlCjjwTMj0zvvntXTBW2JuO5rKZZBfZT6qs8RNyDKQfy8EgzD5MRjY3P0rEwKyb2HR+8YG0L8Dv2E+52UfMk8Dfz5RI8FpQO+0SSZmHUTXQBhfPZOR6Q4rtPl+1ICqgPIgqKfBwGuh5xQjsIOZ+Du5nYQaKMLwJ81gVTfaI69CmARmK+r3GcL6ONJt4Pf4jBw/zPQDJTauGmNw0QCZvM+ckfm4ys7oskE2r55kYu1GBpYuWlAxpSTnyfjya9TL0AiX4BbPpHDQk8kOHG2Sfy0Wi2UHsOsEvnQxJek6RPKDsuR0u0/WB82GVCIuhZaultN23k7q5CdCP01H4lObtYgthH3rsUbKOJlWgue7cSTeJNlGDYXwBNJx8Hxj3YkCZRJqAbS5CiAQuL5LGCh0qE1UXpokXCklrucR6LiKjusaf74yUfkoiNBKo5TC9fxmwyvHcY1dRwiiuBymlBLXNdPDIDCRfxkPgupAox8OfMTC/86WnUtYgvASyCoTiA7jm3gxLHqPsQiNS5h+F/R3qUbTALzDTG7K1ij/DXK3GDEeANUDYfCc+Zdx8+A+GcqXxvXnMfaezlr2ASZ5u+pB5QQovg0Gnw5uT2seIUFvZ3JrMohQ0oh4J8P8PibLvkBQ+Sf5oQDwkY5g4OB+Kr1VxpdPUOwp0jtUnNd+I4Vg5MBBxtdMMrFmA0P7L2pdhRaibWytlCJqBDTqIY1ahkgvQWaPJTt6Jj1DJ+Jmh2zpS4vFssPZtQLfyW7Z1r2rUN8Gcd88lXYT+vF0tLHsdM7fxlwn2G0T+Y7rgAtRYJJhXd81PnxAC/O6dGRsvZGEdWWSYp243j0mqu64DjrSqMBUynFcU0FHKx0n7poOhyLuSBs2QlMH36FZQUeFCpSOnwuT3BWZ0piu5yGlJAxChDSivu1HRgDTQP9xMLidCZWWHcfsryF/tXGMxeXaqY/A0OvAiVvX9zwTpj4P3Nu+rALqGcgfv/XtRFVoXAJ9sUivOcDjIL+ApNPi2TB+EhSu7G6vaWCuPFSKEJ4Hi/41Tmbt+A7KjLHOKPngm13ViAsWeSBsdNQCYa1E1Lgar5j+PGjywzm8gsf4XRME6wIGlvSb2gdz6HwBDB0wwMTaKcbXbGRg6aixPAYhYRgRBS5hmEXrxYjMoXjFh1NY/HD8noNx/B4r6i0Wy05l1wp8Nw/hViL4CxH5dAjRrsslGxEpsZ9GzK3pu57Q57LntF6LAiO6Hc+IcymSWsetkmgISRSapFkv4yEdaUpTSokKVVy73tShV9p0r3UcB4FEqwjP95DSAQ2eHyfNxsuZcpcRUoLrejiui0ASNUJk3KW2Vetexk2tFFK4xiYUi37zZoApB058PLg24rlHUL8Pws9AX7U5bgUgGgBvcWs+HYHoYm2pA8FSyB279W1V7gT/KiOsNTDbEyfXzmdj0VBbA9M/AW9D91lCTF5HpQDqTbDfu8Eb7D6vdEEe+OAFfoC5yqEE6IPn3o5ln6Iy/lcyPctNblPbyV7j5RxGjxtmemWJzWvGGVzcj+u5c0bzhYah/fqZWDfNurvHyI+ejZPdHyd/AH7uAPL5/fByozheoRXht1gsll3ArhX4fh8EKevLvEJ+nnVt4bvvFsXvFPep+eYK4nfSbVDQNr21n1pj7DeC2F7jxNU7zWOBIGwYy5BSSbMqIG5ApZUiCs0AAU/ixDX0ZRKNV6oVmY+M914gcByJkALP95Hx4CGptW+89dKU0IwipOMgpWlypZXC9Txcv+U3bYp7gYmw+gfD/qdt5SBZdgkqgKlPm0ZQyec3yfNwH4AN74P+l0LPo6CxAtyx9uVDzN9Ungn+VvoZJMm1fWvN87qA+nEweMY8y0Qw/VuofgZ6b4B8mS1q2kNclEpC9DRY8h7TEXY+5GCcHL+NKIwFCKBWgNwzwLVlXvd1okaZRuknDBwCc/0ASEcwcEg/M7kyYw+MMzjaTyafmceyIygM5mnwKIaP/RSOl91Zu2+xWCwLZhcm2UrIj0BJtqKPC6pzvwCLTtN3n1bu84j75nl67hN2G7rLa50iX2tjkfGMGIkCjQo1bsY1Nhtp5pWONCU0hUm4Tfz20jVC33FNxD5sRKhQ42WkWZdS+L5DFCrCRmQGEZ4X74ER+WjwPNMuNQoj48F3/dh+I81VAqXQSYKtEE3vveO6LYGvgQngoMdDYdF8f1XLrqJ2N4hLWvZxgXkcAPk6hN+FyUugdDaoEchXzXwaY4mpApUe6Hvh1pNJ6+uA35rkWoCyB95TITPPZ2HmGlDvhMX3dhf2EJejBBqj0P8G8Lci7sHk7Wix9fk6qWMGNYEH0bNg8Nnbvg7LXsfsht+T6bsxLl4wX4RH07O0gJt1GL9nkr6+Hgr9ha4iP4oiShP70X/I26y4t1gsewy7tkxmbhDGUh78rVXO2RaLTqfQ7xT3bVH7tFF/Prr571PTUx58I85NRZqwoYgaCsczvvmoofAyLq7roGLvvIxLYaLB8R2EkERotBZNf77jiNiaE8ZR+dgrj2pG45vJwJpmbX0hZcvqg8BxPVM5J4pQSSQ/HlxFYWi6LzYTxDAWinARHHzWVo6PZZdRvw0yG9unZYij7ZhvcrEE6qcw6YKjYIa4Tiomci6fD70L6EBbuRrytxmhHgLl/WBgnuRaraH8J+hdC5FjIu5+lwTfAAgcEE+H4jxXA9rWXd72MpmK2I7kQfWpsOhD1p5joTG7jqDyHQYPlWz98i2AJjeYxTl2iPE7xgkDRd9IsX1RISiNe2QXv51sv81Vslgsew67totGcYn50VWiJY5jG0vL7jLfveg+b3pa83G356lpC7ox/zpIGk6ZiH3U0JiSlQIvrn2vQh3XxDdJtzrCJMtGpqut63vGQ6+I1xfXvhcm6o4GIQVO3NBKYJJhVaRaDXzjY6GVJmgE6Ejhup6pjx9HnKIoQmAScIU05UJ13IDFcRxUHNVHA+PAfo+FgYN3wofA8qDQVUxH5hQCyAF9QB5TD98D8qER9A3i5lQCgqeZzqwyN/92wgoEv4bcrHlelaAfA/mj5l5GCOh/Acy8HNY9E6ZH4nW5RvBD60pCfQiKF8TVbLb2njWodQ9O4IcCqmfC6Kcgf+i2Ld9JVIH6RgimWZgwtOxp6ChiZt23KCy6H+luy8+exi/4DD98mJnyDJtXT6Qu3gpmpxro7IspLlnAwNlisVh2Ibs2gl8YhqhoRITH3FH5OZnDp5+23XSL3M8VtZ9vk3P575uvxfaWuonUCwRaCFSUqiWvwcu4gCCohSDNaxGKoB7iZbzm4ACtkELGm0kGD8o0zXI9tIagHjYbXSX+/mbDriR6Hw8MtNYEjTD27SuiuHqOEIIwCNAYO4/neaYuc6OB1ho3dKE2CIc/FWwXxT0H/2ioDgNjW77mYAS+xojbLLC+H6Z7gAJknwOL3gj+0q1vp3ob+FeapFYFzPRA4emmAtZ85A4H/7Mw+X3IX2qi+BtOgvxaGFxrBhoNCerRUFhgV+RwBrh12xNsJRDmoPBqKGxHVFWHMHU51L4N8j6IlkDxXdD7yAe/Tstuobzpz0jvF+QGfBY+SBMElYDZdSH12QPwiudQr9SZ2HAFg0t8GtUGlcZjGDrq5XGXcYvFYtlz2MUCf5FJmmuMgRcL8Afruwdagr/L47k8+LQvvlW6Cf040VUIk5gqpQDpmI60dYXrx7XktYnWSwGu67Y6zEpTDz8KWzXzjd/e/DmiwJTNVMo0uNIOcYNejdAC6bpIbTz06Qi+lA7SM3afMAibbzWMIhzXNVH8ePtK62ZUP51862x2EEsfB8PzRGwtu57CSTD7Apj9IsyVKypoNmqm+DzoeTc4OdNsayF177WOk2vXm+d1oHEMDC6wD4L0ILoThILJ46DwCah/GaKfQl1BLQPZp4FbWNj6KreAf/OWnv6tOewkUJAmOXh7KF0J4VtgdIUZZIQubKqA/3XI7r9967bsUuozt5EbrGJGv1tHhZrp1VWq48eQH34hQ4c/Gjc3iFYBk8u/ztiqLyPcZfQd9g4c3yZvWyyWPY9dK/CzvZBbCtXlUNAPQtzH60l77YF2Ab+VBNtkUvuDLnSIg6a/HVQEQS3Cyzi4vvHZi1jQGyEOCIFSmqgRgefierJZRcd0nY3r2EuB65mGVkoZT37YiPB8I/ylY64OGNuP3+xi68SlMtMefBUZq4/rOvHAw5TfdGNRHwSmcLrjuqaMehCgtcZ3HHNlYFZBdRDOeDrIBQhCy65DeDD4PhjfBOpn0BN2F7ghMLkYii+B3DZGr+trQVwKmVTnWu8pkN2Gbrz+6TCTh+xZ0PtoGH8ASr+DoAaNR8Pwkxa2nqgK1YtheFNrWpJv0MBYf4SEnIJstOWxKJYh+DiM16DnGXH33W0Q/CqA6k9g+L7WFQQ3hN6/wcwfIPuKha/Lstvp2e95TD/wV/yee3Ez80XbBY1ywPg9Hl72TYwe+yLcTF/rVcdn8PBXM7VyCC+/H5neh+38nbdYLJYHwa4V+G4W+g6GmatgKGLBEfwtIvZzJdVuRdxvIewX8oNv5gnr5kfezUh0ZOrJC2Tsqdc4XmttzT6GSpuoupRG+Mc6QboSKU2VnUio2NKjTKMrDY7rIKRoVscJQ1OL3HVcVKgwubUOaWsO8dtXUYRyXIR0Wu9OCFNRx3FACCKlkPHVBBVFzY62ckrC/mfDyNELOC6WXY6/FEb+F6YfDZsuAu9OyMyCq42dppqB2iOg8A4onLnt6y9faZJrwSTElhfDwJMXvrwQMPAc4Dmtab1Pg833QjgNIy+D7AJsQlrD5M8g91MjqiEecGByC+q9ED4H/BNNvX7vtzCwBvyUV19oGLgDKu+EqYtBPBvyZ0H24IX5/6MyOMvB6egnkK/A7B8gPN/09bA8JPALS8mPvIfJ+9/N4CElHK/buV9Qm64xcc9+9Oz3b/QsfXTXdQnpMnDw83fuDlssFst2smsFPsDQEbDBBZWOQCZCfA4vfiLe54riL1jcb4uwB601UahwHAlaIB0BKo6qC9ncH9dPEmAFfsZE3nWkEcLByxhfPrFwD+qmIo7ru6hQmw62mKi+dMxAIGlOJYRGOqZpluM4rb2Pq+eo2LIThUakO44LTpyAq0I835RDVEoRBgF+xgibMAhwk7KYjkOzck59ERz5TBu935NxB2DoTRC8AGq3QfVGUBsAB7z/3967R8lRnefev72rqrvnppFmRjckxE1IXMxFEsYgmZu5+NgyCsRACGCfGGwnx8YLcsBOTBInJsSO4RAfcz6OHRPs8C0TkxhiAjYGm0/hsiBgGzBYBhsEQkggCV1nRjPT3VV77++PvaumR4zQXTMavb+1es2lu6t391T3PPXW8z7vHJh4FiSdO77drA+yH0FTn3+b9Gvg/dCyiwd7SRdM+Rv//fbYhAA2PQzcAONC9b5R3A90QfQ/YdqVELf5SnvPxbD6f0H7YhjX33Ck7aClG5oXQ/W/oH8GbH4fxKdD5b1+HkDcyrADiGwYt7vlVdpC8hzUXodYDoT3JVomnoDr/xjrX/wbJszqImlqHHSlGNhYZeOrh9Mx8++pTNiOic2CIAijmBEQ+IeD6YD6KijnPnyG6vtdquIzuKEhlpyt+PDfBZNaTGqJKtpbcTJHWjXo2HvoAT/ESvkm2rgUoyONSQ1Z3ZKUFQ7IahlRHAZfWSBSIZfer0mhSEpxaLjNUApM5ogTf7s48dV8gCQpFek6Js3Qyh9sKACnfBOv8Rn41tpiYm3jWPSiHwB8lr4D1ig49Fzokn9s+wTJREjOgLYzds/2+n8NpSe8gE2BvhZoXuQ9/LvK9gp7gO4nIb0Oul72Ar1R3PdPhOSLMOkzg1V4ncD406DpSFj3baj+X+haDVGD/U45aOqHpt+CeQWq90D1ANg8G9SJkLwXKrOhNAV0xX82pG+DHqahGaDyFtRf3PWDH2Gv09p5CMrErF86QEuno2VSKzpWVLtrbHh1Jp0zb6Iy/rCRXqYgCMIus/cF/rhp0HQI9K2Bst1x3/2upudsb4OtA5wiDk2rJrVkqfENqpnDWUeUhObU1Edb+sx636AV5VV+FHEp5NCng/55m1myuiVOfGXeN+16Ia+1RpUUkY5x1pHVDTpyRDouhlPlcZ3GGpKkBE6R1sPAKqVozB3RSqHDUCxf6Y+8H99BUtbQDejDffV+R3zKwtjAWRh4ACas9j9XgfqR0LmX02J6fgnVz0PXc/5Aw+Gn0VaB/i5IroPJ/wP0MBab8iQ/GXf9EbD6Bpi4BErDpO9EBlo2Q8vL4F6B+k9hoA16DwRzNETHQHQw1J6BCauGX2dSg/7f7b7nLew99HhaJlhKk96gd+mRrFs/g6TlFQY2Tqfj0K+IuBcEYcyw9wV+qQUmHgfrfg4TLFv14W+tYj/kd8N8v630nG002DrryDJLHEfEcYzDDYr9OEKHKbN5Gk3eNBuXQua8xQv68Li5PccBNrPEpRjnIKsPJuWYNCWKInQcg8ZbcoK4T+ve0qMbPPdZPQuWnpisngYbUThQsJY4jklKpSIZx2Q+LtNkWUjecTjrH58MWJvAsRdB2w40Uwpjh+pK0A/54VQp0J9A6UNQnrb31rD5eej/PHT93IvwRnE/0AHxF7Yu7nN0CSZ+FHoPgXX/x8d1tqyHJBv+9spBueYvrAPzAmQ/gHoZmlNoGhj+fpEFt9zbDPXe/wgVdoGoA7J2knEb6ThgFmnL/6ba/RIdh06mMuGIkV6dIAjCbmNk/jtNOwGWf98Pjom3qMrnbGnVabTjbCnoafh+m+k5W/fhO+tIa8br+QictWR1QxRHRElElppiEFVjWo6zPkUnq/vYyaTsIzPTWoazvqnWV94VhEFVSUmHTHoTqu7+TEAUthOHFB3fgDuYlDM4rTak8Tg/4MrbfvxajDHEcYy1FpOFuEyliJIEcGT11P8cx/A2MP5kOOysXfiDCvs0/Y9B84v++xpQneyba4fzpu8JNi+B3j+Drid8U63Dp+VUgb7xoP8nTL7y3cV9gYK2edB0K2x+GjbcB9HjUF4Glc1++1vGbuZExl/KtW08hAPVAy5lpD5ChZ0kagc3BVgLaj1JpZmk5bSRXpUgCMJuZ2T+O3UdAZXDYPOvYLzdohK/DYvOsIJ+expsB3/vcL4RNm+iTSKcsTggTuIgnv3t4kShgg3H1A069k2veeXeW3csSd5cG4S/DbfRWvlIS0DFeQqOt+GAIo7DIKx65v352jfx+qX6CbZpPcNZQxwnEJpptfbCPymVsNaRZRlxkmCyDGtteG4ZKEWSJDjnsMZbFpxz6DhCVRX0dsApl4FkOe+fZJshu9971DOgqoH50Hzs3nn8vt/C5s9D12JIfIyrr9oD/W2groQpV+94L0DcAuM/4Adr1VZB9XnY+AS4p6HyElQ2+cfb0Sm5Oa6EHzog7FNEbeAO8vYstRZMN0Ty2ScIwthjZAR+pR0OWABvvQDt4R/sHo3GHDxKsMZiMkNcijGpF8JOO7Kab56NSt4aY43DOkcUhUFUxvlKu9ZkOLRWIcHG+jjLEGnpjAnNsqEJN4kLi46OFGk1hUihQ3U0qxtUOAhQkffgx7EO1pxwf3zGvcF4D38Uk6UZzkGclLBZPa/xF2cTCrtOkhTTa621oTdAoayCVRoOvQCmHL8n/srCvkDfc1AOzbUDwEAzNJ27dyIg+1+Gnj+Dzi3EfT/eF8/nvK9+ewdjDYdOoGmGv7gPQ309VF+Cnl+AfRLi30BlFZQHfPV+a9X9Rmpl4BiISju/LmFkUBEk86D+nxD1QLoSSnvRiiYIgrCXGLnzywe9H177AVTfhorbQtTzLk21Oy7uXcP/7KxuQ6KM8lNfg+j3nvZ8Gq2PnVRaQ+StNXnajLO28NgrpdARYUKt9p7ccDDgLMEy44rm3Hz7KlI0HmxEUUyURJjU4Jz3yzvrihQRpTTWZmQmG4zCzKz37Dv/2qngtwe8rSck5+QpOkBxgBIlMWqtgso8OPoCUDJmfb/EWqg+CBPWgiEMkJoNbafu+cfuXwrdX4DOB733H7w9qB8YaAX32SDu23bfY6rIN+OWJwGnQvYnUHsDakug7xlwz0OyFEproVR9p+C3Guol2HQqjD9/961L2Lskh0PWBMlGqL8MLe8b6RUJgiDsdkZO4HfMhM4TYeMDMNVPeB3Wdw8MbaRlC9sNg7fZIhrTOe+ht9YSxX7qbFJKivvbzKKUI4oj72XPHDrRRSOsNY6sZgFfvTepb65FgTUZSSkmiiKfO2/wk2OVF/ZWuUL4R5G3A7nMhfz5KKTgeAtOFA2eNVBag1XB3uM99nEUg1WDWfd4P723+YQeYCDSuvDge+++z7zXWhMnia/i44hrCXR3wSmfhKaOPfP3FUY/teWDzbUDQC2B+INQmb7j2zL9UFvpffKlqb7hdWv0L4Xuz0PnTwbFfR0fhznQHmw5X4B43E48qe1F+Qz8+Cgfd+kugKwHaisgXQoDL4JdDqob/+4qg5oOeiZM+IBPAhP2TaIOqDX5noyBX4/0agRBEPYIIyfwoxIc9kF4+hHo2uxXsj1NtcMm5gxXyQfl/MRYpTVaK2zmsNZ5wY2fJBvFGmu8VSYfaDU4idaneejIV/rzoVQmNWHYlMZkeRXeL8NkPvpSK+2FfwRaa9JailKapJR4C09mwsAsihScOEmwxlt7kqSUPwt/23CGwUdjWqzxZwVM5q08SimyLCsSclSYVOvy14/gvTcaVsUw+xI4YO4e/zMLo5i+/4SWl/zbpQbUuqD9Qzt+RifdCGu/AqX7QZVh80lQ+ig0L3invab/Fej+M+h8YFDcZ3hx3zsJ4tBQuyu2nJ1BaUjG+wvHAOeF93+wDhF5u8/eajwW9hyqCUwJ4hLYJWFq8V7e3wRBEPYwIxsBccA8GDcPNjwOk6yvauds0VRrnRe+Ojeb5/9o31HVH2rTieL8KTrffGodTil0HBEnGqXBpP4MghfQ+XYdcRJjrfOiO6TWKECXB2MwtY7QJV/FN6lPrMkn1CrnDwYIzbe+8u9jLr2FJvJ2HuMbbxVe+OeJOCbNIEkGBb6OyTLvpddR5IdZGeOtOlDYcTTBphOq+LnQj6IIvSbyFcijfn/wdRL2P9JeMD+GStVXz1MNnAytx+/4trofAfUd6Nrgfza/gf57YcM5UP6Et0DELd7/3v030PnjQXFvgM1AzyQo/RVM/tR2puXsaVSIwJSUnDGHbgJX9n/faBmkqyGS/HtBEMYWI/vfq9QCs8+DXz4LE969im9DpVxHOkx9tdjgU9ehEXYIQfCbNAtVbF+JT0oRzvmmWmtdsNnE6MgFSwxkmcEaS5zEmMwfWDgbqvxJRBT87s660OjqbTdR5Jth86FXStnCi6+1r+orKBJ0cLkQj4Og99u0yhZWH78thQpJPFEcE+EbaLMsI4qionE299rn3+fTbJPYJwNFm2Iws+CET0tqzv5O/7NQ/i/fXFsHahVo+oi3rewo6SsQ9XqxHuG9621vQ/P3oW8xbDwJmA3ZShj3o2HEfQckfz6KxL0wplElf6YJBcl6qL/mU90EQRDGECNfnjrwJFh6Eqz7/2BKEPVbNtWGuEgVIi7B222yLENHGq38RFd/Oz3Eo+8bVP3EXKccxvorrAk3KLz/Ids+HEzkUZlxEhfNsv6xtPfnZ975ntt3QBEnmtSmYfqsj60k9rn1cRJjjQ1pPAlZPSUzWfDju5Bt7y1CWIiSuCiwx0mpsN/kZySiKAq3d8UgqyxN0UHwZ1mGs9bfXitvgdjQASdfCeMP3vN/V2H0Yg1Ufwwd67w9pg6ks6Dj9J3bnk68WK8BjeE7kYFxb4H7IZjIN6xGYbqsxTfU9rSCvgom/4mIe2Ev0VAMSvpg4CXg7BFbjSAIwp5g5ONTkmY4+mLo7oSBwYFO/qu/mNSGarevtlvj0JGf1pokib9NZouKep5Dn9UzrPGNrXmTbFbLimQawtCorJaRVlNMatFK++3GCViFqZvQXOujMG3mM/SjOEaH9eB8Io6fcBtEengOJrWY1GIzS5Yav043uE5/UEHYvgoVeR+tmdZTjPE3sMYM6Su21qLC17xyDxTWpSiKwhq1F3CrKnDUFTD9pL30hxVGLbXXIfqZj6asAWkM8dk+SnJnKB0DZpyPuEyHuV45P2AqF/cOL+57y2A/DpOv2vGce0HYaWxxcbHDZS+N9IIEQRB2OyMv8AGmzoEDPwKrtf/cLcQ9hXhOg1jHQlbLsMaidYQvzitKpRIKTVrNyOq+OdYan0zjgmXGW3EitIqItBfSSkfoKCKOE5+IkzlM6u07zoW4S7QX6HXjnUNOYVOLTX3fgAtrcsan3ERxTBQnaILYR5Gm/nqtI5TzQj5JSiHSclDsR1GCUlHR3BtFETa33uSpOdaSpalPy4njIus+TpJgXfKefmsNpmbgTQ0zLoQjz5dITAH6HoHml/37KwXSNmj5gI+R3BlaTwD7fjDaW26GE/k5ubjvi6H2EZh8HSTtO/e4grAz2AF8bJTBaYszy8LvBEEQxg6jQ+3pCN5zEXA0bBz0p5NbX+IErSKsdT6JJkm8VSb44n1+fPCrKy+etY4olcqF8Pe2m8gPhgrZ9Nb4arzWvtqtVMNjO+UPBCL/ez/Qyt82j9DMb+ucb7aNkyTcRheTZqM4bNvpEHEZKvOpwWSGrJ553721mMyS1lOyLAvJP7pIyymVSkRB4NuGjHuctyoZ4xt8jTFFRd9ZsG9Z3IQPwpxPyGAeAdJNkN0HTVUvxA1gDoamo3d+m8l4GHcV9B8KRkEvvpq/ZZStI0yo1dB/Ekz8MlRkyJCwl8nWgPZHos5ZjF3rk3QEQRDGEKND4AO0HQDHfxLWjfcVvoYqvp/umvg8eKdwIZXGGUscx8Sxj5702fFe3JvUYIwthL81LlTcgzgPlh9Tt6TVjHQgJa36QVVxUkKhSGtpOBvgDzKSUgkVPPK52LfWe/ZzcW8yS1rLimFXJm1MB/IDqgjVeoUmTkokSdlX9oOAj6LQCJymhZj3BxlZkaCTlEqDQ6ycP/CxxpAPuAJQa0G3LECdeCWU92SmuLDP0P8MND0NygaBH4E+AcpTdm277adB6/+Cze/xlp8+vNCv48/KFeJeQd9smHADtO7CQYUg7Cz13/jJxdRw1uJsSjh1LAiCMGYYPQIffMNt+1zoafDiB4uLF85piK10pKkhC1V1a/x1vsquC9uMqRvSWopzPlc+imM/kApNkpQKn75P6/HVexUOLLxA9022Qc77x61nxUEGLmTrBzFvjcNkNjTOQppmwerjK/w2M+FsQR6z6R8v9+ADRWW+aAwOlzStkwWBj3Okqa/0+8m0ib+v1r4pWCt4G2J9AtH8P4fWySPy5xRGGTaD6gPQvKHBnpNA5WTfKLsrKA2di6Dzn6F6CWyeCAORF/k9QDdB4B8IbX8H40/bxScjCDtBtgmy/4SKBqrY1KKYBFpy8AVBGFuMfIpOI33roLYUDu4F0wIuT8Rx3pKjBie7RjryulwplPLVeB1sLThHHCcY5SfP6nAc420xPrnGR2sGz3wSFVVvoKGhF6x1pLWUOI6LswSO0BSrNM4NCnqtI5JkcIKsCr+LtK/IW+XQOg5R/RqT+abcfPpsLtaNMT5OM44xWVZk2Eexf47+8VVRwc/SFKWUbzhWGtYC1VmoU/4c2g/aq39CYRRTfW2wubaOt+dkU6F93m56AAVtc6Hp/4HuR6H334CHobLON9hWp0PTV6Fj0W56PEHYAZyFTd+F5t9AVANquJojio+VQVeCIIw5RpfAX/08xK/6ybYDFja1F158pRRxXMI63wCrtRfGFt9QquPQIJinX4a4SxRYHYY8aY1KvA/dGYtSmijRQ+63JSbNwlkEjbN+aJVymjjyWfhR5G06ad2QJDpk0IPWMVppsjQlrftps9iwPXRDjKfC+dB7H6sZqvM6GjzoyAW+a6jo59n3Q+IzFV7c9x8O878IXbN28x9I2Kfpewhal/rvU8AqcMdA5dDd+zhxG3R+BMafAb3P+setL4O2i2H8h3e+mVcQhmDA9oPZCHYdmPXgNoPdBK6fIXGYChhYA9wHLX4AgzU1bM2fR6W2BFQL6DYf16qaQI2uf4+CIAg7wij6BHOw+jkv7ksZxL1eBHeP99fmnnTrK926pH00pfE2lSRJsM4nyAChuTXxvnTrTwbgvDHG38+gtKJU0kPHzztHZkwxhCqOB60Lzg4G9JvMJ/lEKvIHEg3RnibLMJkJ91Uop7y/Xvsc/Djxdp+iEq8UKg55++D9/HnGfcMrlGfbA6Fan8dqhoOBt4GBw2H+dTD5mN3/JxL2XapvQvbvfnKtw+ffZwmU5+/ccKvtIWqB8adA+wKwaWjylunJws7ivIiv/Q5qz0Pt12BeB7sGXC+oKr5BynnzaePnurVQr8H0LlAp0IdJM+o1UJtvo9J3N9AEqh1UK0QHQOlwbHIQlA6B8kGo0iSUljhXQRD2DUaPwK9tht5XYGrVn87XwPhNYDX0jiuaWouEGucjJb133ifaOAsmM0SRT9jxWfE+sz73r0exb2aN88ZV47AmG1IR9zGTEUTe32+tb+aNongwZz+zoSlW49xgTn4xKAsdpttGWAc6bFspM9gcm68pb6oNnnqtta/iKzVoOwJvEyqabkMjbf5PbDVg3gMLPg+TpHlRaMA56P4htP3Si58Mb89J22Hc+/b84ysNkQyxEnYSl0Htt9D7APTe7ycnqwGINGgNUTT0qw5Fm/wCMDAA45UfbEUVZwfIBhz1KvRv6mXi+Iy4HEH6BhgTLhZnNalpweqJuNIsVOsJRO0nE7cdR1SeLGejBEEYtYwegT+wCbI3oa3mh+LkDbad6/31veN8ZnygaDDVXvR6D3tEqRQFm4zFGQdaY23w6Cs/bMpZ6yfFEiwzWvnEHWtDDGcZrcLwqjRDq8GmX2uMP9iI4tDwih+KFa7PffU6rDXLDNYYklKpiK80WVZk2+fPw1r/+ESRH2plLTok5eQ0Cnv/C7xYWwUkJ8Ip18KE3Wy3EPZ9ep8F/glaQhRgHhpiZ0LTESO4MEHYBgMvwrpvQ8+9vlIfByGfX/QWPzeK/PyzUymo9UOpCtTB1f1ww37IBqC3G8oupeOABLbQ6xpDZHqwtR5M36ukb/8E45pwpcNIJpxOZcoiKp0noZO2vfzCCIIgvDujR+BXN0HUA5W0YZx9qM53rvditmcw6tFZb7PJG09NanCRt9VYY0BBHJe8Bz6rF02qkQanFJGKQCt0SReDo1QUFT54nz6pSJISWnlLTZaa4gyCyUwxlMtaizGZT/SxtrDPpPU6AFEcFwLeH3z4HgLb4KUvegSUwihFHJ7XVlH4KaRvRtBxFrz3Smibukf+NMI+TG01bL4JJr7oq/d5eo6JIJoHpYkjvUJBeCcuw67/V1h1PTp9JYj38O+qsTo/nMDfUuijIEpwdsBPJ08taR/+MgBpP/RZS8dU/NkmZYvt+zADV5wU0BpMOkDWu4TqxiVsevUOko5TGT/rs7ROPQu1q2lUgiAIu4nRI/DTKugalFKIQyaxycspBiZs9N8GkR+HtJncspKUwhAnBcb4+8elEElprR8SFVJtlPKC29R9dd43tPqKv9P+bEBu74mTGOscJvMCPtIxWd1ba/KGWpOF4VLKR1WaIOZ1EO359nK/fE4u7vMzEAp/MNB4m2FR+OjBNc1wyMVw3GWScy+8k/pG2PA1GH+fT84Bf1CaAVkJKu8Ti4Ew+nCWdNVt2JXXkahNvmqvVJh7GM5gNtpvcra8rrGKXypjejUGg6lBfTODIr8KJnGESYnDrGfrS7VZL5vf/DG9q56k8+g/Y9J7rkaJHU0QhFHA6BH4Lm+OshCF5Jr8Yn2DKu3dgCs8+XE8uPwhCTN5w6p13lKjNUpr0nq98NMrHXL2g0jPs+h9Hr233ujYT63N0tRPlo2i0EurCmGepV44NTbGZlnmU20Ik2WtJYljHAR/v/fYJ0mCDWcP8m1sEwusAzYfAMd/Gg7/4K5nmAtjj9pq2PD30HY7NA8M/j4lVPEnQ/txI7U6Qdgq2cbF1Jd/mchuwiVQfEAPd8H5BlqtvG8e5/tL/GCSQcEex+i0ldqmHuqZo97n275qm8Gl0NIWDiLsOx/DbWMJzkFW28iqZ/+WuGkKnbP++4i9doIgCDmjR+BHJTAlH933bkEbuY94cyvYweqjtdaLeaVQUYQxPvMeQIXkmdwXb4whIioOBNI0xTlXnBWwIZPeWYt1rqjEW2MKkQ4UzbJ5lV7lPvot16N8ik6WpsV98qeoVX6gorZtyRkAVmloOgFO/R8w+T1IKokwBFuD3p9D/zdg/E+gqX/wOkeYLKuAI6EsMxKE0YWzVaorvoWtrkHFQbtbh9I2/G8IF5Phd+gYiMLZ3gQo+cg0HQVxr8LtDLp1GpW0A+X6sK6fWKU0tzg6JkR0To28uDfGP2hQ7tZSXFw4lnCN3zeIfJP1sfbF/8u4A/8bSZMMFxQEYWQZPQK/0gamAvUYEhsq9w2XvJqPgnLN36e/BTL/FOI4xjVkx2utoajkW2+x0Zo4SciyzFfZcyvMFl74fIiUv8o15NFbnBkU90p5z70Nt3HWFo20Lpw5aDwwyL35CiCJixz9/OxCrJJ3inzFYNV+4zg49AI45mJo6tgjfwZhX8V5Yd93ByQPwsQVvlm9EUNI0IkgmQuJ2LqE0YXpe5Xqxqd8kJqGLAs2+/C56wV+AroZaAc1zk+h1a0hu74CqoTvlvWFE3DgDESGSKc0JzWaKv24zn6UHUDZPsg2Q7rZ5+rbFIzBGYsxfg3WDgnXKUR/fjxgQtvYwIZf07/uWdoP/NCIvH6CIAg5o0fgN40HOqG/BOWQK2+1r9I7PVTku2DZKVeBSiHyGxNmGuMls2DdIXxVWhNrXcRTRg33LSr/4eAgS9Oi0m9zb3+w0pgs89X5cH8VtqejyHvwQzqP0tqL+mDf8VNxvX1oywFW72AzsEZD+VhYcDlMOxH06PmzCaOE6nIYuBa6nnqnsM+p4w8W0yZo2l3TawVh92HTjWTVzWFKeW6d9F8jp1G6BdR4L+xVK9ACrhlssxf4ruIvlPAV/TxG2fq4TedTdBQDKF0DN+AjN1U/RH0+T9/2YN1mTNZPmqZkWYO4D4I//z4X9/lHt80GqG76rQh8QRBGnNGjFEttUD4QNlVgXBpEPV7kGx3Efn4JIh816Nc379IsmFfhncMFD77/tW+edVvYcHJLTd70qoO9RuXTZsN9/X0inBv00eso8hGbYRux0sXBQ5aXefBxm0MokiHCzzX8VNrqZJj5UTji96C5c5dfZmGMUlsJ5Ze3Lu5zew6AmQpNR+2tlQnCdqPiCVhaSNPuwgYDwQJDmdhUwtnTINqLDlg/bbyw6ehmIK/mK2+0dzWw1fA/xIVL5u0+NgFbwtkmrFNkroRxFTK7mTTtxxhHmg6K+y2/NmLq3XvnxRIEQXgXRo/Aj8vQcTS8/RM4YGBog60Jlfx3iPz8so1N59GXAEphwieyzrPPQvlFKUVcKhUa21rrp8wWSTtqyEEBwcqTJ+rklpy0Xsc5R6J8sk+WpmEqbjzo3w/2oNyjXyqVfONvCqwHelphyhkw/w+gc1YY6CUIW0G3QL1l69fX8fYcp0AdBeXpe2tlgrDdRM0Ho1uOpbb2rULg51XyyNQwtkpsEyKboZMU5epBnMc+RtPF3n+vw1cVUVTx82MCE77m3xuwRuEyjckiTBouWUyWlUjTKsYYsoxhL1ui5LNaEIRRwOgR+ADT5sFTE6G3FyoNPnwXRL5prOY3CH63lQ/UXKmHtByFt9VkWeZTb9TQJJ4sy3yFP0mwISEnjiKi0Bibe+ytc2jlJ+SSZ9iH751zuCgqLELW2iLFx1pLmqZhKm40ZJ0qU95nv6kC40+EBRfCAfN887EgbIvyDNg8C+xyb19rxOHPCAFkCZTeD/G7HAwIwgih4xaapv4evW/9DGsNUQRxHAR+lhFlm8jq/URJH1FpHDqpEyUGFVlU5BPYlK6DHgBd9n79QuBbX8m3dZyt4WwNa1JclmGNwWYWkzlMajF1Q1ZPSWtVsrotLDlpyhBf/nDEZTnTKgjCyDO6BP6ko6DlfbB8LczcHMR73mibi/r8ogbFvdsyDxlfnVkfvm/HP9NQxMmz5vNqvA4CXGtdnAyItEaVEhQ+ZccaQxKiMNMQmwmQ1etEcYxTChMadxstQEDxc5qmPndf68GDjyqwCeipwLg58N7fgxnzIWneM6+xMDYpdYI+B6qPQ3P/0Ovq4aKA2jToPGMEFigI20fLtPOIl/6/1Nb/16C4z+dXZQ6ta0RRDa03EEUJOi6j42ZU3IqOW1BRKypqBl1B6XKo4udxyAacwdkUa2o4U8VkVWxWxaR9mLQfk1YxaZUsq2MyO8R7nwv74dqlAOLKRJonnrBXXy9BEIThGF0CP2mGo/8AnngeWpdDVxosOqGKbxsr+dFgNT8nF80DwGoNyXt8RvyyX0N7HdohLoenHD6gXWh81SFhhxB5aUJUZhRFRcqOjqJiIi0hRSdOYj/ZNtwnP3BI09R7/xuafePE5+8ro6AX2AhUx0HnCfC+D8O0E6DUupdebGHM0boQev4Fmp71MyXAWxDyGPwsBv1haDl6pFYoCNskbprChCOuYeXjl5NVe4YdUOu/OrSuo1UdpXpRek1oZfIFG1SEUsGm4/IkNBesPxbnDNbYEGmcf/UpOY0NtI2XrQl7AKUiOmf9d5q75u6lV0oQBGHrjC6BDzD9RDjycnjpVjh4A3RlYYhJg8DP7Tl5o21ese8HNgC1iXDwufCei7zFZeXPYekDsPxX0NQD44FmUJEiKZdwdvBT27kwHItQxQ+NtXmjbN6Em8dpqjAJ1IVpuXkzr7+e8I8GMKAHtE/F6Y0hng5TF8ChH4CuI3wPgiDsCs2zoP9K2HAdtK3xCqWK997bCPrnwcQ/9tYFQRjFtM84l77DP8WaX/9DEPJbivvBSz60tsgpUBal8pHNgXD2NhfozoYe24Ys+1zUbxl/WczUehd03EzXEZ9i6pzrUDJ4UBCEUcDoE/hKe2FeaoXffA9WLfWV/GYg3sKPn2nvLR4A+mLQB8DU98PhH4Ku2YONqYedBQctgLW/hWWPwOqnYPUKaK5DG6iK8uELKm+09dacYkkN8ZtRHA+J1Wz8vdKDo9IjFfmG2T68qO+LQU2GzqPhsPm+Wt8ySZpnhd2HUtB5MWxshdU/Ave6z//WGjgUOv8EWo8Z6VUKwjZRusTk475AtedVNr1+b2GRaRT0W4r7fIRILvSHY7gptFsOsmoU/dtCRxWaJ76XiUd/hvEH/R46btp9L4IgCMIuMPoEPviq+5HnwQFzYelP4c3/grdW+qzi0DCLrgBNUJ4E7YfCzONg6nHQOnV40Rw3wdQ5MOU46L8U3n4R3vw5rF8Ca1aC7oMmA02gyqoYkEg4SZCzpbDPkxmUCQk4NXzVdECDaYXKAT4daPYcmHwMtE7ytiFB2BPoCnReABPOBdM/GCSumyGSyr2w7xA3TeLABf+HuNLFhqXfx2Z9QyIpByv2Q39u/D4X6fn3jcJ9uJ+3B6VLlNsOpmXyfNpnLKTtgDOIK9JYKwjC6GJ0Cvyc9hkw7wo45g9g81qobhoULOU2X+Uvj4Okafsr4Ur7yvkhk+DgU6HWC90roPsNWPsSdL8Gm1ZBtgmogkohdl7ob4nBn0mgBKoFypOh1AETDoSZh8OEQ2DcdKi0S6Ve2LvoslhxhH2eUst0Dpz/DdpnfJh1v/sufaufIKttBNx2V9l3DYWOm4grEym3z6S583haJp1Ey8QTSFqmo2TooCAIo5R94NNJ+SFYHW17YNPai+9KO0x+D8z6EGRVqPZA31rY/Bb0vAkDGyEdGHpfHUPSAq1d0DYd2qZCc5c/2IiC30cQBEHYJXTczPiDz2fc9HMYWP8CvasfZ2D9C1Q3vUh980ps2ou1dW+s3yF8mV+pGB35JJ6oPJ64MomkeTLltkMptR1EedzhlMcdQtI8FR03I5/tgiDsC+wDAn9voryVp7UJWid70S8IgiCMODpuoWXyybRMPhlnM0x9I2nfW9T73iQbWEO9bwVp/yrSgbfB1La4t0NFTUSlcUTlDuLKRKLyeHTURFyeQFRqJ6p0EpfGo5M2dNwkzbKCIOzTiMAXBEEQ9imUjokrE4krE2nqPC781uFsijN13DDVfB+fmYCOi/QzQRCEsYoIfEEQBGEMoFC6hNIy/VsQBEE6PwVBEARBEARhDCECXxAEQRAEQRDGECLwBUEQBEEQBGEMIQJfEARBEARBEMYQIvAFQRAEQRAEYQwhAl8QBEEQBEEQxhAi8AVBEARBEARhDCECXxAEQRAEQRDGECLwBUEQBEEQBGEMIQJfEARBEARBEMYQIvAFQRAEQRAEYQwhAl8QBEEQBEEQxhAi8AVBEARBEARhDCECXxAEQRAEQRDGECLwBUEQBEEQBGEMIQJfEARBEARBEMYQ8Y7c+JlnntlT6xD2Y+bNmzfSS9guZP8X9gSy/wv7M/vK/i8I+xo7JPDljSjsz8j+L+zPyP4vCIKw7yAWHUEQBEEQBEEYQ4jAFwRBEARBEIQxhAh8QRAEQRAEQRhDiMAXBEEQBEEQhDGECHxBEARBEARBGEOIwBcEQRAEQRCEMYQIfEEQBEEQBEEYQ4jAFwRBEARBEIQxhAh8QRAEQRAEQRhDiMAXBEEQBEEQhDGECHxBEARBEARBGEOIwBcEQRAEQRCEMYQI/AY+/elPc+GFF470MgRhr/Doo4+ycOFC7r333p26fndwzz338Oabb+6x7QvCSLK79+8777yThQsX8swzz+y2bQqCMDYRgS8Iwojw6quv8p3vfEcEvjAmkf1bEISRJB7pBYxmXnnlFf7pn/6JpUuX0tLSwhVXXMFpp50GwBVXXEEURSxcuJA777yTUqnEZz/7WVasWMHdd99Nc3MzV199NccffzwAzz33HN/5znd44403aGpq4pRTTuHyyy+nqamJxYsXc/PNN/PHf/zHPP3007z44ovMmDGDa6+9lgMPPHAEXwFhXyHfhz7+8Y/z0EMPMXfuXKZPn85tt93GF77whWK/XbhwIbNnz+Yf/uEfivt2d3fzl3/5lyxZsoTp06fzxS9+kWnTpm3z+izL+P73v8/DDz9MT08Pxx9/PNdccw2tra3DrufKK68stvnoo49y4403AvDlL3+ZD33oQ1x55ZVbfZ8kScKll15KuVzmjjvuQCnF+vXr+fjHP86cOXO44YYbeOihh7jnnntYs2YN7e3tnHXWWVx22WVoLXUMwZPvl5/85Cd5/PHHee211zj++OO5/PLLufnmm1mxYgXve9/7uOaaa4jjmL/927/lqaee4nvf+x4TJkzghRde4Itf/CIXXHABn/jEJ3jxxRe5/fbbWbZsGXEcM3fuXD7zmc/w3HPPDbt/P/3009xxxx2sWrWKjo4OLr74Ys4++2xg8H/K/Pnzuffee7n99tvp7+/nxhtvZMWKFRx55JFD3peCIAjvhvzn2wo9PT186UtfYsOGDXzta1/j9NNP58Ybb+SVV14BIIoi3n77bdauXcvnPvc5Nm7cyNe//nU2btzI1Vdfzfr16/n2t78N+ErOX/3VXwHwF3/xFyxatIgHHniAb3zjG8W2wJ/OPffcc7nssstYunQp3/3ud0fgmQv7Ivk+dP/993P++ecXomF7+NnPfsYZZ5zBJZdcwrJly7jlllu26/p/+7d/46677uLDH/4wX/3qV3n11Ve5+eabt2s9c+bMYeHChYAXNhdccMG7vk/iOOb0009n/fr1vPzyywD8/Oc/B+ADH/gAb731FrfccguzZs3ipptu4vzzz+e+++4rbiMIMLhf/uhHP+JjH/sYxxxzDL/4xS/4u7/7O/7oj/6I4447jscee4ynn356u7b3ta99jVqtxg033MC1117L888/z9133z3s/r1hwwa+8pWvEMcxN910E5MmTeIb3/gGK1asKNa2bt06li9fzp/+6Z/S0tLCjTfeyOuvv85nPvMZPvKRj/DYY4/tmRdGEIQxhwj8rfDUU0/R09PD2WefzcyZM7n00ktRSvHwww8Xt0nTlMsuu4xTTjmFadOm0dfXx8c+9jHmz5/PjBkzWLlyJQAPPvggzjkuv/xyTjzxRC655BIOOuggHn/8carVarG997///Zx00kn8/u//Pk1NTSxfvnyvP29h32b+/Pmce+65zJ49e7vvc8opp3DmmWdy0UUXcdBBB7FkyZIh++XWrn/ooYcolUpceOGFHHHEEZx55pn84he/YNOmTdtcz7hx4+jq6gJg+vTpTJkyZZvvk/wg4YknngC8wC+Xy5x88skYYwBYuXIlK1euZP78+dx9992cdNJJO/U6CmObBQsWMGfOHM466ywATjjhBObMmVPsY/ln97YwxrBx40aWLl1KV1cXd955J5dffvmw+3dTUxNf//rX+eu//mtmzpzJiSeeiHOOZcuWFdur1WpcffXVnHbaafT19fHaa69x1FFHcc4557BgwQIWLFiwm18JQRDGKmLR2Qq9vb2Ab2q66667AHDOsWrVquI2zc3NVCoVAJqamojjmObm5uLnXHSsW7cOgEmTJhX37erqYvny5axfv7743cSJEwFQStHc3Eyapnvq6QljlClTpuzwffL9DqCjo4Ply5fT3d29zet7e3up1+tccMEFgBc7zjnWrFmzU+vZ1vtk5syZHHzwwTz55JNceuml/OpXv+Lkk0+mqamJAw88kE9/+tP84Ac/KM4iHH744Vx33XVDticI4Pdj8J/TAO3t7UN+zrJsu7ZzzTXXcNttt/GP//iPgN9fr7rqKubOnTvs7e+++26effZZ+vv7cc6947EqlUqxlvxAecKECcX1+UGDIAjCthCBvxVyUXPBBRdw5plnFr8vl8s7va2333678FCuXbsW8B/YS5cu3dXlCgLAEL95HPu398DAADC4z21J40Fm/n0uMt7t+okTJ7Jhw4bCapbT2dnJ6tWr37GebbGt9wnA2WefzW233ca9995LvV4f8t5ctGgRixYtYtWqVTz11FPcfvvt/Ou//iuf+9zntnsNgtBIbunp7+9nwoQJxUFozpw5c7j11lvp7u7mhRde4Fvf+hbf+ta3CntmIz/84Q959NFHueKKKzjvvPO4++67ueOOO4bcpvH90tbWBsCGDRuK3+XvK0EQhG0hFp2tMHfuXNra2njiiSdYu3Ytzz77LDfccAPPP//8Dm/rgx/8IEop/vmf/5lnn32Wf/mXf+GNN97gzDPP3KkDBkHYHmbMmAHAT3/6U1566SXuuOOOQrA08sgjj/D4449zzz338MYbb3DssccWZ6be7frTTz+d/v5+HnvsMTZs2MBtt93GrbfeilJqu9aX7/tPPvkky5Yt2673yRlnnEEURdx1112MHz+eOXPmAN5S99GPfpR77rmHarXK5MmTUUrR0tKyS6+hsH+Tv4d++MMfsmTJEu6///7iug0bNnDxxRdz0003sW7dOjo6OqhUKsU+t+X+3d/fD/izw0uWLOHRRx8F4I033igOwhuZNGkSBx10EC+++CI//vGPWbx48Xb3BgiCIIjA3wqtra1cf/31tLW1cf3113PXXXdx3HHHceqpp+7wtg477DC+/OUvo7Xmhhtu4OGHH+b888/ns5/97B5YuSB4jj32WM4991xWrlzJV7/6VebNm0dbW1thHcutAQsXLuQ//uM/+N73vsdRRx3FVVddtV3XX3jhhVx00UX85Cc/4Utf+hLd3d384R/+IaVSabvWd/LJJzNt2jQWL17Mgw8+uF3vk/b2dk488UTq9TqnnnpqUfF873vfy7nnnst9993H1VdfzTe/+U3OOeccLrnkkt3zYgr7JYsWLWLevHksXryYb37zm5x33nmAt6N1dHTwqU99itdee41rrrmG66+/nunTp3PttdcC79y/Fy1axOzZs/n3f/93vvvd73LNNddw6KGHcu+99/K73/1u2Me/9tprOfjgg7nttttYvHhx0bi7vRYiQRD2X9Qvf/lLN2/evJFehyBsk2eeeYbdva/uiW0Ke5Zbb72VBx54gFtuuYXDDjtspJez15D9X9ifkX1VEHYM8eALgrBP8Oqrr/LSSy/x05/+lDlz5uxX4l4QBEEQdgQR+IIg7BM88sgj3HfffcyaNauwCQmCIAiC8E5E4AuCsE9wxRVXcMUVV4z0MgRBEARh1CNNtoIgCIIgCIIwhhCBLwiCIAiCIAhjCBH4giAIgiAIgjCGEIEvCIIgCIIgCGMIEfiCIAiCIAiCMIbQcRyTpulIr0MQ3pU0TYnj3R/6JPu/sC8g+7+wP7On9n9BGMvo9vZ2qtXqSK9DEN6VgYEB2tvbd/t2Zf8X9gVk/xf2Z/bU/i8IYxk9ZcoUXn/99ZFehyC8K6+//jpTp07d7duV/V/YF5D9X9if2VP7vyCMZZRzzg0MDPDKK69wyCGHUKlUSJJkpNclCKRpysDAAK+//jqzZs2iUqnskceR/V8Yjcj+L+zP7K39XxDGKso55wBqtRpvvfUWPT09ZFk20usSBOI4pr29nalTp1Iul/foY8n+L4w2ZP8X9mf25v4vCGOR/x+PU/11qVSltgAAAABJRU5ErkJggg=="
