image
unknown | problem
stringlengths 14
525
| answer
stringlengths 0
124
⌀ | id
int64 0
70k
| choices
null | ground_truth
stringlengths 0
124
⌀ |
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"
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<image>A law firm in Seaside kept track of how many hours were billed by each partner last year. What fraction of the hours were billed by Julian? Simplify your answer.
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| 600 | null |
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"
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<image>In order to complete their model of a futuristic highway, students in Ms. Tammy's design class find out how many toy cars each student can bring to class. How many students have at least 3 toy cars?
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21
| 601 | null |
21
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"
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<image>Pam graphed the daily low temperature for 4 days. Which day had the lowest temperature?
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Saturday
| 602 | null |
Saturday
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"
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<image>Mrs. Taylor kept track of her students' scores on last year's final exam. What is the lowest score?
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37
| 603 | null |
37
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"
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<image>Andrew just downloaded the new game Gem Excavator on his phone. In the first level, Andrew gains points for each green gem he finds. However, he loses points for each red gem he finds. The table shows how the gems affect Andrew's points. Which color gem affects Andrew's points less?
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green
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green
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"
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<image>For an economics project, Dakota determined the cost of ferry rides for bicycles and cars. Of the ferries shown, which charges the most for a bicycle?
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Seattle-Bremerton
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Seattle-Bremerton
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"
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<image>Kendra purchased 3+4/5 kilograms of crab meat. What was the total cost?
|
7.60
| 606 | null |
7.60
|
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"
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<image>Janice purchased 5 pounds of guacamole and 2 pounds of dill dip. What was the total cost?
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24
| 607 | null |
24
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"
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<image>At a candy factory, butterscotch candies were packaged into bags of different sizes. How many bags had at least 64 butterscotch candies?
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7
| 608 | null |
7
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"
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<image>Sadie found out the sizes of all the clubs at her school. How many clubs have at least 60 members but fewer than 90 members?
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3
| 609 | null |
3
|
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"
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<image>As part of a statistics project, a math class weighed all the children who were willing to participate. How many children weighed at least 20 pounds but less than 70 pounds?
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14
| 610 | null |
14
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"
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<image>During a lesson on graphing data, students in Mrs. Barbara's math class guessed a number between 1 and 5 and recorded the results. How many students guessed a number less than 2?
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0
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0
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"
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<image>Karen decided to record the temperature every morning when she woke up. How many temperature readings were exactly 19°C?
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1
| 612 | null |
1
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"
|
<image>Look at the following schedule. Which event begins at 2.05 P.M.?
|
jump rope race
| 613 | null |
jump rope race
|
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|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 614 | null |
nonlinear
|
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"
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<image>Look at the following schedule. When does the train depart from Oakland?
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9:45 A.M.
| 615 | null |
9:45 A.M.
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"
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<image>The city library monitored the number of books checked out each day. How many more books were checked out on Tuesday than on Sunday?
|
442
| 616 | null |
442
|
"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"
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<image>Hanson just downloaded the new game Gem Excavator on his phone. In the first level, Hanson gains points for each green gem he finds. However, he loses points for each red gem he finds. The table shows how the gems affect Hanson's points. Which color gem affects Hanson's points less?
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green
| 617 | null |
green
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"
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<image>A farm equipment company kept a record of the number of tractors made each month. In which month did the company make the fewest tractors?
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September
| 618 | null |
September
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x4xYtWqTAgdmzZ2dkZLi7u7e1tb3zzju+vr4HDx78888/LS0tle6bMlFjZ3gw/Pzzz35+fiYmJlpaWgYGBgsXLjx69KhUKkVHCwsL9fX19fX10Vj0+PHj9vb25FTKmpoaVGz16tWOjo5knYsWLVq9ejWZtLCwIGcmkigercgxefJkdJTKgYqKiueee05HR8fGxubUqVMNDQ0WFhYCgeD27dujebSC4zkGBsdzwJgYrWDUBRYHhhIsDgwlWBwYSrA4MJTgSU0YSnDLgaEEiwNDCX4INjD4IRjglgOjACwODCVYHBhK6CaOnJwcPT09tJ2KKggICGD0Ay2YTz9GdTzHv6KnpycmJubIkSND2y9tkLz//vto1xVEV1fXypUr0dYf9IM+4qioqLhw4cLVq1dlfzylY2trK5uMi4ubMmXKv93XYaxAH3FYWFj89ttv5F5xI0B9fX1KSkpBQcGYiPkbAvQRx4iFi5Js377dyclJKdt2jk7oI44R5u+//z58+DDaDJWu0LM9HAH2799vamr6wgsvqNsRFYLFMUSysrLI7fXoChbHUKivr6+url68eLG6HVEtWBxDAe0eStfHGyT06ZDeunUL7WL38OFDLS2tCxcuAIC1tTW5YacSuX379sSJE8kN0ukKfcSxb9++5ORkMom6igcPHly/fr3SbTU1NaEttOgNjucYGBzPAbjPgVEAFgeGEiwODCVYHBhKsDgwlGBxYCjB4sBQgsWBoQSLA0MJrcRRUFAwb948DodjamoaGhr64MEDVVipqqry8vLS19cXCAQeHh6///674vKVlZUsFmvNmjVUBVpaWtasWcPj8fh8vp+fX2Njo7JdHiL0EUdxcbGPj8+MGTMKCgo++OCDvLy8devWKd2KSCRycXFpb28/duxYRkbGvXv3li5d2tHRQVWeIIiwMEXrGEilUg8Pj5qamhMnTmRlZdXV1fn5+Snd7aFBnxdvO3funDdv3t69e1Gyq6srPDxcLBaTC4AqhcOHD4vF4vz8fPTizdzc3NbWtqSkxMvLa8Dy6enpIpHIzc2NqsLc3Nzy8vK7d++it8eTJ0/+9ddfe3t7WSyWEt0eGvQRx1dffSWVSsmkqakpADQ3NytXHKGhob6+vuQrWdLKgIWbmpq2bNly/Pjxffv2UVWYl5fn5uZGxhVYW1uTy9yqHfrcVoyMjNBPhSgsLDQ2NjYzM1OuFT6fL7usdmFhIYPBcHR0HLBwZGTkkiVLPDw8FFRYWVlpaWn53nvvCYXC8ePHBwQEiEQi5fo8ZOjTcshSUFCwd+/ew4cPq3RGyZ07dyIiIjZs2DB16tT+RwsLC4uLi2/evKm4kubm5uzsbE9Pz+zs7MbGxujoaH9//19++UU1Lv87aCiOvLy84ODg2NhYBQOE4VNTU+Pm5mZvb5+amtr/KOrx7NixQ3ZV/wHp7e01MDDYv38/ilVms9nu7u4XL150cnJSid//BvrcVhAHDx4MDAxMTEzcsWOH6qyUlZU5OTnNmTPnzJkzcrtzIBISEoyMjAYzwZrL5c6YMYOMYkeaeGp7MzLQquX45ptvQkND9+3b98orr6jOSnV19ZIlS3x9ffft20d128rJybl7966WlhZK9vX1AUBWVlZZWZmDg4NsSSsrK9n+LCpJ7hukXugjjtra2nXr1u3cuVOlyujt7fXx8XF1dSVvBANSVFQku11QVFQUm81OSkrqv02Cu7v7tm3bmpub0SYhKC56+vTpKvH+X0IfccTGxgqFQjs7O3R9ETY2NhMnTlSilfT09Lq6uuTk5JKSEjLTyMhIdggDAHJJLpfL4XDs7Oz6VxgSErJz505vb+8PP/ywtbU1Ojra3d195syZSvR5yNBHHOfOnWtvb5ebn5iZmRkcHKxcKxKJRG5xmLCwsPT0IcYhc7nc8+fPR0ZGent7s1gsLy+vXbt2Dd9PpYCjzwcGR58D/UYrGCWCxYGhBIsDQwkWB4YSLA4MJVgcGEqwODCUYHFgKMHiwFBCK3EcOHDA3t6ezWabmpqGhYWpKPocACorK62trVW6jvZogD7i2LNnT1hYWGBgYFFR0YcffohCflRh6Ouvv54/f76mJn1eS1FBnzM8fvz4K6+8Eh8fDwDOzs6PHj2KiIhob29X+vpMiYmJ2dnZN27c+Pjjj5Vb82iDPuK4ePGibFJHR4fBYKgihvSXX34xMTG5ceOG0msebdBHHIienp6Ojo6ysrLt27eHhoYqd14CwsTEROl1jk7o0+dA7NixY8KECZ6enoGBgWlpaep2Z2xDt5Zjw4YNTk5OlZWVycnJDQ0NWVlZ6vZoDEM3cQiFQqFQ6Obm5uDg4OrqGhISomAqIkYxNLmtPHnyJDMzs7q6msyZM2cOANTW1qrPqTEPTcShpaUVGRn52WefkTnl5eUA8Oyzz6rNp7EPTW4rDAYjJiZm27ZtkyZNcnNz+/vvv+Pi4mxsbF588UXlGnr48GFFRQUA3Lp1SyKRoEh3AwOD0TP7WYnQRBwAsHnzZj09vbS0tJSUlPHjx7/wwgtJSUnktCJlceXKlWXLlpFJFOy+bt26jIwM5RoaDeDo84HB0edAmz4HRhVgcWAoweLAUILFgaEEiwNDCRYHhhIsDgwlWBwYSrA4MJTQUxxoI/H//ve/6nZkbENDcXz//fe5ubnq9oIO0E0cXV1dmzZteu2119TtCB2gmzgSExMnTpwYEhKibkfoAH1e2QNARUXFF198cfnyZbSaJ2aY0Kfl6OvrCwsLe+ONN+zt7dXtC02gjzjS0tKampoSExPV7Qh9oMltRSQSbdu2LSsri81mq9sX+kCTlqO4uLi9vX358uWampqampoo9Nza2trf31/dro1haNJy+Pj4VFZWksnq6uqAgID8/HxbW1s1ejXWoYk4eDye7GoZEokEAKZMmSIUCtXm09iHJrcVjCqgScshx4wZM3BU/fDBLQeGEiwODCVYHBhKsDgwlGBxYCjB4sBQgsWBoQSLA0MJFgeGEvqIIyUlhfG/UfVqO2lpaQwG48CBA4qLVVZWslisNWvWDHhUIBAw+jFKFkGkz+NzsVgsFAoPHTpE5qg0tqOpqWnbtm0aGhqKixEEERYWpqDAqVOnent7yWRFRcVbb701SoLZaCUOgUDg4uIyMuaioqLc3d0LCwsVF0tPTxeJRAqWu3R0dJRNxsfHb9q0ycbGRjleDg/63FY6Ojo4HM7I2Pruu++KiopSUlIUF2tqatqyZcuXX36pra09mGqzs7MrKysTEhKU4aMSoI84xGKxrq7uCBhCU2N27NhhaGiouGRkZOSSJUs8PDwGU21fX198fPw777yjr6+vDDeVAK3E0dLS4uXlxefzDQ0Ng4OD6+vrVWEoMTFx0qRJGzduVFyssLCwuLh49+7dg6w2Nzf377//joiIGLaDSoM+4gAAkUjk6upaUFCQkpJy5coVV1fXrq4u5ZpAU2P27duneLOOrq6u8PDwwbQuJKmpqStXrlT67jDDgT4d0jNnzpCfHR0dp0yZMnfu3MLCwoCAAGWZ6OvrCw0NjY6OfupoIiEhwcjI6KmtC4lIJCopKdm2bduwfVQqBE15/PgxAPznP/8Z2tePxoahP9nMv/76CwA0ZAAAJpOpr68v93UzMzMmk0kWQ08vNDQ0ysvLBzR36NAhHR2d7u7uoXmrImjSckgkkpCQkKVLl65atQrl/PbbbwBgbm6uRCtGRkayMe4AsGDBgrfffjswMFCuZFFRUU9PD5mMiopis9lJSUmWlpYD1vzjjz/a2Njo6Ogo0dvhQxNxaGpqSqXS0NDQ1tbWWbNm1dbWxsXF2draLl++XIlWWCyWnZ2dbA6TyTQyMpo2bZpcSSsrK9kkl8vlcDhy35Xl9u3bVLpRIzQRBwDs37/f2Nj4008/FYlERkZG3t7e77//vtLXPlcRTU1NcnoaDeC1zwcGr30ONBvKYpQLFgeGEiwODCVYHBhKsDgwlGBxYCjB4sBQgsWBoQSLA0MJrcTR0tKyZs0aHo/H5/P9/PwaGxvV7dHYhj7ikEqlHh4eNTU1J06cyMrKqqur8/PzU7dTYxv6vHjLzc0tLy+/e/eugYEBAEyePPnXX3/t7e1lsVjqdm2sQh9x5OXlubm5IWUAgLW1NS23EB9J6HNbqaystLS0fO+994RC4fjx4wMCAkQikbqdGtvQRxzNzc3Z2dmNjY3Z2dlfffVVaWkpXqF2mNDnttLb22tgYLB//34GgwEAbDbb3d394sWLTk5O6nZtrEKfloPL5c6YMQMpAwCQJm7evKlWp8Y29BGHlZVVc3MzmURbrgxyHiJmQOgjDnd3959//pnUx4ULFwBg+vTp6vRpjEMfcYSEhAgEAm9v73PnzuXk5Lz++uvu7u4zZ85Ut19jGPqIg8vlnj9/ns/ne3t7h4SEvPDCC0ePHlW3U2Mb+oxWAMDS0vKpC2ZgBg99Wg6M0sHiwFCCxYGhBIsDQwkWB4YSLA4MJVgcGEqwODCUYHFgKKGPOEZsEXGJRJKQkGBsbKyrq7tgwYJLly4p3cQogT6Pz0dsEfHNmzcfPXp0165dQqFw9+7dy5Ytq6urmzBhgtINqR36iGNkFhFvbGz84osvMjMzUQzirFmzvv76a7QBNv2gjzhkQYuI5+XlKb3mM2fOsNlsb29vlBw3blx4eLjSrYwS6NPnIFHpIuKVlZXPPvvsyZMnp0+frqen5+joiNa0pCU0FIdKFxFvbm5ubGxMTU3dtWvX6dOntbW1ly5dKhueSCdoKA6VLiLe29vb0tKSk5Pj6uq6aNGinJwcqVS6d+9eVdhSO3QTB1pEPDg4WEX1c7lcQ0NDcl7d+PHjbWxs6BrjTjdxnD17VkdHx9nZWUX1W1lZPXjwQHbxVqlUStcYd7qJQ9WLiLu7uz9+/JgMRmxubq6qqqJrjDvdxKHqRcRnzpy5YsWKDRs2ZGdnnz9/3t/fn8vlhoSEqM6iGqGbOJqamlS9n82RI0f8/Pw2btzo6empoaFx9uxZLperUovqAq99PjB47XOgX8uBUSJYHBhKsDgwlGBxYCjB4sBQgsWBoQSLA0MJFgeGEiwODCW0EkdGRoaDg4Ourq5QKNy4cWNLS4sqrFRVVXl5eenr6wsEAg8Pj99//11x+crKShaLtWbNGlU4o1LoI44jR468+uqrmzZtqqysPHLkyIULF1SxDqlIJHJxcWlvbz927FhGRsa9e/eWLl3a0dFBVZ4giLCwMKW7MTLQJ8A4MzPT1dUV/RLm5uZbtmxZv369SCQyNDRUopXDhw+LxeL8/Hz0es/c3NzW1rakpMTLy2vA8unp6SKRyM3NTYk+jBj0aTkAQFPzf7SOAnCU/loxNDT0xo0b5ItfU1NTAKCKIW1qatqyZcuXX345RqOB6COO11577dy5c2fOnOnr6xOJRKmpqcuWLTMyMlKuFT6fL7uveGFhIYPBkJsyQxIZGblkyRIPDw/l+jBi0Oe24uvr++mnn/r4+DAYDIlEsnDhwuPHj6vU4p07dyIiIjZs2DB16tT+RwsLC4uLi8d0eCl9Wo68vLzNmzcnJydfvXq1sLCwo6Nj1apVqotWqampcXZ2tre3T01N7X+0q6srPDx8x44dyu3xjDD0aTnefvvttWvXxsTEAICDg4OJiYm9vf0PP/ywePFipdsqKytbtmyZk5PT8ePHB4xXTUhIMDIy2rhxo9JNjyQ0aTmkUumtW7emTZtG5qBI0traWqXbqq6uXrJkibe3d05ODlUkc05Ozm+//aalpaWpqampqXn69Onjx49ramreuHFD6f6oDpq0HBoaGsbGxrI3+JqaGgAwMzNTrqHe3l4fHx9XV1dy744BKSoq6unpIZNRUVFsNjspKUmlwc9KhybiAIBNmza9//77s2fPdnV1vX//fkxMjLW19YsvvqhcK+np6XV1dcnJySUlJWSmkZGR7BAGAOSSXC6Xw+HY2dkp1xlVQx9xvPvuuxwO54svvnjzzTf5fL6Li0tSUpLSJ7CcO3dOIpGsWLFCNjMsLCw9nYZxyDj6fGBw9DnQpkOKUQVYHBhKsDgwlGBxYCjB4sBQ8v8Ak7YZQhQRImUAAAAASUVORK5CYII="
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<image>Dr. Everett, a pediatrician, weighed all the children who recently visited his office. How many children weighed less than 85 pounds?
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11
| 619 | null |
11
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"
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<image>At Brookfield Consulting, the head of human resources examined how the number of employees with health care benefits varied in response to policy changes. According to the table, what was the rate of change between 2008 and 2009?
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28
| 620 | null |
28
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"
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<image>Some scooter companies compared how many scooters they sold. Which company sold the most scooters?
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Let's Jet Scooters
| 621 | null |
Let's Jet Scooters
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3NyMjw9Fx2ZyZZ48+CbvzEZDv+UTExMTU1dVt3rx56dKlGzduHBgYOH78eGRkpKPjsjnIHt06LPc9txB0U7w66KZ4JwL5niOmhZkqAOR7jpgWZqoAkO85YlqYqQJAIKYFJACEpkECQGgaJACEpkECQGiaGXwhbNrhUlhkj641/h8bXB4LPBctAQAAAABJRU5ErkJggg=="
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<image>Over a weekend, Brennan counted the number of single scoop ice creams ordered at his store. He tracked the flavors and the day on which it was ordered. What is the probability that a randomly selected ice cream was ordered on a Sunday and was vanilla? Simplify any fractions.
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2/13
| 622 | null |
2/13
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"
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<image>How much money does Caleb need to buy 3 violins and an oboe?
|
31,597
| 623 | null |
31,597
|
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shcVi0bHtXa+TVVKKfJPb8zzYd+/f0E+2Zv3XK0dLfL2yo8pgrUspaQ/La7nRkJ+TvX72jLHyUlYy4i7WlqnxD7hPz0hOWjnFboyshJk4c/ZQw0vHjnKva2ijKDOcwZf6IM7F2nK01JfLE8dFhC80G2EuIWSjKLPHfXkjhdslkWjjXKfhDL5LAUd2u7laSAqnP00EgJyMV6sdJ4+RlbCQElk5xS4/J5s7/8OoGzMMdczEmYstfnqX9tJMnDmcwZeVngYAyyeMHc7gu+h/mJgz8U7McAbfRJUvbYfYbHaQ7++O+oNNxRgO2mrBB/dzl2mjJDucwZeZmuLrtXKsvNREFQX/rZu5l9htqKv7Y42nnbqSuYTQLBODayePExUSx0fcw97C9++HM/hGMGlFeXn/8jb7z/STdFDT0WUKCQGAq43lhSMHs1+ld3R0DBo8WPRr24Ly4mLnsRYPIq+r6eha2NlnJietdLB98fgRALxMeLJs/Jind+9oDzEZ5zi9KO/DgbWrD29aTzxRkMkEgIBtW4o/5g02NAKA++HXNsyZ+f515iw3D2NT8+tnTnn/vICcl01txFsTc+XS/bBQTQNDppBQUV6eq7Xlk5hboydNdlzinBJ7383WuqGuDgAK37/fOGdmfk62poGhopr6pnlOba2tACAgKPjdFfmt9zq2bSurre3ndRtFxSWO/LrxwpGDxEPEXndg3erczIyRY60rP38+d8D3Vsh5AOBwOKunTb7yZ4AggzFh1pyqss8+nivO/uGjZWRsOPInAIi9fo1YyMOoSAAwsRitpK7+b2yo/7N+kg4S0tIbDwcICAoW5eUd2rhu3kiT8UqyO5YtzXv35crFIUcP1VRU6JoMPfPgic+Fy86bt9JoNOJvhf/WTe1tbZPmLTh1/+Hv5y/tDAoGgMvHjlaUlgIA0dyNw2ZHvn1/4ekzADi1dxcAuG75bY3vgUPhNwYbGj2Kvkn8CUK9iXhr3r/OvPw843xiqt6w4RePHmqoqxtlM35v8MWNh/ydfllRVlR0468gALh24k8Wi6Whp3/20dN9IVfmrvzSrJTvewcjVWVlYSePA8De4EsrduwOiLpDFxA46/s7i8XiPl1ETOzkvfj9V8KIgeqT29EAkHDndlrCEwFBwaD4xJ2nz+0LuSrIYFw+drS9vX2a8zIAuB8WSqzi4c1IAJi8oM9d56qfpAMAOC5xjniT67l33yib8UIiIjWVlTeDzy00Hf7+zWsAePnkEQCYTbTj5+cHgF9+2/G0ruXA1fDmpqaM5CQAsJs7n1iO9bQZdDqdxWJlJD/lLnzygsVED6XG+vrczAwAUNHS/vzp0+dPn3SHDgOA1Pi43n7BlFGSn//NdxZ/bvfmPmo2wXagigpxOz0pEQAGGxgRb42mviEApD6IA4CczFcAYGFnLyAgAADjZ8z6wbW/fpbCYrFoNJq8kvLnT5/YLJaSmnpNZWVOxivuPBOc5hAXBzf8aRQAlJcUA8DLx48AQG/YcBkFBQAYOc76aV3LnfwSAQEB29lzhUVFM1OSSwsLayor0xMTmEJC42f+aEm9pl+dY1MYNGjJ+k1L1m9qb29/eDNy3yr36vLy4IP7d54+V1NVCQDiUt82YquvruZwOAAg+bUlHI1GE5OSqi4vr636u5mSrOKXzlQNtV8asW2e/48znSX5+f/Oa0I8vrOQGPB33xDuWwMA9bU1ABBy9FDI0UPciSUF+QBQVVYGABLSX1qHSQ7g3XmkK+KUFofDcdBW6zy9tCBfb+iwb+phCgnD19Y+tcQux6v3n7Co6MTZcyOCTj+IDJeUkWWz2eOnOIr1vbY6/SQd3qW9zEhOklNSGuMwFQAEBATGz3DKe/f2+M5tnz68BwAxCUkA4H7g29vaaquqaDSamKQkjUbjcDg1X7s2sVgsoiucpIwMd/nc5m5ikpLEjdU+f6jr6nFnUFD5x+6L/ot6/s6C25EQvn4UJy9Y1PlbKiERUfj6btZVVxMTq8vL/7EQfn4AaG3+0vizplPDPqJDH51OPxB6vfNTdE2G9Vy2KLHLdWrYRxyrSsrI0On06c7LIoJOP4y6Ia88CPrkYQX0myOLB5HX961y37NiWfardGJKQ11d0v27AKCoqgYAJuajASDxzm0i1y8cOWirOnCtk6OQiAgxGrwXeoV44v2wUBaLJchgDDGz6LoiYVFR4twkP51uae9gae/AR6O1t7Xx/BOBepnxKDMAaKitJd4aGYWBzY2NxICRiPLEuzHEDnAn9HLnJw6QVwCAzNQU4u6dq38/ajB8JHGkKauoZGnvYDbRrr6mpqOjQ/Tr34numFiMBoC3L56Xl5QAQEZykq3qQActVSKDDEf+pGVknJ6YkHTvjoyCgumEif+tjfBf1E/GDnPdPe+FXsnPyZ430kRZU5PBYBblfWhpbhYSEVm0Zj0ALFi9NjokOPtV+jIbKyV1jXvXrtJoNJdfvQHAc8++FZPGR10Iriz7LCElHRcRDgDOm7dKdRo7dOb6q/fmBXP8t27OyXjV3NgYG35NTFLy6svXvfl6EU/zPL1uBJ99GHVjteNkGUXF+2GhTfX1h69HaRsPme68LPT4n7mZGS7jRiupqWc+S+Hj4+N+bz3azj7m8sX4GxEb5zo11NUSx4/Eo9JyctNcll07Ebja0X7ctBk5r9LTEhOGmJlb2jv0XIylvYPhyJ8yU1NcrUePGDPu8a0oAFiwao2ImBgxw7SlrvvXrqooLV3otY6/U+fhvqOfjB2kZGVPxz123rRFU9+gprw8PydbUkbGfv7C4IQUbeMhADBQReV03GNLe4fczIy462G6Q4cdDL9hOWkyAAyztDpx98Eom/HpiQlxEeHqunrbTwYt2/Jbd+ua4DR7X8gVTX2DmMsXUx/EjnGYGhSfIIu/3usDlDU0TsU+Mp0w8cWTR3evXtbQ0z8YfsPCbhIAaBsP2XbijLyycnZ6Wmlhge/F0M6tOm3nzFu68dcB8vLJsfcUBqn86h8IAG1fu/VtPOTvtm0nQ0jo+plTxfkfZ7m5H71x+7s9Cul0uv/NmJnLfmlubIy6ECwqLuHle8Bj9+/cGbj54rCwLx5WAHHlOLwcECJQ59pQLBZrlIgAAFx79VZdR5eUGo7v2n5q7y6jUabnHj39/ty9ziXgdD85skDof8jZP3wS78YQP8bz2LmX7HK61U+OLBD6H1L4PjcjOUlRTW3HqbMjx/Xd7l44dkBURKfTn7d2fH++f8e2E2e2nThD1tp/HI4dEEK8YToghHjDdEAI8YbpgBDiDTvlIYR4owPAy7WU+AEM+q6hB0/jzoAIQw9ipzyEUDcwHRBCvGE6IIR4w3RACPGG6YAQ4o3q6cBisbZv366kpCQiImJubp6QkEB2RahXsdlsb29vGo12+PDhbx46cuTI4MGDmUymnp7e+fPnyaiOZFRPh02bNh0/fvzAgQN3795VVlaeNGlS+T+vOIj6sZKSEhsbm/Dw8K6XZgoMDNywYYOHh0d8fPyCBQuWLFkSHR1NSpEkovT/0SwuLvb397906dLMmTMBYNiwYUFBQUSfAkQFISEhsrKyUVFRMl2uEujj4+Pp6blmzRoAMDU1zczM3LNnz+TJk8kokzSUHjtER0cLCwtPnTqVuCskJOTh4TEQrwFHGXPnzg0NDRXt0oQ5KyursLBwypQp3CkODg7Jycl1dXW9WyDJKJ0OGRkZ6urqYWFhRkZGEhISFhYWSUlJZBeFeo+ysjLP6Tk5OQCgqanJnaKhodHR0ZGb+51mv/0MpdOhvLy8uLg4ICDg8OHDN27cYDAYtra2eN4B1dbWAoD41yas3Ns1X5s5UwSl06G9vb2iouLatWs2NjZjxoy5du0am80+ceIE2XUh1CdQOh3ExMQGDhyooPClEbu0tLS+vv7bt2/JrQqRTkpKCr6OIAjEqEGqS6fF/o3S6aCtrV1ZWdm5rwGbzWYwGCSWhPoCHR0dAMjOzuZOyc7O5ufn19LSIq8oElA6Hezs7FpaWm7dukXcLS8vf/PmjZGREblVIdJpamoOHjw4IiKCOyUsLMzKyqrrtxv9G6V/7zB06NBp06Y5OzsHBAQMGDBgx44dYmJirq54gQOqePHiBfElJYfDyc3NjY+PBwBTU1Mmk7lt2zZnZ2d1dfXRo0dHRkbGxMTExcWRXG7vM/E71UFh9fX1bm5u0tLSTCZz7NixaWlpZFdEJqrtDKNGjer6icjLyyMeDQwM1NDQEBQUNDQ0DA8PJ7VSEpj4neIz8TuFlwNCBLw2FOLCa0MhhLqF6YAQ4g3TASHEG6YDQog3TAeEEG+YDggh3jAdEEK8Yac8hBBv2CkP/Q1/DYW48NdQCKFuYToghHjDdEAI8YbpgBDiDdMBIcQbpdPBycmJrws3Nzey60K9p7tOeY2NjZs3b1ZXVxcWFtbR0fH19eVwOCTVSBpKXxtq586dK1eu5N5tamqaPXv2sGHDSCwJ9aaSkpJ58+aVlZV17ZS3dOnShw8f+vj4aGlpPX78eMuWLSwWa+vWraTUSRZKp4OBgUHnu97e3lpaWnjlOOrorlNeVVXV3bt3jx49unjxYgCwtLR8+fJlWFgYpgNFFRYW+vn5RUVF0WiUPtqilLlz565fv77rdGlp6W8a2zCZTAruGJgOX+zatWv06NE2NjZkF4J6T3ed8riam5urq6ujo6NDQ0ODgoJ6p6q+A9MBAKCoqCg4OPj27dtkF4L6lkmTJj18+FBSUvLMmTPz588nu5zehukAAHDq1KlBgwaNGzeO7EJQ3+Lv719YWBgfH+/q6lpTU+Ph4UF2Rb0K0wEA4PLly3PmzOHj4yO7ENS3GBkZGRkZ2dvbM5nM9evX//zzz5RqeEO5Ey1dFRYWZmVlTZgwgexCUF9RVFR07ty5+vp67pQRI0a0tLQUFhaSWFXvw3QAoscR/swBcVVWVi5dujQqKoo7JS0tjY+PT1VVlcSqeh8eWUBeXp6cnJy4uDjZhaDe1l2nPGNjYzs7O09Pz/r6ej09vWfPnvn6+jo7OwsLC5Ncce/CdIDS0lIJCQmyq0AkcHd3T05OJm4fO3bs2LFjAJCXl6empnblypXdu3fv27evpKRk0KBB69at+/XXX0ktlgSYDnD8+HGyS0DkSEpK6u4hcXHx/fv379+/vzfr6WvwvANCiDdMB4QQb5gOCCHeMB0QQrxhOiCEeMN0QAjxhumAEOINO+UhhHjDTnnob9gpD3FhpzyEULcwHRBCvGE6IIR4w3RACPGG6YAQ4o3q6ZCYmGhtbS0pKSkrK+vg4JCRkUF2RYgcz58/79o2sbS0lOy6yETp6zsQl5NctGhRYGBga2urt7e3jY1NZmamnJwc2aWh3kZcRTI8PFxKSoo7UVpamryKyEfpdIiMjOzo6AgICKDT6QDg7++vpqYWGxs7b948sktDvY1Ih/Hjx4uJiZFdS19B9SMLGo3G7bDKYDAAoKOjg9SKEDmIC0yKiIiQXUgfQul0mDt3Lj8//86dO1tbW5uamvbu3augoODg4EB2XYgE9fX1QkJCFGyW2QNKbwsVFZWoqCh/f39hYWFRUdHIyMiYmBi8ODU11dfXCwgIeHh4KCoqSkpKjhkzJjExkeyiSEbpdMjNzZ01a9a0adOSkpISEhLMzMwcHR0pfpqaslgsFj8/P4PBuHjx4qVLl+h0urW1dWZmJtl1kcrE71QHVbm4uOjq6nI4HOJuW1ubvLz8li1byK2KRFTeGb7R2NgoKyvr4eFBdiGkMfE7RemxQ3Z2to6ODrd9poCAgKqqak5ODrlVob5AWFhYU1Pz48ePZBdCJkqng6qq6rt37zq+fknR3t5OdDohtShEDh8fn61bt3Lv1tXVvX37VkNDg8SSSEfp3zu4ubldvHjRy8vLzc2Nw+EcOnSovr7e2dmZ7LoQCeTk5LZs2dLa2jpjxoyampp9+/ax2eyVK1eSXReZKJ0OFhYWt27d2rNnj7m5OY1GMzExiY2N1dXVJbsuRAIXFxcA8Pf3DwwMFBcXNzU1TUlJ0dbWJrsuMlE6HQDA1tbW1taW7CpQn+Di4kJkBCJQ+rwDQqgHmA4IId4wHRBCvGE6IIR4w3RACPGG6YAQ4g3TASHEG3bKQwjxhp3y0N+wUx7iwk55CKFuYToghHjDdEAI8YbpgBDiDdMBIcQb1dPh5cuXNjY2wsLC0tLSrq6uRFMDRE3YNvEblE6HyspKGxsbNpsdERFx9OjR69ev//zzz2QXhchBtE3U1tZOTk6OjY2l0Wg2NjZlZWVk10UmSl/9JSAggMViRURESEpKAgCDwZg9e/br168NDAzILg31Nmyb2BWlxw6ZmZlDhw4logEApk2bRqPR7t+/T2pRiDTYNvEblE6HtrY2AQEB7l0BAQFpaen379+TWBIiC7ZN7IrS6aClpZWRkdHW1kbcLS0traqqInoxI6rBtoldUTodXF1dKyoqvLy8ampqCgsLFy9eLCYmRhx2IqrBtoldUToddHV1AwMDg4ODpaSk9PX17e3t5eTk5OTkyK4LkWDfvn1SUlKnT58eOXKkmZnZhQsXWlpa/P39ya6LTJROBwBYvnx5eXl5dnZ2WVmZq6trQUGBkZER2UUhEmDbxK4onQ45OTknT54UEhLS0tISEhK6fPkyjUbD9hbUhG0Tu6J0OjQ3N7u7u69atSo1NfX8+fMbNmzYtGmTlJQU2XUhEri5ueXk5Hh5eb19+/b169crVqzAtomUTgdjY+PLly8/ePDA0tLS29t706ZN27ZtI7soRA6ibeKLFy/Mzc2trKzy8vKwbSLVz887OTk5OTmRXQXqE7Bt4jcoPXZACPUA0wEhxBumA0KIN0wHhBBvmA4IId4wHRBCvGE6IIR4w055CCHesFMe+ht2ykNc2CkPIdQtTAeEEG+YDggh3jAdEEK8YToghHijYjqw2Wxvb28ajXb48OFvHjpy5MjgwYOZTKaent758+fJqA71qh52BkJzc7OGhoaysnLv1tUnUO76DiUlJfPmzSsrK+P2NeEKDAzcsGGDr6+vmZnZ/fv3lyxZIi0tPXnyZFLqRL2gh52Ba8eOHYWFhfLy8r1ZWB9BubFDSEiIrKxsSkpK1x3Cx8fH09NzzZo1pqam3t7es2bN2rNnDylFot7Rw85AyMjI8Pf3X7JkSe/W1VdQLh3mzp0bGhoqKir6zfSsrKzCwsIpU6Zwpzg4OCQnJ2NX7n6su52BwOFwli9fvnLlSsr2VaVcOnR3AElcm1xTU5M7RUNDo6OjIzc3t5cqQ72u57MJx48fLy0t3bFjR2+V0+dQ7rxDd2prawGgc2c04nZNTQ1ZJSESlZSUbNmy5eLFi8LCwmTXQhrKjR0Q+hGrVq2aOHGivb092YWQCccOXxBtLGprayUkJIgpxKgB21tQ0K1bt2JjY1+/fk12ISTDdPhCR0cHALKzs1VUVIgp2dnZ/Pz8WlpapNaFSBAaGlpTUzNo0CDibkdHB4fDodPpBw8eXLVqFbm19SZMhy80NTUHDx4cERExfvx4YkpYWJiVlVV3J7RRP7Znz55169Zx7164cOHcuXP3798fOHAgiVX1Psqlw4sXL4gvKTkcTm5ubnx8PACYmpoymcxt27Y5Ozurq6uPHj06MjIyJiYmLi6O5HLRv6m7nUFJSUlJSYk7m4KCAp1ONzQ0JKtO0pj4neqgklGjRnXdCHl5ecSjgYGBGhoagoKChoaG4eHhpFZKAtwZOu8MXIcOHVJSUiKjQDKZ+J3iM/E7hZcDQgS8NhTiwmtDIYS6hemAEOIN0wEhxBumA0KIN0wHhBBvmA4IId4wHRBCvGGnPIQQb/8P65az198DnnwAAAAASUVORK5CYII="
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<image>Edgar and his friends recorded their scores while playing a board game. How many people scored 6?
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10
| 624 | null |
10
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"
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<image>In science class, Olivia is learning about places with extreme temperatures. She learns that the highest temperature ever recorded was in Death Valley, California. She also learns that the lowest temperature ever recorded was in Vostok Station, Antarctica. The record-setting temperatures of the two locations are shown in the table. Which location's temperature was further from zero?
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Death Valley
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Death Valley
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"
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<image>The owner of a bed and breakfast inn recalled how many guests the inn had hosted each day. What is the mean of the numbers?
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5
| 626 | null |
5
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"
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<image>How much money does Will need to buy a book about art and a book about dinosaurs?
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32
| 627 | null |
32
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iouTkxLm40Fgs0sBACwDQ3g57SP98JCSkUlPzUlPz0Gh0Y2ODjY2pltaaGfpPd3d36+tvqqmpiop6NKX/9I0bQU1NDYcPT+E/ffTo4bS0lJs377x5kxsUdDM6OgKaAE/P7DTd1dVJXosAAodj7+rq7OnpIZFIlKeg/a6uzinjcHD8zUO6t7cHABAWdv3kyaMHDx6urGwmEkmxsc9nlRvMvw2BIENHR5eUlB4d/Tg7OyMyMpRqk9bWls2bV9fX1yUmpgoKTuE/3dDwzcvL/fz5QAxmov90bW1NQIDfyZNndXQMpKQIRkZmhw//dfq0Z1dX1/Sdzk7TbGzYjo52ypL29jY2NiwzMzMKhaI8BY2vbGzYKeN0do57SBOJHZAdYHx8rLr6GhOTnWxsbACApqaGWeUG8y9RXV1VXFxIWaKhoSkjI1dUVPi9JhC9vb16epqjo6PPnqUuWMA/ZZ1Xr54TiUR9/c0cHPQcHPTq6vIAgKVLF5mY6FVWfiaRSKKii8iVFy4U7u/vr6urnb7f2Zn5ycouDQ+/0d/fD82Mm5ubKis/m5jspKenX7xYOisrg1wzKysdALBkiTx0OOHe4t27rE2btKH94uKCRYskAQDd3V1z5oz7Vd65Ez65Icx/j6en26dP5cnJ7yj9pzs62qk+23V2tuvsJCYlpbOzf9d/euPGLRkZReTDT58+mJpuu3v3kbi45PDwEADg48f3BIIMdPbz548IBGL+/AVThiIzO01bWe25cSPIzs7ayenIwMDA8eNHsFgcNPG3s3O0tja5ePHMli161dVf3N2dVVXVZGWXAgBwOFxjY0Na2hs+Pjyk0fj4hwSCtJyc4vPnCZmZaRcvXgUAKCgsCw0Nzs7O4Oaec+nS2YULhV+/fpGfn4PHT/0Rh/lv2LvXYf36FTY2pubm1iQSKSPj7Z07t+rqag0MjAEABQV50AyTRCJVVlakpiYDAOTllT59+hAZGebu7llSMi5ZDAYD3WjZ2VkzMWF8fS/icDgcDkeuAN16CgmJ4PELAACrV2scP36EjQ0rKrqotLTIz8/HyMhs8nPDCcxO04KCQnFxL44dc12xQo6Ojk5JSTUh4TUXFzcAQE9ve19f36VLZ7283LFYnKbmFk9PX6iVnt72yMgwff1N9vZOGhqbAAC+vheDgi7Z2lpiMMwHD7pCD2gOHnStrPy8dasGKyubldWegwddq6oqnZz2TXljAfOfISenEBOT6OPjaWy8ta+vb8cOXWlp2UePkhYuFAYAODrakr8dvHYt4Nq1AABAUVFlauprEonk6fk3/2kREbGcnPcAgLKyEqrSBACEhNzx8fF0drZraPjGx4c3MbF0dHSl2gpBJJJ+4HXC/JnMm8daU9MO+0/D0A6Ojr+D/zQ8TsPQGL/6Zw4GZrbAmoahNWBNw9AasKZhaA1Y0zC0BqxpGFoD1jQMrQFrGobWoOvshP/xDYamgMdpGFoD1jQMrQFrGobWgDUNQ2vAmoahNWBNw9AasKZhaA1Y0zC0BnVNy8sv8PX1+J90Vl5egsejsrNnZz79vyI0NEBAgGH6Ort26W/fvu6/yec3ory8xMxsM4HAg8ejpKQ4TUw0Kyr+5j/t6+uxYAHd9et/cyhva2txcDBdvJhbRITFyEiDsslkEhLuS0iwW1rqUHaKx6Mmb1SNX2h8nP7woXTZsjH7n2XL1E+eDPi5+fyO9PR0m5hsZGRkCgmJZWLCXL8eQyS2m5pqQv7TjY3fDA3XJiY+nODVCwCwsdmWkZFy6lRgcPC9jo627dvX9fR0T44/ODjo4WHv4mLDxoajLF+wQDA6+iXlpq9vjscL4HDfdQuB+KV/APzPKS7OI++LiUmKiUn+xGR+U4qKchoa6ry9Azk4uBAIxNKlKgEBkdraKmVlBTIyCrGxkZyc3KGhj6SleShbZWamZGW9uXPnuarqagDAokUEZWWh+/dvmZntnRD//fuijIyUhIRsd3d7ynIMhnnZMnXyYWtr87NncWfOBDMwULnYzmicRqFQFy+eWLJk3qJFOHNzrebmMSvigYGBEydcFBT4Fy5kVFIS9PV1J9tdNjTU79ljICHBLiXFtXu3QUND3eSw/v7e4uLYoqJcAEBLS5ODgymBwCMsjNm0SSkt7RUAoLu7S0yMzd/fm9xkZGRERob39OkjE0LV19fu2WMgKztXWJh51SqpiIhrAIDz548fOGD+9Ws1Ho+6fv3ihLnH3buhamqLhIUx6uoSd++GTk6vqalBSUnQzm7HH+4FBflPk//oAAA8XiA3t05GRgEAoKVlcOXKXcgdjpIPH0pRKJSSkhp0yMvLJyurlJr6cnJ8fn6hR4/SBQSEp0/j/PnjYmKSGzboTF8NzFDT8fH3WlqawsLiL168lZGRfOHC2PoDbm62d+5cd3PzffWqxMXlREiI/6lThwEAw8PDpqaaNTVfrl17cOPGw9raKlPTTROUkZBw38/veFBQFIEgNzIyYmKyMTc3MzDwztOnubKyCqammuXlJSwsrJs2bYuJuU1ulZmZ0travG3bRMtXR0fLxsZvoaGPkpIKLSzs3N33paQ837PHeedOu3nz8IWFjTt27KKs//jxvUOHbAwMLGJiUo2NbZydrZ48eUBZob+/z9JyKz+/0LlzIQgEYibvEq2yZIkSN/ccW9vtKSlT+E/PnTu1//Tg4CASiaQ0TuDmnlNdPYVJPg7HjsEwT59DbW3VnTvXDx06OZOEZzT3YGFh8/K6BABYvHjJpk160Mja3t764EH4wYPHtmwxAAAICAiXlhbcvn318OFTaWkv378vevmyWFRUAgDg63vV39+7sbGeHDA/P2v/fnNv76CVKzcAAN68eV5Skh8V9UJFZRUA4PjxC6mpSaGhl0+fvrJ9u2V0dGhhYY609FIAQELCAzm5ZUJCYhMyLC7Os7beLy0tD2UiJSUzf74AE9OY9TUHB9eE+sHB5zds2Lp3rwsAgECQa25u+PZt/EoyOjrq4GDW19cbEZFI9UpH82AwzJGRz/fvN9uxYwMAwNpad/NmfS0tg+mdawQFhYeGht6/L5KUlIFKPn9+DxnY/gBXr56TlVVSUFCdSeUZjdPy8srkfSyWo6OjDQBQVlY4PDysoDDuOS0jo9Db21NV9bmoKJeJCQMJGgAgKSlz5cpdXl4+6LCursbScquNzUEDAwuopLAwh46OTlFxzJQaiUQqKKjm5mYCAJYuVRYVlYCGahKJ9OxZ7ORBGgCgobHF39/b09Pp7duXg4ODsrKK3NzfdSgkkUglJXnQBwDiyJHTlpbjkzlvb9ecnLTw8ITv+bL+aYiLSyUm5iYm5qLR6KamBgcHU0PDtdP7T6upacyfz+/mtq+m5kt3d9eJEy7fvn2lXMhi5vT0dN+/f8vIyGqG9WekaUbGcW9gaJUNAEB3dycAAIsd95zGYnFQeWcnkZGR6XvR3NxsW1ubm5q+kUu6ujqHh4fFxdmEhTHQFh0d2tIyNoEzMNgZFxc1PDz87l1aZydx82b9yTF9fYPd3HxyctKNjDRkZOacOfPXNEb2fX29w8PD38uwoCA7OPh8V1dnX1/v9yL8mUhKyqBQdHFxaaGhj/LyMu7dC5umMj09/eXLEQ0NdSoqwlJSnO3tLevWaXFx8UzT5HskJSUMDQ2uX689w/o//tyDlRULACASxz2nIf9pVlYsCwtrZ2cHiUSa0odKW9to+fLVNjbb1qzR1NDQBgCwsWHRaMbExL8tz0V+NqSnZ+LjcyQ9/fWrV0/Wr9eecuxEoVAWFvssLPa1tbXcvx9++rQrJyf3zp12U2bOyMhER0fX3t465Vk0mvHu3Zeurnvt7ExiY9+SVyT5Y6mtrerqIkpISJNLVq/WXLxYrqysYPqGcnLL0tMramoqcThOHI5dR2eFuLjUDyTw5s3zJUuWTb4N/R4//nxaQkKajo4uJ2fcczo3N52NDSsoKALd9r17lwaVf/xYpqmp8PFjGXSorb19wwYdfX1zF5ddjY3fAAAyMvIDA/0kEklYWBzaGBmZyDcfHBxcGhpbHj+Ojo+/r69vPjmTzk7iw4eRQ0NDUGUbmwMKCstLS/Ohs5Nva1AolISETFZWKrnk2LEDx44dgPYXLSIQCHKXLt36+LHUz+/4D78/NIOPj5ujoyV5bTQAwOjoKJHYzsU1nf80kdgRGXm9tbVZQEAYh2P/8uVTTk66hsaWH0ggIyN58eIlM6//45rG4TgMDCyCgs4kJj6sra2Kjg6LjLxuaelAR0e3YsU6EZFFhw/vTkl5np399vDh3QMDAxNu7I4fv8DCwurkZDU6OqqqukZKStbBwTQr601tbVVcXNT69XLh4VfJlQ0NLR88CEehUNBN5AQQCIS7+77Dh3eVlhZUVVXEx98rKMhWUFgOAMBi2ZubG7Ky3tTUfKFsYmXlkJb26syZv4qKcm/evBwaGrBkyTLKCkJCYm5uPoGBvj/rW89fBysrh48fSx0cTDMzU0gk0rt3b52cLOvra3V0jAEAxcV5GRnJGRnJJBKpquoztN/f38/EhPHz87Sz25GVlZqS8tzaWm/ZMnV19fVQTGdn67/+coD2q6sroVYdHW3t7S3QPvnLQhKJVF9fS/VJHyX/6DsXT89LrKxYd3f71tamefPwDg7utraHAAD09PS3bz89duzg7t36KBRKWXnV5csRE75nYmFh9fML3bZtZWhogIXFvvDwJydOOFtb6/X2duPxgvv3e1hZOZArq6quRqMZ9fRMp5zMsLKyRUY+8/X1MDBY09/fh8cLHDx4DLoB3bLF8N69MDOzzbt3O1F+/7R1q1Fvb8/Vq+euXDkzf76At3eQltbEabqZ2d6kpIT9+82ePctnZWX7J2/Ub42MjMLt20/9/LysrHT6+/usrfWkpGSjol5AOnNz25efP+Y/HRYWGBYWCABIT6/A4wVu3Yo/evSAqakmPT3Dhg1bPTzOkmN++FBKnktERl4LDPQln9LXXw0AOHcuRF/fDADQ0tI0MjIyq5t1RG0t9QWcfzrJyYkWFlvS0j7Pm4f/2bn80YiJsZWWtv3i/tO/dHIAgPr62vfviw4d2mVsbAML+qezb9/v4D/9i4/TNjbbkpMTN2/WP3kygLxkKAzMNPzqmoaBmS2/+nUEBma2wJqGoTVgTcPQGrCmYWgNWNMwtAasaRhaA9Y0DK1Bx8b2R/8wCYb2gMdpGFoD1jQMrQFrGobWgDUNQ2vAmoahNWBNw9AasKZhaA1Y0zC0BnVNCwpynzlzYranfozg4MscHLPz07C2NtHQWD7bjkxNt23Zsna2rf5YyspKtm3bJCjIjcUi+fk5dHU3fvr0N/9pLy8PHA4VGHiBstXXr7VWVjtERefNn49dtUopISFumi5iY+/j8Tgjo62UhT09PUePuhIIC3l5meXkxP38fCgtGb7HPxqnT548u3btxn8SgTa4di1gzx6Ln53Fv0V3d7eu7gYmJqaoqDgMBhMR8bCjo11PbyPkP93Q8E1La83jxzETfAEGBwd1dNZ//VoTFRWXkpKzerXGjh26KSmvJscfHBx0dra3t7eGfLwo2bt3Z0TETWdn95iYRCMjU09Pt/PnvSdHmMA/0rSRkZmMzCzMRGiVgoI86pV+W/Lzc+rr6/z8ghQVlREIhJKSSkjInb6+vuLiAgBAdHQEFxf3q1dZEzRdXFzw4cP748dPL1kiLyQk4uZ2HI9fEBMTPTl+aWnR27fJycnvREUXUZa3t7e9fv3cy8vXxGSnsvJyR8cjWlo6jx7FUE14RpomkUiurgcFBbnnzmUxNtZpaxtz5aKce2RnZ6xbpzpnDkZcfL6Hh8vg4GBKyissFpmVlU6OU1JShMUiX758NmX9CZ0ODw+fPHlUSkqAm5tRVlY0OPjy99Kjo6OLj4+VkxPn5WVWU1uam5tNPnX//h1lZWlubkZhYV5nZ/u+vr4JbT98eI/FIl+/TtqyZd2cORgpKYGHD6MLCvLU1RV4eZlVVGTy83Onz0dTc+Xt2zcjI8OwWGRRUcFM3s/fC8h/uqlp3H+an1/g48d6OTkFAICurmFYWDQLy9TGX5SuCQwMaACmcPIWEBBKSspYuHCiKw07O0dNTfv27abkEjSaEYGgrtgZaTo8PGRoaCgm5mlAwI3U1NcHDky0eq+q+qKtvW7hQuH4+FdnzvhHRIS6uzuvWLFSUFAoKmrcPTou7sG8eXwrV66dsv6EmEeOOF6+fM7V9VhmZrGd3UE3N6fQ0GtTpvf1a+2NG1cCAm48fvyyv79/796d5O4sLY3Xrt2Ynl4YFHQzISHWzs56QlvIDs/Ly/3YMe/KyuYlS+T379997JhrSEhkeXkdKyubi4v99PlERsbKyMjp6hpWVjZJSi6eyfv5eyEvr8TDM8fCwvDVqyn8p/n4pvaflpVdKi0t6+Pj1draMjIyEh0d8eVLhZHRFJ607OzszMzT+U/39fV9+1YfGnotNvbevn0HqCY8I38PVla2s2f9oUQ/fiw/e/ZUb28vBjNudnrz5lVWVraAgBvQBainpzsj4y0CgTAxsbh06ZyPzwXIxTku7r6hoSkSiZyyPmWPRCLx5s2r+/cfMjY2BwAICYkUFOT5+58zN58oSgBAY+O316+zODg4AQAODs579lhA6V28eGbZMtXjx70BACIiYseOedvYmHp6+sybxzchgpaWjqysHABAX984Lu6BmZklNGzo6Oh7eLhMnw8Wi6Wjo0Oj0ZycE12uaQNmZua4uBe7dplu3boeAGBsrKOjo6+razi9cw0SiYyOjtfT27hwIQ8KhaKnp79yJVRRUXmaJt9DT2/j27cpOBzu8uXr27YZUa0/o3FaRUWNvE8gyA4NDX358jfD9/z8HAJBljyjMjQ0uXjxKgDA2Niiq6vz2bMEAMCHD+8/fHhvbGw2TX0yJSWFg4ODK1asJJeoqqp9/vyRPO2hRFRUHBI0AICdnQMA0NHRPjIyUliYp6a2miKC+ujoaE5O1uQI4uJjVtnQbYqY2Phhf3//wMDArPKhPSQkpFJT81JT89BodGNjg42NqZbWmun9p4eGhkxM9BgZmeLiXrx+ne3o6GpnZ/3mzesf6N3X99K9e/FmZtZ2dtbXrlFfZWpG4zRZMQAAaJmCCYbvRCKRn599YjMAeHnnrlu38e7d25s3b42Lu6+oqCwsLDpNfTJdXZ0AAB2d9eR1J6CHOM3NTZTJQDAx/c0eGwAwOjra19c3PDx89uxJP7/TlJUp1yUhg0b/zQ1ngjnO6OjorPKhVQgEGTo6uqSk9Jcvnxkb60RGhlpY7Ppe5ZiYu9nZGeXlX+fOnQcAkJaWLS4uPHHC4/nzWXtqSkoulpRcvG7dRjSa0d3deft2s+9N3yFmpOnOTiJ5n0jsAABMMANmZWX93ohlamppYWHY1dX16FGMldVeqvUhIM+/4ODwCTNUfn7BmSQMAMBgMPT09Hv2OJiY7KQsn2b9gH81n9+X6uqqzk7i4sXj/tMaGpoyMnJFRYXTtPr8+RMWi4UEDbFwoXB6euo0TSZQX1/3+vULLS1dVlZWqERWVq6/v7+urlZMbNE0DWc093j3LpO8X1xciEajBQWFKCvIyi4tKMjt7R0z1o+KCt+4UR0ayTQ0NNnZOfz9z33+/FFHx4BqfQgpKWk0Gt3a2iwqKg5tHBycXFzcaDR6JgkDAJBIpIyMXE1NNTmCgMBCenoGdvbprg/fg2o+NLw2l6enm63tzgn+0x0d7Tw8040OePwCIpHY0DC+GsTnzx8XLBCYeb9tba179+589iyeXFJcXIBAIPB4/ukbUtf06Ojo1681Pj6eX75UJCUl3rgRtGWLHhPT3xaOsLCwGRoasrbekZ2dkZAQ99dfh8TFJSGzQBQKZWRkfv689+bNOmxsbFTrQ7CxsZmb25w6dezhw+jq6qrU1GRt7XW2tpYzfkMAAMDe3unRowd+fj4VFZ+KigpsbEw3bFjR3T3FspNUmT4fHI69qCi/sDC/tbXlB4L/4uzd6/D+famNjenbtykkEikj462trWVdXa2BgTEAoKAgLzU1OTU1mUQiVVZWQPv9/f2bN2+dM4fX2npHbm52ZeXnq1f9nzx5ZG09dqG2s7N2cRnzYv7ypRJq1d7e1traAu03NjZISRHWrFnv7Gx/82ZwenpqQIDfhQu+JiY7KR9OTA2RSJp+Y2VlPXHijI3NPnZ2DgwGo62tV13dBp3i4OB0d/eE9p8+TVFQWIZGo3l559rZOTY29pIjJCdnAwDi4l5Qhp2y/pkzl1AoFFShtXXQxcUDj19AT08/bx6ftbVtXV3n5PT09Y2VlFTIh3fvPgIAlJXVQIc3bkRISREYGBjY2Tk0Nbfk5X2Ayrds0VVXX00kkvLzPwIAYmOfQ+Xx8a8AAPn5H6HD4OBbAAAot2nyuX8/gYODk4OD8+HDRKrv5++4xce/Wr5cHYfDAQBwOHY1tVVJSenQqaVLFSeLqqiokkgk5eS819LSmTOHl5mZmUCQCQq6SQ64dKki9P4TiaT9+w9NjhAYGEIkkmprO+ztnQQEBBkZGYWERFxcPBoaeqhmiyASqX+B/g85etQ1ISH23buyP3yhQRpg3jzWmpr2P9p/+sOH96mpry9fPnfjRiQsaBrA0fF38J/+V8dpQUFuBAJx8ODhffsO/nu9wMBQ8l/MPWBg/kt+9esIDMxsgTUNQ2vAmoahNWBNw9AasKZhaA1Y0zC0BqxpGFqDrrOTZv+hDObPBB6nYWgNWNMwtAasaRhaA9Y0DK0BaxqG1oA1DUNrwJqGoTVgTcPQGtQ1TSDwXLp08n/SWXl5CR6Pys6etWsJmV279LdvXzfbVuSXEBoaICDAMLnC98phIMrLS8zMNhMIPHg8SkqK08REs6JizH+6t7fH29tVWVlIRIRFTW1RYKAv2TVBXByLx6Mot7i4u1PGb2trsbc3kZTkkJLitLbWa2ioh8pHRkaCg8+rqS2CggcFnYEMKafnl/6xJMTu3QarVm3U15/CPvB/xbJl6idPUjet+jPp6ek2Mdm4ZIlSSEiskZHG9esxp065mppqvn5dxsDA4Oi4MzPzzeHDpwQEhLOz3/r4uA0PD9vbHxkdHe3t7dm/30NZWZ0cSkREYnL8kZERU9NNAIDAwCgARk+ePGxjo/foUToA4Ny5Y8HB55ydvWRk5LOy3p4+fQSJRO7a5Th9wr+BpouLc1et+ned28XEJMXEJGdef3h4GIVC/SG/Gi4qymloqPP2DuTg4EIgEEuXqgQERGprq5SVFQgICL958+L48Yt6eiYAAEXF5aWlBU+fxtjbH+np6R4dHSUQ5JYtU58+/tOnMWVlBZmZVTw8vAAAPj7+3NzMoaEhBAIRGnrZ2voAJGJFxRXv3xfGxUVR1fRM/aePHz9IIPCIirJaWem2t4/ZgrW2Njs4mMrJ8QkLY1asEA8J8Sc3uXPnxpo1BBERFgKBx8Zm27dvXyeH9ff3FhfHFhXlAgBaWpocHEwJBB5hYcymTUppaWOG8ng8qqbmi6PjTklJjrGMkci7d28qKwsJC2M0NRWLi/OoJkMVyrnH8PDw2bNHlZQEhYSYli8XCw0dH7+lpLhCQvzNzbVERJg7O4n19bV79hjIys4VFmZetUoqImLcSjguLmrtWhkhISZZ2bkeHvb9/X0AgLNnj0pIsEP7ECEh/sLCzJBd2y8LdLmn9BnE4wVyc+tkZBRwOI7S0jZI0BBoNBr6YXl3dyeY5EE3Jc+examqroEEDQAQFhY3MDCnp6dHIpFPnrzbtcuJXHPuXHxrazPVgDPSdFRUyNDQUHj4k7Nnb2RkvD5yZMxN58ABi8LCnMDAqOfPC+zsjnh5OT17FgsAyMpKPXRo186d9i9eFIaFPW5vb92zx3BCzISE+35+x4OCoggEuZGREROTjbm5mYGBd54+zZWVVTA11SwvLwEAvHtXAwDw8rqUlvYZavjp0/uYmIjz50Nu3346ODhgabkV8mP/XjKzxdPTMTj4/MGDx5KSimxsDnp5OUVGXodOMTAw3LlzQ0JC+v79ZGZmFkdHy8bGb6Ghj5KSCi0s7Nzd96WkPAcAPHnyYN8+41WrNjx/XnD+fMizZ3HOztYAAAMDi+7urufPH1O8CQ80NLZMXvPhl2LJEiVu7jm2tttTUqbwn4bo7+9raKiPjLyekHDf2voAAKC7uwv8v2Po9JSXlwgICJ09e1RRUUBKimvXLv3Gxm8AACQSKSAgjMONecENDw+npibJy6tQDTijuQcLC9uJE/4AAGnppRUV5f7+p/r6epmYMOfO3UAgEFxcPACAhQtFQ0Mvp6S80NDQLi0tYGBA6+mZMjAwCAgIBQbeqaurpgyYn5+1f7+5t3fQypUbAABv3jwvKcmPinqhorIKAHD8+IXU1KTQ0MunT1/B4TgBABgMCw43Nk43NzckJGRDVo5eXhe3bVuVmZmyYsXa7yUzkxdIprOTGBERvGePCzR9FxQUKS7OvXr1nJGRFQAAhaJDoxldXLygysXFedbW+6Wl5QEAAgLCUlIy8+cLAACCgs4qKKi6unoDAISExFxdvR0cTN3cfPB4geXL18TE3NbS0gcANDU15OSk3bqVMKsM/3swGObIyOf795vt2LEBAGBtrbt5s76WlgGlc42JiWZmZgoWiztz5rq29nYAQE9PFwDg3r1bdnYmjY31/PxCVlb7DQzMJ8dva2tOSLi/atXGK1fuNjbWHzt2cNeubbGxEx8knD59pLq64sqVqe8yKZnROK2ktIK8LykpMzQ0VF1dAQBoa2s5cMBCUpIDuqstKsolEtsAACoqq+jp6XV11SIirtXWVnFzz5GRUSBHqKursbTcamNz0MBgbF2fwsIcOjo6RcWxXpBIpIKCam7uuPEkJUJCYmRvUklJWQAAdA/+vWRmxfv3hYODgyoq4z7Ty5apV1Z+JE+3pKWXkk9paGzx9/f29HR6+/bl4OCgrKwiN/eckZGRkpI86MP5/xHURkdH8/OzAACGhpYpKc9aWpoAAImJsXPmzFu+fM1sk/zvEReXSkzMTUzMRaPRTU0NDg6mhoZrKf2nvbwuhoU93r7dytnZOiwsEADQ39/PxoZtaKg7ftzv1q14RcXlTk6W5CseJUNDQ+zsnL6+wbKyiuvXb/XxuZKbmzHh4Zi3t+vNm/4BAZFCQmJUs53ROM3OPoX/dH9/v6WlNi/v/Li4dAEBYTo6Oh2dMVGKiUnGxqYFB5/z8XE7fHi3rKziqVMBUlKy0Fk3N9uenu6mpnHHy66uzuHhYXFxNnLJ8PAwZaeUQCP3zJOZFZDP9I4dGyb4TLe0NEH5YLHjtqi+vsFSUrIPH0Zev36BhYXVwsLuwIG/Bgb6h4eH/f1PBQb6UEZubm4CAGhobGFjwz16dHfnTrsnTx7o6Zn8+rZGZCQlZVAouri4tJSUZ9bWuvfuhe3YYQOdEhdfLC6+eNWqjWg0o5eXs56eqaLi8tLS8TFFSUmttrYqJOQSdMWjhIWFVUJCmvyGy8urAgA+fy5XUFAFAJBIpMOHdz9+HB0a+niGn/8Zabqra9x/urOzAwCAwbCUlxdVV1deuhQuLCwOnWpqapg7d2xZCTExyXPnQkgkUm5uhre3q6mpZlbW2PRDW9to+fLVNjbb1qzRhOYGbGxYNJoxMTGXstMJ6zhNkwwzM5VkZg4rKxYAcPHiLXHxv/lM4/FT+EyjUCgLi30WFvva2lru3w8/fdqVk5Pb3NyWnp5+5057Q8O/+V5zcc0BADAwMOjq7nj8OFpbe3tW1htv78DZZvjfU1tb1dVFlJAY959evVpz8WK5srKChoa6N2+SNm7UYWEZs4gmEOQGBvrr62tFRCZaRC9atDgzM2VyfEFBUUo/WGgQYWAYM0H28LBPTIyNjn61ePFMV3ib0SCRlze+XkRpaSEajRYQEIJuApiZx17Mu3dp1dUV0D1Efn5Wbm4GAACJRMrLqxw6dLK5ubGxcexBurb29g0bdPT1zV1cdkF3AzIy8gMD/SQSSVhYHNoYGZnmzh1f/Iby1qSi4gP5QUFpaQEAQFRUYppkZoWEhDQajW5rayFnws7Oyck5he91Zyfx4cPIoaEhAAAHB5eNzQEFheWlpflIJHLxYrm6umpyhAULFtLTM5DvdbZvt8rNzbhx45KsrKKgoMhsM/zv8fFxc3S0nOA/TSS2c3HNaW9vdXTc+fLl+C1BWVkhAoGYP5//2bM4W9vtlMup5ednL1iwcHJ8dXWN7OxU8gONjIxkAIC4uBQA4P798Lt3b4aHP5m5oMEM/afr62suXPCqqqpITk4MD7+ycaMuIyOThIQ0ExMmJORSQ0P9q1dPTp48tHq1ZkXFx+bmxuTkZ5aWW588eVBdXVlaWhAS4j9/Pj8f3wLKsMePX2BhYXVyshodHVVVXSMlJevgYJqV9aa2tiouLmr9ernw8KsAAEZGRkZGpqyslOLivKGhodHRUSwW5+xsXV5eUlpa4O19BI8XkJdXnSaZmb8XAABWVjYjI+tz5449fnyvtrYqIyPZyEjDyWni5RIAgEAg3N33HT68q7S0oKqqIj7+XkFBtoLCcgDA7t2OT57EBAb6fvnyqbS0YP9+U11dtZ6eMd9rEZFFcnLLgoJ8t237F79F+h9iZeXw8WOpg4NpZmYKiUR69+6tk5NlfX2tjo7xokUEdfX1Hh72ERHXsrJSr127EBjoa2BgwcSE4ecXevbskbW1bmpqUkZG8qFDu9LTX9vajtnyOjtb//XXmP/09u2WHBxcO3dqv337MiHh/pEjturq66WkZPv7+3x93deu3dTb252RkUzeJi87OJHa2pHpNxYWVg+PM+bmtjgcBxMTRlNTr6SkFToVFBS1YIEgIyOTkpLa69elt28/wWJxBIJcVdWgvb0bP/9CNBrNycm9bt2W169La2tHXrwoBAA8eJACNX/wIAWJRHp6XqytHcnP/6aru4OdnRONRgsLix89ep6cgKPjMQyGmZeXr6Skde3azRs26Hh7B/HxLWBgYJCVVXzxomD6ZGprR9jZOZ2dPWtrR7y8LqFQqMmvkbL8y5cBBwd3Pr4F9PT0vLx8ZmZ7y8uJ0CleXj47uyPkVvHxmStWrMVi2dFoRmFhcQ+Ps+RTly9HLFpEYGBgwOE41q3b8uZNOWV37u6+GAxzWVk71Tf/F9mio18uW6YOPXPEYtlVVFbFxaVBp8rK2nftclywQBCNZhQUFHFwcP/0qRs6df9+sorKKiwWh8Xili5VDgt7TA4oK6uoqrqafJia+mHlyg1MTBg2NqyOjnFRUVNt7ciEuSiZ3Ny66bNF1NZS/wKd5rlx49LJky6Vlf3/QV+jo6Pa2qqLFi0+ffrKf9Dd/xYxMbbS0rY/2n/6t+DTp/dpaa94eOb+2x319/dVVX0OCwssLy8OCIj8t7v7N9i37zfwn4Y1DSwtt7a1tfz117l/u6OPH8t0dJbPm7fg+vWY+fOpLLTza2Jn5/qzU6AOPPeAoTV+9esIDMxsgTUNQ2vAmoahNWBNw9AasKZhaA1Y0zC0BqxpGFqDjo3tj/ihKMyfAzxOw9AasKZhaA1Y0zC0BqxpGFoD1jQMrQFrGobWgDUNQ2vAmoahNf4VTQsKcp85cwIAEBx8mYOD/p/HmTllZSVYLDIj4y0AwNR025Yta3+4dxgyZWUl27ZtEhTkxmKR/PwcurobP30a85/u6ek5etSVQFjIy8ssJyfu5+dD6ZrQ3t5mYKCFxSKLigqmiR8Wdl1ZWZqXl1lCYoGDw+62ttaZBP8e8Dg9U65dC9izx+JnZ/ET6O7u1tXdwMTEFBUVh8FgIiIednS06+lthDwJ9u7dGRFx09nZPSYm0cjI1NPT7fx5b6hhTk7W8uVLamurpw0Prl8P3L9/t7a2XkxMoru7V0JCrIXFdujUNMGnAf494kwpKMj72Sn8HPLzc+rr6/z8gjg5uRAIhJKSSkjInbVrlYuLCxYuFH79+rmPz8Xt200BAMrKy4uKCh49inFycgMAnDvnbWFhs3z5yrVrpzMjvXfvzo4dFi4uHlCEnp5uJyc7IpFIIo1ME3waqIzT69ap6uhsoCzR09OEUhwYGPDwcJGQWMDFhZaSEvD0dB8eHp4m1PDw8MmTR6WkBLi5GWVlRYODL0PlGzaoaWtrUNbcsUN3zRplaJ9EIrm6HhQU5J47l8XYWId8VcrLe7dlyzp+fs5581hXrlR8/Tpp+hdCibm5oZmZQXR0hKys6Jw5GDW1pbm52eSz9+/fUVaW5uZmFBbmdXa27+vrAwBoaq68fftmZGQY1cso7QH5Tzc1jbv/8PMLfPxYLyenwM7OUVPTDmkOAo1mRCDGRHX27GVHxyNUneefPUv19x+37kajGREIBBKJnD74NFCpoatr8ObNKyJxzKKOSCSmpLzU0zMEADg62oaFXfPy8s3OLvXwOHH16qWjRw9PE+rIEcfLl8+5uh7LzCy2szvo5uYUGnoNAGBqapmS8vLbtzHnsZ6enqSkRGPjMY+i8PCQoaGhmJinAQE3UlNfHziwFwDQ39+vo7OBlZX10aOkV6+ylJWXGxtvra+vo/pqIejp6XNyMpOTXyYlpX/8+I2Dg2vv3jFvu7i4B5aWxmvXbkxPLwwKupmQEGtnZw0AiIyMlZGR09U1rKxskpRcPG14WkNeXomHZ46FheGrV9/1n+7r6/v2rT409Fps7L19+w5AhXx886esPCWDg4OtrS0vXz7z9fUyN7dhZWWdPvh0EImkabYPH+qQSOT167ehwytXQlEo1KdP3758aaajo/vrrxPkmnZ2jszMzM3N/UQiiYOD093dk0gknTlzCYVCEYmkmpp2BgYGFxcPcn0zMythYVEikdTQ0IPFYr28fKHy0NAoRkbGmpp2KI6EhBS5iavrUXp6+m/futvahkpLq+vqOqHyurpOAEBoaBSRSMrIKAIAJCa+IRJJW7boqquvnvyi9PWNWVlZ6+u7oMPg4FsAgG/fuolEkpycwrJlquSa166FIxCI9+9riUTS0qWKRkZm079dtLplZBQRCDKQYNav3xQcfKu1dZCygqqqGgAAh8NduxY+oW1SUjoAIDU1b/ouDh8+CgBAoVB2do4dHSMzDD7lRmWc5uWdq6KyIj4+Fjp89ChGTW01D8+c4uLC4eFhJSVVck05Ofmenp7Kys9TxikpKRwcHFyxYtzXWVVV7fPnj21trUxMTHp6Rnfv3obK4+JiNm3aisVioUMVFTVyEwJBdmho6MuXChQKVVCQu2nTKl5eZiwWycfHBgBob5+F27SQkAgz85iFPWSZ1dHRPjIyUliYp6a2miJJ9dHR0ZycrCmD/DlISEilpualpuah0ejGxgYbG1MtrTWU/tO+vpfu3Ys3M7O2s7O+du1HVnvascMiNva5l5fv3bu3d+40ojw12+DUZyc6OvovXjzt7+/v6up69er5tm3bwf/7NJO9Osn7UPlkoHIdnfU8PEzQBl3uIVdmMzOrkpKikpKi/v7+Fy+e7NhhTm7IwTGF2/T796Xm5gYKCssKCj53dIy0tlIzBZwEIyPThJLR0dG+vr7h4eGzZ0+Sk5SREQZ/X8rkT4ZAkKGjo0tKSo+OfpydnREZGUo+JSm5eN26jZ6ePvb2zu7uzt3d3bMNjscvWLlyja3tgevXI2Ji7lLeIM02OPXnHlpauk5Odq9ePe/r6wUAbNq0FQDAxoYFAHR0tJOrQcMkVD4ZqDw4OHzCZJSfXxAAIC0tKy0tGxMTvWTJUhyOnXKk7Owcd5uGLHqZmVmePUtAo9GnTp2DjNsaGxuovoqZgMFg6Onp9+xxMDH5m3U0eVmCP5Pq6qrOTuLixeP+0xoamjIyckVFhfX1da9fv9DS0iVPf2Vl5fr7++vqasXEJvpPT8nAwMDjxzHS0ktERMT+P8JSAEBl5ScxsUU/Fpy6prm4uFesWPX8+VMisUNDQ5ONjQ0AsHixNB0dXXZ2uorKmB1/VlYGFosVEpraUFlKShqNRre2NouKjnmet7Q0I5FIsq+zmZlVQMCFqqpKQ0NTSke2d+/GV8AoLi5Eo9GCgkLd3d1oNCPZifDOnTDwd4/qHwOJRMrIyNXUVJOTHBwcrKv7ys4+djn65138jnh6un36VJ6c/I78dxkdHe3oaOfhmdPW1rp37040Gq2nN/ZEubi4AIFA4PEzdU5jYGBwcXHYvFnn4sUr5AgAAH5+wR8OPqPn0zo6+mfPniQSO/z9x9bjYGfn2LFj54ULZ4SFxQgE2bdvk8PCrjk4uHzP8ZKNjc3c3ObUqWOcnFxLlijU1FS5uh7A4/nv3ImFKujpGbm7O9fUVGVnl5JbjY6Ofv1a4+Pjqa9vXFHx6caNoC1b9JiYmBQUlM6cOXHr1o21azfExz8sLS2ZM4e3uLiI/Hzmh7G3dzIz0/fz89HS0unp6Tl//nRm5tucnHIWFhYcjr2oKL+wMH/+fDwnJ9c/7Og3Yu9eh/XrV9jYmJqbW5NIpIyMt3fu3KqrqzUwMF64UHjNmvXOzvZdXV1iYovy83MuXPA1MdmJwWBIJFJa2hsAwIcPZQCA/PwcIrGDkZFRXl4JAGBnZ83EhPH1vYhAIOzsDnp6uvPwzFFXX/3tW52Xl4e4uMSKFasYGBi+F5xKxjO5kayqaqWnp8disU1NfeTC5uZ+BwfnuXPn0dHRCQgIHj16kny7Ovm5B5FIam0ddHHxwOMX0NPTz5vHZ21tS35wAW0aGpqUzxyIRBIrK+uJE2dsbPaxs3NgMBhtbb3q6jbo1IEDh7m4uLFYrKGhydevxCNHjjEzM+/Z4zDD5x5KSirkw7t3HwEAyspqoMMbNyKkpAgMDAzs7Byamlvy8j5A5ffvJ3BwcHJwcD58mPjTH0T8x1t8/Kvly9VxOBwAAIdjV1NblZSUDp2qre2wt3cSEBBkZGQUEhJxcfFoaOghEkmNjb2TxbZgAT/UaulSRfKfpqNj5Pz5AEnJxRgMho9vvqGhCfSgaZrg028IIpH6F+j/AS0tzdLSQhcvXiVfaGB+QebNY62paf/F/ad//v97tLa25OZmGxvrCAgs3LpV/2enAzMdjo6/gf/0z88vOjpi/foVKBQqMjL2e2ttwfwiODoe+fU1/avMPWBg/lf86p85GJjZAmsahtaANQ1Da8CahqE1YE3D0BqwpmFoDWRjI/wsD4Z2aGwk/R+evti5oaZqfwAAAABJRU5ErkJggg=="
|
<image>How much more does a basketball jersey cost than a bicycle helmet?
|
17.49
| 628 | null |
17.49
|
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"
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<image>A reporter looked through his notebook to remember how many people he had interviewed in the past 6 days. What is the mode of the numbers?