[ "slippery", "transparent", "yellow" ]
null
2
math
grade-4
identify-faces-of-three-dimensional-figures
true
false
Which shape has a circle as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAASJ0lEQVR4nO3dX2xb130H8O+hSEZ/LUWSJf9R7a5JreWf1c5GomCNEyNBl4fFfWg3BN1qoMCM9aVDk2Ev67CghZeXDkle9ietgQH2Fmxr9mIDxlC4SSwHtZNaSSQltWVZs53IimSLikSZ+kNRPHsgeXkPeSXrHh7eQ1Hfz4NE8t57zuWfH8/lub9zrpBSyokkcHUemFsBUhJEVCZhATTVAF+tBzqjgJhYkvL9uO3dItp8HtsChEfmM3e2R4Huhkx0ElF5zK0Awwn...
1
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAADQi0lEQVR4nOz9Z5OcaXrfC/7Se28rM8t7BxQK3rUf162ZoXhIiaOQSHG5R4fvtKFYE/tGu2c3YuN8Aynkdo+G3KE4nJ7m2J62aDSAhi0UUN5XZmVWeu/9vngqb/aQPNqzM8R0U1tXREUVCoVCmud67sv8jexRvtudNIBJwWmcxmn8ClFsw1YZog2wKeGGVfq+/DSxTuM0fr0wKWDSIH1dav/V9+WniXUap/HrRy+Pmt2/+p78i3kop3Ea/+3HaXKdxmm8oDhNrtM...
2
science
grade-5
use-evidence-to-classify-animals
true
false
Placental mammals are a group of animals with similar traits. The following traits can be used to identify placental mammals: They give birth to live offspring. They have fur or hair. Observe the animals and read the descriptions. Select the one animal that has all of the placental mammal traits listed above. Greater flameback woodpeckers have feathers and two wings. They use their strong beaks to make holes in trees. The woodpeckers use these holes as nests for their eggs, which have white shells. Orangutans live mostly in trees and have long, reddish hair. Orangutans give birth to live offspring.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACmCAYAAACcAuREAAEAAElEQVR4nOz9eZwlVX3/jz/PUlV37X2ZnpmefYNh2DdZFUQEFfWjYNw1xi2CS9REjUYT84kYNRqNcUP98HFJTNxQEUVBBdkZGGAYGGaYvWfp/fbtu1XVOef3x7ndMIBG8/0o/kw9Hw+Y7r51q07Vrb79uu/l9RZ3VJxbW4SyIiMjIyMjIyMjI+N3QtXA1hqImdS5THhmZGRkZGRkZGT8rqkaEM4592QvJCMjIyMjIyMj438G+tHf/NmbL0Yqi440CAVYjE2QUmK...
1
math
grade-3
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "yes", "no" ]
null
0
math
kindergarten
represent-numbers-with-pictures-up-to-5
true
false
Which shows 3?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAUw0lEQVR4nO3deWyk933f8ffzzH1zSA5vLpfkXlwud1erPbwr7UqWLbmCjiRGXSNtkzSA6/5TBHaLBkmDNGlQAw3gImmQFkmBxkibtjaQGK1cV5ZkS9axJ7WnuOvdJffizSGHnPue5+kflGUbtpUirfyjqs/rnyUxHM7v+yze+zzD33DWcl3XXa7DTBkKLWi6iMgHxGtBzAM7w9DtB2u55roX8qaXJfLRcywO3uny5ie9ftgd2axTRD4YhRbcKsFSHW6Xwc43N29...
1
math
grade-8
identify-linear-and-nonlinear-functions-graphs-and-equations
false
true
The graph shows a function. Is the function linear or nonlinear?
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"
[ "linear", "nonlinear" ]
null
1
math
grade-4
classify-triangles
false
true
Is this triangle equilateral?
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"
[ "no", "yes" ]
null
1
science
grade-6
identify-elementary-substances-and-compounds-using-models
true
true
Look at the models of molecules below. Select the elementary substance.
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVQAAADMCAYAAAAs0FsvAAAVZElEQVR4nO3df2zU9eHH8dfnfrTXn0f5LT+6WUQKKCDiT4h/bExWjdOwPwhZlrEJC5vJpmWb27LBtpjNsUm/yWIWBy7Z4jIzyAQNakGzn51BXUG0CDLYLEWE0p/H9df9eH//uH4+7dHSXtu35cDnI7n0ep/Pve9zDT79/LxzJBkBWeSNNqN5BVKR/3IvCTC4SEI6FpXO9EglAWnFhNTjvsu6VMAgiCmyXZE/9e9Uki4k+h4nqMg6xBRXAvffaazfNj5BBQBLCCo...
0
math
grade-7
identify-trapezoids
false
true
Is this polygon a trapezoid?
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"
[ "yes", "no" ]
null
1
math
grade-2
which-bar-graph-is-correct
true
false
Connor went on a shopping spree at the mall and bought two hats. He bought more pairs of pants and belts than hats. Connor made a bar graph of the clothes he bought. Which is his bar graph?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAY8AAAEOCAYAAABxdpuaAABlr0lEQVR4nO3debhdZXnw/+96nmcNezpT5pEIBkiYFWVWgR9TQW1Fip2w2tpW8dXXn7Va31Z9eeUqlfZn0Wot1DphfetUxanWoshQQebJgRAImZOTnGmPa61n+P2x9tmBKkgg2eec5PlcV67knLOz97NWcu17P8N934Fzzm3P4NEW1A1oh+d5nuc9hQqgJmF1GRZFEGxPnfvx1EwPy/M8z5srThoAta5VfLEkgiMqRWTxPM/zvCerG/h5E7Zl8EgLxJQufuADh+d...
0
math
grade-8
changes-in-mean-median-mode-and-range
false
true
Look at this set of 8 numbers: How would the mean change if the number 59 replaced the number 43 in the set?
"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"
[ "increase", "no change", "decrease" ]
null
0
math
pre-k
fewer-and-more-compare-by-matching
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAYAAAACGCAYAAADU6V0WAAAQMUlEQVR4nO3daXRUdZ7G8acqG1mBBAkBJAlgiMgSZDcgW2gFBBHStIqOgtCOA7LYIGoLgodx1DOtY0MfPTPgtMgwdrcsgqADiUFRECQEAi1kIQlJyFakklpSlaSWOy8ynPb0uCAUv1v33ufzBjm88H++dchD3apbZVIURalrB0pdgMMHeBUQEZEOhZqA2BDgtiggMRww1bUpygm72sciIiJJo+OA0BJXx2+SwoEB0R3rQERE+uPwAUUtQG07UOwCzHZvxx/whz8...
0
math
grade-3
multiplication-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"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"
[ "× 2", "× 6", "× 4", "× 5" ]
null
0
math
grade-2
select-figures-with-a-given-area
true
false
Which shape has an area of 10 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAADCCAYAAAAb4R0xAAADaklEQVR4nO3cPXJbVRiA4UfyTxHy08GwAKBJ6pR4A+yHHcB+WABOmzZpQugxJXbimRhrLsW1RiB6HU3u+1TSqDhHM/fVV+lbTdM0Xd3x+y03G+4nyWfvdMWTE755xFfnrK4+TdPr69HXSsZ5+ZTT97fzm6/P+e6LuZLkc3ez4d1H/rjjt1vW1/fzB0WQJXlyMj/z8GHDevOvD5Il2T7zf0+sx14lOQ6FkCiEBIWQoBASFEKCQkhQCAkKIUEhJCiEBIWQoBASFEK...
0
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the planes in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1YAAAB+CAYAAAAnS4CtAAA+6klEQVR4nO3dd5RcV37Y+e97VfUq59Q5IgNEAwwAySFBaciZ8cgayTOakRXW8gb5HHuPjnyOzv7h1b/6Z4/+XHlXu7a1lmSN7bGsGcoT6BmGGRJMAAMCkdE5d+Wc6939o7obgSAJoBtAkfh9ziEb6K6+79W79cO7v/tu0ACFEEIIIYQQYlsopVhtwGQFim1oSWv7C8eqgdcCO10QNzrf05DESgghhBBCiG2zWlecLDzosxD3y1EfxAywPugTEUIIIYQQ4ovkaqX...
2
math
grade-3
identify-parallelograms
false
true
Is this quadrilateral a parallelogram?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABsCAYAAABQF8VPAAAVgUlEQVR4nO3dW2yb+Xnn8e974HsiJVknS5YtW5bPE9tjp3a3BZrkqgssimIbIAiwxV50b3KabOsC02S7i512poe06ezWSZM2aS+2C7S56BZI92JQYHvVBthu4iZzHo/Hx/FBlizbsi2S74Hk++4FPaRnxmOZMimS0u9z96f1ko8sCvjp5f/5P0aWZRkiIiIiItIWZrcLEBERERFZTxSwRURERETaSAFbRERERKSNFLBFRERERNpIAVtEREREpI0UsEVERERE2kgBW0RERESkjezH+aLr37hFZbFG/phH4YiHO+N0ui4RERERkb5krDRo5sofLFJ+PfrAoxlmYJIbz+HtcAj2Owx+Kt/BMkVERERE+sOKAfvd314gOps83pNZYA2ZuFscvF0O+cM+/gHd7RYRERGRjWPFgJ1lGec+N0darkFmgNHaC2SA6RrkRm286Rz+fpfC8QB7WNu/RURERGT9WTFgA2TVjHNfuEYaZhjUQ3NuzMbaZFBZqFErpZC2+MomWAUTZ9LG3+kSHPTIH/VaDvAiIiIiIr3ksQI2QHWpxoUTc2TV5mNTJ0YZOB7U//1WSvFUmfKZhOhyTHWpRhpnLeblDMMxyA3buFtz+PscBo4H2BOP1YspIiIiItJ1jx2wAeIrFS795nz9FjaAAdt/azP+HvfhF6QQno4pvRZRPheRzFepLadQpcU71Rlm3iK32SLY4RB8zCf4uI/ptfIcIiIiIiKd11LABii+GnHt64vNByzY+fVJnMncYz9HWkwp/ktE+a2Y8EpEZbFGGqUY2eOn7iwDIwf2Jgt3Sw5vj8PAIR93r5oqRURERKR7Wg7YAHf/scT8n99uPkkOdv3pVqzgyRoX4wsJxVdiorMR0bUK1bspWSXDaPVut29hj5p42x38Az6DxzzMQTVVioiIiEjnrSpgA9z6/j1u/u3dxtoqmOz69hSG3eYuxQSWfxJSfiskupiQ3KhRK9VauttNBtgZVsGqN1XOegSHPfIHXc2yFBEREZG2WnXABrj+ndvc+0Gpsc6NW8yenGpLYSupLlZZ/lFEeCYivlppNFW2srf7vSME7RELb1sOf5/HwLEAe1ypW0RERERW54kCNsDlF24Qnokba3+fy/bnNj9xYauSQumNmPLrIeG5mGShRm25BjVaa6o0wMqb5CYsvBmP4KDLwBEftL1bRERERFbwxAEb4MKJOSqLtcZ68BN5tnxh5Emftm3Seyn3TkWEp0OiKxWqN2ukUWupOyPDzJnYm0zcqRzeXo/CYRd3VqlbRERERJraErCzasb5Z+aoFZvTZsY+M8Topwef9Kk7Kj6bsPxKSHQuIZ6rULtXI6vQ8jYTOzCwxyy8HR7BUw6FYz7mEzZ8ioiIiEh/akvABqiVU85/6Vo9oN43+bkRhj6Vb8fTr5m0DOWXQ4qnI6KLMZXFKmk5a579/bhMsAZNvCkHb9Yhf9jDP6CmShEREZH1rm0BGyCZr3DxK/P1Pc/3bf3KOIWn+38iTHKlSunlMuV3EqKrFWp3qmSVjNa2mYDpGdgjJt60S7DfpXA8wB5W6hYRERFZL9oasAHCszGXn7/xvmmPM1+bxJ1+/EE0faMKpddDyq/HlM/HVBaq1EoppCtf+j5G/ZjD3ISNN+tSOOiSf9oHTYgXERER6TttD9gAy6fKzJ281XwRG2ZPTmEPW+1+qZ5UXUopnioTvh0TXomp3kpJ46y16fBkGI6BNWTjbbs/qfJogLNdqVtERESkl3UkYAPcfmmZxe/daaxNz2D3n23FcNo8iKZfpBCeiSm9FhGdS4jmEmrL6fu20zwuM2+QG7fxdrgEH3MoHM1jBu0vWURERERa17GADXDjr5ZY+vtiY22PmMx+YwrD3KAh+yHSckrxVEj57YToUkT1Zo1qmGG08lPJ6p8SWEMW7pYc3m6H/NMB/r51uC1HREREpMd1NGADXP2jm5ReCRtrZ1uOnX842cmXXBfiSwnFV2Kid2LiuYTqUkpaTTFa2miSYfoG9mgObzqHf8Cl8FMB9iY1VYqIiIh0SscDNsDFr86TXG2e35c/6rPt2bFOv+z6k8DyqyHlN2KiixGVhVq9qbLFn6Bhgjlg4UxY+LMuwSGf/GEdISgiIiLSDmsSsLM04/yX56jdbR6vMfxvCmz+98OdfukNobqYsvwvZcJ3ovqkytu1VTVV4ho4m2zc6Rz+Ho+Bf+Vhj6upUkRERKQVaxKwAdIo4/wz10ij5suN//ImRn5hYC1efuNJIXwrpvhaRHguIpmvNpsqW0neRoaZt3A2W/gzDsHHfAof90ET4kVEREQeas0CNkB1qcaFE3Nk1eZjUydGGTiuIzDWSnovpfiTiNLpkOhSUj9CMGwtdWcZGDkDe8jEmcqR3+ORf9rF3a3ULSIiIrKmARsgvlLh0m/Ov28Qzfbf2oy/x13LMuQD4nMJpVdjSmcjkusVqndSskqG0dI+kwzDN8mNW3jbHfIHfAof9zAHtblbRERENo41D9gAxVcjrn19sfmABTu/PokzqWPlekoCxZ+ElN8MKV9MqNyokZZrkLWQujPAAmvQxJm08Xd5FA57+E+pqVJERETWp64EbIC7/1hi/s9vNwvJwa4/3YoVKHX1uupCleVTEeHZiPhKheROFeKMlraZAKZrYA9beNtz+Hs9Bn46wB7Vz19ERET6W9cCNsCt79/j5t/ebaytgsmub09h2BpE03dSKL0WU349JDwf148QLNbI0pUvfR+j/j7ITVh4Mx7BQZeBp9VUKSIiIv2jqwEb4Pp3bnPvB6XGOjduMXtyqosVSTtV76QUf1wmPB0TXa5QvVUljVJau9udYdom9rCJO+Xg7XUpHHFxZ5S6RUREpPd0PWADXH7hBuGZuLH297lsf25zFyuSTgvPVCi9WiY6lxBfT6jdTeuny7SyvdsAKzDIjebwZhyC/Q6F4z6mthmJiIhIF/VEwAa4cGKOymKtsR78RJ4tXxjpYkWy1tIyFF8uUX4zIbqUUFmskJZX8fa0wB68f7d7l0P+sId/QKfUiIiIyNromYCdVTPOPzNHrdjctDv2mSFGPz3YxaqkFySXqyy/XCY6mxBfTajevT+psoUzBN9rqsyN2njTOfz9LoXjAfaw7naLiIhIe/VMwAaolVPOf+kaWaX52OTnRhj6VL57RUlvqkLp1ZDiGzHR+YTKjUr9j7NW380mmAUDdzKHv9MlOOSSP+SDJsSLiIjIKvVUwAZI5itc/Mp8faT3fVu/Mk7haa97RUnfqC6lFE+VKb8dE11OqN6+f7e7pWfJMHIG1rCNvy2Hv8chfzTAmVbqFhERkZX1XMAGCM/GXH7+xvumPc58bRJ3WoNoZBVSCE/HlF6LiC4kRPebKlnFEYJm3iA3ZuPtdCkc8AiO+phBR6oWERGRPtWTARtg+VSZuZO3GmvDhtmTU9jDVherkvUkLab1SZVvJUSXIpKbNdKwxbvdWX1IkjVk4U7l8HY5DBzxcffoCEEREZGNqmcDNsDtl5ZZ/N6dxtr0DXZ/dyuGpUE00jnxhYTiqzHR2YjoaoXq3RSqrf2aZMDWL29m4Gd1eomIiMhG09MBG2Dhfy5x5/8UG2t72GT2T6ZaOkFCpB2K/xxSOh0SXUyo3KhRLdUwske8Dw3Y+d+24Exo77aIiMhG0vMBG+DqH92k9ErYWLvTOWb+YLKLFYnUVRdTln9UJnw7Ir5WobJUI0syMjIMDAzXYPfJKcxBHQcoIiKyUfRFwAa4+NV5kqvN8/vyR322PTvWxYpEHu7m39zl1v++11hbBZPd396qo/9EREQ2iL65rTbztQmsoWa5pZdDbvzVUhcrEnm4sc8OMfTJQmNdK6ZceHauixWJiIjIWuqbgG2YBrP/fQrTa+55Xfr7IrdfWu5iVSIPN/n5Yfx9zQbHymKNd5+70cWKREREZK30TcAGMD2DnS9uwXjgo/bF791h+VS5e0WJfITtz20mN948VjI6H3P9m7cecYWIiIisB30VsAHsYYsdvzvJg4cVz33jFuHZuHtFiXyE2RensArNX7N7Pyxz82/udrEiERER6bS+C9hQP0Vk62+MNx/I4PLv3CCZr3z0RSLdYMPsH2/BcJt/Ed78u7vc+YfiIy4SERGRftaXARug8LTH5OdGmg/U4NJ/mqdWbnX+tUhnmYHJ7B9ONbY2GYbBwl8usXwqfPSFIiIi0pf6NmADDH0qz9hnhhrrrAIXf/06WYtT90Q6zR432fH8BPUZj3VzJxeJ30m6V5SIiIh0RF8HbIDRTw8y+Il8Y10rplx89noXKxJ5OHfGYerEA1ubMHj39xaoLupTFxERkfWk7wM2wJYvjHzoSLTLL+hINOk9A8d9Jn5lmPfmO2VVuPDVOVJtbRIREVk31kXAhg8fiRaeibn+ndtdrEjk4Tb9fIGxX3pga1OcceHXr0O1i0WJiIhI26ybgA2w88Ut7z8S7Qclbn3/3iOuEOkOTXsUERFZv4zsvc+q14m0nHLuy3NkcfPbsgYt7GETZ9zG3+cxcDzAHl9Xf1tIn3r3t28QPXCGu7/PZftzm7tYkYiIiDypdRewAZL5ar3R8f53lpFhPDiZBsiMDCtv4UxaeDscgqd8Bn7G70K1stFdODFHZbHWWA/9XJ7JL4484goRERHpZesyYAMUfxhx7ZuLZBkYxspf32Ab5DaZuFMO3j6XwmEXd9bpWJ0ipHDui9eoFZuNjqP/dpCxzw494iIRERHpVes2YL8nPpuw/EpIdD4hnqtQu1sjqwAthO4MsAMDe8zCm/EI9jsUjvuYgbaZSHuk5ZRzX7pWf28CWZYx+R9G2PTzhUdfKCIiIj1n3Qfsh0kjKP8kpPxmSPlSQmWxRlqq0VLqBjDBGjTxphy83Q75w179uEDlblmFZOH+1qbGjeyMbV+dIH/YfdRlIiIi0mM2ZMD+KNWFKsunyoRnE+IrFSpLVbIko5XgnQGmZ2CPmPjTLv5+l8LxAHtYqVtWFr+TcOn5eRrvOQNmfncCd0bblERERPqFAvZKUii9FlN+PSQ8H5PcqJEu18haveFtglkwcDbnCHa5BIdc8od8sDtVuPSr5VMhcydvNtaGDbMvbtXJNyIiIn1CAXuVqndSij+OCE+HRFcqVG9VSMPW7nZDhpEzsIZtvK05gr0O+aMBzrRS90Z35x+KzP+PpUaDruEa7P7WlPb9i4iI9AEF7DZrR1MlBph5g9yYTTBTP0Iw+Ckf0+tU1dKLFv/6DrdfWm68d6whi93fmtIefxERkR6ngL0G2tJUmYGRq4csdyqHt8dh4LCPu0d7c9ez69+8xb0flhvr3Bab2Re3dLEiERERWYkCdhe1o6kSMkzPwh618Hbk8A/4DB7zMAd1m3O9ePe/LhBdSBrr4CmP6f8y3sWKRERE5FEUsHvNRzVVpitf2pABVn1EvDNh4c96BIc98gd1hGBfSuH8r12jerv5Jhj6ZIHJzw93sSgRERH5KArYfaLeVFkmPB2vvqkyA8MzsIctvOkc/j6PgWOBTqfoBwmcfeYqafn+r2sGY5/dxOgvDXS3LhEREfkQBew+12iqPJcQX199U6WVN8mNW3izHsFBl4EjPmh7d09J76Wc+9XmtEfI2PL5UQY/me9mWSIiIvIBCtjr0IeaKm9WSYsprQ3MyTBzJvYmE3fKwdvrUjjs4s4qdXfTQ6c9/sYE+SOa9igiItIrFLA3kOpCleUf1Zsqo6sVqqucVGkFBrlxG2+HS7DfoXDc1/nMayh8M+bd37/R/KkZMPPChP74ERER6REK2BtdO5oqAUywBk28KQdvt0P+sIe/T02VnVL8vyFXv