|
4
| 629 | null |
4
|
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m5ywsY0Flr3v+ymHB74JS5kLS092X72h+2zpSDm3vOxwW/I4X0i0pq6K0/0JKKCsrU1ZWFhAQoLLX1dXNnj2bl5eXn5/f1dW1ubmZ5uHPnz93c3MTFRXl5eXV0dGJj48nJzGnEphlRPWksk5+isM/XYtfiWfPnllZWSkqKubn52dkZLCwsFhYWLx9+3a4Z35+/tSpU1+8eEFlJ5FIPT09u3btyqRg+vTpNItrb2+/efOmhoZGSEgI/Ypxc3Onpqa2tn5xm6isrKyurv6a9jHEs+oXM+euU5CTvJt6KeVGIAsLywxH77fv2kbyJ5FIazYepLL09PTt8F2WHn+a/DE31qZ5eHtH163kXA01hbDIJPoV4+bmTMvMb23roDRWVj2vrmtguHGM0traamFhQSQS4+LiTp48eePGjSVLltD09PT0jIuLCwwMTEtLExcXt7a2fvXq1ahJVPyzSrgcfst45nI2VlYqe19f/wzHte0dXbGhhyMu+VfVvHB09yWRSMNzKCgsn2a2+GXDGyr7L6SES5cu6evrs7GxUdn7+vosLCza29vj4uKio6OfPXs2Z86c4Sehq6vLwsKiurr63LlzN2/eVFJScnJyys3NxVKZUwnMEqiKSir/6Sr8YsTHx5NIpMDAQCUlJXV19VOnTr179y4jI2O4p7+//8qVK8+dO0dl7+7uJpFI2traZhSIiIjQLC4iIoKbm/v48eP37t2rqaE3ahETE5OUlIyJiaE6XE9P7yubODq3bueQSKSThzYpKUipT1I4cfD3dy3v7+Q8Gsn//OXrb5pbLEx1yJbu7l4SiaQ1RcXUSIv8ERk3lubhUbGp3Fwcf+1bf7/gcQ3dG43YeGFJcdHY+C8uR9T1VF1tta9s4ugEBgYSCIS4uDhra+uFCxeePXs2Li7uyZMnVG41NTXR0dFnzpyZP3++oaFhWFgYLy9vYGAg/aTh/LNK+PPQhchL/gvmz6SyX72W0tTcGhNyaLrpNOvpemHn/3xY9CQtM394DgePh6zwcDx9zI/K/gspYc+ePTExMQsXLqSyh4eHNzU1Xb9+3cLCYsaMGREREQUFBamp1IPCnJycpqam2NhYe3t7c3Pz4OBgERGRGzduABMrgXaget30brbLBt6JJuIqs/YeukCZ9OHDwJbdJ2Umz+YWNZTTsN+57wyBQHhW/QIvpJt3vwTzibqeihfSPXcpFvuJpT4qerpg2XY3z21XY5JVps3jnWiiO33Jw6InALD30AXPtX+8aGjCC+mePBsJAI2v3y5Ytl1EzmqMmNFUowVXY5IB4ELwDd6JJgMDg1i2a34/iBfSraiqx35eCL4hJD2dQCCMVMq/DxYWFtZPXUsODg4AwHpPycnJOBwuLy8PSwoKCtq2bRsOh6M6HJsg4uHhYaSs4OBgZ2dnMzMzKSmpsLAwOp6Dg4N2dnZXr16lNEZGRlpZWTHUqq/ki5PAzg6fTkJKxn28kO7dByVkzzfNrdv/PH3ysC8HB55s7OzuAQCeMVyMlBUSkTjPwdLUSEtKQiw8+jYdz8FBgo21YURsCqUx+kaaJUWM/FGUl5dPnTqVPAvk4ODAwsKCTadQKiEjI4OdnX3GjBmYGx6Pt7a2TktLo580nH9WCTnJF2daGgy3Z+Y81NVWGycsiP1UVpSWkxFPzyqAYUo4edjXb4MHjT+HX0cJ9+7dmzVr1nB7RkaGnp7euHHjsJ/KyspycnLYdaRUgq2tbW9vr5SUFObGysqKx+NZWFiAiZVAO1AtXfNH2ZPq+KtHU+NOv2ttj0vMIiet8z38d2j8wT/WPb4XuXf7qsAL0Vv/CFJSkJKYOP5efinmk3OvWGLi+LxPysi9XywowKc5RRmPZ8t/VH4n+2Fu8sXGiiShsfzLvf8EgE3rFnl7uUhMHN9UleLl4TgwMDjLaV3Fs/proYeKcsLtbU2XrNqdkJw73XRaf/+H4sfPPmZ7t1hi4nhydMy9X2xmrMXGxjZSKf8yXF1dWVlZ//jjjw8fPvT29u7fv19UVBSbCBYREbG1tR079mNnUFxcnGYOXV1dADBmzJhRy6qsrCwoKFiyZAkOh1u0aFFYWBjNSRUMIpHo7Oycl5fX0PCxp1lUVFRbW2tvb/+1bRwVZycrVhaWPw9f/PBhoLe3/8Cxy6LjhWxnGAHAOGFBG2tDQUF+svOGrUetzHVnWRlS5tDV1QsAYxi4PVVWPX9Y9GSxqy0Oh3N3nhUefZv+SZjvYHn3QWnDq4+LBEWllbX1r2bbmH5bS+kwMDCAx38OvXg8fuzYsbW1tfClEqqrq8XFxdnZ2cmesrKyVVVV9JOo+MeVID6B9oi/uq5BTnoipUVGakJ17UsYpoSRcviFlDDSX3R1dbWcnBylhXwdqe4JGN3d3TU1NT4+Pp2dnStWrAAmVgKNQPWq6e2dnIeb1y+ZbjpNVUkm4ODvHOwf/wxa2zrCopI2+SxycbKWl5Vwd561YonjhZAbAwOD002m3f0UqHLvFq3wcCSHkLz7JdNNtLGI3d7RFXBok7CQAD8fj7vzrKfP6nt7+7m5Obm4OFhYWISFBDg5OZLT71VWPz99zM/EUFNJQWrP1pWaU5SDLkTLyYhLS4phPaO379pqnzd6uM+++6CUXAq5k0KzFAbPyK+CpKRkQkLCqVOnuLm5eXh44uPjk5OT+fj4AEBTUzMhIUFVVZV+DligCgkJUVBQGDNmjLq6+uXLl2l6Xr58WUlJCRune3h41NfXk2e0aWJgYCAtLU3elxEZGWlhYTHSpOL3ICkuGh9xLOhCNJ+4qYCk2a3bOQnRAXy8YwBAU0M5PuKYqpIM5nk77W5aZv4xf+pl7e7uXgAIjUxSmTaPX8JU09g9+OotmmWFRCQoKUhhMzaL3WzrX7wmK5wm+jrq0pJi0dc/9kajb6RNN9EW+dTl/4EoKCiUlZUNDAxgP9+8edPW1oZdXEoldHR0YPIgw8fH19XVNTQ0RCeJqiymVUJnZw8v7xddLj7eMe0dXTBMCSPxL1ACzevY3t4OI9wTeHl5FRQUUlNTMzIylJSURsqBGZRAI1BVVj0HgCmTFT96sLBM05yEfX9cXk0gEA11NcjO0zRVe3r6auobzU207xeUkUikt+/aqusavDycWt93PH/5GgDy7pdYmH0MIQpykuQ+iwA/LwC876DeoVRUWsnKyko5hztNc1JpeTUATDeZdi//MQBk3y3SUFOcbjINk8jzl68bXjVbmOkyXsqvTk1Nzfz58x0cHB48eHD37l19fX17e/s3b6iXiOnQ39/Pz8/f2NgYEBCQlJRkYmLi6el54cIFKjcikXjlypWFCxcSCAQCgSAlJWVoaBgaGko/czc3N2ykTyKRoqKi3Nx+yq7RmroGV8+t9jamd1P+zrl9QW/a5LkLfd80U2/36u3t99l8ZN+O1WKiwlRJ/R8G+Pl4Xr1+e8x/w63I40b6U1as23cxNI7KjUgkXo1OXjB/5seTICFqoKtxJWqUhXQXJ+vI2BQAIJFIMTfSXeZaf1drR2D58uUtLS3r169vb29vaGhYvHgxLy/v8JX274eZlfD9/AuU8LXk5ubGxsaqqalZWlrev3+f8QP//0qgEai6unsBgI/v89IF/6fvnV09ACAg8Pn/WhQU4AWArq4eC1Od9+2dT5/V59wrVp+kIDSWX3uqat79koZXzS8amiw/hRBOTg6q4oaPFzu7evj5xmAjsI+l8PNiRU83nXav4DEA5NwrNtKfMk1Ttam5peFVc+69EklxUUV5ScZL+dU5ePCgoKDgxYsXp02bpq+vf+XKlf7+/lOnTjGeg7GxcXt7e3x8vI2NjampaWBgoI2NTUBAAJVbamrq69evd+7cif/E3bt3Y2Ji+vr66GTu7u5eUlJSUVFx79695uZmR0fHb2nkaBwJCBXk5zsXsF1bU1Vv2uSQs3/0f/gQdCGayu2PQ+fFRMd5LXUanoOR/pSW+ozrV47MsjI0MdQ8edh3lpVB4LkoKre0zPzXb97t9j/HNd4Q+9zLL70Wn9HXR2+k7jZ/ZklZVUVV/f2Cx83v2hxszb6vubRRVlY+c+ZMaGiooKCgqqqqjY2NiIjI8L6qoKBgR8cXe8/a29v5+PhYWFjoJFEamVkJAvy8nZ3dXzSho1tQgG8k/+H8C5RA8zoKCo44dDMyMnJycrp27Zq6urqvr+9IOTCDEmh0u8ZwcwEA5VUn763k5xsDAO3tXeSktvedAMDHN0Z0vJCqksy9/NKyJzVG+lMAwEBH/W5+KQ6Hk5MRl5GawHid+Pl4Ojp7SCQSecGzrb0TC5bmxtotre1VNS9z7xbt3b6Kg4NdU0P57oPSvPvFlmY/fpmamamqqlJSUiKfIjweLyUl9Z1bwNXV1bOzs6mMwcHBhoaGJ06cIFs+fPhgbm4eFxdHp0+kqqqqrq4eExPz7t07Gxsbfn7+lpaW76kbTapqXyoqSFKcBDZJcbHhu7Cu37zzsrGZW9QI+4nNY0RdT8u/E6KhpkDlPHmSQs69YipjaESiga7Gsf0byJYPAwOW9mvik3JcR+4dqyrJqE+Sj42/867l/SxLA34+npbW9m9p52h4eXktWrSosbFRXFycSCT6+flNnjyZykdJSamhoaG/v5+TkxOzVFVVqaio0E+ihJmVoKQgVVX7xXWvrn3pOm/G9+T5yylBSUmJaj2pqqpqwYIFVG4lJSWVlZWurq5ki5aWVnh4ODCxEmiMqLBxCflROAKBcK/g4zqQupoCGxvr/YLHZOf7BWX8fDwKshIAMN1U537+45y7RVigMtTTuPegNO/B53k/+pDX4rSmqBCJxILCz1v1HhQ81p6qAgAi48ZOVpW7mZRdUfXcUO9jKXfzv6KUfw1SUlKVlZXkkzY4OFhfXy8tLc14DvHx8a6uruS1DQDIz8+XlZWl9MEelVi4cKE2BYaGhpaWlqOO9N3d3VNSUhISEn7ebI+UhNiz6hcUJ4Hw/OVrKUkxKrfEmJOFOVceZYdhHzNjLRtrw0fZYUrykjeTst2X7yBvJQWAgsJyWakvluWxh2bc58/UmqpC/hjoaliY6ow65+M2b2bqnQdJqXk/b7anurr6/PnzXFxcCgoKXFxckZGRLCws5I1bZKysrIaGhhISErCfvb29t2/ftrGxoZ9EhsmVYGWu+7DoSdObjze+R0VPG141z6K1P3Ak/gVKmDFjRkFBQVNTE/bz4cOHDQ0NVNcRAHJyctzd3RsbG8mWkpISGRkZYGIl0AhUUhJietMmHzoekpJxv7CkYoXPPk6OjzNpYwX5Pdxn/3XqSlxi1vOXr0MiEv4Oi/NZ5YpNiE830c7MfVRR9dxIbwoA6OuoP6t5mXYnn5GxjiA/75u3rbn3iutfvJ5hoT9JWdZ706H8R+XVtS+37Q0qe1q7fvXHfoG5ybQzf19TUZQWGssPAIa6Gslpd2vqGqebTPuqlv/qrFq1qrq6ev369RUVFU+ePFm9enVXV5enpycAFBcXOzg4VFRUAMDQ0FBWVlZWVlZRUREAPHr0KCsr68GDBwAgJycXHx/v6OiYnp6elZXl5eWVmZnp5/fF8yURERGDg4NOTtSTZs7OzmlpadifxPLly318fIbX0M3NraCgoKWlZfhD6QMDA3p6esHBwd95Erw8HKtrGzZuO15RVf+kss5706Gu7l6PBbMBoPjxs7mLfLGnFxTlJdVU5MgfXh5ufj4eNRU5Tk4OWRnxm7dz5i3enJFdkJ1XuHrDgazcQt/fFlOWEhWbOjhIcLAzoyp9noNFelYBdnNc+dv+9X5Hh9fQZa71w6InLW0dttaGVEkDA4OG1p4hEQnfeRL6+vrWrFnj4+Pz8OHDsLAwX1/fLVu2YBM+lEqQlJT08PBYt25dTExMbm6ui4sLKyvrmjVr6CeRYQYltL3vyM4rzM4rrH/xmkAkYt+xNfX5DpZy0uLOHn53sh8mpd71WLNnusk0Y4Op8KUShoaGsKOKSysBoLCkIjuvMP9ROQD8Kkpoa2vD/qLr6uoIBAL2vbKyEgCcnZ3l5OTmzp2bkZGRmJi4aNEiCwsLExMT+FIJCxYsEBMTs7Ozu379elZW1rp16zIzM729vYGJlUB7e3rY+b3KitJzF22e47pRWnLCgvkzBwkELCng4CbPRXN+2/yXyrR5+4/8vf13z52bl2NJpkZab962KslLYk8zCPDzqirJNLxqNjPSGvGsf8JlrrWs1MQ5bhvDo2/j8WyJ1wIU5CRt5/82xWhBRlbBtdBD5iYfHxG3MJ32svGNkcFU7KeBrsaLhjcaagrCQgKjlvJvwtDQMCkpqaioyMDAwMTEpL6+PiMjQ1lZGQCam5vj4+Ox58AHBgbMzc3Nzc3Xrl0LACtWrDA3N8dG/Wpqaqmpqf39/fPnz3d0dHzy5EliYiLVREFISIiJicnwBQ/sYR1suqC8vPzp06fDayghIWFgYGBvb8/FRb3ld2hoKD8/n7JP920Y6Grcijpe/LjSZOaK6XYr61++Tr0RqKwoDQBv37XdTMpp+/KNAMNRU5G7fe1k/4cB16Xb5i3e8qSy7mbkMbcvp4xCIxONDaYMf/bT3saUhQUXcS0ZAMoraiue1Q/PX2LieH0d9TmzTLi4OKmShoaGCgqfvHpN42UiX4W6unpkZGRmZqaxsfGOHTu2bNmya9cuLIlSCQAQFBTk4uKydu1aa2vrnp6ejIwMYWHhUZMwmEEJD4ueWtqvsbRfczE0rqenD/t+JCAUANjZ8UmxJ0XGCTot8l28cpeullrkZX/sKEolDAwMYket23wEAFat97e0X+O+fAf8OkooKCjA/qIvXLjQ09ODfT948CAAsLOzp6amioiI2Nvbu7u76+npkZ+xpVSCsLBwVlaWkpLS2rVr7ezs7t69GxoaSn58mDmVgDu8ihcANuz/wW9gQ3wtx7dbAoDvmX/b7sSv4shqPvjPqxEpAZASAAApAQA+KYFZXqGEQCAQCARNUKBCIBAIBFODAhUCgUAgmBoUqBAIBALB1KBAhUAgEAimBgUqBAKBQDA1KFAhEAgEgqlBgQqBQCAQTA0KVAgEAoFgaj6+mQKBQCAQCOYEjagQCAQCwdR8/P+o/uPv1GIG0Hu9AL3hDQCQEgAAKQEAkBIAAL3rD4FAIBC/BChQIRAIBIKpQYEKgUAgEEwNClQIBAKBYGpQoEIgEAgEU4MCFQKBQCCYGhSoEAgEAsHU0A5UogrW/kcv/eyyyytq8UK6dx+UfNVRpy/GcIoYYN//P/VsaW3HC+nG3rwDAC4efjMcvX92iQxy79696dOnCwgIjBs3zs7OrqysjL5/WVkZHo9fuHAh2cLLy4v7ksjIyJEOd3FxweFw58+fp1PEiRMncDicnZ3d8CQNDQ0cDpee/oOfjCl+/MzacS2fuImInNXK3/Z3dvWM5Nn2vsNhwe94Id2SsipKu6CUOV5Il/ITdT11pEwWLNuOF9K9EHKDTpVOno3EC+nau20cnqRl4o4X0s3ILmCgZV9BcXGxhYUFNzf32LFjly9f3tlJ+8mb58+fu7m5iYqK8vLy6ujoxMfHk5N6enq8vb3Hjx/Pzc1tZGT08OFDOsX9s0ooe1qjpucsLGNBZa97/sphwe+CUuZC0tPdl+9ofts6aj5c4w2WrNpNtvxaSmhra5s9ezYOhyspKaG0l5WVKSsrCwgI0DmWzuVmTiX8t0ZUZy7GLFu793tyWOHh6LPK9UfV53t49uyZlZWVoqJifn5+RkYGCwuLhYXF27dvR/InkUgrV66ksvT09OzatSuTgunTp9M8vL29/ebNmxoaGiEhIfQrxs3NnZqa2tr6xW2isrKyurqa4cYxSmtbxwxHbyJxKDbsyPEDG+MSszzX/EHTs6CwfJrZ4pcNb6jsJBKpp6dvh++y9PjT5I+5sTbNTNo7um4l52qoKYRFJtGvGDc3Z1pmfmtbB6Wxsup5dV0Dw41jlNbWVgsLCyKRGBcXd/LkyRs3bixZsmS4W1dXl4WFRXV19blz527evKmkpOTk5JSbm4ulenp6xsXFBQYGpqWliYuLW1tbv3r1imZx/6wSLoffMp65nI2Vlcre19c/w3Fte0dXbOjhiEv+VTUvHN19SSTSSPmQSKQ1Gw9SWX4hJeTn50+dOvXFixdU9kuXLunr67OxsdE/nM7lZk4ljNKefxlFpZXfmYOlme4Pqcn3Ex8fTyKRAgMDMVGeOnVKWlo6IyPDzc2Npv/Zs2ebmposLS3Jlu7ubhKJpK2tbWZmNmpxERER3Nzcx48fnz59ek1Njby8/EieYmJiABATE7Nq1SrKw/X09DIzMxluH0OcvhhDIBBiww4L8PMCAAcHu5vntieVdZOUZak8Dx4PWeHhaGakZTxzOaW9u7uXRCJpTVExNdIatbio2FRuLo6/9q23clhbU9cgLysxkqfYeGEAiI3P8Frq9Pnw66m62mpZuYVf1cZRCQwMJBAIcXFxWCeag4PD2dn5yZMnkyZNonTLyclpamq6c+eOlJQUAJiYmKSnp9+4ccPY2LimpiY6OvrmzZuzZ88GAB0dHTk5ucDAwAMHDgwv7p9Vwp+HLkRe8n9cXn04IJTSfvVaSlNz6720y+OEBQFAUlx0sr5LWma+9XQ9mvmcv3z9TXOLhakO2fJrKcHf33/lypXm5uYGBgaU9j179sTExJSWlh48eHCkY+lcbqZVwogjqqEh0u/bj4sqWPNLmM5btJncI3jX8t5j9R4JVRueCcaqOvMCz0eRD/k7LH6KoRufuImogrXzEr/G1x9792/ftXms3iOqYM0zwVjfcmlmziPKgt62vHdY8Du/hKmogrXfnlNDQ0OY/WpM8jSzRQKSZqIK1o7um2rrGxlpD0be/RJzu5XCMhaCUuamNl6594oBwGLO6uCrCaGRieTJHzpFXAi+Ias+h3eiicmsFU8r68h28tRfYXEFXki3sLiCnKSsPXfzrpMAUFFVjw3qZzqt451oIqdhHxOXXlRaqWfpwSduomXiXljy+ajvgYWFhfVT15KDgwMAsC5kcnIyDofLy8sje75582br1q1BQUGYGwY2QcTDw8NIWcHBwc7OzmZmZlJSUmFhYXQ8BwcH7ezsrl69SmmMjIy0srJitGEM86Sidoq6EhalAMDexpSFheVOdgEApGTcp5xYPnnY12+DBw6Ho8qhs7sHAHjGcDFSXEhE4jwHS1MjLSkJsfDo23Q8BwcJNtaGEbEplMboG2mWFHfGH0V5efnUqVPJUz0ODg4sLCzYdAqlEmxtbXt7e7EoBQCsrKx4PJ6FhQUAMjIy2NnZZ8yYgSXh8Xhra+u0tDSaxf2zSshJvjjT0mC4PTPnoa62GhalAEBZUVpORjw9i4YSAOBNc+v2P0+fPOzLwYEnG38tJQQFBW3btm24nu/duzdr1qzh/pRKoHO5mVYJIwaqy1duDg4SEqMDLpzckZVX6L3pEGb3XLv3UfHTiL/9i3LC/TYu9d0ZEJ+YDQB590tWbzjgvdKlOPfqzchjre873Dy3AQCRSLRzXv/gYdnVi/sfZoXqaE2yc1lfXlFLLmj73iArc92sxPPr1yw4Fhh+/vJ1ACgoLF+yavccG9MH6cGJ0QF9fR9cPPwYbFJPT5+920YVJZnclIt3Uy+pqynYuax/3955/coRzSnKLk5WTVUpk1Xl6BSRd79kze8HHezMHmWF+W3w8N0VwGDRGHg2NgDYue/s/l1r3lSlaE9VWbPx4Pa9QVfO//nySSIv75j1fke/KkOauLq6srKy/vHHHx8+fOjt7d2/f7+oqCg2ESwiImJrazt27Fiys4+Pj7W1tY2NDWUOXV1dADBmzJhRy6qsrCwoKFiyZAkOh1u0aFFYWBidSRUikejs7JyXl9fQ8HFyo6ioqLa21t7e/ttaSoeBQQKeYpYDj2cbK8hXW/8KAMYJC9pYGwoK8mNJ4hNEaObQ1dULAGMYuD1VVj1/WPRksastDodzd54VHn2b/kmY72B590Fpw6tmzFJUWllb/2q2jSnDjWOUgYEBPP7zDRePx48dO7a2thZoKQEAuru7a2pqfHx8Ojs7V6xYAQDV1dXi4uLs7OxkH1lZ2aqqL1byMP5xJYx0HavrGuSkJ1JaZKQmVNe+hGFKAIANW49amevOsjKk9P+1lCAuLv5Vdkol0LncTKuEEQMVH++Yk4d9taaqODta/bbaLT4pu7e3HwAuntpx59ZZI/0pivKSi11t1dUU0rLyAaCk7BkHB/tiV1s5GXEdLbWrF/cd898AAGmZ+cWPn505tnW66TQVRZnjBzbKSE0IuhBNLsjKXG/tCuep6kp+GzxMDDWvXksBAPVJCs8Kr2/f5KmsKK01VWXdSpfS8uq379oYaVLt88bOrp4F82aqKMqoKskc999wK/I4Bzs7Px8PGysrBzu7sJAAKysrnSLCo2+LjBt75M/flBSkbKwNVy+bx+DZpMRptrnWFJUxY7gWzJ/V3tHlucheXlZCgJ/X2dGKajH/25CUlExISDh16hQ3NzcPD098fHxycjIfHx8AaGpqJiQkqKqqYp5JSUmpqakBAdThFgtUISEhCgoKY8aMUVdXv3z5Ms2yLl++rKSkpKenBwAeHh719fXktQ2aGBgYSEtLk/dlREZGWlhYiIjQvsV8D/KyEuUVtQMDg9jPN82tbe87u7t7AUBTQzk+4piqkgz9HDDn0MgklWnz+CVMNY3dg6/eoukZEpGgpCClq60GAIvdbOtfvM67X0InZ30ddWlJsejrH3uj0TfSpptoi3zq8v9AFBQUysrKBgYGsJ9v3rxpa2vDLi6VEjB4eXkVFBRSU1MzMjKUlJQAoKOjA1MOGT4+vq6uLvL0BhmmVUJnZw8v7xddLj7eMe0dXTBMCbfT7qZl5h/zp97g8C9QAh0olUDncjOtEkYMVMYGU8nfp0xWHBwk1D5vBICWtg7PtXuFZSywXTFFJZXv33cCgLnJNDwbq5ntygshN56/fD1eRGia5iQAeFRcwcbGamww5WN5LCxGelPyH5aTMzcx1KQs6Fn1cwDg4GCPvpE2SdeZW9QQL6TrsOB3AGh7z9BbhJXkpVQUpRd57Tx8IqSotJKVldXEUJObm5PKjU4RT5/VT1aVJ8+qYYr8WlQ+/WEI8PNQ/uTn4+nv//Dhw8A35ElJTU3N/PnzHRwcHjx4cPfuXX19fXt7+zdvqDcL9Pb2rl271t/fH5smpqS/v5+fn7+xsTEgICApKcnExMTT0/PChQtUbkQi8cqVKwsXLiQQCAQCQUpKytDQMDQ0FOji5uaGjfRJJFJUVNRIK2ffiefCOS2t7Ru3H2/v6Gp41bx0zR5eHm42NuqVdjr0fxjg5+N59frtMf8NtyKPG+lPWbFu38XQOCo3IpF4NTp5wfyZH0+ChKiBrsaVqFEW0l2crCNjUwCARCLF3Eh3mWv9le1jiOXLl7e0tKxfv769vb2hoWHx4sW8vLx0ltNzc3NjY2PV1NQsLS3v37/PeEHMrAQG6e3t99l8ZN+O1WKiwlRJ/wIl/N/4/ythxEAlNPbzSHkMNxcA9Pb29/d/cHLf1NvXn5fyd1/z3cHWfANdDcxnkrJsbsrfqkoyO/edUZjqaGjtWfz4GQB0dvUQCEQBSXOeCcbYJ/hqQjPF2EhIkI+yoJ7efgD4Oyx+z4Hzm9cveVOdOtian3z9FONN4uBgz0w8v8B51uXwW7rTl8hPcYiMpbHHlE4R3d09/Hyfe2f8vAyt4lDBycn+xU+OL37SGSYzyMGDBwUFBS9evDht2jR9ff0rV6709/efOkV9onbv3j1hwgTKNUwyxsbG7e3t8fHxNjY2pqamgYGBNjY2wwdeqampr1+/3rlzJ/4Td+/ejYmJ6evro1M9d3f3kpKSioqKe/fuNTc3Ozo6fmd7aaKsKB341+YrUUnjZC3VDVxnWRmKjBMc9zV9VSP9KS31GdevHJllZWhiqHnysO8sK4PAc1FUbmmZ+a/fvNvtf45rvCH2uZdfei0+o6+vn07mbvNnlpRVVVTV3y943PyuzcHW7BvaOCrKyspnzpwJDQ0VFBRUVVW1sbERERGh01c1MjJycnK6du2aurq6r68vAAgKCnZ0fLEtrb29nY+PD1vBIsPMShDg5+3s7P6iCR3dggJ8VG5/HDovJjqOcl8DmX+BEhiEzuVmWiWM2O3qoLjq7Z3YYgZX2dOauuevQs/tVVaUxpKa37aSZ40nKcteDNw5NDT04GHZ1j+CZrusr398i59vDCcnx8PML4ItK+vnZnd0fn7wpb2jC1vMjE/MtjCdttR9NmZ/0zzKIxFUCI3l379zzf6da6pqXh4LvLJ45S4VJRkNNQVKHzpFcHNzUdaq9f0XV+4j1KuY0Nf34asq+Z1UVVUpKSmRV1PxeLyUlNTw7Z7Xrl17+fIledIZG8JHRkYWFhZqaGhQOaurq2dnZ1MZg4ODDQ0NT5w4QbZ8+PDB3Nw8Li6OTp9IVVVVXV09Jibm3bt3NjY2/Pz8LS0t39LO0VixxHGh86zG12/FJ4gQiUPb9gapqcp9T4aTJynk3CumMoZGJBroahzbv4Fs+TAwYGm/Jj4px3Xk3rGqkoz6JPnY+DvvWt7PsjTg5+NpaW3/nrqNhJeX16JFixobG8XFxYlEop+f3+TJk6l8SkpKKisrXV0/P1yhpaUVHh4OAEpKSg0NDf39/ZycHyceqqqqVFRUqHJgZiUoKUhV1X6x4bu69qXrvBlUbtdv3nnZ2MwtaoT9xP4coq6n5d8Jobo/wK+pBEagc7mZVgkjjqjyH32enSstq+bgYJeTnoitN/LwcGP2e/mltfWN2OCgoLD8wcMyAGBhYTHQ1di/c03z27bXb95N05zU3/9hiERSVpTGPlxcHJQrovmFFAWVV6kqywJAV3cP76dSAAAbWZOAoVFI/YvXN5M+3m0V5SVPH/NjY2MtLf+4LEQeytApQklequxpDZFIxJJy7hYNLwXbaUZ+vPRNc2tT80+5EY+ElJRUZWUluTmDg4P19fXS0tJUbikpKaWlpSWfMDc3t7W1LSkpUVJSio+Pd3V1Ja9tAEB+fr6s7Bcbu7FHJRYuXKhNgaGhoaWl5agjfXd395SUlISEhJ8321Nd+/JCyA0uLk4FOUkuLs6oG2ksLLiRdiTT5GZStvvyHeRVLgAoKCyXlfpiWR57aMZ9/kytqSrkj4GuhoWpzqhzPm7zZqbeeZCUmvfzZnuqq6vPnz/PxcWloKDAxcUVGRnJwsJC3rhFJicnx93dvbHx89bWkpISGRkZALCyshoaGkpISMDsvb29t2/fptp6w+RKsDLXfVj0pOnNx7/BR0VPG141zxq2PzAx5mRhzpVH2WHYx8xYy8ba8FF2mJK85L9ACQxC53IzrRJoByoSidTwqnnfkb9r6xtTMu6fuxw7d850Li5OdTUFbm7OwHNRr5ve3U67u2X3KRtrw6qaF81vW1MyHjgt9L1+607d81clZVWnzkVKSYhJiotamE6bqq7ksWp37r3i5y9fR8amTjNbfD74BnyKGfGJWVHXU+tfvD59MeZe/mN351kAoDdtcnpWwYOHZXXPX63ddEhOVgIACosrsA0d9GlofOPssfV4UPiz6hfPql8cOHYZAHQ0JwGAoABfSVlV8eNnLa3tdIpwmWv99l3bxm3HHz+pvhafERqROLwUSXFRkXFjr0Ql9fd/ePuubcPWo1814/T9rFq1qrq6ev369RUVFU+ePFm9enVXV5enpycAFBcXOzg4VFRUAICioqIaBby8vPz8/GpqapycnHJycvHx8Y6Ojunp6VlZWV5eXpmZmX5+X+yujIiIGBwcdHKinipxdnZOS0tramoCgOXLl/v4+AyvoZubW0FBQUtLy/CH0gcGBvT09IKDg7/zJPT1f1jne2S939FHRU+vRCX57T7l67MYm/Apfvxs7iLfiqp6ABgaGsrOK8zOKywurQSAwpKK7LxCrCsmKyN+83bOvMWbM7ILsvMKV284kJVb6PvbYspSomJTBwcJDnZmVKXPc7BIzyrAbo4rf9tPczOny1zrh0VPWto6bK0NqZIGBgYNrT1DIhK+9yT09a1Zs8bHx+fhw4dhYWG+vr5btmwRFBSEL5WwYMECMTExOzu769evZ2VlrVu3LjMz09vbGwAkJSU9PDzWrVsXExOTm5vr4uLCysq6Zs0aylKYQQlt7zuw61j/4jWBSMS+V1Y9B4D5DpZy0uLOHn53sh8mpd71WLNnusk0bKGdUgmK8pJqKnLkDy8PNz8fj5qKHCcnxy+khKGhoaysrKysrKKiIgB49OhRVlbWgwcP2traMHtdXR2BQMC+V1ZWwpdKoHO5mVYJtAPV4CBhw5oF71reG1gtdfbwMzPSCji0CQCEhQT+DtyVkV2gPG3uX6euXDi5Y+0K5xcNb+a4bdz2+9IVSxy37glUN3C1medDIBITok/gcDhWVtaE6BOTVGTnL9mipuey/8jfO3yX/bbaDSsFAI4f+P1K1G0NQ9c/D1/csn6J58I5AOC3wcPcWHvWPB9z25XiE0ROHtpkPV3PZ/ORxNQ8mhWmxMRQ81LQrohrKboWSwyslian379+5Qg2V+nt5fz6zbtZc9cVP35Gpwgrc92j+zfEJWQZWHkGnIk4f3IHubZk8Hi2S0G7HhY9EZG3spi9eqGLjZyMOIFAoFmln4GhoWFSUlJRUZGBgYGJiUl9fX1GRoaysjIANDc3x8fHUz0HPhw1NbXU1NT+/v758+c7Ojo+efIkMTFxwYIFlD4hISEmJibDFzywh3WwiaPy8vKnT58Oz19CQsLAwMDe3p6Li3rL79DQUH5+PmXv/ttQn6QQfnFfdl6hmd3K3f7nfH0W7fBdhiW9fdd2Mymnra0DAAYGBi3t11jar1m3+QgArFrvb2m/xn35DgBQU5G7fe1k/4cB16Xb5i3e8qSy7mbkMbcvp4xCIxONDaaIjBtLVbq9jSkLCy7iWjIAlFfUVjyrp3ESJo7X11GfM8uEi4t6O8/Q0FBB4ZNXnx43/PaToK4eGRmZmZlpbGy8Y8eOLVu27Nq1C0uiVIKwsHBWVpaSktLatWvt7Ozu3r0bGhpKfp9WUFCQi4vL2rVrra2te3p6MjIyhIW/2G7ADEp4WPQUu44XQ+N6evqw70cCQgGAnR2fFHtSZJyg0yLfxSt36WqpRV72x46iVAIdfiElDAwMmJubm5ubr127FgBWrFhhbm7u6upaUFCA2S9cuNDT04N9x578pbon0LnczKkE3OFVvACwYf8PfgMb4ms5vt0SAHzPMLSz8d/KkdV88J9XI1ICICUAAFICAHxSwn/rXX8IBAKB+OVAgQqBQCAQTA0KVAgEAoFgalCgQiAQCARTgwIVAoFAIJgaFKgQCAQCwdSgQIVAIBAIpgYFKgQCgUAwNShQIRAIBIKp+fhmCgQCgUAgmBM0okIgEAgEU/Px/6P6j79TixlA7/UC9IY3AEBKAACkBABASgAA9K4/BAKBQPwSoECFQCAQCKYGBSoEAoFAMDUoUCEQCASCqUGBCoFAIBBMDQpUCAQCgWBqUKBCIBAIBFODAtUvTHFxsYWFBTc399ixY5cvX97ZOcrzFmVlZXg8fuHChWQLLy8v7ksiIyNHOtzFxQWHw50/f55OESdOnMDhcHZ2dsOTNDQ0cDhcevo3PhlT9rRGTc9ZWMaCyl73/JXDgt8FpcyFpKe7L9/R/LZ1pBza3nc4LPgdL6RbUlZFaReUMscL6VJ+oq6njpTJgmXb8UK6F0Ju0KnqybOReCFde7eNw5O0TNzxQroZ2QV0DqdDWVmZsrKygIAAlb2urm727Nm8vLz8/Pyurq7Nzc00D3/+/Lmbm5uoqCgvL6+Ojk58fDw5qaenx9vbe/z48dzc3EZGRg8fPqRTjX9WCTDypRxJJDQpe1rDNd5gyardZMsvpAQAaGtrmz17Ng6HKykpobQ/ffp09uzZQkJCwsLCNjY25eXlI+UQEBAgLy/PycmpoqISFhZGtjMoBuwSk+Hl5dXU1Lx06RKJRBru9p1K+N5A9aSyTn6Kw3dmgvgGWltbLSwsiERiXFzcyZMnb9y4sWTJEjr+JBJp5cqVVJaenp5du3ZlUjB9+nSah7e3t9+8eVNDQyMkJIR+xbi5uVNTU1tbvwgYlZWV1dXVjLWMBpfDbxnPXM7Gykpl7+vrn+G4tr2jKzb0cMQl/6qaF47uvlR/JxgFheXTzBa/bHhDZSeRSD09fTt8l6XHnyZ/zI21aVajvaPrVnKuhppCWGQS/Qpzc3OmZea3tnVQGiurnlfXNYzS1JG5dOmSvr4+Gxsblb2vr8/CwqK9vT0uLi46OvrZs2dz5swZfhK6urosLCyqq6vPnTt38+ZNJSUlJyen3NxcLNXT0zMuLi4wMDAtLU1cXNza2vrVq1c0q/HPKgFGvpQjiYQmJBJpzcaDVJZfRQkAkJ+fP3Xq1BcvXlDZm5qazMzMOjo6wsPDg4ODm5ubZ8yYQbMLe+bMGV9f37Vr12ZlZbm7u3t4eCQmJmJJjIsBAG7duoXdOsLCwnR0dJYtW7Z3714qn+9XArXoGYdAILCyshaVVH5zDojvITAwkEAgxMXFYf1rDg4OZ2fnJ0+eTJo0iab/2bNnm5qaLC0tyZbu7m4SiaStrW1mZjZqcREREdzc3MePH58+fXpNTY28vPxInmJiYgAQExOzatUqysP19PQyMzMZbd6X/HnoQuQl/8fl1YcDQintV6+lNDW33ku7PE5YEAAkxUUn67ukZeZbT9ejyuHg8ZAVHo5mRlrGM5dT2ru7e0kkktYUFVMjrVGrERWbys3F8de+9VYOa2vqGuRlJUbyFBsvDACx8RleS50+H349VVdbLSu3kIEW02DPnj0xMTGlpaUHD35xhw0PD29qaiooKBg3bhwASElJqaiopKamzpgxg9ItJyenqanpzp07UlJSAGBiYpKenn7jxg1jY+Oampro6OibN2/Onj0bAHR0dOTk5AIDAw8cODC8Gv+sEmDkSzmSSGhy/vL1N80tFqY6ZMsvpAQA8Pf3X7lypbm5uYGBAaU9NDS0q6vr1q1b/Pz8ACArKztp0qTs7GzsylJy4MCBdevWbdiwAQD09PTKy8v37dtna2v7VWIAACMjI/IQ38HBoa2tLSAgYNeuXTgc7vNJ+G4l0B5RvWt577F6j4SqDc8EY1WdeYHno8hJInJWgeej7N028k402f7nac+1f7xoaMIL6Z48Sz1lNFF51qlzkd6+h4Wkp4vIWW3/83RrW8e8RZv5JUxl1eeQeyLHAq8ISJqRj2p8/RYvpJuYkgcADa+a3Ty3TVSexTvRRF3fhXKUHRmbqmnsPkbMaKLyrN+2/NXX14/Z7d02Ug60w6Nv44V0u7t7AWDBsu1untvOXYqVmmTHJ27i6L6pvaNr6x+BogrW4+Wt1vsdZeR8MQ/l5eVTp06llAgLCws2iE5OTsbhcHl5eWTnN2/ebN26NSgoiIODg2zE+lk8PDyMFBccHOzs7GxmZiYlJUU5SzCcwcFBOzu7q1evUhojIyOtrKwYbdswcpIvzrQ0GG7PzHmoq62GRSkAUFaUlpMRT88qAICUjPt4Id27D0qwpJOHff02eFD+8WB0dvcAAM8YLkaqERKROM/B0tRIS0pCLDz6Nh3PwUGCjbVhRGwKpTH6RpolxZ3xa7l3796sWbOG2zMyMvT09LAoBQDKyspycnJpaWnwpRJsbW17e3uxKAUArKyseDyehYUFy4GdnZ0c2PB4vLW1NZbDcP5ZJcDIl3IkkVApAQDeNLdu//P0ycO+HBx4svEXUgIABAUFbdu2bfhJ8PLyKi0txaIUAEhISADAu3fvAKC/vx+Hw+3btw8Anj171tDQQBm97Ozs8vPzOzs7v0oMw9HW1n7//n1XVxel8fuVQDtQea7d+6j4acTf/kU54X4bl/ruDIhPzMaS2NnZLoXd1FBTzEw457d+ibeXi8TE8U1VKV4ejlSZ4NlYA85EGutPeVV5e+tGj8MnQua4blizfP6bqpR5DpZrNx1s7+gaVvIXLPf+8/WblvirR4tzw729XHw2H0nLzAeA67fuLPLaOdPKoCgn/O/AnTeTsleu9x+1qXg824OHZbXPXz3Jj065Hng77Z6ZjZeoiFBd6c1zAduDLkRjmf8qDAwM4PGf/8zwePzYsWNra2sBQERExNbWduzYseRUHx8fa2trGxsbyhwwMY0ZM2bUsiorKwsKCpYsWYLD4RYtWhQWFkZzeg2DSCQ6Ozvn5eU1NHyc3CgqKqqtrbW3t//KJn5GfIIITXt1XYOc9ERKi4zUhOralwAwTljQxtpQUJCffg5dXb0AMIaB21Nl1fOHRU8Wu9ricDh351nh0bfpn4T5DpZ3H5Q2vPq4XFRUWllb/2q2jemoBY2EuLg4TXt1dbWcnBylRVZWtqqqCmgpAQC6u7tramp8fHw6OztXrFiB5SAuLs7Ozj48Byr+cSXAyJdyJDuVEgBgw9ajVua6s6wMKd1+ISXAyGIQFBRUVFQk/0xKSsLhcIaGhgDAyspqa2uroKAAANicG6VsZGVlSSRSTU0N42KgSV1dHQ8PD1X39/uVQDtQXTy1486ts0b6UxTlJRe72qqrKaRlfbyJs7GycnCw792+Sm/aZD4+Hi4uDhYWFmEhAU5OjuH5qCjJuDhZc3JyLF04BwCmaihPN53GxcW52M22r+9DVQ31BCsVxY+fWU/X1dZUlZeV8FrqlJ10Xn2SPAD8dfKKoZ6G/661SgpSMy0N9u9aGxmb+qrp7ait7e7p+3P7Kh4ebn0ddTUV2aGhod9Wu3FzczrYmgmN5S95/GzUHJgHBQWFsrKygYEB7OebN2/a2tqw2KOpqZmQkKCqqoolJSUlpaamBgQEUOWAOYeEhCgoKIwZM0ZdXf3y5cs0y7p8+bKSkpKenh4AeHh41NfXk9c2aGJgYCAtLU3elxEZGWlhYSEiQvs+8j10dvbw8n4RaPl4x2AdIE0N5fiIY6pKMvRzwEbboZFJKtPm8UuYahq7B1+9RdMzJCJBSUFKV1sNABa72da/eJ13v4ROzvo66tKSYtHXP3ZFo2+kTTfRFvk0+PuBdHR08PHxUVr4+Pja29thmBIweHl5FRQUUlNTMzIylJSURsqhq6traGiIqiymVQIdqJRwO+1uWmb+MX/qDQ7/AiVQ8eLFC29vb09PT+wq4/H4hIQEFxcXAOjo6AAAyouOfW9vb2dcDBhEIpFAIBAIhLa2trCwsODg4CVLlmAjdUq+Uwm0A1VLW4fn2r3CMhbY1peiksr37z8vx2lrqtI8ajgqn8QhwM8LAKpf/mzv6KZ/uL2NycHjIb47A+5kPxwYGNTRUhsvIkQkEosfV043mUZ2MzXSJJFIBYVPRq2PrMxEDo6PPQV+fl4ViruYAD9ve+co9WEqli9f3tLSsn79+vb29oaGhsWLF/Py8g5fae/t7V27dq2/vz82TUxJf38/Pz9/Y2NjQEBAUlKSiYmJp6fnhQsXqNyIROKVK1cWLlyIyVFKSsrQ0DA0dJRlADc3N2ykTyKRoqKi3Nzcvq+5P4v+DwP8fDyvXr895r/hVuRxI/0pK9btuxgaR+VGJBKvRicvmD/z40mQEDXQ1bgSNcpCuouTdWRsCgCQSKSYG+kuc61/Uiu+itzc3NjYWDU1NUtLy/v37zN+4L9ACb29/T6bj+zbsVpMVJgq6V+mhKqqKmNjY3V19cDAwJ9akLCwMB6Px+PxQkJCnp6eK1eu/Ouvv2h6fo8SaGym6O//4OS+aeIEkbyUv+VlxdnY2ExtvCgdBPkZ/b8WOTnYKX9yfPmTzngZ4+yJbVPUla7GJAecieDl4fb2ctm5eVl//wCBQDxw7DLVkunbt20M1OeLYR/VKHDU+jAVysrKZ86c2bhx45kzZ3h4eP7888/nz58P76Hs3r17woQJlGuYZIyNjbF+N4apqWl9fX1AQAA2HUQmNTX19evXO3fu3LlzJ9lYVlZ26tQpLq4R50nc3d39/f0rKira2tqam5sdHR0HBwe/raV0EODn7fyye9He0S0owDeS/3CM9Ke01GeQf5oYaj5/+TrwXNTyxQ6UbmmZ+a/fvNvtf263/zmysfxpzYmDv3NxcY6Uudv8mQePB1dU1b9/39n8rs3B1mxwkMB43RhEUFAQ6yCTaW9vFxQcscNuZGQEAE5OTqampr6+vnl5eTRz4OPjo+oXM7MSGOSPQ+fFRMdR7msg8y9QApnCwsJZs2YZGRldvXqVk5NGrTB5dHR0kFezsFuBoKAgg2Igk5mZiU30cXNzy8nJcXDQmFrD+B4l0AhUZU9r6p6/Cj23V1lRGrM0v20daf73+6FaDyRviwAAVlbWtSuc165wbmltvxKVtG1v0DhhgTXL5+PxbOtWuix1n0N54HiRsVhulPGmr//DT6o2M+Dl5bVo0aLGxkZxcXEikejn5zd58mQqn2vXrr18+ZI844yN3yMjIwsLCzU0NKic1dXVs7OzqYzBwcGGhoYnTpwgWz58+GBubh4XF0enT6Sqqqqurh4TE/Pu3TsbGxt+fv6WlpZvbeiIKClIVdV+sc23uval67wZI/kzwuRJCjn3iqmMoRGJBroax/ZvIFs+DAxY2q+JT8pxHbl3rKokoz5JPjb+zruW97MsDfj5eFpa27+nbjRRUlKiWkKoqqpasGABlVtJSUllZaWrqyvZoqWlFR4ejuXQ0NDQ399PvqlVVVWpqKhQ5cDMSmCQ6zfvvGxs5hY1wn5ifw5R19Py74RoqClQOf9ySsB49uyZtbW1o6Pj+fPnR4ou2GRgVVWVpKQkZqmqqmJlZVVQUGBQDGSmTJky/ME+mnyPEmg0A1tU5OHhxn7eyy+trW+kM9r4zoEIPz9vX98HAuFj/4L8BF9HZ/fVmGSs3yEsJLB+zQIj/Sklj6tYWFg0NZRfNrxRVpTGPrLSE9nZ8Vg/WoCft7Orh5w51fOA/yaqq6vPnz/PxcWloKDAxcUVGRnJwsJCtSMZAFJSUkpLS0s+YW5ubmtrW1JSoqSkFB8f7+rqSl7lAoD8/HxZWVnKw7GHZhYuXKhNgaGhoaWl5ahzPu7u7ikpKQkJCT9vtsfKXPdh0ZOmNx/l/qjoacOr5lm0tn6NxM2kbPflOwYGPvfsCgrLZaW+2KCBPTTjPn+m1lQV8sdAV8PCVGfUOR+3eTNT7zxISs37ebM9M2bMKCgoaGpqwn4+fPiwoaGBauMMAOTk5Li7uzc2NpItJSUlMjIyAGBlZTU0NJSQkIDZe3t7b9++TZUDkyuBQRJjThbmXHmUHYZ9zIy1bKwNH2WHKclL/guUAACDg4P29vYWFhYXLlwYKUoBgJycnLy8fFxcHNkSGxtrYmLCw8PDiBi+mW9WAo2WqKspcHNzBp6Let307nba3S27T9lYG1bVvKD5zL8gP++bt62594rrX7z+tqprTVEZGhq6fOXW0NBQeUXtxZA4zI7D4Xw2H1m94UBJWVVtfeO1+IyHRU8N9acAwO/rFl6/lXkkILS69mVJWZXH6j3mtiuxtVCtKcqFJRVFpZUEAiEhOTcr99G31Yr56evrW7NmjY+Pz8OHD8PCwnx9fbds2YKN6IuLix0cHCoqKgBAUVFRjQLs5QVqamqcnJxycnLx8fGOjo7p6elZWVleXl6ZmZl+fn6UpURERAwODjo5UU+VODs7p6WlYTfH5cuX+/j4DK+hm5tbQUFBS0vL8IfSBwYG9PT0goODGWlp2/uO7LzC7LzC+hevCUQi9r2y6jkAzHewlJMWd/bwu5P9MCn1rseaPdNNphkbTAWA4sfP5i7yraiqB4ChoSHsqOLSSgAoLKnIzivMf1QOALIy4jdv58xbvDkjuyA7r3D1hgNZuYW+vy2mrEBUbOrgIMHBzoyqYvMcLNKzCrAwufK3/TSfcHCZa/2w6ElLW4ettSFV0sDAoKG1Z0hEAkMnoa0tKysrKyurrq6OQCBg3ysrKwHA2dlZTk5u7ty5GRkZiYmJixYtsrCwMDExgS+VsGDBAjExMTs7u+vXr2dlZa1bty4zM9Pb2xsAJCUlPTw81q1bFxMTk5ub6+LiwsrKumbNGsoKMIMSYORLSUcklEpQlJdUU5Ejf3h5uPn5eNRU5Dg5OX4VJWAnARNAUVERADx69CgrK+vBgwcAcPbs2draWnd39+zs7KxPYAPuwcFBBweHmJgYLJNdu3adO3fu6NGj+fn527ZtS05O3r17NzAmhlH54UqgEaiEhQT+DtyVkV2gPG3uX6euXDi5Y+0K5xcNb+bQehGIy1xrWamJc9w20n+YgA4aagoHdnvv/+tvQSlzn81HjvpvAAACgcjHOyY59tSrprfWDmunGC3448D53VtWLHWfDQCOduYhZ/+IjE2ZYrRghuPaDwMD6TdPY0PAZYsc5s6ZPtNpnajCjNibGX/uWA0ABCLx2+rGzKirq0dGRmZmZhobG+/YsWPLli27du3Ckpqbm+Pj46meAx+Omppaampqf3///PnzHR0dnzx5kpiYSDVlFBISYmJiMnzpC3tsC5s4Ki8vf/r06fD8JSQkDAwM7O3thy9gDA0N5efnU/bu6fCw6Kml/RpL+zUXQ+N6evqw70cCQgGAnR2fFHtSZJyg0yLfxSt36WqpRV7++KDC23dtN5Ny2to6AGBgYBA7at3mIwCwar2/pf0a9+U7AEBNRe72tZP9HwZcl26bt3jLk8q6m5HH3L6cPAyNTDQ2mCIybixVxextTFlYcBHXkgGgvKK24lk9jZMwcby+jvqcWSbDFzCGhoYKCp+8ej36blUAKCgoMDc3Nzc3v3DhQk9PD/Yde/KXnZ09NTVVRETE3t7e3d1dT0+PfDOiVIKwsHBWVpaSktLatWvt7Ozu3r0bGhpKfp9WUFCQi4vL2rVrra2te3p6MjIyhIW/2G7ADEqAkS8lHZFQKoEOv4oSAGBgYAATwNq1awFgxYoV5ubm2KRuRkYGgUBwcHAwp+DYsWMAQCQS4+Pjnz37uLd50aJFp06dOn36tImJya1bt65du2Zq+nHH/KhiGJUfrgTc4VW8ALBh/7e/dwvxQzi+3RIAfM+M8r6+fzdHVvPBf16NSAmAlAAASAkA8EkJ6KW0CAQCgWBqUKBCIBAIBFODAhUCgUAgmBoUqBAIBALB1KBAhUAgEAimBgUqBAKBQDA1KFAhEAgEgqlBgQqBQCAQTA0KVAgEAoFgaj6+mQKBQCAQCOYEjagQCAQCwdR8/P+o/uPv1GIG0Hu9AL3hDQCQEgAAKQEAkBIAAL3rD4FAIBC/BChQIRAIBIKpQYEKgUAgEEwNClQIBAKBYGpQoEIgEAgEU4MCFQKBQCCYGhSoEAgEAsHUfHWgElWw9j966WdUBTESZWVlysrKAgICVPa6urrZs2fz8vLy8/O7uro2NzePmg8ej1+4cCHZwsvLi/uSyMjIkQ53cXHB4XDnz5+nU8SJEydwOJydnd3wJA0NDRwOl57+7U/GtL3vcFjwO15It6SsitJe9rRGTc9ZWMbi2w4XlDLHC+lSfqKup46UyYJl2/FCuhdCbtAp6OTZSLyQrr3bxuFJWibueCHdjOwC+lWl14q2ttmzZ+NwuJKSEkr7SCKh5Pnz525ubqKiory8vDo6OvHx8eSknp4eb2/v8ePHc3NzGxkZPXz4kE4+TKuEp8/qHRb8Pl7eSlTBerbLhvKKWvr59PX1K2o6Sqt9riSDYsAuMfkjKGWuY774cvgtEok03O0nKYEOjIgBAAICAuTl5Tk5OVVUVMLCwsh2BsWAXWIyvLy8mpqaly5dojoJP0QJbKN6UHH4z9/UVOS+9ijGOXMx5lFxxd9Bu35eEb8Wly5d8vHxkZaWprL39fVZWFiIi4vHxcURCAQ/P785c+Y8ePAAh8PRzIdEIq1cuZLK0tPTs2vXLnNzc7JRVVWV5uHt7e03b97U0NAICQnx8vKiU2Fubu7U1NTW1lYhISGysbKysrq6mm5DR6GgsNzNczs/Hw+V/XL4rQ1bj0pLiH3b4SQSqaenb4fvMjMjLbJRRUmGZibtHV23knM11BTCIpNWLHGkUxw3N2daZn5rW4fQWH6ysbLqeXVdA/160ic/P9/Z2Zmfn5/KPpJIKOnq6rKwsBAUFDx37hwfH9+lS5ecnJyysrKMjY0BwNPT8+7du4GBgRMmTDh16pS1tXV5efnEiROH58O0Smh602I5Z7WSglToub0EAnHvoQu2834rexDFxztmpKz2Hr7Y8Kp5/Lix2M+vEgMAxF09yjOGCwDaO7pT7tz38tnX+Kp55+bllD4/SQl0YEQMAHDmzBlfX99Dhw7p6+unp6d7eHiMHTvW1tYWvkYMAHDr1i0eHh4AaG9vT05OXrZsWUNDw+7duyl9vl8JXx2oFrvaDjcODhLw+K/OimYmRaWV35nPv4w9e/bExMSUlpYePHiQ0h4eHt7U1FRQUDBu3DgAkJKSUlFRSU1NnTFjBs18zp4929TUZGlpSbZ0d3eTSCRtbW0zM7NRqxEREcHNzX38+PHp06fX1NTIy8uP5CkmJgYAMTExq1atojxcT08vMzNz1IJG4uDxkBUejmZGWsYzv7gR/HnoQuQl/8fl1YcDQr/h8O7uXhKJpDVFxZTi3jQSUbGp3Fwcf+1bb+WwtqauQV5WYiRPsfHCABAbn+G11Onz4ddTdbXVsnILRy1oJPz9/VeuXGlubm5gYEBpH0kklOTk5DQ1Nd25c0dKSgoATExM0tPTb9y4YWxsXFNTEx0dffPmzdmzZwOAjo6OnJxcYGDggQMHhufDtEq4EpXU1d0bd/UoFsNkpCdqGLjm3C2ym2lMM5+ypzVBF6KXuNklp9/DLF8lBgAw1NMQ4P/4rlR7W9P37ztPnYva4buMsrP4k5RAB0bEAAAHDhxYt27dhg0bAEBPT6+8vHzfvn22trZfJQYAMDIyIg/dHBwc2traAgICdu3a9cVJ+G4l0J76e9fy3mP1HglVG54Jxqo68wLPR5GTyFN/geejxFVmJabkTVSetWX3yaLSSryQ7q3bOTMcvfnETcQUZ/jtOTU0NIQd1fj67YJl20XkrMaIGU01WnA1JhmzU2ViMWd18NWE0MjE4YP6/yz37t2bNWvWcHtGRoaenh4WpQBAWVlZTk4uLS0NAJKTk3E4XF5eHtn5zZs3W7duDQoK4uDgIBs7OzsBAOsNjUpwcLCzs7OZmZmUlBTlLMFwBgcH7ezsrl69SmmMjIy0srJipKCROHnY12+Dx/DxYk7yxZmWBsP9UzLu44V07z4ooX94Z3cPAGD94lEJiUic52BpaqQlJSEWHn2bjufgIMHG2jAiNoXSGH0jzdJUh5GCRiIoKGjbtm3DWzGSSCiVYGtr29vbi0UpAGBlZcXj8SwsLACQkZHBzs5O7uLg8Xhra2tMS8NhWiUsX+JQmH2FPNKSmCACAO9a2wGgv/8DXkiXcs1iaGho9YYDa5bPV1WWJRu/SgzD0Zqi8r69s6u7l9L4k5RAh5HE0N/fj8Ph9u3bBwDPnj1raGjAQhGGnZ1dfn5+Z2fnV4lhONra2u/fv+/q6qI0fr8SaAcqz7V7HxU/jfjbvygn3G/jUt+dAfGJ2VQ+7Hh8T2//6YsxwWf2eHu5YCOqLbtP7tqy/F1t+snDvidOR5y9FAsAAwODs5zWVTyrvxZ6qCgn3N7WdMmq3QnJucMzuX7liOYUZRcnq6aqlMmqP3GC8RdCXFycpr26ulpO7otTJCsrW1VVBQAiIiK2trZjx44lJ/n4+FhbW9vY2FD6Y2IaM2bEiREylZWVBQUFS5YsweFwixYtCgsLo5qGpoRIJDo7O+fl5TU0fJzcKCoqqq2ttbe3H7UgOohPEPkq+zhhQRtrQ0FBfvpuXV29ADCGgXtTZdXzh0VPFrva4nA4d+dZ4dG36Z+E+Q6Wdx+UNrz6uHBYVFpZW/9qto3pqAXRYSQxjGQfrgQA6O7urqmp8fHx6ezsXLFiBQBUV1eLi4uzs7OTfchaooKZlSAowKcoL0n+eTv9Hg6HM9BRBwBWVlYba0PKEfD5y9eb37bu2ryCMgfGxUCTuheveHi4qeLcT1ICHUYSAysrq62trYKCAgBgc26UNxBZWVkSiVRTU8O4GGhSV1fHw8ND1f39fiXQDlQXT+24c+uskf4URXnJxa626moKaVn5VD6sbKzd3b3eXs5W5rqy0hOxDs58BytDvSkcHOzzHSwtzXQirqUAQHL6vcrq56eP+ZkYaiopSO3ZulJzinLQhejhmfDz8bCxsnKwswsLCbCysjLYhv8mHR0dfHx8lBY+Pr729nYA0NTUTEhIIK82JSUlpaamBgQEUOWABaqQkBAFBYUxY8aoq6tfvnyZZlmXL19WUlLS09MDAA8Pj/r6+tzcXDp1MzAwkJaWJu/LiIyMtLCwEBGhfX/5SWhqKMdHHFMdeYEBo7u7FwBCI5NUps3jlzDVNHYPvnqLpmdIRIKSgpSuthoALHazrX/xOu9+CZ2c9XXUpSXFoq9/7IpG30ibbqItIiz4DW35ZqiUgMHLy6ugoJCampqRkaGkpAQjaKmrq4s8I0LmV1HCi4am37b8tdR9tpKCFADg8WzxEcecHT/235vetOzYd+bkYV9ubk7KoxgXAwaROEQgEAgEQtv7jitRSaERiYtcbLBBKiXMoAQAwOPxCQkJLi4uANDR0QEAlBcd+97e3s64GDCIROLHk9DWFhYWFhwcvGTJkuEn4TuVQDtQtbR1eK7dKyxjge1pKSqpfP+e9ht8tad+8TcwTfPzT1Vl2WfVLwCgqLSSlZUV+wv/5DaptLx6pEwQP5De3t61a9f6+/tj08SU9Pf38/PzNzY2BgQEJCUlmZiYeHp6XrhwgcqNSCReuXJl4cKFmBylpKQMDQ1DQ+ktCAGAm5sbNtInkUhRUVFubm4/sFE/kP4PA/x8PK9evz3mv+FW5HEj/Skr1u27GBpH5UYkEq9GJy+YP/PjSZAQNdDVuBKVRD9zFyfryNgUACCRSDE30l3mWv+kVnwVubm5sbGxampqlpaW9+/fZ/zAX0UJVTUvzW1XTp4kH3BoE02HDVuPWpnrzrIypLIzKAYyogrWXOMNucYbjpe3XuGzb8USx8N7fWh6MqcSfgjCwsJ4PB6PxwsJCXl6eq5cufKvv/6i6fk9SqCxA6K//4OT+6aJE0TyUv6WlxVnY2MztRlxb4+gwBf/7yIvDzf5OzcXR29fPwB0dvXw842hjLGC/LydXT0jZYJgBEFBQaxbRKa9vV1QkLqbtnv37gkTJlCuYZIxNjbGRmAYpqam9fX1AQEB2HQQmdTU1NevX+/cuXPnzp1kY1lZ2alTp7i4RpwkcXd39/f3r6ioaGtra25udnR0HBwc/Jr2/Z8w0p/SUp9B/mliqPn85evAc1HLFztQuqVl5r9+8263/7nd/ufIxvKnNScO/s7F9UWvnBK3+TMPHg+uqKp//76z+V2bg63Z4CDhJzTi6zAyMgIAJycnU1NTX1/fvLw8mlri4+Oj6hf/EkooLKmY7bLBUFcj7PxeTk6O4Q630+7eyXlUejdieBKDYiCTHn+aZww3AHBxc8pJT+TgYKfpBsynBOxG0dHRQd5Bit0KBAUFGRQDmczMTGyij5ubW05OjnIVnIrvUQKNQFX2tKbu+avQc3uVFaUxS/Pb1pHmhal43/F5Da2ruxebruXn4+no7CGRSOT1z7b2zuG7SxFfhZKSEtXEcVVV1YIFC6jcrl279vLlS/KMMzZ+j4yMLCws1NDQoHJWV1fPzqZejAwODjY0NDxx4gTZ8uHDB3Nz87i4ODp9IlVVVXV19ZiYmHfv3tnY2PDz87e0tHxdC/8hJk9SyLlXTGUMjUg00NU4tn8D2fJhYMDSfk18Uo7ryL1jVSUZ9UnysfF33rW8n2VpwM/H09La/pOqPSolJSWVlZWurq5ki5aWVnh4OAAoKSk1NDT09/dzcn4MulVVVSoqKlQ5ML8SnlW/sJnn42Brdub41pFurLHxd9o7umTU52A/SSTS0NAQp4jBX/t+8/ZyoXKmKQYyGpMVybv+6MNUSgAAbMq3qqpKUvLjql5VVRUrK6uCggKDYiAzZcqUUR/YwvgeJdC4ltiKIs+nsdG9/NLa+kY6S6aUPHhYRv5eWl6N7ajRmqJCJBILCp98dit4rD11xJYzWNZ/nBkzZhQUFDQ1NWE/Hz582NDQQLVdAgBSUlJKS0tLPmFubm5ra1tSUqKkpBQfH+/q6jowMEB2zs/Pl5WVpTwce2hm4cKF2hQYGhpaWlqOOufj7u6ekpKSkJDAtPN+AHAzKdt9+Y6Bgc89u4LCclmpLx4ZwR6fcp8/U2uqCvljoKthYaoz6uyf27yZqXceJKXm/eOzPTk5Oe7u7o2NjWRLSUmJjIwMAFhZWQ0NDSUkJGD23t7e27dvU2mJ+ZUwOEiYu8h3usm0sye2jRSlAOCP7SuLcsMfZYdhn9/XLRwvMvZRdpjbvJmMiOGbYR4lAICcnJy8vHxcXBzZEhsba2JiwsPDw4gYvplvVgKNy6mupsDNzRl4Lup107vbaXe37D5lY21YVfOi+W3rqNndup0TGZta/+J14PmonLtF7s6zAGCGhf4kZVnvTYfyH5VX177ctjeo7Gnt+tXUfX8MQQG+krKq4sfP/tkeB5PQ1taWlZWVlZVVV1dHIBCw75WVlQDg7OwsJyc3d+7cjIyMxMTERYsWWVhYmJiYAEBxcbGDg0NFRQUAKCoqqlGAvcZCTU2Nk5NTTk4uPj7e0dExPT09KyvLy8srMzPTz8+PsgIRERGDg4NOTk5UFXN2dk5LS8PC5PLly318aEzNu7m5FRQUtLS0DH8ofWBgQE9PLzg4mMHzMDQ0lJ1XmJ1XWFxaCQCFJRXZeYX5j8rb3ndg9voXrwlEIva9suo5ABQ/fjZ3kW9FVT2dwwFAVkb85u2ceYs3Z2QXZOcVrt5wICu30Pe3xZSlR8WmDg4SHOzMqGo1z8EiPaug6U0LAKz8bf96v6PDa+4y1/ph0ZOWtg5ba+oVkYGBQUNrz5CIBMZPAiaAoqIiAHj06FFWVtaDBw/oiIRSCQsWLBATE7Ozs7t+/XpWVta6desyMzO9vb0BQFJS0sPDY926dTExMbm5uS4uLqysrGvWrKEsncmVAADng6/X1je6zZuRc7cI88nOK6yqeQmfYti1+AwAmCgmoqYiR/6IigixsbKqqcgJjeVnRAyj8n9QAh3oiGFwcNDBwSEmJgbz3LVr17lz544ePZqfn79t27bk5GTsKV1GxDAqP1wJNKb+hIUE/g7cte2PwPCY29M0J104ueNl4xv35TvmuG3MzwihX78/tq0Ki0xcuX4/NxfnlvVLPBfOAQA8ni3xWoDvjgDb+b/19X9QU5G7FnrI3ESbZg7eXs4eq/fMmrsu7PyfVua69Iv711NQUED5SAT2CoklS5YEBwezs7OnpqauW7fO3t6ejY3NwcHh+PHjmFtzc3N8fPymTbRXksmoqamlpqbu2bNn/vz5AKCqqpqYmEjVdQoJCTExMRm+OcfBwcHLyys8PHzTpk3l5eU0H8aSkJAwMDCQkJAYvoAxNDSUn59P860qNBkYGLS0//ynsmq9PwBISYgFHd1i57yebMd8Frva/h206+27tptJORvXutM5vKYkTk1F7va1k3sPX3Bdug0AVJRkbkYeo1pmD41MNDaYIjLui03eAGBvY7p6w4GIa8kbvReWV9RiyxXUJ2HieH0ddYmJ44cvZQ0NDRUUPrGdYcTwSRigfIcItpQoJSV19uzZkURCqQRhYeGsrKzt27evXbu2q6tLUVExNDSU/D6toKAgPz8/LElfXz8jI0NYWJiydCZXQk1J3J2chwQCce6izZT+KzwcTx/1IxKJN5NytKaMOIuDwYgYRuX/oAQ60LljEInE+Ph4be2PN95Fixb19PQcOXJk27ZtioqK165dMzX9uGN+VDGMyg9XAu7wKl4A2LD/29+79bFmFbVTjRZkJZ4z1JvynVn9Nzm+3RIAfM/Q3l35H+HIaj74EWr8pUFKAKQEAEBKAIBPSkBvT0cgEAgEU4MCFQKBQCCYmu99kywZNRW5wVbqt1cgEAgEAvGdoBEVAoFAIJgaFKgQCAQCwdSgQIVAIBAIpgYFKgQCgUAwNShQIRAIBIKpQYEKgUAgEEzNxzdTIBAIBALBnKARFQKBQCCYmo8P/P7H36nFDKD3egF6wxsAICUAAFICACAlAAB61x8CgUAgfglQoEIgEAgEU4MCFQKBQCCYGhSoEAgEAsHUoECFQCAQCKYGBSoEAoFAMDUoUCEQCASCqfmJgcrFw2+Go/fPy/8/RVtb2+zZs3E4XElJCaW9rKxMWVlZQECAzrE9PT3e3t7jx4/n5uY2MjJ6+PAhI0nDcXFxweFw58+fp+Nz4sQJHA5nZ2c3PElDQwOHw6Wnf/uTMW3vOxwW/I4X0i0pq6K0lz2tUdNzFpaxoHPs85evF67YIa4yS1DKXN9y6c2kbHJST0+fz+YjE5Vn8YmbmNp4PSp6SiefBcu244V0L4TcoONz8mwkXkjX3m3j8CQtE3e8kG5GdgGdw+nzPUqgdMbj8QsXLiRbeHl5cV8SGRk50uH/uBLowIgYAODUuUhl7bk8E4wn67lciUoi2xkUA3aJyR9BKXMd88WXw2+RSKThbj9JCXRgUAxEInHHjh0sLCwnTpygtDMoBuwSk+Hl5dXU1Lx06RLVSfghSkAjql+A/Pz8qVOnvnjxgsp+6dIlfX19NrZR/ptmT0/PuLi4wMDAtLQ0cXFxa2vrV69ejZpERXt7+82bNzU0NEJCQugXx83NnZqa2traSmmsrKysrq6mfyB9CgrLp5ktftnwhsp+OfyW8czlbKysdI7t6uqZ4ehdXddw+qjfjStHlBSk5i/xy7tfgqWu8Nl3Myk74NCm5NhT4hNEZs3zedX0lmY+7R1dt5JzNdQUwiKTaDqQ4ebmTMvMb23roDRWVj2vrmugfyB9vlMJGCQSaeXKlVSWnp6eXbt2ZVIwffp0mof/40qgAyNiAIBzl2K37D61etm8jJtn3ObPWOb9Z1LqXSyJcTEAQNzVo+nxp9PjTwef3qOtqerls2/fkb+pfH6SEujAoBiamposLCyuX7/O+uXp+ioxAMCtW7cwn7CwMB0dnWXLlu3du5fK5/uV8FMC1eAg4Wdk+5/F399/5cqV586do7Lv2bMnJiaGsl88nJqamujo6DNnzsyfP9/Q0DAsLIyXlzcwMJB+0nAiIiK4ubmPHz9+7969mpoaOiWKiYlJSkrGxMRQHa6np8dQa0fg4PGQFR6Op4/5Udn/PHQh8pL/gvkz6Rybe7+kqbklOvjgHBtTM2PtvwN3iowTjEvMAoCauoaYuPTAv7bMs7cw0NUIPrOHl4f79MVrNPOJik3l5uL4a9/6+wWPa+jeaMTGC0uKi8bGZ3xx+PVUXW01Rho7Et+jBDJnz55tamqytLQkW7q7u0kkkra2thkFIiIiNA//x5VAB0bEAACHToSsXeH822o3XW21bb97zrO38D96Cb5SDABgqKdhaqRlaqRlb2t6+qjfPHuLU+eiqMYTP0kJdGBQDOHh4ePGjSsoKKAKVF8lBgAwMjLCfBwcHM6ePTt//vyAgADqk/DdSqAdqMZKmf91MmzVev9xspb8EqbzFm0m9wjetbz3WL1HQtWGZ4Kxqs68wPNRmP3xk2q8kG5y+j0NA1dDa0+qDN80t8pp2C9euYuqAQhGCAoK2rZtGw6Ho7Lfu3dv1qxZw/2Tk5NxOFxeXh4AZGRksLOzz5gxA0vC4/HW1tZpaWn0k4YTHBzs7OxsZmYmJSUVFhZGp7aDg4N2dnZXr16lNEZGRlpZWTHU2hE4edjXb4PH8JOQk3xxpqXBcP+UjPt4Id27D0oAwMbasLMxR0pCDEtiZWXFs7GxsLAAQGbOI3Z2vPX0j38weDyblbluelY+zTqERCTOc7A0NdKSkhALj75Np7aDgwQba8OI2BRKY/SNNEtTHUYaOxLfowSMN2/ebN26NSgoiIODg2zs7OwEAB4eHkbq8I8rgQ4jiaG//wNeSBeLRs+qXzS8arabYUROtbE2LCh80tnV81ViGI7WFJX37Z1d3b2Uxp+kBDqMJIb+/n4cDrdv3z7sp6ura0xMzPCL/lViGI62tvb79++7uroojd+vBNqBCo9nOxp4RWuqSmNFUlbi+YdFT9dsPIAlea7d+6j4acTf/kU54X4bl/ruDIhPzAYAdjweAP48fHGTz+KLgTspc+vr63da6CsrM/HiqZ3D/8YQoyIuLv5VdhEREVtb27FjxwJAdXW1uLg4Ozs7OVVWVraqqop+EhWVlZUFBQVLlizB4XCLFi0KCwuj0+EgEonOzs55eXkNDR/HHEVFRbW1tfb29qM3dWTEJ9Du041kHycsaGNtKCjIT2ns7u6tqWtY73e0s6tn2SJ7AKiuaxCfIMLOjif7yEhPrK55OTzDyqrnD4ueLHa1xeFw7s6zwqNv0z8J8x0s7z4obXjVjFmKSitr61/NtjEdraH0+B4lYPj4+FhbW9vY2FC6YbeVMWPGjFoBZlACHUYSAysrq421obysBABgQ2FZmc9nTFZ6IolEqqlrYFwMNKl78YqHh5tnDBel8ScpgQ4jiYGVldXW1lZBQYG+G+NioEldXR0PDw9VnPt+JdAOVDgcTklBasUSRw4O9qnqSt5ezjdv5/T09AHAxVM77tw6a6Q/RVFecrGrrbqaQlpWPgCwsbECgLHB1EWuNuqTFMhZkUgkj9V7+vr6r4UeplQA4uehqamZkJCgqqoKAB0dHXx8fJSpfHx8XV1dQ0NDdJKoMrx8+bKSkhI2Tvfw8Kivr8/NzaVTAQMDA2lpafICbGRkpIWFBZ3Zg5+BpoZyfMQxVSUZSqOglLnKtHnpWfkpNwKVFKQAoLOzm4/3i79JPt4xXd29w09CSESCkoIUNmOz2M22/sVr8ioXTfR11KUlxaKvfxyhRt9Im26iLSIs+N0t+woolQAASUlJqampAQEBVG7YvSkkJERBQWHMmDHq6uqXL1+mmeGvqAQAwOPZ4iOOOTtaAUBHZzcAUF50Xt4xANDR0c24GDCIxCECgUAgENred1yJSgqNSFzkYoON1ClhBiUAAB6PT0hIcHFxoe/GuBgwiETix5PQ1hYWFhYcHLxkyZLhJ+E7lTDiGtU0zUnk76rKsgQCsfZ5IwC0tHV4rt0rLGOBbXcpKql8//7zy321p6pS5bNtb9C9gse3ok/w833jWBLxz0IkEq9cubJw4UJMjlJSUoaGhqGhofSPcnNzw0b6JBIpKirKzc3t/1LZUchKPBcdcnCSsuxMp3UPHpYxfiCRSLwanbxg/syPJ0FC1EBXg3K3GE1cnKwjY1MAgEQixdxId5lr/V21/z56e3vXrl3r7+8vJiZGldTf38/Pz9/Y2BgQEJCUlGRiYuLp6XnhwgUqt3+TEn4IogrWXOMNucYbjpe3XuGzb8USx8N7fWh6MpUS6MOgGMgICwvj8Xg8Hi8kJOTp6bly5cq//vqLpuf3KGHEnSG8PNzk79xcnADQ1/ehv/+Dk/umiRNE8lL+lpcVZ2NjM7XxojxKUOCL/4bxYdGT7LtFHBz43t5+xuuE+IEICgp2dHyx46i9vZ2Pj4+FhYVOEqUxNTX19evXO3fu3Lnz84xuWVnZqVOnuLi+mOWgxN3d3d/fv6Kioq2trbm52dHRcXBw8Ae16dsx1JsCAI525tNnr9qy+1R20nkBAV6si02mvaOLj3cM1UlIy8x//ebdbv9zu/0/b2Qof1pz4uDvXFycIxXnNn/mwePBFVX17993Nr9rc7A1+wf3Ge3evXvChAmrVq0anmRsbNze3k7+aWpqWl9fHxAQsGLFCkq3f4cSsHtUR2c3uevc0dEFAAICvAyKgUx6/GmeMdwAwMXNKSc9kYODnaYbMJkS6MOgGMhkZmZiE33c3NxycnKUa59UfI8SRgxU79s/r4Z1dfcAwJgxXGVPa+qevwo9t1dZURpLan7bOtK8MABwcnKkxZ9eu+nQ4lW7cm9fxOMZ2j6L+IEoKSk1NDT09/dzcn68n1ZVVamoqNBPoiQ4ONjQ0JDySYsPHz6Ym5vHxcXR6ROpqqqqq6vHxMS8e/fOxsaGn5+/paXlxzaNcUrKqp5VP3dx+tyN1dRQjriWAgCK8lINr5r7+z9wcn78A6uufUmWN5nQiEQDXY1j+zeQLR8GBizt18Qn5biO3DtWVZJRnyQfG3/nXcv7WZYG/Hw8La3tP65ZX8e1a9devnxJXpLEprMiIyMLCws1NDSonNXV1bOzs6mM/wIlAICivBQAVNe+lBQXxSxVtQ2srKwKshIMioGMxmRFAX6G/od0plLC10JTDGSmTJnC4NN736OEEaf+KCdGSsurOTjY5aQndnX1AgDPp8HWvfzS2vpGOqupk1XltaaohJz542ll3d5DIw4eET8PKyuroaGhhIQE7Gdvb+/t27extXQ6SWSwh2YWLlyoTYGhoaGlpeWocz7u7u4pKSkJCQn/+GxP3v3ixSt3N77+/EBMaXmVtKQYAFia6QwNkRI/PUbT29ufnH5/lpUh5eHY41Pu82dqTVUhfwx0NSxMdUad/XObNzP1zoOk1Lx/fLYnJSWltLS05BPm5ua2trYlJSVKSkrx8fGurq4DAwNk5/z8fFlZWcrD/x1KAAA5GXF5WQlsCxjGjVt3jA2m8PBwMyKGb4Z5lEAfRsTwzXyzEkYc4rxuevfHwfPuzrNq6hoCz0fNnTOdi4tTXU2Bm5sz8FzUzs3LS8ur/I9etrE2rKp50fy2daR8AEBJQergnnUbtx2faamPzb0gGGdoaCgnJwcAnj59CgCPHj1qb2/n5ORUVFR8/PgxANTV1REIhKysLAAQFRVVVlYuLi7+448/Dhw4oKKiIikp6eHhsW7dOhKJJCoqevjwYVZW1jVr1gAAnSQyERERg4ODTk5OVLVydnZevnx5U1OTmJjY8uXLubm5T548SeXj5ua2fft2Tk7O4Q+lDwwMmJiYrFq1ysPDg8GTkHuvGAAqntUDQGFJRUdHFycnh4KcRNmTGgCof/GaQCRm5xUCwHgRIWVF6eLHz/Ydubhv5xoVRRnXuTP+Ohnm4LZxu++ysQJ8129lZuUWBp/ZAwCS4qJL3GzX+/1FIpFERYT+OhXGysqyynMuZelRsamDgwQHOzOqWs1zsFj5m3/TmxYxUeGVv+3n4uI8cfB3Kh+XudY795/h5OSwtaa+3w0MDJrbrfRa6rTEjcZD+zRPwvcoQVFRkTI3Xl5eHh4eNTU1AJCTk4uPj3d0dNywYQMbG9vVq1czMzPDw8Mp/ZlECXRoe98xkhgGBwmunlvd5s2cZ28BANs3ea7w2ScjNcFQT+NmUk5KxoO0uCBgTAyj8n9QAh3a2tpGEsPg4OD8+fPd3d3nz58PAEVFRdhO9KGhoZqaGsxTT0+PETGMyg9XwoiBatli+/ftXYbWnv0fBmZZGgQc2gQAwkICfwfu2vZHYHjM7Wmaky6c3PGy8Y378h1z3DaGX9hHp96rl81LTMnzWL2nMCecal8Ngj4DAwPm5ubkn9hMsZSU1NmzZymflsB8lixZEhwc3NzcHB8fv2nTJiwpKCjIz89v7dq1XV1d+vr6GRkZwsLCoyZhhISEmJiYDN+c4+Dg4OXlFR4evmnTpvLycppPXUhISBgYGEhISAxfwBgaGsrPz6f5VpURTsKgpf3nCLpqvT8ASEmIBR3dYue8nmzHfBa72v4dtOvtu7abSTkb17oDgLCQQPrNM7v2n/XZfKSru1dRTvLy6d3uzh/P3snDvtv2BmFJetPUUm4ECQsJUJYeGplobDBFZNxY+BJ7G9PVGw5EXEve6L2wvKIWW66gPgkTx+vrqEtMHD98KWtoaKig8IktxQM9o52E71XCSKipqaWmpu7Zswe7hamqqiYmJlKNrZlECXR4WPR0JDEQicSbSTlaUz5Oay90sent7T8aeGXHvjOKcpJRwQdMDDWxpFHFMCr/ByXQoaCgYCQxEInE+Ph4bW1tLGnNmjX5+R8fEQsKCgoKCgKA+vp6RsQwKj9cCbjDq3gBYMP+L962JKpg7bPKddvv1M/tIn4ex7dbAoDvmc5RPf/FHFnNB8PU+F8DKQGQEgAAKQEAPikBvesPgUAgEEwNClQIBAKBYGpor1G9qU79P9cDgUAgEAiaoBEVAoFAIJgaFKgQCAQCwdSgQIVAIBAIpgYFKgQCgUAwNShQIRAIBIKpQYEKgUAgEEzNxzdTIBAIBALBnKARFQKBQCCYmo8P/P7H36nFDKD3egF6wxsAICUAAFICACAlAAB61x8CgUAgfglQoEIgEAgEU4MCFQKBQCCYGhSoEAgEAsHUoECFQCAQCKYGBSoEAoFAMDUoUCEQCASCqaEdqOYu8sUL6R4LvEJlb2lt5xpvgBfSJRAI9PN18fCb4ej9tbWprW9c+dt+JS0n3okmogrWZrZeMXH/6QcpyLS1tc2ePRuHw5WUlFDay8rKlJWVBQQE6Bz7/PlzNzc3UVFRXl5eHR2d+Ph4clJPT4+3t/f48eO5ubmNjIwePnxIJx8XFxccDnf+/Hk6PidOnMDhcHZ2dsOTNDQ0cDhcevq3X9C29x0OC37HC+mWlFVR2p8+q3dY8Pt4eStRBevZLhvKK2pHyuHUuUhl7bk8E4wn67lciUoi23t6+nw2H5moPItP3MTUxutR0VOah588G4kX0iV/BKXMdcwXXw6/RSKRhrvZu20cnoOWiTteSDcju+DrWk7BSEp4+vTp7NmzhYSEhIWFbWxsysvLR8qBSCTu2LGDhYXlxIkTlHZeXl7cl0RGRg4/HLvEZHh5eTU1NS9dukR1En6qEuhQ9rRGTc9ZWMaCjk9PT9+2vUEKUx34xE0m6c4/EhA6NDRETvpVlEAHRm4LZPr6+mRlZcXFxckWJlQC7f/hFwC4uTkjY1M3ei+kNMbGZ+DxbAQCcdR8V3g4fvgwOKobJW+aWw2slsrJSBzY4y0lIdbe0RUakbhg2fYPHwYWutgAgOvSrbOsDZe40Wjwt/Gkss7edWNNSdyPyvAnkZ+f7+zszM/PT2W/dOmSj4+PtLQ0nWO7urosLCwEBQXPnTvHx8d36dIlJyenrKwsY2NjAPD09Lx7925gYOCECRNOnTplbW1dXl4+ceLE4fm0t7ffvHlTQ0MjJCTEy8uLTonc3Nypqamtra1CQkJkY2VlZXV1NeNNHk5BYbmb53Z+Ph4qe9ObFss5q5UUpELP7SUQiHsPXbCd91vZgyg+3jFUnucuxW7ZferAbm+9aZMzsguWef85VpDfxtoQAFb47LuXXxpwaNMEUeGgCzGz5vmU3L06UUyEZk3irh7lGcMFAO0d3Sl37nv57Gt81bxz8/IvTwJnWmZ+a1uH0NjPV62y6nl1XcP3nISRlNDU1GRmZqasrBweHk4gEHbv3j1jxoyKigo+Pr7hnm5ubm/fvmVlZaW0k0iknp6eXbt2mZubk42qqqoj1eTWrVs8PDwA0N7enpycvGzZsoaGht27d1P6/CQl0OFy+K0NW49KS4jRd1u+7s+ce8X7dq5RkJXIe1CyY98ZApG4deNS+HWUQAdGbguU7Nmzp6GhYfz48dhP5lTCiIHKUFcjLTO/suq5sqI02Rh1I01XWy0rt3DUfC3NdBmsAZkbt+68b++Kjzg6TlgQs1iY6vT1fci9V4wFqqLSylnWhlRHkUgkIpHIxjZiQ+hQVFL5DUf9//H391+5cqW5ubmBgQGlfc+ePTExMaWlpQcPHhzp2JycnKampjt37khJSQGAiYlJenr6jRs3jI2Na2pqoqOjb968OXv2bADQ0dGRk5MLDAw8cODA8HwiIiK4ubmPHz8+ffr0mpoaeXn5kUoUExMDgJiYmFWrVlEerqenl5mZ+fWt/8jB4yErPBzNjLSMZ35xI7gSldTV3Rt39SgWw2SkJ2oYuObcLbKbaUyVw6ETIWtXOP+22g0AdLXVnlTU+R+9ZGNtWFPXEBOXfiP8L+yQaZqTlLScTl+8tn/nGpo1MdTTEOD/+IZMe1vT9+87T52L2uG7DIfDfT4J44UBIDY+w2upE9kYdT2VwT+fkRhJCaGhoV1dXbdu3cJimKys7KRJk7Kzs7ErS0l4ePi4ceMSEhKEhYUp7d3d3SQSSVtb28zMjJGaGBkZkTvsDg4ObW1tAQEBu3bt+uIk/Bwl0OHPQxciL/k/Lq8+HBA6kk/b+460zPzjB35f5GoDAEb6U0oeP7txK3PrxqW/kBLowMhtgUxZWdmpU6c8PDxu376NWZhTCSOuUYmKCGmoKUTGppAtr5re5t0vsTTVIVuIROJu/3NKWk48E4yl1ezWbT7S09OHJZGn/iqq6vFCurn3il08/ASlzCcqz1rvd5Q80KaEQCTicDgWli+qFB1y8FzAdgDAC+nWv3i93PtPbFA/f/EW9+U7/jx8UUDSLDHlLgAUllRYO67llzAdK2XutNC3/sVrciY0k/YeuuC59o8XDU14Id2TZ2kMbJmHoKCgbdu2UV54jHv37s2aNWu4f3JyMg6Hy8vLAwBbW9ve3l4sSgEAKysrHo/HTnJGRgY7O/uMGTOwJDweb21tnZaWRrMOwcHBzs7OZmZmUlJSYWFhdGo7ODhoZ2d39epVSmNkZKSVlRVDrR2Bk4d9/TZ4DD8Jy5c4FGZfIY+0JCaIAMC71nYA6O//gBfS9T96CQCeVb9oeNVsN8OIfKCNtWFB4ZPOrp7MnEfs7Hjr6XqYHY9nszLXTc/KZ7BiWlNU3rd3dnX3UhoHBwk21oYRFH8+ABB9I43yz+cbGEkJXl5epaWl5JGWhIQEALx79w4A+vv7cTjcvn37sCRXV9eYmBisC0xJZ2cnAAy3M4i2tvb79++7uroojT9JCXTISb4409JguJ1SCWMF+VvqM7AohcHJyYFjwQHAL6QEOox0W6BSAgAMDQ15eXl5e3tPmjSJbGROJYwYqIhDQ/McLKOuf75txdxIV1ORk5eTJFuOB109FhTuv9u7KCf876BdSSl5O/efocoHz8YGAL9vP+611OltTdqloF2nL8Zcv0Ujilqa67KxsVrOWZ2QnNvb20+V+rz8FgAEHNpUVXQdANjZ8U8qakvLqhKjAwz1NF40NFnZr2HH47OTLqTFnW7v6Jrp5N3f/wEARkratG6Rt5eLxMTxTVUpXh6ODJ6vfwTK6WNG7CIiIra2tmPHjqU0dnd319TU+Pj4dHZ2rlixAgCqq6vFxcXZ2dnJPrKyslVVVdTZAVRWVhYUFCxZsgSHwy1atCgsLIxqGpoSIpHo7Oycl5fX0PBxcqOoqKi2ttbe3n60htJDfALt6RdBAT5F+c+avJ1+D4fDGeioAwArK6uNtaG8rAQA1NQ1AICszOczJis9kUQi1dQ1VNc1iE8QYWfHk5NkpCdW17xksGJ1L17x8HBjU0BkiETifAfLuw9KG141Y5ai0sra+lezbUwZzJYmI11xQUFBRUVF8s+kpCQcDmdoaAgArKystra2CgoK9HPA7ixjxlDPlzJIXV0dDw8P1d3tJymBDiOJhFIJZPr6+l83vbsYGnctPmP96gUA8AspgQ4jXWIqJQDA2bNn37x5s2fPHko35lQCvV1/rnOta+oayMuJUdfTXJy+CIArPByf5EfPnTNdUV7SwlRnrr1Feibt3oe9ramFqQ4ezzbDQl9WeuKjYhpLlCqKMuEX97V3dDm6bxKWtTCZtcL/6KVXTW+xVCFBfgAYM4ZrrCA/ALCxsVbXNVw4tcNIf4qwkMDZS7EAcOXCn1MmK2pNVQk5+8fzl01xidkAMFISNzcnFxcHCwuLsJAAJycHg+frl0BTUzMhIYFqWpmXl1dBQSE1NTUjI0NJSQkAOjo6qNYw+Pj4urq6ho93L1++rKSkpKenBwAeHh719fW5ubl0KmBgYCAtLU1egI2MjLSwsBARoX0T+YG8aGj6bctfS91nKylIAQAezxYfcczZ0QoAOjq7AYBy4YqXdwwAdHR0d3Z2Uy1o8fGO6erupTnuBwAicYhAIBAIhLb3HVeikkIjEhe52FDNBACAvo66tKRY9KeuXvSNtOkm2iKfprV/Hi9evPD29vb09MSuMh6PT0hIcHFxoX8UdnsKCQlRUFAYM2aMurr65cuX6fgTicSPJ6GtLSwsLDg4eMmSJcNPwj+lBCoolUDGzmWDlJrd1j2B5wO2u82bAQD/MiVQQaWEpqambdu2BQUFcXNzU7oxpxLoBSppyQn6OurYoLW2vrGwpMLZyZrSgUQi7T/yt4SqDcc4fbyQ7vGg8LZ22i/61VD73N3j5+dpb++i6eZga1ZbGp+ZcG7zb4txONwfBy8oac29Fp9B01leRlxQ4ON99lHx06kayuT5YomJ42WlJz54WEY/6T9Fbm5ubGysmpqapaXl/fv3GT+QSCReuXJl4cKFmBylpKQMDQ1DQ0dcA8Bwc3PDRvokEikqKsrNze27as8AVTUvzW1XTp4kH3Bo008tSFTBmmu8Idd4w/Hy1it89q1Y4nh4rw9NTxcna2zynEQixdxId5lrTdPtB1JVVWVsbKyurh4YGPhVB/b39/Pz8zc2NgYEBCQlJZmYmHh6el64cGEkf2FhYTwej8fjhYSEPD09V65c+ddff9H0/P8rgUFOHPz9ZuSxZYvtV673P3Mx5htyYGYljIqPj4+1tbWNjQ2VnTmVMMoeBLe51geOBx/587foG2k6WpNkpCYUlX7egOCz+Uh2XtGV83/qTZvMwcG+a//ZS1fiaebDxfXFkIXOxBELC4uR/hQj/Sl7tsLzl6+dl/it3nBgziyT4Z4CAp9HA51dPSWPq3gmfF4/HxgYfPuujX7SfwojIyMAcHJyMjU19fX1zcvLExQU7OjooPRpb2/n4+Oj6g2lpqa+fv16586dO3fuJBuxNVguri9mOShxd3f39/evqKhoa2trbm52dHQcHPy6XaBfRWFJxWyXDYa6GmHn99IcHwsK8AJAR2c3eTWro6MLAAQEeAUEeLHxFpn2ji4+3jHDe4UY6fGnecZwAwAXN6ec9EQODnaabgDgNn/mwePBFVX17993Nr9rc7A1Gxwc5bmO76GwsHDWrFlGRkZXr17l5OT8qmONjY3b29vJP01NTevr6wMCArBZ4uFkZmZi0zvc3NxycnIcHCPOSfyflcA4k1XlJ6vKz7Iy5ORg37z71CJX23+NEkYlKSkpIyPjyZMnw5OYUwmjBKp5DpYbtx+/+6A0+nrassVfzCeSSKSbt3O2bVxqaqSFWZrftjJYKk06u3p6evrERD9vRpKWnPDbajeP1Xuev2ySFB9P51h+Ph5DPY3TR/0ojby83PST/guUlJRUVla6urqSLVpaWuHh4QCgpKTU0NDQ399PvqlVVVWpqKhQ5RAcHGxoaEj5zM2HDx/Mzc3j4uLo9IlUVVXV1dVjYmLevXtnY2PDz8/f0tLyA9tFybPqFzbzfBxszc4c3zrSPUVRXgoAqmtfSoqLYpaq2gZWVlYFWQlFeamGV839/R/IEa669iXlZlcqNCYrkgfo9FFVklGfJB8bf+ddy/tZlgb8fDwtre1f07Kv4NmzZ9bW1o6OjufPnx/pJHwV6urq2dnZI6VOmTKFwcd0/p9KYIRXTW/Tswqc7Mx5P83yaU1R6e//0PC6+d+hBEaIiYlpb2/HNt0AAIlEGhoaYmNjO3bsmI8P9aCQGZQwiqDHCQtamuleCLnx9Fn9PHtLyiQCgdjX94GX5+Mdv6Oz++btnJFHSqNjOmuF27JtROIXD2lV175kZWUdJyyA/RxpKDZNc1JdfaOcjLiyojT2YWFhwTaG0kmik+G/hpycHHd398bGRrKlpKRERkYGAKysrIaGhhISEjB7b2/v7du3qaYCsMenFi5cqE2BoaGhpaXlqLN/7u7uKSkpCQkJP3W2Z3CQMHeR73STaWdPbKNzg5aTEZeXlYhP/Pz3duPWHWODKTw83JZmOkNDpMTUu5i9t7c/Of3+LCvqByG+Dbd5M1PvPEhKzfupsz2Dg4P29vYWFhYXLlz4tigVHx/v6uo6MDBAtuTn58vKyv6Q6v1/lMAgrW0dy73/JF9uACgtr8bhcFLiYv8CJTDIvn37Hj9+XPIJX1/f8ePHl5SUuLu7M6cSRte061zr6BvpZkZaouOFKO14PJumhnJIZCK2fDVv8WYHW7O29x2VVc9HfW8FTfZuX5X/qHyG07rI2NR7+aUpGfc37Thx8HjIyqVOggJ8nJwcXFwcuXeLi0orh4+avTwcO7t6lnnvffykurr2pf/RS+oGrsWlz+gnCfLzvnnbmnuvmHIvO7MxNDSUlZWVlZVVVFQEAI8ePcrKynrw4EFbWxtmr6urIxAI2PfKykoAKC4udnBwqKioAIAFCxaIiYnZ2dldv349Kytr3bp1mZmZ3t7eACApKenh4bFu3bqYmJjc3FwXFxdWVtY1a754ZCQiImJwcNDJyYmqVs7OzmlpaU1NTQCwfPny4b0wAHBzcysoKGhpaRn+UPrAwICenl5wcDDjJyE7rzA7r7C4tBIACksqsvMK8x+VA8D54Ou19Y1u82bk3C3CfLLzCqtqXsKnGEZe49y+yfNCyI3jQeEFheU7/jydkvFgp+9yAJAUF13iZrve769r8Rl590sWLN/OysqyynMug3XDWPnb/vV+R4fbXeZaPyx60tLWYTvsEcCBgUFDa8+QiATGTwJNJQDA2bNna2tr3d3ds7Ozsz6BbeAcHBx0cHCIifm4BlNUVISlDg0N1dTUYN/7+/vl5OTi4+MdHR3T09OzsrK8vLwyMzP9/Pzo1Gc4/wcl0KHtfQd29etfvCYQidj3yqrn8KUS1CcpzLDQX+/314WQG3n3SwLORBw5GbrUfTY3N+evogQ60LktUCph4sSJahSIioqysbGpqakJCQkxpxJGf07W3sZ0DcdBZycaG97Pn9zu5bN/itECWakJ+3au0ZyinJn7yNxu5f10ertERmL2LJP0+NMBZyK37jn1tuX9WEE+BTnJS0G7XD91QDb/tuSvU2EZ2QUldyOojpWSEEuLP73tjyDjmctxONxkVfn4iKNaU1XoJ7nMtQ6NSJzjtvF374U7fJd9Q53/DwwMDFA+Io7NFEtJSZ09e5byaQnMZ8mSJcHBwc3NzfHx8Zs2bQIAYWHhrKys7du3r127tqurS1FRMTQ0dOHCjy8cCQoK8vPzw5L09fUzMjKongMNCQkxMTEZvjnHwcHBy8srPDx806ZN5eXlNJ+6kJCQMDAwkJCQGL6UNTQ0lJ+fT/OtKiOchEFL+88RdNV6fwCQkhCrKYm7k/OQQCDOXbSZ0n+Fh+Ppo35EIvFmUo7WlI+TmQtdbHp7+48GXtmx74yinGRU8AETQ00s6eRh3217g3w2H+nq7tWbppZyI0hYSIDBumGUV9RiyxVUSEwcr6+jLjFxPBcX9aLR0NBQQeETW4pHu+gzkhKeP3+ekZFBIBAcHBwo/VeuXHn27FkikRgfH6+trY0Z16xZk5//cWtuUFBQUFAQANTX16upqaWmpu7Zs2f+/PkAoKqqmpiYOHylnT7/ByXQ4WHRUzvn9eSfmGAWu9r+HbSLSglX/96//6+/jwSENjW3SkwU2bBmwZb1S7CkX0IJdCgoKBjptkClhJFgTiXgDq/iBYAN+9Er9f5hjm+3BADfM7S3Tf5HOLKaD/7zakRKAKQEAEBKAIBPSkBvT0cgEAgEU4MCFQKBQCCYGhSoEAgEAsHUoECFQCAQCKYGBSoEAoFAMDUoUCEQCASCqUGBCoFAIBBMDQpUCAQCgWBqUKBCIBAIBFPz8c0UCAQCgUAwJ2hEhUAgEAim5uNLaf/j79RiBtB7vQC94Q0AkBIAACkBAJASAAC96w+BQCAQvwQoUCEQCASCqUGBCoFAIBBMDQpUCAQCgWBqUKBCIBAIBFODAhUCgUAgmBoUqBAIBALB1PywQPWy8Y2uxRKeCcanzkVS2ssravFCuncflHxVbqcvxnCKGGDfXTz8Zjh6D/chEokuHn78EqYuHn6U/nQQVbD2P3ppuL2ltR0vpBt7885XVfL/SVtb2+zZs3E4XElJCaX96dOns2fPFhISEhYWtrGxKS8vHykHIpG4Y8cOFhaWEydOUNp5eXlxXxIZGTn88BMnTlD68PLyampqXrp0iUQiDXezs7MbnoOGhgYOh0tP//YnY9redzgs+B0vpFtSVkVpf/qs3mHB7+PlrUQVrGe7bCivqKWfT19fv6Kmo7Ta50oKSpnjhXQpP1HXU4cfePJsJKWPoJS5jvniy+G3qE4C5mbvtnF4Dlom7ngh3Yzsgq9oNsOUlZUpKysLCAjQdwsICJCXl+fk5FRRUQkLCyPbe3p6vL29x48fz83NbWRk9PDhQ5qHM4MSRoJxJRCJxF37z7IL6508+4Xa/wVKYPCe0NPT4+fnJyMjw83NraSkdOjQoaGhIXISsymBbVQPBgm5mvCs+kVy7CkFOYknlXX2rhtrSuJ+VOY0ufug9PqtzKC/tlhN1+vt6z91xPenFvcPkp+f7+zszM/PT2VvamoyMzNTVlYODw8nEAi7d++eMWNGRUUFHx/fcE83N7e3b9+ysrJS2kkkUk9Pz65du8zNzclGVVXVkWpy69YtHh4eAGhvb09OTl62bFlDQ8Pu3bspfbi5uVNTU1tbW4WEhMjGysrK6urqr2z3FxQUlrt5bufn46Fu2psWyzmrlRSkQs/tJRCIew9dsJ33W9mDKD7eMSNltffwxYZXzePHjcV+kkiknp6+Hb7LzIy0yD4qSjIjHR539SjPGC4AaO/oTrlz38tnX+Or5p2bl1P6cHNzpmXmt7Z1CI39fNUqq55X1zV8TaO/gkuXLvn4+EhLS9N3O3PmjK+v76FDh/T19dPT0z08PMaOHWtrawsAnp6ed+/eDQwMnDBhwqlTp6ytrcvLyydOnEgzn39QCSPBuBKa3rQs9Nr57l0bK+sXPfV/gRIYvycsXbo0Ozv7wIEDCgoKubm527ZtIxAI27dvB6ZUwg8LVC2t7VLiokb6UwAg9U7+j8qWXolt7QDgONt8nLAgAExSlv0/FPqP4O/vv3LlSnNzcwODL0aNoaGhXV1dt27dwmKYrKzspEmTsrOzZ8+eTZVDeHj4uHHjEhIShIWFKe3d3d0kEklbW9vMzIyRmhgZGZE77A4ODm1tbQEBAbt27cLhcGQfMTExAIiJiVm1ahXZGBERoaenl5mZyXCjqTl4PGSFh6OZkZbxzC9uBFeikrq6e+OuHsVimIz0RA0D15y7RXYzjWnmU/a0JuhC9BI3u+T0e5ilu7uXRCJpTVExpbg90cFQT0OA/+MbMu1tTd+/7zx1LmqH77IvTsJ4YQCIjc/wWupENkZdT9XVVsvKLfyKZjPMnj17YmJiSktLDx48SMftwIED69at27BhAwDo6emVl5fv27fP1ta2pqYmOjr65s2bmHh0dHTk5OQCAwMPHDhAM59/UAkjwbgSIv7X3pnHxbT/f/ydaZmmfVHRvi8yQhctWi4NLVSWFl1aKKQQCkW2SLakUmSPlIQsSUkl3JslUpKUuCFLy9S0abbfH6fvGNOUcrnm+n2ej/ljzvu8z+fzOWdefd6f9XQ2e6iMZGbKbgWdKez2X0AJA6wTmpqacnJy9u3bN2/ePACYOHHiw4cPMzIywsLCeFMJ3If+bv35yNphoaz6JClVa0s7v6I7DzH7p0/dqzfsUx85jaBgpjnKcX1EAo1GAwBLO7/9h9IrntUKyIyf4hzgs2TTq7p6AZnxrG71h4ZmpzkrJZQtFbRJazbGsvqY90sqps4IlNO0kVSxMpnsPfCOcPjWRFevtQAwXHeq/exlHEN/qRk5YyZ6iAwzV9SzXbZ6V2dnV+8Uko6d1yBOF1O0sLD1rah8McB8fwrx8fGhoaHsPzyGn59faWkpq6elrKwMAB8/fgSArq4uPj6+iIgI7JSbm1t6ejrW8GGntbUVAHrbB4ixsXFzczOFQmE3UqlUBweHlJQUdmNqaqqNjc235YKxb0fwmiCv3g9hgafTg8KTrJ6W8nA5APjYSAaArq5PAjLj2Qd7GQzG4qBI/wWzDdiaNa1t7QCANY2/gbFG+s3kVkpbB7uRSqXZkcxOZ1xjN545nzvZcty35fJV7ty5Y2tr29vOroRnz57V1dWx11kODg7FxcWtra15eXmCgoJTpvRU3AICAiQSKTc3d4C5/5tK6IuBK8FlBin1aKSoKIEjhV9ACQOsE6SlpclkMhalMPB4/JAhQwCAN5XAJVC1t3c6uq/Q11Uvunbods4RoqG2g+vyZnIrAAQG7zh8InP7psDHd1I3hy2KSzqzdlM8AFxM3ePzx3Q9bbX6qmsphyMC/FyVFeXrq675eTljaYZtjrexHl9w5eBy/zl74k4dPHoOALq6Ptm7LBMTJVw7H3cn96i5idHMuSFv6j8MpNxrgrySYtcBwJPi9NNHtrGfOnfpxly/9VNtTEtunjoct/5iVuHC5ds4Lr/15yP/ldudHKzuFySvCfIKDo8Z4PP6KSgpKXG1S0lJ6ejosA6zsrL4+PjMzMwAAIfD2dvba2tr958CpicRkT5HyfrnxYsXoqKiHHGOTqe7uLjcunWrrq5ncKOkpKSmpsbR0fHbcsFQGi7H1S4lKa6jpcI6vHr9Dh8fn+k4IgDgcDg7kpmWhjLr7MGj595/aAwP8WVPgULpAACRb62eXrx6IypK4Kjd6HT6bKfJt/8qrXvzHrOUlFbW1L6ZZmf5bbl8lb5+YnYlYCMtmpqarLMaGhpMJrO6uvr58+dKSkqCgoLsp6qqqnonyJV/Uwl9MXAl9KWlX0AJA68TMDo7O9++fZuUlJSenr5ixQoA4E0lcAlUNS9ft1La58yaqq+jbqCrHr0t6FJqtJCgYGNTS3Ja1qqlc11nkLQ0lD1cbH09nZOOn+/upkqIiwoJCeJwQ2RlJGWkJYWFhYYMGSIrI4nHC2Fp2lhPWOLrMpqouybIy8JsTMrZawAgIMB/v/Dk0f0bRhN1DXTVN6z2bW/vvFP8eCDlJhDwYqIiACAtJc4xBr1r30mzCaO2hS/R1VadOtl0a/iS1Iwcjvh36sxVuaHSO7cs09VWtSOZLZ4/a4DPi2d59epVQECAj4+Prq4uAAgICFy+fNnV1bX/q7BAdfz4cW1tbRERESKRePTo0X786XQ6jUaj0WhNTU3JycnHjh3z9PTEGmLsmJqaqqmpsRZlpKamTpo0SU6Oe+3wHXlVV79s9S5vj2m62qoAICDAn3l6j4tzT6ut/l3DuoiEfTuCCQQ8+1VtbR0AcCI1S/+3WRLKlmMmehxLudRPLnQ6o+chNLecTMs6cfrKXFe73g/BZBxRTWXYmXM9TdEz53N/tzCWk5X6Xjc7QNiV0NLSAgDs0xXYdzKZ3NLSwjGNIS4uTqFQWIMfHPynldAXv5gSBlIn2NraKioqhoSEHD58eM6cOQDAm0rgEqh0tVT1ddTm+q3fsfd4SWklDoezMBtDIOAflz+n0ehm40exPH8bY9De3lld+/qr2ViYjWF9Nxqp8+z5SwDA4XAljyonO/mLK1lgK2cAoLn5H70qmE6nP3xc+bvFbyyLpfkYJpN598ETdreKZ7UjDbRYKwvGGxv+k0x/OlVVVRMnTiQSiXFxcYO6sKurS0JC4vXr1zExMVlZWRYWFj4+PklJSX35y8rKCggICAgIyMjI+Pj4LFy4cNeuXVw93d3dsZ4+k8lMS0tzd3cfVMG+garqv63tF44coRUTtYqrQ9Da3TbW421tzDjsXZ+6JcRF37z9sGdb0KXUaHMTI9/AiEMnLvSVkYI2SVjeTFjeTF6L5Ls0wtfTecfmpVw9XWeQUjOuAQCTyUw/f911Jukb7433+E8roS9+JSUMsE6IjY29cuWKr6/vggUL4uPjvyGjf0cJXBZTCAkJ5l85uCf+1NFTl8K27FdRUtgavsRtJqmV0g4AkpKf/9GilKQYAFAo7V/NRkbqc4gWIQi3d3QBwJPKF+7zQ/28Zpw/uUtBXoZOpwvLc1Yig6Wz8xONRo/cc3RHzAl2+4cPTeyHbW3tCnLSrEMJsW+cpOEFHjx4YGtra25unpKSgsfjv34BGxMnTiSTyaxDS0vL2tramJgYX19frv75+flYp55AIGhqagoJCfWVsoeHx7Zt254+fdrU1PT+/XtnZ2cqlTqosg2KB4+eTnMNMhs/KvngZlY/np2rubdv3Lxfevt071PmJkYNtXmsQwuzMS//fht3IG3BPCeueV3P3C8qQgAAYQJeU01RSEiQqxsAuM+euj362NOq2ubm1vcfm5zsrahU2mBv7TsiJSUFAC0tLaw5DOzXl5KSkpKSwvpbLMhksri4eO+mMcZ/Vwn98MsoYeB1wsiRI0eOHGlnZ4fH41etWuXp6cmbSuC+6k9GWmLrev+t6/2rqv/eE3dy3sJwfV11CXERACCTP8+SNTW3AoC4+NdnOFpaPwczcgsFG8a9mnNbSEhwV8Qyfn5+AHj3ZSz5NggEvIAAf+BCV2+P6ex2ebawBAAEgjB7kRqbv/hh/kM8e/aMRCI5OzsfPHiwLyUNCiKRWFhY2NdZIyOjr27TwTAwMCASienp6R8/frSzs5OQkGhoaPjnxePKs+ev7GYtdbK3Sohe29dDyMi8QW6hqBN7VMFkMhkMBl7OdFfEsgA/zgHSkSO0b/5vAVFvRo3UYa316h8DXXXiCK2MzBsfG5ptJ5tKiIs2NJIHdEs/BmwIqKqqSkWlZy6nqqoKh8Npa2vr6urW1dV1dXWx6rWqqip9ff2+kvrvKmFQ/BeVMJA64c2bN7m5uTNnzhQT6ym/sbFxV1dXXV0dbyqBy23Uvnp7MaunqtLRUtm/Zw0/P660vIpoqM3Pj/vz7uc5pD/vlkmIi2qzTVaz4NjzVfzg86az0vIqbM0Vpa0DLySIRSkASE690vvCwTJkyJAxo/T+rnunp6OGfTTUFAUFBaQkvxh11dVSLauoptPp2OHN2yX/JNOfBZVKdXR0nDRpUlJS0rf9WWZmZrq5uXV3d7MsxcXFGhrfZ6G/h4fHtWvXLl++/ENHe6hU2sy5wb9b/Ja4N7Sfh7ApbGFJ0an7hcnYZ2XgH/Jy0vcLk91nTb2YVeixYF139+fG3d0H5Rqq3HeNDBb3WVNzbvyVlXOLF8b9NDU1tbS0Lly4wLJkZGRYWFiIiora2NgwGIzLly9j9o6OjqtXr9rZ2X2XfHlKCf3wCyhhgHVCY2Ojt7c36+cGgEePHvHx8amqqvKmErj0qOpev3PxWhu5YYkdyRwAzmZeB4BxY0ZIS0l4eUzbFXtSR1vVaKRO4e2Sw8kXVgXOZUUaFlISYu8+NBbdeaikKI8FnswrBaMMtceNNbyae/tO8eOE6LUAMOE3w227jxw5eXHqJJPMKwXlFTUK8jKlT563tLZ921PAWBn4h5t36M6YE04OVu0dXTv2Hr/9V+mT4jPsq1FdZ5KOn768IjR6/jzHquq/T5y+8k9y/KEwGIybN28CQEVFBQDcv3+fTCbj8fgJEyYkJibW1NRERUWx94GGDx+uo6NDpVJnz57t4eExe/ZsACgpKcFWojMYjOrq6oKCAgCYMGGCpqZmZmams7NzUFAQPz9/SkpKfn7+qVOnBlXCBQsWEAiEffv2cdjd3d3DwsLweHzvTend3d0WFhaLFi3y8vIa4EPA9kg8fVYLAA8ePW1poeDxQuONDQ8eO1dT+3pb+BL21sYwhaE6WipUKs3NZ637rKmzHCcpDpNTHPZ55lZBToYfhzPU1wQADXWli1dvzpoXsmyxOz8Ol5qRU1D04MSBzYN6CAuXbRUWxu/dvpLD7jqTtH5rAh4vZE/iHNbu7qZaOyz0857h6c5l0/6gaGpqevz4MQC8ePGCRqNhv6+CgoKenh6HEsLDw318fNTV1c3NzTMzM7Ozs2/cuAEAKioqXl5egYGBTCZTQUFhx44dOBzO399/UMX4F5TQDwNUAgCUlFZiExYMBqP6RV3hrQcAMN7Y8BdQwgDrBCKROHXq1MDAQAqFoq+vf//+/aioKB8fHwKBwJtK4BKoLMzGHIkP37s/ZVNUEm7IEAM9jXMnd+rpqAFAzPZVEuKiy0J2fWhoUlaUD1vpE7Lcs3cKrjNJJ05fme6+YmXAH3YkMwCIjlwZeyDNd2mECEF49XJPnz+mA4CtjVnIcs91W/aHrI+ZZjsxMXptTGLqrthkvJCgFrde2gBxdrA+nrhpZ8zxjdsPiooIm5sYXb+4n2PPhI31+N1bg3bHnjycnDmaqHtw3zpjyz9+7vxBX3R3d7O/NgKbPVJVVX358mVeXh6NRnNycmL3X7hwYWJiIp1Oz8zMNDY2xoz+/v7FxT27sOPj47FZ09raWkNDw5ycnI0bN2K1mIGBwZUrVwbbeiovL+e6E0tZWdnU1FRZWVlYmHO9L4PBKC4u5vpWFa50d1MnO37+U1m0fBsAqCoPq3504cbNezQafebcEHZ/Xy/n/bvX0On0i1k3xxr1OWqBYaivefXsvs07kty8QwFAX1f9Yuqe3msu+qf8aQ02XcGBsqK8yTiisqK8sDDnVAGDwbj74In9FPNBZcSVu3fvsm+iwgTj6el57NgxDiXMnTu3vb19586doaGhOjo6Z8+etbTsWScdHx+/Zs2aJUuWUCgUExOTvLw8ju3hX+VfUEI/DFwJgcE7WKurEg6fTTh8FgCePzz/Cyhh4HVCWlrali1btm/fXl9fr6ysvHLlyrVr12KneFAJfDsWiQFA0Nbv/94txKCIDpsMAMEJ/2jR43+dnYvF4f+9GpESACkBAJASAOB/SkBvT0cgEAgET4MCFQKBQCB4GhSoEAgEAsHToECFQCAQCJ4GBSoEAoFA8DQoUCEQCASCp0GBCoFAIBA8DQpUCAQCgeBpUKBCIBAIBE/T82YKBAKBQCB4E9SjQiAQCARP0/NS2v/n79TiBdB7vQC94Q0AkBIAACkBAJASAAC96w+BQCAQ/wlQoEIgEAgET4MCFQKBQCB4GhSoEAgEAsHToECFQCAQCJ4GBSoEAoFA8DQoUCEQCASCp/lugUpBm7Rt9xEA2H8oHS9n+r2SRWA0NTVNmzaNj4/v0aNH7PaKiopp06bJyMjIysra2dmVl5f3n05nZ6eGhoaSkhLLIiYmxvclqampvS/cu3cvu4+YmNiYMWOOHDnCZDJ7uzk4OPROYdSoUXx8fNev/5CdMWUV1YYTXGTVJ/XvRqfTw7cmCspO2Jf4xT1KqVoLyIxn/6Sdy+l9+b7EVHYfKVXrcdbzjp66xPEQMDdH9xW9