32zEbINC2a/sRV7WP/hIiIi3aaALQ/VjqbKDDA9A3vExJ928fe7FI4HCoFtsvRSkYW/bk57tAKD3X+xrbtFiYiIiAK2tKYtTZXm/abKCZtgl0twyCV/yAdNiG/Zh6Y9bjLZ/Sdb9cmBiIhIFylgyxNLy1B+OaT81uqbKiHDyBlYm2y8bTmCvQ75owHOtFL3Sj447dGdcZj5vYkuViQiIrKxKWBLxzQmVZ5JiK+tclKlAWbeIDdm4+10KRzwCI76mEHHyu5LH5z2OPDTPlO/NtbFikRERDYuBWxZWx9oqqws1KgVW59UaeTAGrJwp3J4uxwGjvi4ezbwKRofnPaYwegvDjL274a6W5eIiMgGpIAtPaEtkyrJMD0Le9TC25HDP+AzeMzDHNwgG5ITOPvFa6RRPWRnWcbkr4yw6V8XulyYiIjIxqKALT3tiZsqM8ACa9DCmbDwZz2Cwx75g+vzCMHqUsr5E3NQfe/XWoNoRERE1poCtvSdtjRVZmC6BtaIhTedw9/nMXAswB7v/9SdXKly8T8/MO1Rg2hERETWlAK2rBvtaqq0Cia5MQtv1iM46DJwxIc+y6bhmzGXf3+B9753DaIRERFZOwrYsr61oakyI8PMmdibzHpT5V6PwmG35+8I3/unEte/e4tGyPYNdn9rG6bX3bpERETWOwVs2ZDaNanSDgzsMQtvh0fwlEPhmI8Z9M5d4lt/t8zN/3WnsdYgGhERkc5TwBZ5wPuaKucq1O6tclLloIk35eDtdsgf9PAPdK+pcv67S9z9p2JjrUE0IiIinaWALbKChzZVlrL6LezHlAGmZ2CPmPjTLv5+l8LxYM32RF/+nRuEb8eNtQbRiIiIdI4CtsgqtbWpcsIm2OUSHHLJH/KhAxPiL5yYo7JYqy80iEZERKRjFLBF2imF0isx5TefYFIlGYZjYA3ZeNtyBHsd8kcDnOknTN1VOPfMNWpFDaIRERHpJAVskTXQlkmVBph5g9yYjbfTpXDAIzjqYwaP/xRpMeXcf7xGlrz3SMa2ZzeTP6qjRURERNpFAVuki8IzFUpvlIneSYjnEmp3U7Jaa8+RUR+aY49Y+Dsc/KdcBo8HHzkiPlmocvFZDaIRERHpFAVskR6TVaD0oydrqmyMiB9qnmYycMTH3VsP0fE7CRdfWMC4/5waRCMiItI+CtgifSK5XqX043pTZXi1Qu3OKpoqASswsMdtTMukfCFuXG0GBrv/bBtGBxosRURENhIFbJE+l5ZTln8YUX4zJL6akCzWSKOspdidZWAYGWbeZM93t7Wa2UVEROQBCtgi61T4RkzpzYjofEJ8vUJt+f7QnBX4u122P7+58wWKiIisU/owWGSd8g+6+AfdDz1e/H8hpdMx8bv1YwSrxVqz4RGwemjUu4iISD/SHWwRIb2XMv+XdzDI2PKro90uR0REpK8pYIuIiIiItJE+CxYRERERaSMFbBERERGRNlLAFhERERFpIwVsEREREZE2UsAWEREREWkjBWwRERERkTZSwBYRERERaaP/DzEJLnzCYovAAAAAAElFTkSuQmCC"
[ "no", "yes" ]
null
1
math
grade-5
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "obtuse", "right", "acute" ]
null
0
science
grade-6
use-data-to-describe-climates
false
true
Which statement best describes the climate of Bangor? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Bangor, Maine, is a city in the United States. It has a warm summer continental climate.
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"
[ "On average the summer months are hotter and drier than the winter months.", "On average the summer months are drier but have about the same temperature as the winter months.", "Summers have higher temperatures and slightly more precipitation than winters." ]
null
0
math
grade-5
mean-find-the-missing-number
false
true
Dana has the following data: If the mean is 65, which number could d be?
"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"
[ "50", "66" ]
null
1
math
pre-k
count-scattered-shapes-up-to-10
false
true
How many rectangles are there?
"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"
[ "3", "7", "4", "9" ]
null
3
math
grade-8
parts-of-a-circle
false
true
What is \line{DE}?
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"
[ "diameter", "radius", "chord" ]
null
2
math
grade-5
interpret-bar-graphs
true
true
A health care analyst examined worldwide health care spending over time. Which bar graph shows the same data?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABQwAAAFsCAYAAACJofRLAACX9UlEQVR4nOzdd3hUZd7G8e/U9NASWuhFQqSXQKihSBFRKcEoFhBRUAziqquI4oJgRcUXbGtFZRUkEZSINGlRUBQiPSIdhBBKQuokM/P+ETMyJJRAQhi4P9flhTnznHN+z5lhd7zzFAPgRERERERESoTT6eSwDXZmwik75OnbtoiIiFzhzAYIMEFDX6hiBQMKDEVERERESszhHCc/p5V1FSIiIiIXp10gmMu6CBERERGRq8kfmfl/VrNCI7/839aLiIiIXMlO2WF...
1
math
grade-3
reading-schedules
false
true
Look at the following schedule: Which game ends at 12:50 P.M.?
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"
[ "the Lions versus Blue Jays game", "the Hawks versus Jaguars game", "the Sharks versus Storm game", "the Dolphins versus Bears game" ]
null
1
math
grade-5
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "acute", "right", "obtuse" ]
null
0
math
kindergarten
count-to-100
false
true
How many squares are there?
"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"
[ "72", "76", "62" ]
null
1
math
pre-k
represent-numbers-up-to-10
true
false
Which group has 8 hearts?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAOeUlEQVR4nO3dMVAbVx7H8T+L1hsEQmAk2Z7MSZ7J3N0kLZlJFWpSpIE2TuvUqU0bd7lJF9qQlhRJEWrKjF0zuVxDZjLhhAwIgYgikK7QyaOAZCTt0/+9fXw/jYOxnv5/zdNvX1arfVPtdrt98KfIf+oitSuRy7YAgBGpKZHMtMjf0yIP7olMHTTa7Z9ObZcFwHcfzIukfql3fnh0T+Sfs500AgATalciP5+L/P6nyL/rIsHpZecXhA0A0zLTnWwRETm7Egmuen4...
1
math
kindergarten
squares
true
false
Which shape is a square?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD9klEQVR4nO3bzU4TURjG8XfawoKCho3GC1AvgYT7DyTcAeJeXJVQ2gSkGRfjq4B8tJ0zz/n6/1c9mTTzLH45u2natm0v78y+L83mK7P71oh6N2nMDsZmn/fMPu6aNZe3bXt2HXsWldzRO7PJxbI7fNo1+zrtFBL1bb4yO1+Y/bgz+7Y0G13fdw9ARiE7GHemzMxuVmaj1YMHRCFzU79as1HcKVRLQCNJQCNJQCNJQCNJQCNJQCNJQCNJQCNJQCNJQCNJQCNJQCN...
2
math
kindergarten
count-sides
true
false
Which shape has 3 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACf0lEQVR4nO3UTW4UVxiG0a/aPwP+wiiIBUCWwFZYRLbDHrIWdkDIPGaGbLCE41ZlUELK2LSeRp1zRlW6utI7eHSXdV3Xq7uZv25nbvYz9+vADztfZp6ezbx6NPPicma5+rau76+PPYtT9ubZzPnH2+3n5eXMb4+3CuFH3exnPnyd+ftu5s/bmd31/XYgMg7p6dnW1MzMl/3Mbv+fAzik7039s87sjjuF/wuhkRAaCaGREBoJoZEQGgmhkRAaCaGROH/oxXVmfv/...
1
math
grade-5
understanding-probability
false
true
If you select a marble without looking, which color are you more likely to pick?
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"
[ "black", "light blue", "neither; black and light blue are equally likely" ]
null
1
math
grade-4
fractions-of-a-whole-word-problems
true
false
Jane collects interesting rocks that she finds while hiking in the mountains. For show-and-tell today, Jane is bringing her collection of 4 rocks to school. Which fraction model represents one rock of the collection?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAU0AAABKCAYAAAA/ggbIAAACEElEQVR4nO3XPU4UcQDG4Xd3wUJBGxNjQYfxCIQDUHoXj+JZtOQAJNwApaOQRCu+EpDNWIwkGBpeIy5rnqfZncxM8la//e9kGIbh+Co5vEhO58n1EAB+WZkk67PkzdPk1ZNkcnw5DPsni54F8PhtPU9WvlyMF6+fJG+fjUUFYHQ6Tw7Ok69XyeeLZHpyPd4QTIC71mdjH5PkbJ5M57duAHDXTR9/DMl0sVMAlotoAhREE6AgmgAF0QQoiCZAQTQBCivtC7sbew+...
2
math
pre-k
inside-and-outside
true
false
Which picture shows the pillow Created with Snap inside the tent?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOQAAAC/CAYAAADuHnC5AACQdklEQVR4nOz9d5hc93nfDX9Om952Zrb3RceikyAJNrCpkDLVKDuOrBKLchI3yREdP3msR3ZeMXTyJLZei4r1JjFFW5TNJIpNiZRFqpEUIBEACQKLvliU7WW2zE6vp71/nJ3ZXWybXQAsEr645sLOzDlnzpw539/d71swTdOMFOFSFlI6aCY3cAM38BZBFsArwQYX1NpAiBRM843k231aN3ADN3CrD+SLWetJvQ02uS223sAN3MBbg5QOPRkYK8KFLIhJzXrjBhl...