Uxhr4SEgMz6v8O7gb/HrlJWV6enpSUpK9uPT3t6+Zs0adXV1AoGgq6sbFRXFYDBYpwICAuTl5QkEgrm5+b1797imwMtKqHhW6zRnpbyWjYI2aZprUPnTmv79Ozu7dMY4qxl+LuQvoISbN29aWVlJSkoOHTrU3t6+rKysL8+YmBgtLS08Hq+vr5+cnMyy86AS+L/qgfjpFBcXu7i4SEhIcNjr6+utrKz09PROnTpFo9E2bNgwZcqUp0+fiouL95XUxo0b6+rq5OXlsUMmk9ne3h4eHm5tbc3yMTAw6OvyS5cuiYqKAgCZTM7Ozp4/f35dXd2GDRvYfQgEQk5OTmNjo4yMDMtYWVn5/Pnzwdz0IDh66lLQ2t1qysP6d6t/1/CH3/qPH5twuC/aZ0wms729c13wfCvzsSyjvq56X+lcSNktKiIMAOSWtms3/vRbGvH6zfv1IQvYfQgEfG5+cWNTi4z051+tsurl8xd1g7q1gXPkyJGlS5eqqan17+bt7V1YWBgZGamtrV1UVBQaGkqj0cLCwgDAx8fn9u3bcXFxw4cPj42NJZFI5eXlioqKXNPhQSXUv2uYPH2xrrbqiQObaTT65qgk+1nLyv5KExcT6euSzTsO1b15Lz9UGjv8BZRQUlJCIpFmzJgRHh7e0dGxadMmGxubiooKaWlpDs+EhITg4OCoqCgTE5Pr1697eXlJS0vb29sDTyoBBar/ANu2bVu4cKG1tbWp6Rdd1RMnTlAolEuXLmExTENDY8SIEYWFhdOmTeOaTllZWWxsrJeX19WrVzFLW1sbk8k0Nja2srIaSEnMzc1ZDXYnJ6empqaYmJjw8HA+Pj6Wz7BhwwAgPT190aJFLOPp06cnTJiQn58/4JseBFuiklKPbHtc/nxHzIl+3E6fzR4qI5mZsltBZwq7va2tg8lkjjXSt2SrnvrBbMIoSYmeN2Q62ls2N7fGHkhbFzz/i4cgLwsAGZl5ft4zWMa0cznjjQ0Lih4M/NYGzsaNG9PT00tLS7dv396XT1NTU05Ozr59++bNmwcAEydOfPjwYUZGRlhYWHV19ZkzZy5evIiJZ9y4cZqamnFxcZGRkVyT4kElnEzLorR1XEjZLSEuCgDqaoqjTN1u3i5xmDqRq39ZRXV80hlPd4fs63cwyy+ghPT0dHV19ZMnTw4ZMgQA1NXVDQ0Nb926NX36dA7PyMjIwMDAoKAgAJgwYUJ5eXlERIS9vT1vKoH70B+VSlu9YZ/KCHsJZUsLW98/7z7G7J8+da/esE995DSCgpnmKMf1EQk0Gq2f1Gk02sbIA5qjHEWGmev/Nmv/oXTWqTf1HxzdV4grWaiMsN8dezJ8a+KI8bOxUx8+Nnkt3qigTRIdPtFksnf+zft9pX8s5dKI8bNFh080nOByLOUSZqTT6Ru2HdAdO0N0+EQ1Q4fAkJ3t7Z3YKUU929gDqQHBO2TUfpfTtAnbsr+xqWXW3BAJZUsN4vTk1CzMbe/+FDlNm7zCu0Zm7iLDzHXGOJ8601OzO7qvYO/InzpzVUBmfFtbBwDUvXnv7hOqqGcrpmhBNHFNOn6+nyczKOLj40NDQ9l/eAw/P7/S0lJWT0tZWRkAPn78CABdXV18fHwREREsZwaD4efnFxAQMGLECJaxtbUVALAG0TdgbGzc3NxMoVDYjVQq1cHBISUlhd2YmppqY2Pzbbl8lZvZh6ZO5jLa3NX1SUBmPDYiDQAuM0ipRyNFRQkcbq1t7QCANY2/gbFG+s3kVkpbB7uRSqXZkcxOZ1xjN545nzvZcty35fJV7ty5Y2tr29vOrgRpaWkymYxFKQw8Ho/VaHl5eYKCglOm9IRwAQEBEomUm5s7wNx5QQkLPJ0eFJ7EohQAKA+XA4CPjWTopQQAYDAYi4Mi/RfMNtDTYBl/ASVERkY+ffoU+00BAI/HAwB2yK6EZ8+e1dXVsbdoHRwciouLW1tbeVMJ3ANVUOieE6ev7IpYfuNSoraGsv3sZS//fgsAgcE7Dp/I3L4p8PGd1M1hi+KSzqzdFN9P6qvWxUTvTwlf4/voVkqQ/5zg9TGHTlzATnku2vi4/Pn5U7tyzsf/da8s/cJ1AX5+AKDT6Q4uy/+6V5ZyaOu9ghPjxo5wcF3Odaw5/cL1RcsjveZMK8w66Ovp7Ld067lLNwAgOj5lT/ypbRsCSm6eOhwfnnXt1vqtCdglAvy4mITUiSZGbyqvrl3htWPv8eluQf4LZr+rujbLafKSVdvJLRQAEBDgp7S174xJPp+y+13VNedp1j5LNj9+8pVe6oKALW/fNWSm7H5YdCrAz3VpyM7c/OL+Lxkg7FNK7EhJSeno6LAOs7Ky+Pj4zMzMAACHw9nb22tra7POJiYmvnv3buPGjewpYHoSEelzbKR/Xrx4ISoqyhHn6HS6i4vLrVu36up6BjdKSkpqamocHR2/LZevojRcjqsdh8PZkcy0NJT7d6NQOgBA5Furpxev3oiKEjhqNzqdPttp8u2/SuvevMcsJaWVNbVvptlZflsuX6UvkfRWAgB0dna+ffs2KSkpPT19xYoVAPD8+XMlJSVBQUGWj4aGRlVV1QBz5wUlSEmK62ipsA6vXr/Dx8dnOo4IvZQAAAePnnv/oTE8xJc9hV9DCVimLS0tJSUlvr6+RCKRRCLBl0rAxtw0NTVZl2hoaDCZzOrqat5UApdA1dLadvTkxQ2rfV2cbcYa6SdEr7WxHl/9oq6xqSU5LWvV0rmuM0haGsoeLra+ns5Jx893d1O5Jt3S2pZ0/HyQ/xxPdwdtTRU/7xlzXe2i408BwOu3HwpvPQhd6TPJcpyejtrxxE3N5J4XL+bmFz98/Cxhz9rfLX/T11GPjlyhrjo8PulM7/Sj41OcHayCl80ba6S/bLH7ysA/3rz9AAC+Xs5Pis/MnP67jpbKJMtxMx0nXWcLGPq66q4zSHi8kPcf0wFg9Ci93y1/ExbGz3O37+z8VFX9CgD4+PhoNHrIsnnqqsPFxEQi1vmLEPBnzn2lTfHw8TPS7+ONxxhoaSj7ec8ozDpIHKE1kN/gu/Dq1auAgAAfHx9dXV0AEBAQuHz5squrK3a2vr4+NDQ0Pj6eQPiiP4EFquPHj2tra4uIiBCJxKNHj/aTC51Op9FoNBqtqakpOTn52LFjnp6erOYbC1NTUzU1NdaijNTU1EmTJsnJcY8TPw4BAf7M03tcnL/SasM6xCdSs/R/myWhbDlmogerd84VOp3R8xCaW06mZZ04fWWuq13vh2AyjqimMowlmzPnc3+3MJaTlfoHN/QtcCgBw9bWVlFRMSQk5PDhw3PmzAGAlpYWjqlNcXFxCoXCWmrBAY8r4VVd/bLVu7w9pulqq0IvJdS/a1gXkbBvRzCBgGe/6pdRQlFRkaSk5NixY/F4PNZDgi+V0NLSAgDsvzj2nUwm86YSuMxRlT2p7u6mGo/umVEXFBRIO7YdAPJv3qfR6GbjR7E8fxtjEB1/qrr2tQG3+cbH5c+7u6nWE41ZFguzMYeTMxubWiqragFgzCg9zE4g4C1Mx2BB4v7Dp/z8uImmRtipIUOGmE8wKr7HuZiNwWA8fFw5c/rvLEvkhgDsC5PJ3LrzcFbu7Q8fm7GHKy/3eSKRNTWKDS4bfHlIbmljvzvsi4AAv7aWyrPnr3rfIzuOdhbbo4+TW9psJ5uamxiNG2vYv/93pKqqavLkyUQiMS4ujqvD0qVLSSSSnZ0dh72rq0tCQuL169cxMTEiIiLp6ek+Pj40Gs3X15drOrKysqzv/Pz8/v7+UVFRXD3d3d1TUlKCg4OZTGZaWtqmTZu+6c7+Dbo+dUuIi755+2HPtiARgvDZzDzfwAgajb5gnhNXfwVtEus7Pz9ukc+syA1LuHq6ziClZlxbGfgHk8lMP389fA33p/rvExsbW1dXV1BQsGDBAjKZvGQJ9/L3Ay8roar676kzAkaO0IqJWsXVIWjtbhvr8bY2Zhz2X0YJo0ePLigoePnyZUxMjJWVVWFhIfsqhu/Lv6MELoGqpbUNAPDCQhz2Vko7AEhKfv5Hi1KSYgBAobRzTRrzt5u9jDW5goWNDw1Nbe2dACAh8bl7KCsriQWqVko7jUaXVPm8CI1Go7MvmMHo6Oii0ejCvQoJAEtDdhbeKjl5cMuE30YKCQmGb008cjKTdRYvJMjuLPTlIfvCSvbJDIIwvqOzi+ttskjcG2pE1E1Jz45JOC0mSgjwc10fMp+f/4cvV3nw4IGtra25uXlKSgo2JM1BVlZWXl7ekydPep+aOHEimUxmHVpaWtbW1sbExPQVqPLz87FOPYFA0NTUFBLi8vwxPDw8tm3b9vTp06ampvfv3zs7O1Op3HvePx1zE6OG2jzWoYXZmJd/v407kNZX9XQ9c7+oCAEAhAl4TTVFDgmx4z576vboY0+rapubW99/bHKyt6JS+5vT/dcYOXLkyJEj7ezs8Hj8qlWrPD09paSksFY2CzKZLC4u3rtpjMGzSnjw6Ok01yCz8aOSD27G47mU6mru7Rs375fePt371C+jBAkJCUtLS0tLS0dHR1VV1ejoaPbpagCQkpICgJaWFtYMN1YPSElJ8aYSuFSjYqIEAGhqauGwS4iLAACZ/HmWrKm5FQDExbnPcGCzmscTNxnqa7Lb1VWH/133DgDYZx1Z2UmIi+DxQvfyv1i+xbGeGACEhYX4+XGNvQrJZDIvXr0ZusKbtW7n/YdGrsX7KuQWipRkTxe4ra0D66rz8fGxB7POrk9shcQt8XVZ4uvS0Eg+mZYVujl+qKxkgJ8r/EiePXtGIpGcnZ0PHjzYl5LS09PJZDK21AIAmEwmg8Hg5+ffs2fP0qVLOZyJRGJhYWFf2RkZGfW/TYeFgYEBkUhMT0//+PGjnZ2dhIREQ0PDgG6JBxg5QvvmnYd9nR01Uoe11qt/DHTViSO0MjJvfGxotp1sKiEu2tBI/m6lHDxv3rzJzc2dOXOmmFhP+Y2Njbu6uurq6nR1devq6rq6ulhtnaqqKn19/b6S4k0lPHv+ym7WUid7q4TotX39OWRk3iC3UNSJPavgsD8HvJzprohlvf9a/3NKyM7OxuPxrEW8kpKSmpqavVeBYxMEVVVVKio9s3pVVVU4HE5bW5s3lcDltyQaagsI8Bf92fPzMBiM36ctOpmWRTTU5ufHsVYAAsCfd8skxEW12aYoOdIREhJsaGjW01HDPjLSEkNlpYSEBLFZzbKKasyzs7OLpYbfxozo6vrEYDJZVwkLC/WeBsfhcKNG6rAKCQArQvesCN1Do9E7Oz+J/a8z1NLadvHqzS/3nw2Uv+6VsYpXVfM3tjpIUkKsla0H+aisipVRSno21kqSlZFc7j/H3MTo0eOBzkB+G1Qq1dHRcdKkSUlJSX39WQJARETE48ePH/2P4OBgeXn5R48eeXh4ZGZmurm5dXd3s5yLi4s1NDT6SmpQeHh4XLt27fLly+7u7t8lwR/ExaxCjwXr2Kda7z4o11DlvmtksLjPmppz46+snFuuM0lf9/7BNDY2ent7X758mWV59OgRHx+fqqqqjY0Ng8Fgnero6Lh69WrvseJv499RApVKmzk3+HeL3xL3hvbz57ApbGFJ0an7hcnYZ2XgH/Jy0vcLk91nTf0FlHDw4EF/f386nY4dUiiUmpoadXXOqRlNTU0tLa0LFy6wLBkZGRYWFqKiorypBC49KkkJsXlu9rtiTyorKYzQ0zh0/MLDx89MxhGlpSS8PKbtij2po61qNFKn8HbJ4eQLqwLn9jW6JS4msmCe06aoJBkZyd/GGLz6u35lWLSK8rBzJ3dqqiuNGaW3bdcRLXWlobJS6yMShspIYldNsvxtNFHXa9GG3VuDlJXk/7pXvjRkZ9gqn2WLOW9s6UI3z0UbNmw7MN3O4q97ZfsPnT1xYJOAAP+YUXrHU6+QJpmQWyhrNsY62VsdS7lUWfVSS4P7sijuz4UftyPmhKgIQUFeJir6+KdPVNcZJAAYa6R37tKNktJK4git7Ot/FhT1LJ3n4+NbGrLzRuG9gIWuYqKEh4+f3SupcJ81deA59gWDwbh58yYAVFRUAMD9+/fJZDIej58wYUJiYmJNTU1UVBR7H2j48OE6OjpUKnX27NkeHh6zZ89WVFRk36ynoKDAz89vaGgIAJqampmZmc7OzkFBQfz8/CkpKfn5+adOnRpUCRcsWEAgEPbt28dhd3d3DwsLw+PxvTeld3d3W1hYLFq0yMvLa1B59aapuaXsSTUA1L56S6PTC289AAB5ORk9HTUqlebms9Z91tRZjpMAoKS0EhumZjAY1S/qMM/xxoYa6koXr96cNS9k2WJ3fhwuNSOnoOjBiQObB1WMhcu2Cgvj925fyWF3nUlavzUBjxeyJ3HOiHR3U60dFvp5z/B057Jpf1A0NTU9fvwYAF68eEGj0QoKCgBAQUFBT0+PXQlEInHq1KmBgYEUCkVfX//+/ftRUVE+Pj4EAkFFRcXLyyswMJDJZCooKOzYsQOHw/n7+w+qGD9XCQePnaupfb0tfMnN2yUs4zCFoTpaKuxKUBwmpzjsc8NXQU6GH4fDRn1+ASWsWLHC2trazc3Nz8+PRqPt3r2bSqXOnz8fANiVAADh4eE+Pj7q6urm5uaZmZnZ2dk3btwAAN5UAvcYExO1SlSUELoprpXSPspQ53JatKa6EgDEbF8lIS66LGTXh4YmZUX5sJU+Ics9+ynurohlkhKiazbE1r9vkJOVmm5nuS28Z7Ix+eAWv2URNk5LhivIrg7ykpGRvP+wAgBwONzlM3tXb9g323N1W3unusrwdcHzly5y6534nNlT2zs6o+NP7YpNVlMZFr97Nbaq5+C+ML+lW43M52ioDo9Y7z/GSC+/6L61w8I/r/e3nq0328KXLFu960nlC6XhcieTtujpqAHA/LlOJaWVU2cEMhiMabYTt6xb7OK5hkanS0qIZWfErt+aQHJa0tn1SU152IbVvt4e3DfeDoru7m7210Zgs0eqqqovX77My8uj0WhOTk7s/gsXLkxMTKTT6ZmZmcbGxtAvhoaGOTk5GzduxLRrYGBw5cqVwbaeysvLue7EUlZWNjU1VVZWFhbmXO/LYDCKi4u5vlVlsNwrqXBwWc46nOzoDwDz3OwPx4fT6fSLWTfHGvWMWgQG77j7oGeiLuHw2YTDZwHg+cPzhvqaV8/u27wjyc07FAD0ddUvpu7pPdPeP+VPa7DpCg6UFeVNxhGVFeWFhTmnDxkMxt0HT+ynmA8qI67cvXuXfRMVJhhPT89jx45xKCEtLW3Lli3bt2+vr69XVlZeuXLl2rVrsVPx8fFr1qxZsmQJhUIxMTHJy8tjnycfCD9XCTdu3qPR6DPnhrAbfb2c9+9ew6GEvvgFlGBubp6dnb1582YXFxccDmdkZJSfn48tSedQwty5c9vb23fu3BkaGqqjo3P27FlLy54V8zyoBL4di8QAIGjrD3kDWz90dHR1U6msEd4pzgFSkmKpR7lvfv6X2X8ofUVodNeHO/9mptFhkwEgOKH138yU19i5WBx+hhp5CqQEQEoAAKQEAPifEn7aK5ScPFa+f9+4f8+aobLSV3Nv5xfdzzy9+2cVBoFAIBA8y08LVCcPblkRumfWvNUdnV1a6kpH928YbBcbgUAgEP8f+GmBSm6o9MmkiK/7/Qz8F8z2XzD7Z5cCgUAgEADoHyciEAgEgsdBgQqBQCAQPA0KVAgEAoHgaVCgQiAQCARPgwIVAoFAIHgaFKgQCAQCwdP0vJkCgUAgEAjeBPWoEAgEAsHT9Gz4/X/+Ti1eAL3XC9Ab3gAAKQEAkBIAACkBAP6nBNSjQiAQCARPgwIVAoFAIHgaFKgQCAQCwdOgQIVAIBAIngYFKgQCgUDwNChQIRAIBIKnQYEKgUAgEDwN90CloE3atvvIv1yUb+C/Us4fSllZmZ6enqSkZP9udDp93bp1Q4YM2bt3L7tdTEyM70tSU1N7X7537152HzExsTFjxhw5coTJZPZ2c3Bw6J3CqFGj+Pj4rl//ITtjyiqqDSe4yKpPGohzZ2eXzhhnNcPPhZRStRaQGc/+STuX0/vCfYmp7D5SqtbjrOcdPXWJ4yFgbo7uK3qnMNbCQ0BmfF7h3UHe39epqKiYNm2ajIyMrKysnZ1deXl5X54xMTFaWlp4PF5fXz85OZllb29vDwgIkJeXJxAI5ubm9+7d43o5Lyuh6M7DSdMXy6pPGqYzZbpbUFlFdV+edDo9fGuioOyEfYlfqP0XUMLNmzetrKwkJSWHDh1qb29fVlbG1a29vX3NmjXq6uoEAkFXVzcqKorBYLBO8ZoSftp/+OXgSeULR7cV1Y8ufNVzuO7UO7lH1FSGA8COLcsM9TV/eOF4mCNHjixdulRNTa1/t/r6end39w8fPuBwOHY7k8lsb28PDw+3trZmGQ0MDPpK59KlS6KiogBAJpOzs7Pnz59fV1e3YcMGdh8CgZCTk9PY2CgjI8MyVlZWPn/+fDB3NgiOnroUtHa3mvKwAfpv3nGo7s17+aHS2CGTyWxv71wXPN/KfCzLR19Xva/LL6TsFhURBgByS9u1G3/6LY14/eb9+pAF7D4EAj43v7ixqUVGWoJlrKx6+fxF3cDva+DU19dbWVnp6emdOnWKRqNt2LBhypQpT58+FRcX5/BMSEgIDg6OiooyMTG5fv26l5eXtLS0vb09APj4+Ny+fTsuLm748OGxsbEkEqm8vFxRUZFrjjyohJLSSttZS50drNatmt/R2bVl5yHbmYGP76RKS0lweNa/a/jDb/3Hj0043Bct9V9ACSUlJSQSacaMGeHh4R0dHZs2bbKxsamoqJCWlubw9Pb2LiwsjIyM1NbWLioqCg0NpdFoYWFhwJNK4JVAVfKociBuf79+97GhmXU4z83+h5Xov8HGjRvT09NLS0u3b9/ej9upU6eGDh16+fJlWVlZdntbWxuTyTQ2NrayshpIdubm5qyum5OTU1NTU0xMTHh4OB8fH8tn2LBhAJCenr5o0SKW8fTp0xMmTMjPzx/ojQ2GLVFJqUe2PS5/viPmxFedyyqq45POeLo7ZF+/g1na2jqYTOZYI31LtuqpH8wmjJKU6HlDpqO9ZXNza+yBtHXB8794CPKyAJCRmefnPYNlTDuXM97YsKDowcBvbYCcOHGCQqFcunRJQkICADQ0NEaMGFFYWDht2jQOz8jIyMDAwKCgIACYMGFCeXl5RESEvb19dXX1mTNnLl68iF0ybtw4TU3NuLi4yMhIrjnyoBIyLt5QVxl+PHHTkCFDAEBNdbiRmfvtv0qn2VpweJ4+mz1URjIzZbeCzhR2+y+ghPT0dHV19ZMnT2IPQV1d3dDQ8NatW9OnT2d3a2pqysnJ2bdv37x58wBg4sSJDx8+zMjICAsL400l9DlHxWAwV4ZFK2iTJJQtZ80NaWxqweySKlZ74k6y3BYu2zp+kif2/XByppGZu7iShYI2ycVzzeu3H3onW/fmvbtPqKKerZiiBdHENen4eQDYHJXks2TTq7p6AZnxWE/8fknF1BmBcpo2kipWJpO9sQ5y4a0HmqMcAUB7tPPMucHw5dDfneJSa4eF4koWkipWNk7+90sqMPuBIxnDdaeWlFaa2viIK1loj3Y6lnJpII/mP8GdO3dsbW1727u6uvj4+CIiIrBDNze39PR0rOHDTmtrKwD0tg8QY2Pj5uZmCoXCbqRSqQ4ODikpKezG1NRUGxubb8vlq9zMPjR1smlve1fXJwGZ8eyDwwwGY3FQpP+C2QZ6Gixja1s7AGBN429grJF+M7mV0tbBbqRSaXYks9MZ19iNZ87nTrYc92259I+fn19paSkWpQBAWVkZAD5+/AhfKuHZs2d1dXXs0cvBwaG4uLi1tTUvL09QUHDKlJ6KW0BAgEQi5ebmDrAAvKCErev9y/5KwypoAMALCQIAdsihBJcZpNSjkaKiBI4UfgElREZGPn369PNDwOPh80P4rARpaWkymYxFKZYn5sabSugzUB09eZFKpV05E5O0b13BrQcBq6L6T+jWn48WB0UGLHR9WJRyMXVPY3OLu09ob7cFAVvevmvITNn9sOhUgJ/r0pCdufnFqwLnBvi5KivK11dd8/Ny7ur6ZO+yTEyUcO183J3co+YmRjPnhryp/2A6flTK4a0AcDf/xLH9G9mTrar+e8qMQAU5mZtXD924lCgmKkJyXvKm/gMA8Avwt1LaN2w7cHT/hsbaG3Nm2/qv2I6d+gVQUlLiasfhcPb29tra2v27YXoSERH5ttxfvHghKirKEefodLqLi8utW7fq6noGN0pKSmpqahwdHb8tl6+iNFyOqx2Hw9mRzLQ0lFmWg0fPvf/QGB7iy+5GoXQAgMi3Vk8vXr0RFSVw1G50On220+Tbf5XWvXmPWUpKK2tq30yzs/y2XPpHSkpKR0eHdZiVlcXHx2dmZgZfKgEbadHU/DxarqGhwWQyq6urnz9/rqSkJCgoyH6qqqpqgAXgESVgmba0tpWUVi4K2kYcoWVjPR56KaEvwfwCSmBl2tLSUlJS4uvrSyQSSSQS9KoTMDo7O9++fZuUlJSenr5ixQoA4E0l9BmoxMVE9u0IHjta38XZZtli98yswo6Orn4SelT2TEhIcJ6bvaa60rixhimHIvZsC+rt9vDxM9Lv443HGGhpKPt5zyjMOkgcoUUg4IWFhYYMGSIrI4nHCwkI8N8vPHl0/4bRRF0DXfUNq33b2zvvFD8WEOAXFxMBAClJMTGxL+rWA0czhAQFjsSHG43UGTNK71Dsuk/d1OTULOzsp0/dq5d76mqrCgjw+3o5U6m0x+U/ar6ERxAQELh8+bKrq2v/bligOn78uLa2toiICJFIPHr0aD/+dDqdRqPRaLSmpqbk5ORjx455enqymm8sTE1N1dTUWIsyUlNTJ02aJCfHvXb4cQgI8Gee3uPi3NNqq3/XsC4iYd+OYAIBz+7W1tYBACdSs/R/myWhbDlmokf/fW46ndHzEJpbTqZlnTh9Za6rXe+HYDKOqKYy7My5nqbomfO5v1sYy8lKfbfb64NXr14FBAT4+Pjo6urCl0poaWkBAPaJK+w7mUxuaWnhmNASFxenUCisCXYOeFYJt/58JKs+afzvnnghoWvn4wUFBaCXEvril1FCUVGRpKTk2LFj8Xg81kOCPuoEW1tbRUXFkJCQw4cPz5kzBwB4Uwl9zlFNNB3N+m40UodKpdW8fD3SQKsvf2uL3wT4cVb2C73/mGZjPV5NZbi8nExvN0c7i+3Rx8ktbbaTTc1NjMaNNeztg8PhSh5VRkYfrah80dn5CTM2N/f3CuGS0srRo3SFhXsqIGkpCU01xdKyz62AUYY97QhJcVEAaCZTeify/5Curi4JCYnXr1/HxMSIiIikp6f7+PjQaDRfX1+u/uxTXPz8/P7+/lFR3Lva7u7uKSkpwcHBTCYzLS1t06ZNP+QGBkPQ2t021uNtbcw47F2fuiXERd+8/bBnW5AIQfhsZp5vYASNRl8wz4lrOgraJNZ3fn7cIp9ZkRuWcPV0nUFKzbi2MvAPJpOZfv56+BruT/U7UlVVNXnyZCKRGBcX90Mz4lklGBF18y4mvKyrjzuQNnn64rxLieyrGPrnl1HC6NGjCwoKXr58GRMTY2VlVVhYyL6KgZ3Y2Ni6urqCgoIFCxaQyeQlS7iXvx/+HSX0GajYf10RgjAA9N+jGqGnUXTtcHTcqfURCf4rto8bOyJu1+rRRF0Ot8S9oUZE3ZT07JiE02KihAA/1/Uh8/n5vyjGk8oX7vND/bxmnD+5S0Fehk6nC8tzVi4cUCjtGmpfjG5JSoq3UtpZh8LCQuxnORZQ/r9l4sSJZDKZdWhpaVlbWxsTE9NXoMrPz8c69QQCQVNTU0hIiKsbAHh4eGzbtu3p06dNTU3v3793dnamUqnfu/iD4Gru7Rs375fePt37lLmJUUNtHuvQwmzMy7/fxh1I66t6up65X1SEAADCBLymmqKQkCBXNwBwnz11e/Sxp1W1zc2t7z82OdlbUam0f3onffPgwQNbW1tzc/OUlBRscoIDKSkpAGhpaWHNZmG/vpSUlJSUFNbfYkEmk8XFxXs3jTF4VgkS4qIWZmMsAKbbWmiOcoxJOL05bNHXLwOAX0gJEhISlpaWlpaWjo6Oqqqq0dHRrOlqDkaOHDly5Eg7Ozs8Hr9q1SpPT0/eVEKfgaqlte1zQVuxmQxhAGBfywEAnV2fWN9H6GkcilvPYDD+ule2dlP8NNfltY8vCQh8kQUOh1vi67LE16WhkXwyLSt0c/xQWckAvy96o1dzbgsJCe6KWIYFsHcfmr56G+Lios0tX3S5mptb+xqJRvQDkUgsLCzs66yRkdFXN2xhGBgYEInE9PT0jx8/2tnZSUhINDQ0fLdSDp6MzBvkFoo6sWftE5PJZDAYeDnTXRHLOOQHACNHaN+887CvpEaN1GGt9eofA1114gitjMwbHxuabSebSoiLNjSSv/UOvsKzZ89IJJKzs/PBgwf7qlOwwcCqqioVFRXMUlVVhcPhtLW1dXV16+rqurq6WBGuqqpKX1+/r+x4UAnX8v7ECwmyFuxJSohpqitV/7NV4P85JWRnZ+PxeNYiXklJSU1Nzd6rwN+8eZObmztz5kwxsZ7yGxsbd3V11dXV8aYS+pyjKr7/ecNgadlzISFBTTVFAJAUF2XvqbCG1+4+KP/rXhkADBkyxHT8qK3r/d9/aHr77iN7mi2tbSnp2VhTQlZGcrn/HHMTo0ePe1Jg9XIobR14IUFWNys59Qp82Qfq3R0aa6T/sPRZ1/+i5oePTdW1dcaj+3y4CIzMzEw3N7fu7m6Wpbi4WENDo59LBo6Hh8e1a9cuX77s7u7+XRL8J2wKW1hSdOp+YTL2WRn4h7yc9P3CZPdZUy9mFXosWNfd/blxd/dBuYYq910jg8V91tScG39l5dxynUn6uve3QqVSHR0dJ02alJSU1FeUAgBNTU0tLa0LFy6wLBkZGRYWFqKiojY2NgwG4/Lly5i9o6Pj6tWrdnZ236V4/44SDh2/EBi8g06nY4cUSntN7Ws11eEDT+EXUMLBgwf9/f3ZHgKlpqZGXZ1zK1hjY6O3tzfr5waAR48e8fHxqaqq8qYSuGuayWTWvXkfsfNwTe3ra3l/HjiaMXP679gM0Fgj/cwrhR8bmjs6urbuOsxai3kt768ZfwSfu3Tjxcs3j8qqYg+kqioPU1FSYE+Wj49vacjOxUGRj8qqampfn83Mu1dSYWZiBABSEmLvPjQW3XlY++rthN8MGxrJR05efFv/MeFQenlFjYK8TOmT5y2tbVKSYgBwNfd2+dMa9pQX+czsplIXLt/2tKr2UVmVz5LNkhJic3/1XVZNTU0FBQUFBQUvXryg0WjY98rKSgCgUqlOTk7p6emYZ0lJCXaWwWBUV1dj37u6ujQ1NTMzM52dna9fv15QUODn55efn79mzZpBFWPBggVLly7tbXd3d797925DQ0PvTend3d0TJkw4duzYt9z2lzQ1txTeelB460Htq7c0Oh37Xln1EgCoVNrMucFnM/MAQHGYnKG+JuujICfDj8MZ6mvKSEtoqCtdvHpz1ryQvMK7hbceLA6KLCh6ELxs3lcy/pKFy7YuX7O7t911JuleyZOGphZ7EufwdXc31Yzkc/z05d5XDZbExMSamhoPD4/CwsKC/4Gt1OJQQnh4+IEDB3bv3l1cXBwaGpqdnY3tzVRRUfHy8goMDExPTy8qKnJ1dcXhcP7+/oMqxs9VwnJ/9+cv6jwWrLteUJx9/c6seaupNJq3xzT4UgkAUFJaiemEwWBUv6jDvnd1ffoFlLBixYrnz5+7ubnl5uZevXoVG16bP38+fKkEIpE4derUwMDAgwcPFhUVRUdHR0VF+fj4EAgE3lQC96E/KpW2Jsjr5d/1pjbeXZ+6bSebxkStwk5FbV7qt2yr1mgnKQmxRfNnebjYXs29DQChK71pNPrajXFv6j+Ki4mYjBt5+cxejnFCcTGR7IzY9VsTSE5LOrs+qSkP27DaF1OS60zSidNXpruvWBnwx7rg+SHLPddt2R+yPmaa7cTE6LUxiam7YpPxQoI7tyybOtl0zcZYC9Mxl8/sZaWsqa507Vxc6Ob4cdae/Pw4s/Gjrl9MGPrjV1j9XO7evcu+iQp7u4Snp+exY8fodHpmZqaxsTF2yt/fv7i4GPseHx8fHx8PALW1tYaGhjk5ORs3bpw9ezYAGBgYXLlyZbCtp/Lycq47sZSVlU1NTZWVlYWFOdf7MhiM4uJirm9VGSz3SiocXJazDic7+gPAPDf7w/HhdDr9YtbNsUZf6Vgb6mtePbtv844kN+9QANDXVb+Yuqf3mov+KX9ag01XcKCsKG8yjqisKM9a6cOCwWDcffDEfor5oDLiSl5eHo1Gc3JyYjcuXLgwMTGRQwlz585tb2/fuXNnaGiojo7O2bNnLS171knHx8evWbNmyZIlFArFxMQkLy+PY3v4V/m5SjCbYHTlTEzErsPuPmE43JBRhjrXM/dra6oAAIcSAoN33H3wBPuecPhswuGzAPD84flfQAnm5ubZ2dmbN292cXHB4XBGRkb5+fnYknQOJaSlpW3ZsmX79u319fXKysorV65cu3YtdooHlcC3Y5EYAARt/SFvYEMMnOiwyQAQnNDf4sZfnp2LxeH/vRqREgApAQCQEgDgf0pAb09HIBAIBE+DAhUCgUAgeBoUqBAIBALB06BAhUAgEAieBgUqBAKBQPA0KFAhEAgEgqdBgQqBQCAQPA0KVAgEAoHgaVCgQiAQCARP0/NmCgQCgUAgeBPUo0IgEAgET/N/RZTiQOFuRlwAAAAASUVORK5CYII="
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<image>Look at the following schedule. Harper just missed the 9.15 A.M. bus at the baseball stadium. What time is the next bus?
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9:30 A.M.
| 630 | null |
9:30 A.M.
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"
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<image>Joseph's class recorded how many states each student has visited. What is the mode of the numbers?
|
10
| 631 | null |
10
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"
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<image>How much money does Edmond need to buy a cockatoo and a pot-bellied pig?
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73
| 632 | null |
73
|
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"
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<image>An ice cream shop kept track of how many ice cream cones it sold in the past 4 days. On which day did the shop sell the fewest ice cream cones?
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Thursday
| 633 | null |
Thursday
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"
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<image>Shannon's classmates revealed how many science articles they read. What is the median of the numbers?
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4
| 634 | null |
4
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"
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<image>How much money does Molly need to buy a brown cat's eye bead and a shiny metal bead?
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0.10
| 635 | null |
0.10
|
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"
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<image>A city planner counted the number of floors per building in the downtown area. What is the largest number of floors?
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76
| 636 | null |
76
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"
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<image>Fans of the Richmond baseball team compared the number of games won by their team each year. According to the table, what was the rate of change between 2013 and 2014?
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-27
| 637 | null |
-27
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yPz9s3dr29MrKyvUhIS4TJjiNGjV/3rxLFy9KTTweb9u2bRPGjx/p4LDQxyc/P19qqqioCAwMdBo1ynn06JB16+rr699fAz81BAKBs7PzyJEjO8y5YsUKc3Pz0tJSacqVK1dcXV2trKzs7e23b98uEok6Y+qFdLAPVV5enr+/f2BgoI+Pz/79+wMCAsLCwng8XkxMDACkp6eHh4cbGRnJndXY2Ojl5TVw4MC9e/fW19dv2rSJxWLt2bMHALhcLgAkJiaqqb1WkZT9/eMlIyNje2Rkv37yIvT+y5Z5eHpKD/l8/rrg4M+trOSycTicpUuWqKqqbty4UUlZOSMj45tvvtm3b5/dF18AwKbw8Pv3768LCdHR0Tly+HDAsmW/Hz2qp6cnEAj8li7V1dP7aedODMNiY2JWr1qV+uuvJFI3bRT/abNr166qqiptbW3ibNnZ2WfOnJFNKSgoWLx4sZubW3h4eFlZWXh4OIZh69evJzb1TjrwEefPn7e0tFy1atWDBw8YDMbUqVN5PF5CQoJAIGAymbt27YqPjy8oKEhISJA9KzU1FcOwvXv3qqqqAgCdTl+xYkVhYeGAAQPwGMTJyUlZuesan72TPYmJ26OiCgsL9+/fL5vev39/2cO4uDgTE5PZs2fLnf7PP//U1dUlJSUZ9OsHAHZ2drdu3rxw4YLdF1+Ul5f//fffu3btGjtuHAAMGTLEdcaMI0eOBAYGZmZm1tXV/XrwoKamJgAYGBjMnjXr+vXro0aNeq+N/RR4/PjxgQMH3N3dL126RJCNz+dv3LjRw8MjLS1Nmrhnz57PP/9827ZtAGBnZ8fj8bZs2bJixQoVFRUC03tuUBfpoK+BYRiLxcKw13t7urm5ZWVlMZlMADh27Ni4cePanvXkyZPBgwfjDgIAJk2aRCKRrl27BgC4j1BUfKdd1Xsn+w8cGD16NHGeqqqqg7/+uuabb8hk+Ss/ZsyYGzdvGrwKQygUCpVKxbPdunWLRqM5vnrtaTTayJEjb1y/DgC3b90aam2NOwgAMDc3NzIywk2Id0EsFn/33Xdff/31gAEDiHPu2rVLW1vbw8NDNjEnJ2fChAnSw/HjxwuFwlu3bhGbeicd+AgXF5fa2tqAgIDCwsK2VgMDg3bPam1tpVJfRyg0Gk1dXb2srAwAuFwug8Fo+4b0AfT19TvMk7R377BhwxwciP79hMvllpeXR0ZGcrjc2W5uAFBeVqarq0unv9Z0MjIyKi8vB4CysjIjQ0PZ042MjMrKe/sepb2ftLS02tra1atXE2crKChISUn58ccfZR9pLpdbW1trYmIiTTEwMKDRaCUlJQSm7m5Bt9HBu2pjYxMXF3fv3r2goKBHjx4FBQXduHGjw0LNzMyePHnS0vKvPHFtbS2LxcJHIjgcDo1GCw0Ntbe3t7a2njt37t27d9+9GR8FL1++PHXq1KLFi4mzjXZy+j9X1xvXr+/Zs8fMzAwAOByOXNdMSUmJy+WKxeJ2TdIRYkTXqKmpiYqK2rx5s4KCAkE2sVi8YcOGr7/+euDAgbLp+PWX6zsoKSk1NzcTmLqt9t1Nx9/zadOm5eTkREREMJnMGzdueHp6RkZGEp/i4eHR0NCwefPm5ubmysrKb775RllZmUKhAACGYWQymU6nx8bGxsbGUigULy+vJ0+edE9rejfHjx/X09MbMWIEcbbkX36J3rHD0tLS388vNzf3w9QNIUt4eLizs/OXX35JnO3gwYOdiTU+djoV81Op1IEDB1pYWGRnZ69YsSIxMfHZs2cE+S0tLbdu3frHH3/Y2NhMnDjxyy+/1NLS0tLSAoCAgIDc3NzQ0NCRI0eOGzcuOTlZWVlZdrCnD3P2zJlJkyd3OONgZ2c3YcKE6B07PhswYNfOnQCgqqoqFxqw2WxlZWUymdyuSToShOgCFy9evHbt2vfff0+craamJjo6euvWrW1jDfz6y4YGEomEw+GoqakRmLqtAd0NkY+QSCT5+flVVVWvc5PJy5cvJ5FIBQUFxOV6eXn9888/Fy5cuHv37ty5cysrK63azPYBgIKCgqmpaUVFRddq/xFRVVVVWlrq6Oj4pgxPnjyRmz8baGWFDzqYmpm9fPlSKHwtP1tWXm5ubo6byv87+lBeXm5hbt7Ntf+UyMzMbG5udnR0tLS0xL92L1++tLS0lJuuunLlCpvNXrRoEZ5txowZADBhwgR/f39FRUV9fX3ZIYbnz5+LRKL+/fsTmD5YA9+WDuIIX1/fpKQk2ZSmpiaJREI8Y1xSUnLo0CEmk2lubs5kMk+ePEkikcaMGQMA8fHxUVFR0pxsNruoqEh2CKevcuf2bQD4/PPP35Th7p07361fX139Wq33yZMnhoaGAODg4CAWiy9fvoyn8/n8a1evOjk5AcAoR8f8/HzpIrT8/Pzq6mrchOgaa9euPXPmTOYr/Pz8tLW1MzMzZ86cKZtt4sSJstni4uIAIDk5OTQ0FADGjBmTlZUlkfwrGfzXX38pKira29sTm3onROsjSCSSn5/f1q1bNTQ09PT0+Hx+dnZ2TEzMgAED7OzsWCzW48ePAaC8vFwkEuFjmTo6OpaWlgKBIDQ0tLCwcNasWc+ePdu2bduyZcvwaEpLSysqKqqlpWXKlCnNzc0JCQkYhnl7e3+Y1r4/mpqanj59CgAvKiowkejOnTsAoKWlZf7qk/6islJTU1NusCo/P397ZGTwunVDhgyZ+r//paSkrFq1aunSpWpqallZWXfu3Nm6dSsA9OvXz9XVdXtkpEQi0dbSOpCSQqFQvpo7FwAmTpqUnJz87dq1AcuXC4XCnT/9ZG9v/8Xw4R+6/X0IfX192SkqHR0dCoUide6HDh36/fffjx49qqqqKtunw9cHmJmZ4W7dz8/vf//7X3BwsKenZ1FRUWxsrL+/P94rITD1TjpYQ7Vw4UIGg5GamlpaWioUCoODgx0dHUNCQuh0+vXr1318fKQ5PT09AcDNzS06OnrgwIG7d++OiYn57bfftLW1/f39/f398Wxz584FgJSUlIMHD6qoqNja2p44ccLCwuJ9te9DkZ+fv2L5cunhEl9fAJjh6rp582Y8pb6uru2yMQ6Hk5eXx+PxAEBDQyNp376f4+Iitm3jcrkmJiZbtmyZNn06nnP9d9/FxsZGbNvG4/GGDh2auGePhoYGANDp9J/j47dv375m9WoKlfrll19+++23H6C9nyyVlZX379/vcFDJwsICnxP19PTU0NDw9/df/urxIDD1Tjq7n+WDBw82b9589OjRD1AnOfr2fpbfrl27dOnSAW/ug/RVPt79LMeNG0e88rIv8Rb7Werp6X311VfvtTafIPX19c8rKvp/9llPVwTRWS5cuNDh7HUfo4O+hhTkI94HWlpaR44c6elaIN6C8ePHjx8/vqdr8UHpg2uiEQhEN4J8BAKBIAL5CAQCQQTyEQgEggjkIxAIBBHIRyAQCCKQj0AgEESQ0k+f7ek6IBCI3gsVAHr5kti+vRb7k+XjXYv9SfEWa7ERCMSnCfIRCASCCOQjEAgEEchHIBAIIpCPQCAQRCAfgUAgiEA+AoFAENGxjzh37pyrq+ugQYPMzc3t7e3Xr1+Pa3YCwM2bNz08PKytre3s7BYuXIhvgSvl8ePHEyZMsLa2lk3My8szb4N0W+ePncLCwlkzZzo7O78pQ3p6uu2wYX/88cebMpw5c8Zt9uyRDg4z/+//jh8/Lk3n8Xjbtm2bMH78SAeHhT4++fn5UlNFRUVgYKDTqFHOo0eHrFtXX1/fXc35ZBEIBFFRUc7OzlZWVuPHj09MTJSVvJWSlJQk9yTLCnleuXLF1dXVysrK3t5++/btIpGoM6ZeSAf7UOXl5fn7+wcGBvr4+Ozfvz8gICAsLIzH48XExOTn53t7e0+ePDkwMJDP58fExCxYsODcuXPq6uoAkJ6eHh4ebmRkJFcgruiXmJgoKzrSmwVIOk9GRsb2yMh+r0R921JXVxe3ezeB1mn2pUsbN2wIWL58+PDhN65f37xpk66uLr4R/qbw8Pv3768LCdHR0Tly+HDAsmW/Hz2qp6cnEAj8li7V1dP7aedODMNiY2JWr1qV+uuvHW7KiiAgLCzs0qVL27dvt7S0vH//flBQEJ/PX7NmjVw2Lpfbr1+/HTt2SFNwrWwAKCgoWLx4sZubW3h4eFlZWXh4OIZh69evJzb1TjrwEefPn7e0tFy1atWDBw8YDMbUqVN5PF5CQoJAIMjMzDQ2Nt61axf+0BsbG0+ePPn27dsTJ04EgF27dsXHxxcUFCQkJMgWiMcgTk5ObTeJ/tjZk5i4PSqqsLBQTqxFStT27U5OTlevXXtTCbGxse5z5ixatAgArK2tDQwMcB2T8vLyv//+e9euXWPHjQOAIUOGuM6YceTIkcDAwMzMzLq6ul8PHsSlww0MDGbPmnX9+vVRr0TGEW+LWCw+derU8uXLx40bBwDGxsaXL18+efJkWx/B4XA0NDRGjhzZtpA9e/Z8/vnn27ZtAwA7Ozsej7dly5YVK1aoqKgQmN5727pEB30NDMNYLJZsoOXm5paVlcVkMoODg7OysqRfRQaDAQDSw2PHjuGXWA7cRygqKnZH5XsX+w8cGD169JusV69ezbl+/Zu1a9+UoaysrLi4eNq0adKUGa6uuKzDrVu3aDSa46vXnkajjRw58sb16wBw+9atodbWuIMAAHNzcyMjI9yE6BokEkkikeDytDh0Ol0qmSMLh8NRUlJqt5CcnBzZfsf48eOFQuGtW7eITb2TDnyEi4tLbW1tQEBAYWFhuxkwDGOz2fn5+SEhIVZWVtKuuIGBQbv5uVwug8EgiLc/XmSFW+Tg8/nbfvxx5YoVOjo6b8pTVFQEAC1Coa+vr7Oz86yZM0+cOIGbysvKdHV16XS6NLORkREu4VdWVmZkaChbjpGRUdl/1f0QbwWJRPL09Dx06BAuqvTw4cPMzExcF0YOLpfbrnYOl8utra2VVZ8zMDCg0WglJSUEpvfQlO6hg3fVxsYmLi7u3r17QUFBjx49CgoKwvW4pNy+fdva2nrGjBkMBiMtLU32OW4XDodDo9FCQ0Pt7e2tra3nzp179+7dd21Er2dPYqKWlpb7nDkEeRobGwEgKipqzpw58fHxDiNHhn//fU5ODgBwOBy5rpmSkhKXyxWLxe2a5FSCEW/Lhg0bhg0bNmnSJEtLy+nTp8+cOVMqIiULh8NpbGxcvHixjY2Nvb39ypUrKysrAQC//nJ9ByUlpebmZgLTe2zPu9Hx93zatGk5OTkRERFMJvPGjRuenp6RkZFS6+DBgw8fPhwdHV1bW+vh4YE/6ARgGEYmk+l0emxsbGxsLIVC8fLyevLkybu2oxdT+OTJ4cOHN27cSBw9iVpbAWDR4sWTJ08eOnRoSEiItbV1yoEDH6iWCBkiIiJu3Lixe/fuU6dORUdHZ2RkyA2rSampqXFyckpOTt6wYcP9+/fnzZvH5/M/cG3fN53S16BSqQMHDrSwsEhPT9+5c2dcXJy7u7ulpSUAqKioODg4ODg4TJw4Eb9YxFpyAQEBAQEB0kMHB4fRo0enpaVJNe/6GGKxeOvWrV7z5nWoxIX3bGXV1W1tbTMzMwFAVVVVLjRgs9nKyspkMrldk6wOJeJtefHiRXJy8q5du6ZPnw4AAwcOZLPZERERCxYskAvZZAenhw8fbmZmNnPmzIsXL+IjcbKhgUQi4XA4ampq+K1p1/Sem9V1iL5sEokkPz+/qqrqdW4yefny5SQSqaCgIDs7W7bfoaqqamJiUlpa+lZ/XkFBwdTUtKKi4i2r/dHwsro6Ly8v5cCBL+zs8B8Om711y5ZxY8fK5TQxNYVXPQ4cDMNoNBoAmJqZvXz5UigUSk1l5eW42rCpmVn5f0cfysvLLV4JESO6QFlZmUQi6d+/vzTFzMxMKBTKvgjtMnDgQACoqKhQVFTU19eXHWJ4/vy5SCTq378/gam729FtdNDX8PX1TUpKkk1pamqSSCTa2tqHDh3auHGjdMqDw+GUl5cbGxsTFxgfHx8VFSU9ZLPZRUVFskM4fQxtHZ30338/fOSI9EdJScnPz++XNvOjgwcPVlVVvXD+vDTl7t27nw0YAAAODg5isfjy5ct4Op/Pv3b1Kr5uYpSjY35+vnQRWn5+fnV1NW5CdA1c+BsfQsbBX2m5lS8ikejbb7/9888/pSn37t0DAPxhHjNmTFZWlnQ25K+//lJUVLS3tyc29U6I+hokEsnPz2/r1q0aGhp6enp8Pj87OzsmJmbAgAF2dnYUCsXT03PlypWenp4YhiUlJbW2tuJ6fywWC19zWV5eLhKJ8HBDR0fH0tJSS0srKiqqpaVlypQpzc3NCQkJGIZ5e3t/mNa+P5qamvBh8BcVFZhIdOfOHQDQ0tIyNzf/7L9yniQyWUdXF5dKz8/P3x4ZGbxu3ZAhQ6hUqp+f308//aSppWVtbf1XZmZBQcG6kBAA6Nevn6ur6/bISIlEoq2ldSAlhUKhfDV3LgBMnDQpOTn527VrA5YvFwqFO3/6yd7e/ovhw3vgEvQVTE1Nx4wZs337dhUVlf79+z9+/DghIcHd3R3vDB46dOj3338/evQolUrF1z41NTUNGTKkpKRkx44dn332Ga705+fn97///S84ONjT07OoqCg2Ntbf3x+fBCEw9U46GI9YuHAhg8FITU0tLS0VCoXBwcGOjo4hISF0On3EiBEpKSmxsbErVqwgk8mDBg06fPgwHgDn5ub6+PhIC/H09AQANze36OhofA4pJSXl4MGDKioqtra2J06cwF+Yj5r8/PwVMgrxS3x9AWCGqyvxOAuHw8nLy+PxePih17x5mFj822+/xe3ebWJiErl9u42NDW5a/913sbGxEdu28Xi8oUOHJu7Zo6GhAQB0Ov3n+Pjt27evWb2aQqV++eWXxONBiM6we/fumJiYsLCw2tpaAwODr776avmrm1tZWXn//n18GWtERIS+vv7evXtra2t1dXVdXFzWrFmDT+1ZWFikpKT8+OOPnp6eGhoa/v7+0hIITL0TUvrps53ZVvDBgwebN28+evToB6iTHH17P8tv165dunRphyOafY+Pdz/LcePGXbp0qadr8YF4i/0skW74+6C+vv55RUX//3ZGEL2ZCxcujBgxoqdr8UHp1NwnIB/xftDS0jpy5EhP1wLxFowfPx4fcfh06INrohEIRDeCfAQCgSAC+QgEAkEE8hEIBIII5CMQCAQRyEcgEAgikI9AIBBEkNJPn+3pOiAQiN4LFQB6+ZLYvr0W+5Pl412L/UnxFmuxEQjEpwnyEQgEggjkIxAIBBHIRyAQCCKQj0AgEEQgH4FAIIhAPgKBQBDRsY84d+6cq6vroEGDzM3N7e3t169fj2t2ynLw4EFzc/PDhw9LU27evOnh4WFtbW1nZ7dw4UJ8C1wAyMvLM2+DdFvnjx0Mw+Li4myHDUtLS5NNb2pqCgwMtB02jFht6OzZs3Pc3e1HjJg6ZYqcsPChtLQZ06c72NvPnjXr1MmTnTQh3orHjx9PmDDB2tpaLv3p06eLFy8eNmyYra2tj48PwU08efLkxIkTraysxo8fL7t7EI/HCwsLGz58uJWVlbu7e25urtRUXl6+ePHiwYMHDx06dOXKlXV1dd3ernekAx+Rl5fn7+8/YcKErVu3DhkyZNOmTVlZWRs2bJDNU1tbGxUVJStClZ+f7+3traurm5iYGBUVVV9fv2DBAhaLBQBcLhcAEhMTf5OhNwuQdJ7a2lo/P78L58/LyskCQF5enoeHR4fqDDdv3gxZt26YrW1CQsLs2bN3x8YeeuVocOmjuR4eSfv2TZ06NSwsTLqPPoEJ8Vakp6fPnj1b7t4BQE1NjYeHB5vNjomJiY6Orqur8/b2blctMSsra82aNbNnz/7tt99mzpwZEhKSnZ2Nm4KDg//+++9NmzYdPHjQwMDA29u7uroaAAQCwbx585qbm/fu3fvzzz8XFxf7+vq2qz/cg3SwV9358+ctLS1XrVr14MEDBoMxdepUHo+XkJAgEAiYTCaeZ9OmTWPHjpXdBTQzM9PY2HjXrl244zA2Np48efLt27cnTpyIxyBOTk5ykkd9gMzMTA119ZiYmPFffimbnpyc7O7mNnzECJ+vvyY4fV9S0jBbW9z/fjF8eG1dXXJysoenJ5lM3v/LLx4eHvPnzwcAa2vrZ8+eJe/bN2bMGAAgMCHeil27dsXHxxcUFMjJ9v3xxx9cLjc5ORkX6TQxMZk0adLNmzddXFzkSoiMjJw3b96yZcsAwNbW1tDQEJeALi0tPX36dFJSEn6KjY3N2LFjU1NTg4ODMzIyampqMjIytLS0AMDQ0NDFxeXKlSu96g52EEdgGMZisaRCOwDg5uaWlZUldRCXLl26fPnyxo0bZc8KDg7OysqSRhYMBgMA8EPcRygqKnZfE3oLkydPjoqObis2HxISstjXF99tnYCioiJZIRYXF5eGhoaip09LS0urq6vHjhsnNTk7Oz948IDNZhOY3r05nxrHjh0bJ3MlpXh6emZmZkpVfA0MDACgoaFBLltJSUlRUdGsWbOkKW5uboMGDQKAnJwcGo0mfe1pNJqzs/OVK1dwk62tLe4gAMDS0tLExAQ39R468BEuLi61tbUBAQGFhYVtrXw+PzQ0NCgoSFdXt60VwzA2m52fnx8SEmJlZeXs7AwAXC6XwWAQq+N+pOjr679VuhwikYgqE+hqamoCwPOKivKyMnglHoVjaGQEABWEpi7U/xMHf/nboqamJqv/gsfLw9uoHOGDFEKhEB+GmzBhwu+//46bSkpK9PX1cd0NHBMTE1z7q6SkRE6kTmrqPXTwrtrY2MTFxd27dy8oKOjRo0dBQUGyGp+7du3S1taeN29eu+fevn3b2tp6xowZDAYjLS0Nv0YcDodGo4WGhtrb21tbW8+dO/fu3bvd2J6PF2Nj40cFBdLD4uJiAOBxuXjkJds1w0MVNptNYPpQtf60ePHiRVhY2FdffdVWNQqPLDZv3jx//vzU1NTRo0cHBwfjY0NsNlsahuAoKytzuVyxWNyuSVYxuDfQ8fd82rRpOTk5ERERTCbzxo0bnp6ekZGRAFBQUIDLDb0pKBg8ePDhw4ejo6Nra2s9PDxwtVsMw8hkMp1Oj42NjY2NpVAoXl5exKP9nwiz3dyyL13KyMgQCAR5eXn79u0DgLZDaIieori4eM6cOVZWVu1qr7W2tgJAQEDA9OnThw0btmnTJltb2z179nzwanY/nYr5qVTqwIEDLSwssrOzV6xYkZiY+PTp0++++27RokW4VnK7qKioODg4uLm5/fbbb1VVVcnJyQAQEBCQm5sbGho6cuTIcePGJScnKysry80UfprMmjVr1qxZmzdtchw5MjgoCB/g1NDUVFFVhf+GBvjvqqqqBKYPXPk+T15e3pw5c4YOHbp//358fE0OPJobPHiwNGXEiBG4sLCamppcaNDc3KysrEwmk9s19bZpPiIfIZFI8vPzZSftyGTy8uXLSSTS9evX79+/v2fPHstXsNns7777ztbWFgCys7NluySqqqomJialpaVt/4SCgoKpqSnqPwMAhUIJDQu7eOnSyVOnTp0+ramlBQD9+/c3MzMDgPLycmnO8vJyMplsbGxMYPrAle/bFBcXL1iwwMXFJSEhoV0HAQC40q3sWCaGYVLtz6qqKqFQKDWVlJT0798fN8mNPkhNvYcO4ghfX9+kpCTZlKamJolEYmFhcebMmUwZlJSUVq1ahY/THDp0aOPGjdLZEA6HU15ejj+48fHxUVFR0tLYbHZRUZHcsM2nyd07dy5dvKimpmZkZEShUP7888+hQ4fq6OgYGxsbGxtfvHhRmvN8VpadnZ2SkhKBqSda0DdpbW1dsmSJk5NTREQEwVi7tbW1mpramTNnpCk3b960srICgNGjR4vF4vPnz+PpfD7/0qVL+BzKmDFjcnNza2pqcFNubm5VVVW70ys9CNH6CBKJ5Ofnt3XrVg0NDT09PT6fn52dHRMTM2DAAHt7e9lxWgAgk8l6enq4C/T19fX09Fy5cqWnpyeGYUlJSa2trbgUoJaWVlRUVEtLy5QpU5qbmxMSEjAM8/b2fq+N/DAUFBTgK8TEYnF5efmdO3cAYPDgwQ8fPgSA4mfPAODhw4dsNptOp+OL+bZu2QIAG0NDAaCoqGjHjh3fBgUNGTLk8uXLZ8+cSUhMxEteunRpeHi4oaGhra3txYsXr127JnXcBCZE52GxWPhS4PLycpFIhEfBOjo6lpaWaWlpZWVlISEhN2/elObX1dW1sLDIzc0NDw8PDw+3sbGhUqmrVq364YcftLW17ezsMjIy8vPzN23aBACGhobu7u7h4eESiURHR2fPnj0UCmXBggUAMG3atJ9//tnf33/t2rVCofCHH34YNWqUg0Pv2nWtgzVUCxcuZDAYqamppaWlQqEwODjY0dExJCREzkHIMWLEiJSUlNjY2BUrVpDJ5EGDBh0+fBgPxubOnQsAKSkpBw8eVFFRsbW1PXHiRNtR4o+RbT/+mJeXh/+efuRI+pEjAHA8I2OJr680z5bNmwHAoF+/zMxMAHj27Bnp1afpq7lzG1msX5KTGxoazMzNd+zYIV0uMX3GDL5AkHLgQNzu3aamptE7dnzxau6NwIToPLm5uT4+PtJDT09PAHBzc4uOjs7JycEwbOnSpbL5vby8fvjhBzabff/+ffzDAAALFy7EMOzAgQNRUVFmZmZxcXF2dna4acuWLZGRkWFhYVwu19bWNi0tDZ/bptPpqamp4eHhS5YsoVKpkyZNCg0N/TBN7jyk9NNnO7Ot4IMHDzZv3nz06NEPUCc5+vB+lk+fPk2Ij/9p586erkgP0Df2s1y2bFlgYCDByP3HzlvsZ4l0w98Hp06e/PK/C7cRHxF1dXVlZWWff/55T1fk/dJBX0MK8hHvgzXffNPTVUB0HW1tbbzP2Lfpg2uiEQhEN4J8BAKBIAL5CAQCQQTyEQgEggjkIxAIBBHIRyAQCCKQj0AgEESQ0k+f7ek6IBCI3gsVAHr5ktg+vBb7U6ZvrMXu87zFWmwEAvFpgnwEAoEgAvkIBAJBBPIRCASCCOQjEAgEEchHIBAIIpCPQCAQRHTsI86dO+fq6jpo0CBzc3N7e/v169fj8lB5eXnmbaitre2yqS+BYVhCQsLUKVPsR4z46quvCLS8L2dnL5g/f5Sj45TJk7ds3oyrq+Ncv359npfXSAeHiS4usbGxIpGoMyZEl3n8+PGECRPw7YhlEYlEO3fudHBwGDhw4OzZs/HdjOVISUlp+2BPmDABt/J4vLCwsOHDh1tZWbm7u+fm5kpPLC8vX7x48eDBg4cOHbpy5cq6urr318Cu0cE+VHl5ef7+/oGBgT4+Pvv37w8ICAgLC+PxeDExMfhWn4mJibKSIfjvXTP1Jfbs2ZNy4MDKwEArK6tjx459s2ZNSmqqrEALTk5OzurVq2fPnr1q9erKyspdO3fW1Nbu3r0bAAqfPFkVGDhjxozgdesqnj+PjIwUY9jqNWuITYguk56eHh4ebmRk1NYUERGRkZERFhbWr1+//fv3+/j4ZGdnS4V8cSZPniy3ad2WLVssLS3x34ODg+/cubNp0yY9Pb2UlBRvb++zZ8/q6+sLBIJ58+bp6+vv3bsXw7DIyEhfX9/jx493qCD9IenAR5w/f97S0nLVqlUPHjxgMBhTp07l8XgJCQkCgQCPJpycnGT1JnG6ZuozCIXC1JQU76+/nj9/PgB88cUXTwsLD+zfHxUdLZfzUFra0KFDN77aClnA52/bto3D4SgrKx9ISenfv39oWBgA2NjY8Pj8HdHRi319VVRUCEwftqF9il27dsXHxxcUFCQkJMimv3z5Et/kferUqQAwZMiQ9PR0qXaMFH19fVnx56tXrxYXF+OCjKWlpadPn05KSnJxcQEAGxubsWPHpqamBgcHZ2Rk1NTUZGRk4B7H0NDQxcXlypUrUpHx3kAHfQ0Mw1gsluwVcXNzy8rKYjKZ+NuuqKjY9qyumfoMz58/FwqF0p3vSSTS+AkTZNUZpIR9/31EZKT0UE9PDwDw7sbtW7fGjB0rNTk7OwuFwnv//ENsQnSZY8eOtSt+c+HCBQUFBfz1BgAmk+nt7a2rq0tQlFgs3rp1q6+vL65FnpOTQ6PRpK89jUZzdna+cuUKbrK1tZWGJJaWliYmJrip99CBj3BxcamtrQ0ICCgsLJQzcblcBoPRrnJR10x9Bnx0QFbOV0tTk81mNzU1yeXU1dWVlbS/du2arq5uv379uFxuXV2dkaGh1KSvr0+j0crKywlM76s9nwayN0KWJ0+eGBsbnzlzZvLkyUOHDnVzc7t37x5xUX/++Wd1dbVUkqOkpERfX19WksbExASX8CspKZETqZOaeg8dvKs2NjZxcXH37t0LCgp69OhRUFCQVMiTw+HQaLTQ0FB7e3tra+u5c+fevXv3XUx9BkNDQxKJVFBQIE15VlwMALxXYi3tcjk7+/fffw8MDCSTyXi0JdcdU1RUZLPZBKZubAJCSkNDA97dCAsL27dvH51O9/b2rq+vJzglISHB29tb2vVjs9ly3UBlZWUulysWi9s1yakE9zgdf8+nTZuWk5MTERHBZDJv3Ljh6ekZGRkJABiGkclkOp0eGxsbGxtLoVC8vLyePHnSZVOfQUVFZfLkyft/+eWff/5paWnJzMw8n5UFAGSZyEKOixcvBgUFLVy0aNr06R+wpoiOaW1tbWhoSEhIcHJycnBwwNUnDx069Kb8N27cKCwsxPXo+gadivmpVOrAgQMtLCyys7NXrFiRmJj47NmzgICA3Nzc0NDQkSNHjhs3Ljk5WVlZOS0tDQC6ZupLfBsUZGxsvHjRIgd7+/QjR+bNn08ikdTV1dvNfOLEiaBvv/Xz9w8MDMRT8G+LbGggkUi4XK6qqiqB6f0151NGWVlZV1dXR0cHP1RXV//ss8+KiorelP/kyZN2dnaGMp1BNTU1udCgublZWVmZTCa3a+pt03xEPkIikeTn51dVVb3OTSYvX75cLpDGUVBQMDU1raioaFtO10wfNVpaWvsPHPjrzJkzZ88eSEnh8XimpqbtytKfPXt2y+bNoWFhixYtkiYqKirq6enJDjG8ePFCJBKZm5sTmN5riz5ZzM3NWSyWRCKRpmAYRqB3e/nyZWdnZ9kUCwuLqqoqoVAoTSkpKcHVsy0sLORGH6Sm3kMHcYSvr6+cDnVTU5NEItHW1o6Pj4+KipKms9nsoqIifACma6a+xJkzZx4+fKivr6+np9fa2vpXZma7mn1lZWVhoaHffvvt//3f/8mZHB0ds7OzpY9mVlaWoqIirjFLYEJ0O2PHjhUKhRcvXsQP6+vri4qKrKys2s384sWLioqKIUOGyCaOHj1aLBafP38eP+Tz+ZcuXcLnUMaMGZObm1tTU4ObcnNzq6qq2p1e6UGI1keQSCQ/P7+tW7dqaGjo6enx+fzs7OyYmJgBAwbY2dmVlZVFRUW1tLRMmTKlubkZ76d5e3sDgJaWVhdMfYnzWVn5Dx+uCw7W0NT8NTVVKBTOmz8fNx09evTPEyf2HzhAoVBiY2L09fX7f/aZ7NI9c3NzLS2tr318PObODf/++9lubiUlJUl79/r4+CgoKAAAgQnRNVgs1uPHjwGgvLxcJBLhA/M6OjqWlpaDBw+eNGlScHDwpk2bNDQ0du3apaSkhA835ObmhoeHh4eH29jY4OU8f/4cAMzMzGQLNzQ0dHd3Dw8Pl0gkOjo6e/bsoVAoCxYsAIBp06b9/PPP/v7+a9euFQqFP/zww6hRoxwceteuax2soVq4cCGDwUhNTS0tLRUKhcHBwY6OjiEhIXQ6Hb9MKSkpBw8eVFFRsbW1PXHihIWFBQB0zdSXCPv++x9//PH7779vaWkZNmzY3qQk6Rx4dXV1Xl4evpDu1u3bHDZ7ia+v7LnbIiKmTJliZmb2888/79y5c+mSJerq6j4+PotfZSMwIbpGbm6uj4+P9NDT0xMA3NzcoqOjAeCnn37atm3bhg0bBAKBra3twYMH8XklNpt9//59rsx0Ff5fBW0Xs23ZsiUyMjIsLIzL5dra2qalpWlqagIAnU5PTU0NDw9fsmQJlUqdNGlS6KsFdb0HUvrps53ZVvDBgwebN28+evToB6iTHH1vP0vXGTP+PHmyp2vRw/SN/SyXLVsWGBg4cODAnq7I++It9rNEuuHdxeXLl21tbXu6FohuoK6urqysTO7fNPoeHfQ1pCAf0V2MGTOmV63GR3QZbW3tzMzMnq7Fe6cvr4lGIBDvDvIRCASCCOQjEAgEEchHIBAIIpCPQCAQRCAfgUAgiEA+AoFAEEFKP322p+uAQCB6L1QA6OVLYvveWmwE9JW12H2et1iLjUAgPk2Qj0AgEEQgH4FAIIhAPgKBQBCBfAQCgSAC+QgEAkEE8hEIBIKIjn3EuXPnXF1dBw0aZG5ubm9vv379elwqCt6sub5s2bK2OusbNmwAgLy8vLYmfBfAPsaTJ08WL1480sFhoovLjuhoXOBPjtTUVNthw2R/Zs2cKbVev359npcXXkJsbKxsCQQmRNd4+vTp4sWLhw0bZmtr6+PjI6sLVV5evnjx4sGDBw8dOnTlypV1dXXtllBZWblq1Sp7e/shQ4bMnDnz3LlzUhOPxwsLCxs+fLiVlZW7u3tubu7bFt6DdLAPVV5enr+/f2BgoI+Pz/79+wMCAsLCwng8XkxMDLxZc33NmjVff/21tBA+n798+fLBgwcDAL5BaGJioqzQSG8THXl3Kisrl/j6jhk7duXKlZUvXkRERNDodKnEjhQej6dvYLBlyxZpilSDo/DJk1WBgTNmzAhet67i+fPIyEgxhq1es4bYhOgaNTU1Hh4elpaWMTEx+JfP29s7KytLRUVFIBDMmzdPX19/7969GIZFRkb6+voeP34c37VYSktLi7e3t4aGRlJSkqqq6vHjx/38/A4ePDhq1CgACA4OvnPnzqZNm/T09FJSUry9vc+ePauvr9/JwnuWDnzE+fPnLS0tV61a9eDBAwaDMXXqVB6Pl5CQIBAImpqa3qS5PmDAANlCoqOjzc3NPTw84JVuuJOTk5xiZR/jwIED+MtPIpGGDRumqaXV2traNhuXw1FXUxs+fHg7JaSk9O/fPzQsDABsbGx4fP6O6OjFvr4qKioEpvfdrr7KH3/8weVyk5OT8WtoYmIyadKkmzdvuri4ZGRk1NTUZGRk4DubGxoauri4XLlyRW7DwUePHj179uzo0aP4PvrffPPN8ePHT506NWrUqNLS0tOnTyclJeHi4zY2NmPHjk1NTQ0ODu5k4T1LB30NDMNYLBb+5uO4ubllZWUxmcxOaq5XVlbu27fvu+++w7XCcR+hqKjYnY3ofVy6eHHq1KnSr8HIkSPltJtwuFyuopJSuyXcvnVrzNix0kNnZ2ehUHjvn3+ITYiu4enpmZmZKXWyuIZ4Q0MDAOTk5Nja2kqlDywtLU1MTK5cudJuObJi8XQ6HddJysnJodFo0teeRqM5OzvjJbxV4T1FBz7CxcWltrY2ICCgsLBQztRJzfXY2Njhw4c7OTnhh1wul8Fg4P6ir9LU1FRbW6uhobF+/fpxY8dOmjhx508/tRtH8Hg8BSazbTqXy62rqzOS0YzU19en0Whl5eUEpvfRlk8ENTU1WZGXS5cuAQAe35WUlMjpyJmYmMgJ8AGAtbX1oEGDYmNjGxoaMAzLyMgoKytzd3fHS9DX15eV/5OW0MnCe5YO3lUbG5u4uLh79+4FBQU9evQoKCgIlzCCzmmuV1dX//HHHwEBAdIUDodDo9FCQ0Pt7e2tra3nzp179+7dbm9Vz9LY2AgAexITraysfo6PX7hw4ZEjRxISEtrm5HK5LBYrMDBwjLPzRBeXkHXrcHVVPNqS644pKiqy2WwC0/tr0SfFixcvwsLCvvrqK9xrsNlsuU6csrKynJAvAJDJ5P3791dXV3/xxRcDBgwICQnZsWPHF1988aYSuFyuWCzuZOE9S8ff82nTpuXk5ERERDCZzBs3bnh6ekZGRkLnNNcPHz5sYGDg6OgoTcEwjEwm0+n02NjY2NhYCoXi5eUlO4bcB8BDBucxY77++uvBgwd7enl5zZt3KC2t3VCirq7OwcEhJjZ2zTff5OXl+fv58fn8D15lxL8UFxfPmTPHyspq8+bNb3Via2urv78/k8k8ePDgn3/+GRAQsG7duuvXr7+nen5IOqWvQaVSBw4caGFhkZ6evnPnzri4OHd3985orp88eXL69Omyg7QBAQGyYYWDg8Po0aPT0tLe9pb0ZpSVlABAVjbW1tZ2/y+/VFZWmpqayubcHRcnm8fExGTB/PlXr17Fu2ayoYFEIuFyuaqqqvhnp13Te2vQp0JeXp6Pj8/w4cNjY2OlE0xqampyH/bm5ua2M3GnTp26d+/ejRs39PT0AGDw4MGPHj2Kjo4+duxYuyUoKyuTyeROFt6zEMUREokkPz8fj37/zU0mL1++nEQiFRQUdKi5XllZWVxc3O5YnRQFBQVTU9OKiop3aEKvQ1dPj8FgsBobpSliDAMAGo1GfCI+H1RZWamoqKinpyc7xPDixQuRSGRubk5g6uZmfGIUFxcvWLDAxcUlISFB6iAAwMLCQm6AoKSkpH///nKnl5SUqKio4A4Cx8zMrLS0FC+hqqpKKBS2LaGThfcsHfQ1fH19k5KSZFOampokEom2tnaHmut4oIUvi5ASHx8fFRUlPWSz2UVFRXLDNh87FAplpKOjVEseAO7cuaOioqKvry+bTSQShYWF/fXXX9KUvAcPAMDIyAgAHB0ds7OzpS44KytLUVHRzs6O2IToGq2trUuWLHFycoqIiJAbUB8zZkxubm5NTQ1+mJubW1VVNW7cOLkSDA0N2Wy2NBsAlJSU4Ldy9OjRYrFY+jzw+fxLly7hJXSy8J6FyEeQSCQ/P7+UlJTdu3c/fvyYz+dnZ2cvW7ZswIABdnZ2Us3106dP5+TkLFu2TKq5jvP8+XMtLS25IRktLa34+Pgffvjh7t27Fy9eXLx4MYZh3t7e76t9PYSvr29hYWH499/fu3cvLS0tPT194aJF+MN39OhR7wULMAyjUqkYhm3dsiX9yJEHDx6cOnlyY2iopaUlHnl97ePzvLw8/Pvvc3NzMzIykvbu9fHxUVBQIDYhukZaWlpZWdnMmTNv3rx54xXFxcUAMG3aNFNTU39//2vXrl24cOGbb74ZNWqUg4MDAOTm5s6aNQtfNDl58mQdHZ1Vq1bdv3+/tLT0wIED586dwx9sQ0NDd3f38PDw06dP37p1a8WKFRQKZcGCBcSF9x461g0/dOhQampqaWmpUCjU1dV1dHQMCQnBP4lcLnfbtm2nTp3CNdfDwsJkBZQ3bNiQk5MjDTSkHDlyJCUlBY/NbG1tg4KCiIOrj3SvupycnNiYmOLiYg0NjVmzZy9duhT3EXFxccn79t395x8ymSwUCvckJp49e7a+vl5bW3u0s/OyZcuk3dG7d+7s3Lnz6dOn6urq7u7ui319pZ84AtPHQq/aq27p0qWyS6dxvLy8fvjhBwCorKwMDw+/evUqlUqdNGlSaGgofo+uXr26YMGCtLQ0fDFlcXHx9u3b//nnHw6HY25uvmjRIjc3N7wooVAYGRl54sQJLpdra2u7adMm6TrDNxXeS/g98++OfQTOgwcPNm/efPTo0Q9QLTk+Uh9BgOuMGX+ePNnTtehhepWP6DLLli0LDAyU/TT2Md5iP0ukG95dXL582dbWtqdrgegG6urqysrKPv/8856uyPulU3OfgHxE9zFmzJhetRof0WW0tbUzMzN7uhbvnY+sE4tAID4wyEcgEAgikI9AIBBEIB+BQCCIQD4CgUAQgXwEAoEgAvkIBAJBBCn99NmergMCgei9/D/grSJA6I72dAAAAABJRU5ErkJggg=="
|
<image>Look at the table. Then answer the question. At a price of $195, is there a shortage or a surplus?
|
shortage
| 638 | null |
shortage
|
"iVBORw0KGgoAAAANSUhEUgAAAMkAAABlCAIAAABoelDHAAAIz0lEQVR4nO3dfUzT+R0H8E9LDz2Ey3ECV+ShpSgPBhQ2eegBOzTyIGJkToLmGG7wBzGpxsP9QwLG6TiThWgGm3B0CI2MuDKNnCfIguxAppFUKlPk2GDO8bPKFUKxjYandn9whwV+Kmp+fD91n9dffeCPd36882tL37QirVYLhAhAAgCZ3/6GdQzH0BBSRMdqiRpCisSsM5B3FnWLCIW6RYRC3SJCoW4RoSDr1rpPobgHMk8CAIjE8FklFN+G9SmsY6GU8QUU90Dw5u+vRn8GxT2w/QjTTPMg69a/2uFRHwRvho/8YfMBUCjhb7+Hey2sY6E03A8A4O4HACCWgHIfTD2D9gq2oewh6xYAdFSCSAw/+y3E5ULPV9D5R9aBsHr8LQCAuy8AQEQGfPAx3PwTWIxsQ9nD161/fgPfDYA0FP7bDV//mnUaxOa6JRJDXC48M8H1GtaZ5sHXLZ9w+MgPAMBmA+s06zSIPRsH83fwoQ+EJsGHPnBNDRMW1pnmQdatDz6GrN/Bk8cw+HeQ/Rj8f8Q6EG6P+8DVA2J/DqaHoPsz6zQLYerWe+9DVhm89z5oP4eOLwEAfpLPOhNuj/thhSv4hMM3f4CZKdZpFpKwDmDnp1+ANAT+8iswDgIAcD0QEAu+G4D7B+tkWI38GwBguB/uXGYdhQembmk/n3e1JodRDkchgshdAAB/LWWdhB+mbpGl++SXoIgFeTToL8B/ulin4UfdckAiJ/jkF2Czwg0NtJWxTvNC1C0HZJuB0k9Zh3g1TK8TybtFRHt5IhAJAGRmZrKO4RgaGhroWC1RQ0MDPSYSoVC3iFCoW0QouLoVGxsrmk+lUrEOhc6jR4+Sk5NFItH09POdyM2bN9euXRsfH88w2AK4unXp0qWhHwwODvr7+2/dupV1KFy6urqioqJ8fX3tb6yqqsrKylq/fj2rVLxwdcvT09P3B/X19WFhYRkZGaxD4WIymS5fvpybm2t/o0Qi0el00dHRrFLxQvp3eYPBUFpa2tWF9J0yhpKTkwGgs7PT/sYFVUMC13lrzokTJ3bt2hUUFMQ6CHlzGM9b4+PjZ86cuXHjBusg5K1gPG81NjYqFIoNGzawDkLeCsZuNTc3JyUlsU5B3hbGbnV3d4eFhbFOgdTo6CjHcUajEQAePnzIcdzTp08NBgPHcU+ePJmcnOQ4juO4mZkZ1klRPt8yGAweHh6sUyCVl5fX2Ng4e1kulwPA2bNnVSrV+Pj47I1+fn4AMDQ0tOBvYMsPY7fMZjPrCHhdvHhx8Y3Z2dnLHuTVMD4mkncDdYsIhbpFhELdIkKhvTwRCu3lXwPt5ZeO9vJEQNQtIhTqFhEKrm5ZrdYjR47IZDIXF5ewsLD6+nrWiTCqra11c3MrKipafNeDBw9cXV1571p+uN7zKS8vr62tbWlpWbduXUtLS0ZGRlBQ0KZNm1jnQiQnJ2dwcFChUPDee+DAAYkEy+8U13lLr9cnJiaGhoZKJJLt27d7e3v39PSwDoVLREREe3u7p6fn4rsuXLhw//79bdu2LX8qXri6lZ6e3traeufOnenp6ebm5vHx8S1btrAOhUtBQQHvmclsNh86dKiystLJyWn5U/HCcv6ctXv3bp1ON7s4XblyZU1NTUBAAOtQjqG4uDg1NTUuLq6iAsvXF+Dqllqt1mq1t2/fDg0NbWtr27Nnj0wmUyqVrHNh193drdVqe3t7WQeZB9dj4unTp1Uq1caNG52dnVNTU1NSUjQaDetQ2Fmt1vz8/JMnT7q7u7POMg+u8xYAWK3WucvT09NiMa72I9TX16fT6VQq1eznG1gsFrFY3NTU1N3dzTYYrm7t2LGjsrIyLS0tODi4o6Ojqanp/PnzrEMhMjU1NTw8DAATExNms5njOIlEEhwcPDQ0NPczBw8e9PPzKywsZBfze7i6VVRUNDMzk5aWZjQaZTJZeXl5Wloa61CI9Pb2RkZGzl7u7OwsKysLDAwcGBiwn8a7uLi4ublJpVJGGZ/D1S1nZ+eSkpKSkhLWQZCKiIiw2Wwv/5m6urrlCfNK9GyGCIW6RYRC3SJCoW4RodBengiF9vKvgfbyS0d7eSIg6hYRCnWLCAVLt3g34NXV1QqFYsWKFZGRkdeuXWOVDZvFx6qmpmbB5/IPDAwwTDgLxXs+vBvwtrY2lUqlVqvj4+Nra2vT09MHBgZ4t7z/V3iPlclkUiqV9i/5vb29lz3aQijOW7wbcLVavW/fvuzsbLlcfvToUZlMdu7cOVYJ8eA9ViaTSSqV+trBsGxG0S3eDfitW7fsP4w/Ojpap9Mtby6MeI/V2NjY8PBwSkqKj49PQkLC1atXmWRbAEW3eI2MjKxevXruqoeHx+yHfJLFnJycLBZLfn7+lStXEhISUlNT7969yzoUjudbvBaPSUQiEZMk+J06dWrucnh4eHt7e3V1tf2NTOA9b3l5edmfqIxGo5eXF8M8DiQkJMRgMLBOgbhbUVFR9l+Ncf369ZiYGIZ5MDt+/Hhzc/Pc1Xv37mH43zv2j4m8G3CpVJqfn5+UlJSYmJiQkFBRUTE6Orp3717WYRl70bEym8379++vq6uTy+UajUav16NYn2q1WhtTer1+QaTAwMDZuzQaTUBAgLOzc1RUlE6nY5vTZrOhPVaTk5MFBQVr1qxxdXVVKpUdHR1sc9psNq1WK9JqtfTe/hLRDmLpaAdBBETdIkKhbhGhULeIUGgvT4RCe/nXQK8Tl45eJxIBUbeIUKhbRChYukV7+TcwMTFx+PBhsVjc2trKOgsPFN3KyclRq9W8e/ljx4719/fv3LkzPT2dtoH2xsbGYmJizGYz2o9WRBGL9vJvwGw2FxYWVlVVsQ7yQii6RXv5N+Dv75+VlcU6xcug6BYv2ss7OrzdstFe3sHh7Rbt5R0d3m7RXt7R0V7eUVksFpPJNHt5ZGSE47hVq1bh+moMtBtwG+3lX2rxvx/m5eWxDvUc7eVfD+0glo52EERA1C0iFOoWEQp1iwiF9vJEKP8DIZFfrYe5LgEAAAAASUVORK5CYII="
|
<image>Look at this table. Is this relation a function?
|
no
| 639 | null |
no
|
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"
|
<image>How much more does a macaw cost than a kinkajou?
|
7,160
| 640 | null |
7,160
|
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"
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<image>If Rita buys 1+9/10 pounds of red paper scrap, how much will she spend?
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19
| 641 | null |
19
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"
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<image>What is the total cost for 4 pounds of blackberry jam, 1 pound of blueberry jam, and 3 pounds of boysenberry jam?
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51
| 642 | null |
51
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"
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<image>Some pizza restaurants compared their pizza sales. What is the range of the numbers?
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34
| 643 | null |
34
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"
|
<image>Look at the table. Then answer the question. At a price of $370, is there a shortage or a surplus?
|
shortage
| 644 | null |
shortage
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 645 | null |
linear
|
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"
|
<image>How much more does a train ticket to Baltimore cost than a train ticket to Chicago?
|
469
| 646 | null |
469
|
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"
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<image>A real estate agent counted the number of offices per floor in the building he is selling. How many floors have at least 25 offices?
|
15
| 647 | null |
15
|
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"
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<image>A city planner counted the number of floors per building in the downtown area. How many buildings have at least 70 floors?
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1
| 648 | null |
1
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"
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<image>How much money does Duncan need to buy a piece of floral stationery and a sheet of bright yellow paper?