1
math
grade-4
fractions-of-a-whole-word-problems
true
false
Preston teaches swimming classes at Splash About Swim Center. The swimming pool is divided into 6 equal lanes. When Preston teaches his Saturday morning class, adults swim in 5 of the lanes. Which model represents the fraction of the pool used by adults?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAU4AAABKCAYAAADUtb3LAAACGElEQVR4nO3XvU4UYQCF4bO7QKGgjYnxAoydLVbUNlZcAtfFJdBoY01lKO1Qe0m04i8B2YzFhkAiBceAu5jnaXYnM5Oc6s03o2EYhoPz5NtpcjRNLoYAcM3SKFmbJC8fJc9XktHB2TDsHc57FsDDsP4kWfp6Ort4sZK8ejyrKgBXjqbJ/kny/Tz5cpqMDy9mN0QT4GZrk1kjk+R4moyn124AcLPLRv4akvF8pwA8PMIJUBJOgJJwApSEE6AknAAl4QQoLbUvbG3...
1
math
grade-6
quadrants
true
true
Which shape is in Quadrant III?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAApcAAAH8CAYAAACEt4SVAAA+cUlEQVR4nO3de3BU92H+/2dXKwlJSIuQQOIiZBMEtmUZGzAgQMQYM8XGxVe+DD87jsduviUzKZ7UkxnXTTOpJ+brTMeJTRy3oc2YtHGTmsG5EHAI2AYZjLHAgAwCBAFxERKS0F2r3dVefn/QVRCSYFeco7NHer9mOkRHu2effnx09tnPuawjHA6HBQAAhhyHw2F1BAxDTqsDAAAAYOigXAIAAMAwlEsAAAAYhnIJAAAAw1AuAehXv/qV9uzZ0/1zIBDQD37wA3k...
3
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines intersecting?
"iVBORw0KGgoAAAANSUhEUgAAAGsAAABgCAYAAAAaeIzPAAAKyklEQVR4nO2de1RUdQLHPzOMgjxEZhBtQkBxfcCg4Ot0xPUB1CE9ntTdjGrTsqPtMTfd3dAsy8fauka728Pcsodau0W0B9s6mKcI8KyYayaDDSo+CFGnVB4hDDIIzP4xcB0QAWVmfhfnfv7SuTNzv/o5c+fe+/39fqOy2Ww2FHoFatEBFLqPLGRZqutER+gVyEJWUX4xO55PFx1D9shCVkiYjqxt2Tw58RkulpWLjiNbZCErwhAGwMWycn7/y+fJTc8XnEieyEIWQHCoFoCG+qtsXb6dN556T/kua4dsZIUMCbb/wWbDy0tN3sf7SU1cT6mpTGwwGSEbWdHxIwFQealpamwiJCyYS2crSE3cQNa2bMHp5IFsZA1s+WTdMTQEVCo0fbyYuTgJQDnpaEEjOkArrYfBwIH9ATCfvsA9C6eTuv1JJs2MExlNNsjmk9V6GDx24CRL0hYAkL75UyJjIwSmkheykQXgG9CP8KhQIgxDmDZ/MvUWK++u/pfoWLJBJdcbuTWVtSydsIp6i5VnP1pBXIJBdCThyOqT5UiA1p+UVXMA2LHmIxobGsUGkgGylQVw7+Ikho0Nx3z6ApmvZomOIxxZy1KrVTyRtgC1WsWu177AfPqC6EhCkbUsgGFjw0n8zVQaGxrZlvq+6DhCkb0sgAdXzyVA609RfjH5uw6KjiOMXiErQOvPI2vvB+CDDZ9Qb7EKTiSGXiELYEZKPNHxI6kwV/HRpl2i4wih18gCWJK2AE1fDXve/ZqSwjOi47idXiVLHzmIWUuSaG628ZYHnmx0W1apqYyj+4spyi92ZZ4u+fUfZqPTB1FSeMbjGmXpdtPFsnLKz1VQtL+Ys8Vmaqos2Jqa+cFURt3lK21e9MmFd4SEbeXg7gLSHnuDAK0/r+ZvJEDrLzSPu5AqkpCwYDLSPmNvxv4On6i7U8ugsGCpdxLJpJlxTEyO5ds9RnauzWDZ64tER3ILbQ6Dy15fxMIND0h/t9lstN7nrThfidpLTXhUKOeKze5N2QGPb3oYHz9v9mbsF35odhcd3nUvNZWxdk4adTVX0PTxImjwAC6drWjzHO3gAcQmGIhLjGHMtCh8A/q5LXQru17bzYcvZqKPHMTf921ErVa5PYM7uWFFYqmu46WFWzj6zQkAFqyfj08/bwpyTZj+e4wrtfXSc700XoycGCnJC48KRaVy/X9cY0Mjf5y+FvPpCzy64QFmPXG3y/cpki77rO1r0tn9tn3AyszFSTy2MYWmxiaKD57CmFtEQY7puhFIgQP7EzvDQFyCgbEzovEf4Oeyf0BRfjHr5qXh4+fNK/s2otMHuWxfoulW+Zibns+ONems3LlMqt8duVxeQ0HO9xTkmDiy9yg1lbXSNrVaxfDxwxiXEENsgoGhY8Kdfrja8rv32Juxn4nJsazcucyp7y0nut0UW6rr8Av07fJ5zc02SoylGHNNFOSaOPVdCc3N13YRoPVn7PRo4hIMxCbE0F/X89Nux1b5dh5g4/Jav+7yFQrz7IfLwlwTlT/9fG3nKhWRsRH277qEGIbHRaD2urWbKllvfcWOFz5Gpw9iy/82oekrm4FbTsPtYzDKjp7DmFeEMcfEsQMnaLzaJG3zC/RlzLQo4hIMxCWNYUDLsLTu0NxsY3XyRkoKz3D/07OZn3qfK+ILReiAGWtdA6Z9xyjIMWHMMXHhzKU22yMMYcQl2k9UfjE+Ek0fr07fr6TwDKuTN6LWePHXvPXoIwe5Mr7bkdXopotl5RzOPoIxx4Qp/zjWugZpWz9/H2KmjiYuIYZxSTFo7+j4rK/17DU6fiTrMlPdFd0tyEqWI40NjZw4dPqGlwdho++0Xx4kxjBq0nDpO6reYmXphFXUVNay4s0lxM+dJCK+S5CtrPZ0dnng7dsXw5TRxCUYGJc0BlP+cbYu345OH8Qr+zbi4+ctMLnz6DWyHOnq8kA/fDDWOisV5iqSFyXw+KaHBKZ1Hr1SVns6uzwAGDEhksn3TWT83WMYPDRETEgncFvIak/r5cEX73xN+fnKNtsGR4RI9zCjJo/Ax7f3HCJvS1mt1FusLI9fQ+WPVURNHkHF+ao2lweaPl6MvmuEdDdlyCi9wLRdc1vLgutb5Su19Te8PAgO1dmv62YYiJ4ySkjt0xm3vSyAlxZu4ds9RqbNn9ymVW5saOTYgZMU5Jow5nzP2ePXStX2tU9E9BAR0dvgEbIqzFWsmLKGeouVdZmpHTYHAD9frOZw9vcYc0wU7i1qM/bEsWw1TBnl0trnRniELLj5Vrm5qZmTh0ukW2ElhWekIQ7ta59hY8PdUrZ6jKyetsq1VRaMuXZxxrwiqi9dlrY5lq0xU6OcUvt0hMfIAue1yjabjVLTWYw5JgpyTJw4dJqmRnt7cF3tM25oh59iS3UdaY++wbQHJjMjJb5b+/UoWeCaVrneYuXI3qP2Oyo5JsrPXRtc5Fi2jpkeLdU+uen5bF2+HYBZS5J49E8pXe7H42TVVNayPH4NNZW1LmuVz5/8UfrUHf2mmKvWa1NsHWufH3+4yD9W7LA/Hj2EdbtSO23jPU4WwJc783h75T/d0io31F/l6DfFkjzzqZ+kbX6BvkTGhnP8wCkarFfx7d+P9btSpYXH2uORskS2yhXmKg5nH6Ewt4jCvCLq66zYbDZUAC1nlA89O4+5y2de99peNYvEWYicq6zTB6HpqyE8OhTD1NEMNYTRx7uPJArgwz9ndrgqnEfKAvtc5eTHE4XMVc5Lzycj7TMO7THyg6lMWjZCq9dyR+QgpvzqLgYO0V03LNwjD4OtOLbKS199rNun0D3l4O4CSovKiIgOwy/QlwjDkG4N8/NoWXDtFDpA68/WQ5tl3Sp77GGwlda5yjWVtbKfq+zxsqD3zFVWZGGfqzz3qXulucqO4znkhCKrhXnLZ0lzlbM/2Cs6TocoslrQ9NWw6EX7KKj0v3zaZqibXFBkOdA6V7mmspadazNEx7kORVY75DxXWZHVDp0+iHkrZgGwLfV9WS1KqcjqgNm/vQd95CDMpy/w+Ztfio4jocjqAE1fjbQCduYrWVSYqwQnsqPIugHR8SNltwK2IqsTFq6fT4DWn2/3GDm4u0B0HEVWZwRo/Ul5Zg4A7z33ofBFKRVZXZD0yDSGjQ2nwlzFv//2udAsiqwucGyVs7ZlC10BW5HVDUS2yo4osrrJg6vnotMHUZRfLGxRSkVWN/Hx8+aRF1pWwF4vZgVsRdZNED93ktBWWZF1k4hslRVZN4nIVlmRdQs4tspfvO2+Hw9VZN0CbVrlze5rlRVZt0hrq1xvsbqtVVZk9QB3t8qKrB6g0wdJP3XojlZZkdVD7l2c1KZVtlTXkZH2H3Y8n+70fSmyeoharWrTKtdbrHzy8ucu+Yl5RZYTaN8qB4fqAK5bI7GnKLJ6yMHdBSydsIoZKZOlVtnHty8AluorXbz65lBk9ZCsbV9x6WwF6+a9zIjxwwCoMNtXYivaf9yp+1Jk9ZD1n67k/qdnA/DdV0fw8fOWfvrjYllFZy+9aRRZTmB+6n2sy0zFN6BfS3Vinx98/oRzfw1JkeUkouNHsvW7zUxMjpUeO2Usdeo+FFlOxC/Ql5U7l/Hwc/Okx9rPuO8JiiwXMOepmaR9/QLBoTpKTWed9r4ePwHclViq67BU1xES5pyfXlRk9SKUw2AvQpHVi/g/k5HSUkOnfLcAAAAASUVORK5CYII="
[ "no", "yes" ]
null
1
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"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"
[ "16¢", "11¢", "15¢" ]
null
0
math
pre-k
fewer-and-more-compare-by-counting
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAHi0lEQVR4nO3d3YtcdwHG8eecMzP7kuwu3bcoSStss7EoSYsh1kSwYLG1laRghIL6J+SiUG+E0kZBr3LvhV4VQSVUqb2xlZaIEOgG7IvRZpNsJLBhk7S7jbPJbublnF8vhrbSumSnu3ueOT3fz9UOs8zvYZkvh9mBmSiEEK42pYsr0nIqtYMAbJFKJA0l0vSgtKMmRVcbIczU3bOA8nlwWKpcWOnc+GJN+vK2Tp0AtsZyKs3ekhaa0vkVKa63O3cQH7D1hpJOa5J...
1
science
grade-6
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: 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 or snow dry, thin soil long, cold winters
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9edhtWVnejf5GM5u11tvtvlqqiq4QQQ6giILYIiZ4zhc7PEYhBj2amE4DnGDkCleaK5LDRRoRkWMUo/gZPBo13xdjGxRQRBGhKDqLpvrdvu3qZjPGeM4fY8z5rrX3BjQB4bPmva9V8139bNaqdc/7uZ/7UX98KHLnBDYNAwYMGDBgwIABAwZ8RjD18OE5qCMnMhDPAQMGDBgwYMCAAZ9pTD0oEZHP9ooMGDBgwIABAwYMeGTArl5589t/CxFBRAg...
0