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0.13
| 649 | null |
0.13
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pR2NJh11rDrHZ7P/8GWgobmel6BYefI27NhKZnBTz0M1oqpaA1VjjqRkPcvCs2//e9zT31Ra0NpV2XDlv8xvmW0szbBgZsu/CirkbdYRs0pOzPwzy6tlID7NftQWt9Rm2U+z846NTsHQtAaukmIcAsH3FfhWK2avKau6jzh4MV6GY/TZu6cP4jLHGU3WFbcaNnJmXUdR3SAETlqtQzK6ejcTKOOtNVKGYTR49F9sNPXpFhWL2j/8mALh58Y63xQwDsdGG4naTR89NvPvWL+zc4cvYGPhaaJSj1ngtfsseTXH2YLiL/iQdIWsrRbc1AVuZTW/d7BZO/keFYrZvw7Gdqw5aDHPRFrSe4/5nXfXbUdzHVFGcW6ZCMTOWdMh+lG+r4jnLdREA1FbV/+O/yVpprJaAlc1w902Ld7e2tH3YsP2TvoP7KCU1+czU3LvX4npktbW2T3Ocf+tyjPFI/bGTf8l5XDDPa0lxbhkA0PhoANDCbF3qt15BWY6Pn5abVvDPvE1LZ67T1FelUCnxt1PwcdTGv3YHrj7U1dk1Z+l0IRHBbX8Hndx9vl9B9mDGwslUKuXMgfD+joaxsCPO37pzLU7LQL3pdfPBzcF/TF6Zk1agZaBeVVmz+rctL569wss31jctn7VBWUNRaohEQVbJPO+lHe0dAHDrckzAhOXFuWXT5o83stALO3518fQ1b09B5wWAG2HRty7FqOkMp/PResRwdMfpJTPWFWWXjB5jaWyp/zA+Y5brIqzxf13gM0ROGgBMrQ1mLJwkKPQ/dpZY8OUlFcv81mvqq4lJimY9zPt90gqsX/xYSKbWhgCQk1YAAPW1r8sKnvLyUrNS87ALyX6UDwBmNkYJdx78MWXly4oqz2ljXH0cCzJL5oz9Mz+zGN5ZqBdkFR/YdHLcr256ZtrcTXF6f9i6hTsa65t8F04SFBY4f+TKmoBtWMC8NF4AOHvoUvbDPN8FEyWkxe5HJq30f+sM+TFVYA3YwmxZs2AbnZ82VHEIAAT4LL94IkJdR2Xa/PFD5KSD94Yu99vw4efbv9fSORzOH2vnLpq6avfaI3Zu1txZ5cUV+qbaplYGO0+tJ5PJT4qePozPuHcjQU1HGfPjZrPZbj6Ovy6YeOX0zWV+6zNScradWDPO1y306JXV87cm3kkFgPqahtAjlwFgz9mNxpb6036bYKM09tDW4F9/96FQvvANell56fEz3UOPXtm/6cT6oGWffyAWdu2r+piiy1ReqoPGuIonLwqyS27nhpFIpFHDPape1KTcfzx+xlis/MuKqguxR02sDOqq60cpe9bXNERdue8xxXn/xhMAsGCl3/x//ADA1XBKzI2E/MxiLQM1HgoPABTnlkXlhMnKy/QIoLmRGfSf4wCw4cDfPrM8AGDdwh1nD4YHrj7k4D7q720L8zOKXj2vtnezmb14Wo9jyWQyAJTml4fFHTO21C8tKHfWnVhRVlleVKGqPfxjIXFLPzUujcPhOHra3rx4JzM113yUcdajPAAwtzE6tT8MAKb4j1u4Zg4AOHnZ5qUVcp/3dX1TaOxRFU2lX3+fOHLYGLwpaqrqnb3t3Kc4O3naWjuaT3OYH301tru7m0wmY63NS6OeuLmXSqUYjdSfYud/72biq+fVvDTqx1SBNSCLxTay0F2zZwkAtLxpTU/O5uWlHry8nZeXymKx9m04Ji0r1cvn+/lSwHD1cdTQUy3KKb1+4X+WUtIyUNt/ceuuM//p7u7uaO+QGSoFANWv/scrfLSrFQBo6Kliuza/WOC7dVX1AJD1KJ/FYpPJZJlhUq8qq1ks1jAl2df1TUXZpf2Nk5uAlX40Oi38RETl05f9PdbCzoRGp5HJZDUdFQAYaWdKoVB4eHhUtYfjYWPIDJMysTIAAAlpcT1TTQAoLSh/w2wpyikFAEU1+VeV1a8qq7UN1QHgwf3H+IHWTiM+1D0AZKbmtrW2A4DbpLfW3mPGOwBASd6Tz5y6yAyTMrbUBwAVTSXstlD9qraPkDT1VYVEBAsyi9lsdmpsGgBMnz8BAFLj0ltb2soKnsopyQ6Rkx6mKAsAh7eGzPNeeioobMhQ6d9WzNQyUMPPO0xRVkVTCQD4Bfi0jTQAoKywHACWbJy//+JWJ0/bjo5OCWlxAOho72jicsm1tDejUikAYGKlTyaTORzOk+Jnn6OKibM8sQ0+frqkjHhnZ9cY/UmbluyOvZXsv8x36rxxHzZOv7tSEom0aL3/PK8le9cfXRn4J57e2dm1Y8X+G2HRddUN+EJLPVZcEhEVhnc3KQAQZggCAI1OAwA2uxsAmhuZANDd3T1K2YP7wBcVVVgLfhkyQ6WmzPMO3hO6d/1RqSES/ToWixkPG4u5R9gY4lJi+LYwQxgAGuub3o9lJ/3DXe2LivcjJSlZyV5P/bq+CQDofDR+gbe+x6ISIthG02smQ0zkk8GLir8vQ+envWG2dLO7+wiJTCabWOrfj0wqK3iaGpeuoqVkYmUgLiX2MD7DfJQxm802szECgElzPMsKn4Ydv3r3Whw2+jKxMjjy7068rUTE3i8OICgsAACv65oA4GF8xo6V+wsyi9vbOvAC3CLBDySTyfyCfG+aW17XNbJYbPiIKvDyeBuSyeSD4dtXzN1YWlAevCc0eE8ovwDf2n1Lx/m69WicLxlFOIy1MTDXyUzNvX3lHp64f+Px4L2hckqyR64GioqL7F13FJ/6fD4iokIAQKHwHLy8gzsd65a+hnnLZ1w8HhFxLsp9yns3T+zu3PHuY2ioa/yaUzTWv++JsV5ZXEoUf/CyfOvvyppKeIGhXN08D0/v916GmDAAtLd1tLW28/HTAaCh9m2E3JruL32HZGpteD8yKf52SmlB+dTfxgOAmbXh/cjE9OQsAMCkT6FQ1u5dsnRzQMaDnLSkrIsnIx4nZu7458DGQyuwquprGvBqX9c3Yk3R9Lp5rsdfb5gtc5ZMt3ezrnlVt3Dy/3z3AKC+5u3Tjo6OzhZmK3Yg9j3pVRVdnW+XXeJuQ0ML3aicsPLiivSU7Ps3E6Ou3FsxZ+NIe9Mhw/5nebIv/DX3zw3zAOB66G08JfNBLgA4uI+yc7XS0FN9UvwM+r9CoJ6JFoXCw2KxpWUl7VytbH4Z0dzI5HA4X//kTlxS1HfhxO7u7pth78dpkjLiAJCfVdzZ2QUAN8PufM0pXjx7lZdeCAB11fU5j/IBQE1bWUCQX11XBQB4KDx2rlZ2rlZkMqmrs4t7GYiPYThCF5v43rz4NrDrF24DgI6x5tc0SN8hYcP9C8f/BQBzGyMAMLU2aG/ruHLmJgCY2RgCwNVztzYt3t3W0mZpb7ZwzRzs5o89acWoqqzJSMkBgOqXtXhTlOQ9wZ4jzV8x08TKAP96cIsk4XYKs/kNAMRcj+dwODw8PMoaSv1SxbOyygObTl48GaGkJj/O123/xa2q2sO7u7urX9T2KPmFc0dLezPzUcapce/XRVJSV0i+9+j6hdt0fnr87RQ5JdmXFVWxt5L+PXMTa83PQVxKbOJsz3OHL88eu8jJa3RhdklaUpbRSD0712/gczb7r2lnD17CxlRvr8LBjEql1Nc0TBntr6AiV5L/hEandbR39HdlTOx5vKSMuL/3Ekt7s0cJGZ2dXTLDpBw9bQEg4B+/hZP/2fnPgaKc0taWtqjL94QZQreyL3yyWmGG0IKVs3auOrgmYFtyzMOG2sbEu6kUCs/yrQv6d+Uf0EdIuiaa/AJ8T0uewzuhYz19eXHFEDlpOaWhAFCcWxq8NzQh+oGNswWnm3MnIg4ARo+xxOuXkBYL8Flu5Wj+KCGjq4s1RE7a0dO2ofY1lUrp6mL947+JISaSEP1ASU2+vLhi+4qgP9a+fX5K46ONH+mnZ6p152ocALiMt8cGqJ+vCgFBvmOBZ9pa2lPj0mWGSlaUvSjJeyIzTEpTX7VHyS//H57F//mNe/ePtXMd3Ee1tbRfCr5m72Z9NGKXoYVuXVV9f3//WrN3yR9r59L5aBePX33x9NXU38afuLHnk2bZn4MwQ2jO/z4JGaYou/PUegUVucLskuoXtfvDtmID045+umBjCzooayit3bskPSW76kWtwQidYxG7sBnbmAkO+0I3q2gPvx56O+XeI/uxNmHxxz5zyjHv7xlbj69W0VSMunI/MzXX0t7s7N1DFqNNP31kn/QREoVCMRyhCwDKGorYTFRdVwUbemHfAQBYvHH+onX+HA4n9MiV8OBrohIiW46tmh7gg9cvJSu5Zu+S9JTs6he1BiN0jl4NpFIp0rKSW46vllOSvXcjsST/yZF/dy5YNVtQWOD+zUR8puvsbTdmgkNcVAqbzXYZb79+/9sncp+vCglp8XN3D41ytkiIfhC8JzQjNWecr1vo/SPY3Iwbktc+nZ/jlVb0bu5g4PKpG8tnbdDUV72edq5fBy7zW3/l9M0ZCyet2vUjLO/Ru7kI4oKkjyAoRDcZR3xbxvm6ffgE/XPYfnLt9pNrv3k8fYB6fQRBQdJHEBQkfQRBQdJHEBQkfQRBQdJHEBRkMo4gKBQAuPJ7zifLDX68g3R/jgtB/AC8g3TRgAdBUJD0EQQFSR9BUJD0EQQFSR9BUJD0EQQFSR9BUHqRvqenJ4kLKpWqqqr6119/NTUNdsdWghMfH29ra8tgMCQlJV1dXXNy3v/KkZycbGdnh2W5ublxZxGW3nt9ZWXl+++4cePGzJkzT5w44eTk1F8rYMQPIz093cnJSVZW9sqVK8HBwTU1NY6Ojg0NDQBQVFTk6OiopqaWmpoaExNDJpPt7e1ramoGOuSBxmufDud/8fDw0NfX75F48uRJAEhISOAMVj68EELx999/a2hosNlsbDc3NxcAIiIiOBzOtm3b+Pj4urq6sKynT58CwPnz5wcs1kGA1z6dzx3rm5ubA0BlZSW2m5SUZGNjw8/PLygoaGdn9+jRW8eRQ4cOSUlJpaenm5ub8/PzKykpBQcHf+tvK6IXtmzZUlBQgPnJAQCdTod39nLYBg8PD7ZNo9HgA09IAvK50i8qKgIAeXl5ACguLnZwcJCRkUlOTo6PjxcSErK3t3/x4gUAUKnU5ubmVatWnT59uqmpadq0af7+/lgW4gfAZrObmprS09PnzJmjp6fn5OQEAJMmTeLh4Vm/fn1HR0dra+umTZtkZGTc3L7kDdqfio8NeLre0dLSEhsbO3z4cD09Pex+umjRIhERkdbWVqx8fX09Ly/vpk2bOBzOsWPHACA+Ph7Lev78OQDcvHnzx9zCfsBZBjn379/HPlYXF5fa2lo8PT4+XkxMjEwmk0gkOTm5zMzMAQxyMPDRAU9WVhb1HQICAnZ2dqqqqpGRkdgNNC0tzcjIiI/vrf2vmJiYsrJyZmYmfriBgQG2wWAwAOD169ff5VuL+ABDQ8PY2NiQkJCqqipbW9v6+noAKC0tnTBhgqen54MHD5KSkiwsLDw8PKqqqj5Z289N79JXU1N79I4ZM2ZISEiEhoYOHToUy21ubhYVFeUuLyoq2tzcjO/i3woMDuGHlT8MERGRUaNG+fr63rt37/nz57t37waArVu3ioqKHj9+3NTU1MLC4uzZs+3t7UFBQQMd7ADTu/T5+PhM3hEYGMhms5cte78eiYiISI+OvKGhQUTky22vEV9PVFRUbGwsvstgMJSVlUtKSgCguLhYXV0dd6ikUqkKCgpYFpH59DRXTExs8+bNJ06cSEhIwFJMTEzS09Pb29ux3ZqamtLSUlPTr/VARXwNR48enT9/Ppv91rCbyWSWlZUpKSkBgIKCQmFhIX7v7erqKi8vV1RUHKhQBwmf9YRn9uzZxsbGc+fO7ezsBID58+d3dnbOnj27oKAgMzPT19eXwWD4+vp+51ARffHXX3+VlJRMmjTpzp07t27d8vLy6urqmjVrFgDMmzevpKRk0aJFBQUFeXl5v/32G5PJ9PPzG+iQB5jPkj6ZTD5w4EBRUdGWLVsAQFlZ+e7duxUVFUZGRtbW1gAQGxsrKdn7qjiIH4OVlVVUVFRNTY2Pj8/06dMB4P79+6qqqgBgaWkZGRmZnp4+cuRIGxub8vLymJgYDY0vX6Dp54DktU/n53ilFb2bi/h80Lu5COKCpI8gKEj6CIKCpI8gKEj6CIKCpI8gKEj6CIKCpI8gKEj6CIKCTMYRBAWZjCOICPpHBgRxQdJHEBQkfQRBQdJHEBQkfQRBQdJHEBQkfQRB6d1kHPeQwrh48SKZTN6/f/+3OmtdXR2JRLp06VLfxcaPH+/g4AAAubm5JBIpMTHxWwXwU/Ixk/G0tDTSByALKsonSyQkJPz666/Lly9fsGDBDwgI8WVgJuPe3t5r1qxpbW1dv369o6Njfn6+mJgYk8kEgCtXrnAbh4mJiQ1csIOCT0i/oKDAw8Nj0qRJmBcDYtASHh6upKR09uxZzBxSSUlJR0cnMTHR3d0dk76Dg4OQkNBAhzmI6GusX1VV5eLiMmLEiOPHj3On19TUTJ8+XUJCgk6nm5mZ3bt3D0vv22H8yJEj8vLyfHx8lpaWeXl5eDqbzV69erWysjKdTh82bFhAQEBLS8s3vUZC0IfJOOYJKSAgMIDhDUI+Kv03b964urpKS0uHh4dTKO9vDmw229nZOSUlJSwsLCMjw9zc3MXFBVvIoA+H8YSEhHnz5nl7e2dmZv7zzz+LFy/GKwwMDNy5c+e2bduys7NDQkJu3LixcuXK73nJPzO9mowzmUw+Pj78W4HA6L05WCzWhAkT0tPTJ06c2KO3iI6OzsjIOHr0qL29vaam5t69e5WUlHDv0o6OjhUrVqirq1OpVH9//66urqysLAA4c+aMlJRUYGCgurq6q6trQEAAXqG/v39RUdH48ePV1NQcHBwmTJgQHR393a73JychIYHBYBgbG9Pp9JiYGF5eXgBgMplUKjUgIEBWVpbBYIwaNSo5OXmgIx14epd+Xl5eXV3db7/9tmLFitTUVO6sR48eUSgUGxubt8eTydbW1ikpKXiBXh3G8/Pz9fT08IU9RowYgZfncDgbNmwYMmQIDw8PiUQKDAzEVoBCfAG9moyzWCweHh4ajXb+/PnQ0FAKhWJnZ4fdqIlM79JXVFSMj48PCgoaMWLE+PHja2tr8azm5mYWiyUoKEh/R3BwcHV1NV6gV4dxJpPJbcXMvR0QEHDr1q3Q0FBsrQo02vkaejUZX7FiRUNDw65du2xtbV1cXK5fvy4sLHz48OGBDnaA6f0Jj4iICKbgCxcuGBgYTJo0KTo6GuuzRURE6HR6RkYGd3m8O/8YAgIC3GuPYr0RAHA4nIiIiFWrVtna2mIp6HnzlxEVFUWn0/Fm5DYZ7wE/P7+ysjK2mByR+cTUZ8iQIefPn4+NjV2xYgWWYmZm1t7e3t3drfEOPj6+YcOG9V2Purp6dnY2boGNO8GzWKy2tjb8oVtTUxO26N8XXw9h6cNkfMuWLdz30ubm5oKCguHDhw9MoIOGT8/67e3t16xZs2PHjsuXLwOAg4ODoaHhtGnT4uPjnz59Ghoaamho+Mm75+TJk2tqahYtWpSdnR0eHh4SEoKlU6lUY2PjkJCQsrKytLQ0Ly8vLy+vhoaGwsJCFov11VdHIPowGZeSktq8efOSJUuSk5MjIyPd3NzYbDb6gfKz1s1ls9mOjo5CQkIFBQUcDqe6unr69Oni4uI0Gk1DQ2P37t1YMWwNOXx9VuyXlDNnzmC7u3fvlpWVpdFoFhYW2MJb2NKt2dnZpqamdDpdS0srIiKisrJSWVlZQkKivLx83Lhx9vb2HA4H+02+71V70TJyd+/etbGxYTAY4uLi9vb2Dx48wLOOHz+ur6/Pz88vIyPj6emZn58/gHEOBrz26SCTcQQRQe/mIogLkj6CoCDpIwgKkj6CoCDpIwgKkj6CoCDpIwgKkj6CoCDpIwgKMhlHEBRkMo4gIugfGRDEBUkfQVCQ9BEEBUkfQVCQ9BEEBUkfQVCQ9BEEpS/pT5w4kUQiHT16tO8qdHR0en3HmdtJfP/+/dzuhYjvQX5+/tixY8XFxSUkJMaMGdPDZConJ0dDQwPzBUNAH9JvbGy8du2avr7+qVOnvv40o0ePPnjw4NfXg/gYr169srW1bWpqOnfuXEhISHV19S+//IIZzQLAyZMnLSwsUO/DzUfbIjQ0lJ+ff/fu3XZ2dqWlpSoqKl9zGm1tbW1t7a+pAdE3p0+fZjKZ169fx5zthg8frq2tHRcXN3bsWABYt25deHh4VlbW1q1bBzrSwcJHe/2QkBAfHx9bW1sFBYUzZ85wZyUlJRkYGNBoNHV19cuXL5NIJDzrY07i3AOehIQEzDNDSEjIysoqPj4eS+/o6Fi6dKmcnBwvL6+CgsLKlStxKx5paemgoKC///5bWlpaWFjYzc2N2+oQAQBz587NysrCHR3l5OQAAHeMTE5OdnFxGbDgBiW9S7+wsPDhw4e+vr4kEmn69OmYlw6W1dTU5O7uLioq+vDhwzNnzhw6dOjVq1dYVh9O4jgtLS1ubm5aWlopKSmpqan6+vouLi6YJe38+fOPHTu2Y8eO/Pz8TZs27du3b/ny5dhRVCo1MDBw6NCh5eXlmZmZ6enpGzZs+PaN8f+MqKiompoavhsZGUkikSwtLbHdT9rjEZFenZuWLVumrq6ObZeWlgJAXFwctnvu3DkAyMnJwXNJJFJAQACHw5kzZ46UlBSLxcKyTp48CQDh4eEcDicoKIiHh4fD4WCe4/Hx8ViZrq6u2NjYlpaWuro6CoWyadMmPIbFixcLCAh0dHRwOJyhQ4fa2dnhWbNmzTI1Nf3QVOjrXIl+Hp4+fSohITFr1qwe6Vu2bBERERmIiAYdXvt0eun12Wz22bNnp02bxmKxWCyWgoKCpaXl6dOnsdz8/Hwqlaqj8/ZfnZWVlSUlJfGsjzmJ46irq2tqak6ZMmXr1q3p6ek8PDyjRo3i5+fPyspisVhWVlZ4STMzs5aWFuyLB1ze5QDAYDCwGwXiQ4qLi62trfX09L7hsn8/Jb1IPzo6+uXLl6tXr6a+IykpKTw8vK2tDQCYTKawsDB3eXx82YeTOA6NRktISJg2bdqJEyeMjY0VFRVDQ0Ph3aI33OucYdv4M4pevcsRPUhLS7OysjIxMbl58ya2phDiY/Qi/ZCQEEtLy0dcJCYmtrW1Xb16FQAEBARwOWLgjuEfcxLvgbi4+JYtW0pKSoqKipycnKZOnYrPz7j7cmyBiV6/P4hewdrT3d390qVLSPefpKf0scf506ZNM+HC0tLSwcEBG/Ooq6t3dXXhP5fk5ubii6B8zEmcm/Ly8oiICGxbTU3tyJEjFAolMzNTX1+fQqFwL3STnJwsIiKiqqr6LS/356Wrq8vDw8Pe3v7YsWNo2azPoedz/dDQ0K6uLm9v7x7pPj4+s2fPfvXqlZubm5CQ0IIFC7Zv397W1rZixQppaWmszOTJk0NCQhYtWjRnzpyioiLcSZybioqKcePGbdu2zc3NDQAuXrwIAObm5mJiYn5+ftu3b1dXV8dWxTl27NiyZcvQrzCfyeHDh8vKyrZt2xYXF4cnysrKqqmpNTQ0ZGdnA8CTJ09YLBbWJcnIyGhoaAxUtIOCHg9GzM3NR48e/eGM+PXr11QqdceOHRwO5+7du9ra2lQqVVVV9dKlS1ZWVnPnzsWKfcxJHH/Cw+Fwzp49a2hoKCAgICwsbGFhERkZiaVjz/VlZWUpFIqSktLmzZu7u7uxrKFDh65cuRIPZvHixcrKyh/O2b963v9/jIeHx4cfrr+/P4fDuXXr1odZvr6+Ax3yQIJMxhEEBb2biyAuSPoIgoKkjyAoSPoIgoKkjyAoSPoIgoKkjyAoSPoIgoKkjyAoyGQcQVCQyTiCiKB/ZEAQFyR9BEFB0kcQFCR9BEFB0kcQFCR9BEFB0kcQlF6k7+npSSKRdu7c2SO9rq6OSqWSSCTcChMxqEAm4/2i916fn5///PnzPRLDw8OpVOrnVJqXl6eoqPiVkSH6BTIZ7y+9S9/KyiojI6OwsJA78cKFC716CX5IWlraNwgN0R9wk3FnZ2c3N7czZ868fPkSNybBTManTZs2sEEOKnqXvoyMjL6+PnfH/+LFi4SEBEdHRzyFzWavXr1aWVmZTqcPGzYsICCgpaUFANatW+fr6/vs2TMSibRnzx4AqKmpmT59uoSEBJ1ONzMzu3fvHl5JUlKSjY0NPz+/oKCgnZ3do0ePvtN1/vQgk/H+0rv02Wy2j48P5oaJERYWpqOjw+2FFhgYuHPnzm3btmVnZ4eEhNy4cWPlypUAsGzZsoULF8rJydXW1s6bN4/NZjs7O6ekpISFhWVkZJibm7u4uGDD0OLiYgcHBxkZmeTk5Pj4eCEhIXt7+xcvXnznS/45QSbj/eZD5yYPD4+pU6eWl5cDwMOHD7FEU1PTzZs3h4eHA0BXVxeHw2lsbHz27Bl+1OLFizU1NbHt5cuXKygoYNuRkZEAEBMTg+2y2Wx1dXXMsmrRokUiIiKtra1YVn19PS8vL7fPeH9Nhb7swJ8PZDL+SXo3GcdQVFQcOXIkNuYpKyt7/PjxpEmTuAtwOJwNGzYMGTKEh4eHRCIFBgbi5pvcPHr0iEKh2NjYYLtkMtna2jolJQUA0tLSjIyMcAtlMTExZWVlzLMN8cUgk/HPpK/n+lOmTAkLC+vu7r5w4YK5ubmSkhJ3bkBAwK1bt0JDQ7FuGxvtfEhzczOLxRIUFKS/Izg4GFsOqLm5mdtVHABERUV72Dgj+gUyGf98+nra5ePjs2jRosTExAsXLsyZM4c7i8PhRERErFq1ytbWFkupqqrqtRIRERE6nZ6RkcGdiC0/ISIi0mOFiIaGBjQq/WIwk3EvL6+jR48is+VP0lcDSUpKOjo6HjlyJD8/38fHhzuLxWK1tbUJCQlhu01NTRERERyu5R7wbTMzs/b29u7ubo138PHxYfo2MTFJT09vb2/HStbU1JSWlpqamn7DyyMOyGS8v3yijbAxz+jRo2VkZLjTqVSqsbFxSEhIWVlZWlqal5eXl5dXQ0NDYWEhi8USFRWtqqqKj48vLy93cHAwNDScNm1afHz806dPQ0NDDQ0NDx8+DADz58/v7OycPXt2QUFBZmamr68vg8Hw9fX9jpf784KZjE+dOjUuLi72HcXFxQDQ0NCA7eIm47GxsT1+tCEiH3vCg20zmUx+fv5jx45hu9xPeLKzs01NTel0upaWVkRERGVlpbKysoSERHl5+bNnzzQ0NAQFBdevX8/hcKqrq6dPny4uLk6j0TQ0NHbv3o2fKykpydramk6nCwoKOjs75+bmfs2c/YuP/QlAJuP9ApmMIwgKejcXQVyQ9BEEBUkfQVCQ9BEEBUkfQVCQ9BEEBUkfQVCQ9BEEBUkfQVCQyTiCoCCTcQQRQf/IgCAuSPoIgoKkjyAoSPoIgoKkjyAoSPoIgoKkjyAovUs/Li7O1dV12LBhNBpNVlbWy8vr8ePHPzgyRH+Jj4+3tbVlMBiSkpKurq45Oe9/5UhOTrazs8Oy3NzcuLMISy/Sj4qKwprp5MmTKSkp+/fvxwysv+YdfikpqadPn2LbBw4cmDFjxhdXheiV9PR0JycnWVnZK1euBAcH19TUODo6Yn54RUVFjo6OampqqampMTExZDLZ3t6+pqZmoEMeYHqxoDpx4oSWlta5c+ewXSMjI0dHRwsLi7i4OA0NjS84R0VFBW75C8iC/PsQHh6upKR09uxZzIRHSUlJR0cnMTHR3d0ds0jav38/5q8fFBSkqKgYExMzefLkgY56IOml12exWJg7Go6QkFBubq6/vz+2+/LlSx8fHxERETExsQkTJuDeyJWVlRMnThQTE6PRaLq6utiXJzY2VkFBAQCUlJQ8PT1tbW2Dg4NPnTpFIpGQveY3ZMuWLQUFBbj5FOY6iO+SyWT8M6XRaMDlEUZcPrSvOX78OAB4eXklJyezWKweuV1dXXp6esbGxjExMfHx8SYmJnp6et3d3R0dHRoaGjo6Opi90erVqwHg2rVrnZ2dYWFhAJCent7c3NzY2GhsbDxp0qTa2toPK/9KZ5VvWNv/KSwWq7GxMS0tbfTo0Xp6eh0dHRwO59mzZ8LCwmvXrm1vb29paVmwYIGMjExTU9NABzuQeO3T6UX6HA5n3bp1AgICACAsLDxmzJgjR460tLRgWZhpeF5eHrabkZExfvz4ysrKq1evAkBSUhJeibGxsaOjI+edBVJ5eTmWbm5u/j38j5D0ORzO/fv3sR7NxcWltrYWT4+PjxcTEyOTySQSSU5OLjMzcwCDHAx81GR87dq11dXVV69e9fX1ffLkib+/v7q6en5+PgA8fvyYn59fS0sLK2lgYBAeHj506NC0tDQeHh7uFYfMzMzQkOYHY2hoGBsbGxISUlVVZWtrW19fDwClpaUTJkzw9PR88OBBUlKShYWFh4fHx+yBicNHn+sLCAh4eHjs27evoKDg3r17LS0tS5YsAYCmpibcEZ+b5uZmERERbqNT5Bj+4xERERk1apSvr++9e/eeP3++e/duANi6dauoqOjx48dNTU0tLCzOnj3b3t4eFBQ00MEOML1I/+XLl0wmkztl9OjR3t7eWBcuJCTU2NjY3d3d4ygRERFs+IinNDQ04Es7Ib43UVFRsbGx+C6DwVBWVi4pKQGA4uJidXV1EomEZVGpVAUFBSyLyPSUfnV1tYKCwubNm3ukl5SUYGbLJiYmbDY7KSkJS8/PzzcxMcH+stns1NRU/JDk5GRux3BObxbkiG/F0aNH58+fz2azsV0mk1lWVoatBqKgoFBYWIi3eVdXV3l5OVrdtZdp7tKlSwHAz8/v2rVrSUlJly9fdnd3J5FIFy9e5HA4nZ2dmpqaGhoat2/fTkhIsLS01NHRYbFYnZ2d2traBgYGKSkpxcXFy5cvJ5FI2BJaDx48AICgoKCcnBwOh+Ps7Kyrq5uens49D/smE5dvWNv/HQkJCRQKZfz48dHR0ZGRkfb29nx8fMXFxRwOJzExkUwmL1y4MD8/Pzc3d9asWXQ6vaCgYKBDHkg++oTn9OnTNjY2UlJSNBpNQUHBy8srMTERz62oqPD29hYSEmIwGN7e3hUVFVh6ZWUl9ryfl5fXyMjo6tWrWDqLxXJxceHj43N2duZwOJGRkeLi4uLi4rdv3/62F/MNa/t/5O7duzY2NgwGQ1xc3N7e/sGDB3hWVFSUlZUVg8EQExOzs7PjfhBHTJDJOIKgoHdzEcQFSR9BUJD0EQQFSR9BUJD0EQQFSR9BUJD0EQQFSR9BUJD0EQQFmYwjCAoyGUcQEfSPDAjigqSPIChI+giCgqSPIChI+giCgqSPIChI+giC0ov0PT09DQwMfngkiK8lPz9/7Nix4uLiEhISY8aMyc3N5c7NycnR0NBgMBgDFN2gA/X6PwmYEXxTU9O5c+dCQkKqq6t/+eUX3ALs5MmTFhYWmNMyAuOHtkVXVxeVSv2RZyQOp0+fZjKZ169fx2y/hg8frq2tHRcXN3bsWABYt25deHh4VlbW1q1bBzrSwUL/ev3a2trp06cPGTKETqerqant27cPS3/8+DGJROJeeUVFRQUzKszOziaRSLdu3dLW1jY3N++jEsTXMHfu3KysLNzuTk5ODgDwZQ2Sk5NdXFwGLLhBSf96fcx99uLFi9LS0ikpKbNnz5aXl/f09OzjEF5eXgBYv3798uXLsSnEF1SC+CSioqKioqL4bmRkJIlEsrS0xHaHDRs2QHENXvon/eDgYBKJJCUlBQBqampBQUHR0dF9qxYbX9rY2Pz6669fXAmiXzx79mzBggV+fn7q6uoDHcvgpX8Dnrq6Ol9fXwaDQSKRSCRSWloatlrTJ+E23/ziShCfQ3FxsbW1tZ6e3v79+wc6lkFNP6Tf3t7u7u7e2tr64MGDrq4uDoeD308/CX4v/ppKEJ8kLS3NysrKxMTk5s2b2JpCiI/RD+lnZ2c/efJk27ZtGhoa2DAGX54AN7DGaWtr628liK+kqKjIycnJ3d390qVLSPefpB/Sx0z3hYSEsN2kpKSysjIOhwMA2A8l+FPkqqqqV69e9bcSxNfQ1dXl4eFhb29/7Ngx7gU+EB+j92kuk8mMioriTtHV1dXX1+fn59+7d++6desyMzM3btzo6upaVFRUXV0tLy8vJSV1+vTpkSNHNjc3L1y4UFJSstea+6hEWlr6218fYTh8+HBZWdm2bdvi4uLwRFlZWTU1tYaGhuzsbAB48uQJi8XCVqCQkZH5sqVgfx4+9Ob28PD4sFhwcDCHw7l48aKSkhIfH9+oUaMKCgqioqIYDIaxsTGHw7l165ampiYfH5+Ghsb169dHjhz5xx9/cDgcbPWOO3fu4PX3UclX2kZ/ZQ3/1/T6qfn7+3PeLePXg++xkt//EchkHEFQ0Lu5COKCpI8gKEj6CIKCpI8gKEj6CIKCpI8gKEj6CIKCpI8gKEj6CIKCTMYRBOW/oKRWfdBefTsAAAAASUVORK5CYII="
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<image>Ron's class tracked how many newspapers each student collected for their recycling project. What is the mode of the numbers?
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21
| 650 | null |
21
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"
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<image>How much more does pasta with pesto sauce cost than pasta with tomato sauce?
|
1.66
| 651 | null |
1.66
|
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Jk/h8/rlz5+Rn0paXlzOZTPJhEt0M1NTUHB0dHzx4YGNjg+rb2toePXrUp1mWr0IvAbS3t7e2tpJzb5uamrKzszs9ytEdFQtl8+bNAQEBnp6ekZGRZmZmLS0t+fn5u3bt+uijj5ACBALBjRs3bty4YWpqumrVqjlz5mzbts3f318ikSQmJl68eLGsrAxNvVQsN27ckO+8NDU13d3dewnA0dHxwIEDPj4+YrF41apVs2fPTk1N/fPPPy0tLRUem2pQ4UAaUVRU5O/vb2Jioq6ubmho6ObmduTIETSLmCCI3NxcPT09PT099Hx79OhRe3t7dXV1XV1dPz+/8vJyZBYSEoKWFUG4u7uTK/wQBGFhYdF1XmrvTz2dINcE6SmAW7duvfvuuxoaGra2ttnZ2Y8ePbKwsNDX16+srHwznnpwPgrOR6HEG9WPYpQHFgqGElgoGEpgoWAogYWCoQSeAIahBL6jYCiBhYKhBP7CDX/hRgl8R8FQAgsFQwksFAwlaCaUnJwcJyenQYMGmZqaRkZGksu9K5YbN24IhUIul6urqxseHt7c3KwML/SCTkLJz8/38/MbO3ZsTk7O559/npWVRS5dr0Dq6+uFQqFMJsvKytq1a9fJkyeV4YV20Gm/vR07djg5Oe3ZswcVnz17Fh0d3dLS0u22Dv0mKSlJKpVmZWWh1aQ5HE5QUNDt27dHjx6tQC+0g05C2bdvn/zePaampgBQW1urWKGUlpaOGzeOXHP8/fffV1NTO3PmDBYKbZDfqwkAcnNzjY2N0d4VCqStrQ3tGoJgs9m6urrk/n9vLXQao8iTk5OzZ8+erVu3KjyH2crKqqSkhJws8uTJk4aGBnIL1LcWWgolKysrMDAwPj5+wYIFCm88PDy8rq7u448/FovFVVVVH3zwAY/He+M3T34p9BNKamrqnDlzEhIS0AZFCsfGxiY5OfnQoUMCgcDW1nb69OkGBgbk/nxvLTQTyrFjxyIjI/fu3dvLFn2vTmRkZG1tbXl5eU1NTXh4+MOHD8eMGaM8d7SATkIRiUQLFy7csWMHud+qkrzs3btXU1PTyspKU1MzPT1dTU2N1mvgKAQ6db3x8fFmZmZ2dnbnzp0jK21tbRXbL7S2tkZFRZWWloaGhv7555+rVq1as2bNa5uPOHBR9cSiPqCjo9M1/rS0tP611tMEMIIgMjIy7OzsOByOmZlZYmJiT/tQv1XQ6Y7y6ktXUCQwMJDWC/MpAzqNUTAqBAsFQwksFAwlsFAwlMBCwVACCwVDCSwUDCWwUDCUwELBUIJmQvn+++/t7e25XK6pqemSJUuUlIV/7969WbNm8Xg8HR2d4OBgcinbTvB4PMb/kp6e3tVMX1+f0YVuLQdy9j+dvsL/7rvvYmJiEhISPDw87t27t3r16nv37hUUFCjWS2trq1AoNDExycrKkkql8fHxvr6+ly9fZjAY8mYEQUgkko0bN06ZMoWslF8umyQ7O7u9vZ0s3rp1KzY21t7evpMZyv63t7fPysqqqalZsWJFfX39yZMnFXpwr4Cqf2zqA5MmTQoLCyOLSUlJACAWi/vXWk8/CqakpHA4nJqaGlS8c+cOAOTl5XUyQ//up06d6qvfyZMnx8TEdK1PSEjg8XiNjY2oiHa3Ki0t7Wv7SoJOd5SLFy/KFzU0NLpu4fLqFBYWOjs7k8sh29jYWFhYFBQUdEpJQULp6xK3GRkZJSUl3W4vNsCz/+kkFERbW1tzc/O1a9c2bdoUGRmp2LkaACASiRwcHORrRowYUV5e3skMpVtraWlRb7mjo2PDhg2rVq3S09Pr+u4Az/6n2WAWALZs2TJ48OAZM2bMmTMnOTlZ4e03NTVpa2vL12hra3fNcEBCOXjwoJWVlZaWlr29fWpqau8tZ2ZmPn78eNmyZd2+O8Cz/+knlMWLFxcUFPzjH/84cuTIvHnzVBXG8+fPdXR0Hj16tHPnztzcXDc3t8WLF6ek9LbUSlJSUlBQULfpVzDws/9VPUjqP4WFhQBQUFDQv4/3NJh99913P/zwQ/kaoVDo6+v70ganT58+evTont7966+/ACA/P7+XFvbs2YP6skGDBu3YscPKymrt2rUv9ft6oM0d5cWLF2lpaWVlZWTN+PHjAUAkEinWkbW1dacRSXl5+ahRo176QXt7+/v37/f0bkFBgYaGhquray8tDOTsf9oIRV1dffny5V9//TVZg7ajHD58uGIdeXt7FxcXV1dXo+LVq1erqqqmT5/eySw7Ozs4OFh+96krV66MGDGip2bPnj1ra2vbabspeQZ69r+qb2l9IDExUU1NbcOGDefPnz969OiIESNsbW1fvHjRv9Z66npevHhhY2Pj4uJy5syZnJwca2troVDY9eMlJSUaGhrTp08vKCg4e/ZsREQEAPzrX//qyZ27u3tQUFAv8fz+++9MJjMmJqa4uPjQoUN8Pj8hIaF/h6YM6CSUjo6O7777bsyYMVwu18TEJDQ0VH6byr7SSxb+w4cP/fz8tLS0dHR0Fi5c2NDQ0G0LFy5ceO+99/h8Pp/Pnzhx4k8//dSLO2tr64iIiN5DGsjZ/3hVSLwqJCVoM0bBqBYsFAwlsFAwlMBCwVACCwVDCSwUDCWwUDCUwELBUAILBUMJugpl7ty5DAbj7t27ymicYha+RCJZtmzZkCFDuFzu5MmTr169+tKWlRq2UqGlUPLy8jIzM5XUOMrCF4vFWVlZx48fLysrQ8koXS0XL16clZWVlJRUUFBgYmIyderUx48fqypspaPqH5v6jEQiGT58+EcffQQAIpGo3+28YhY+yoMhs/Db2tpMTU3j4+OVHbaqoN8dJSEhwcDAIDxcWZur9pSF39VMXV2dzBdhs9lTp07tZZKRssNWNgMmJZMat27d2r1795UrVzo6OpTkgmIWvkgkMjExUVdXlzdDk3G68hrCVjZ0uqN0dHQsWbIkJiam6zQ7BUIxC79bs5aWlq5SeD1hKxs6CSU5OfnJkycJCQmqDqRv0DTsTtCm66murl63bl16ejqXy1WqI4FA0NTUJF8jFou7LkjcrZm2tnanmYuvLWxlQ5s7Sn5+flNT08yZM1ksFovFQin4NjY2AQEBinVEMQvf2tq6qqrq+fPnvZu9trCVDW3uKH5+fiUlJWSxrKwsMDDwxx9/VPjUXG9v78WLF1dXVxsZGUHPWfheXl4dHR05OTlo6eJnz56dPn06JiZGVWErG9oIBeUwk0WpVAoAVlZWZmZminUUFBS0efPmgICAzz///Pnz53FxcUKh0M3NrZOZmZnZokWL0LoEhoaGX375JZPJjIqKUlXYyoY2Xc9rQ11dPT8/38DAwM/PLyQkxNnZOSMjo1vLb7/9du7cudHR0VOnTpVIJIWFhfr6+q852tcGzsLHWfiUwHcUDCWwUDCUwELBUAILBUMJLBQMJbBQMJTAQsFQAgsFQwksFAwl6CSU7du3d1pR3sbGRuFerl271nXp+idPnnQyS0pK6mqmjHgGCLT5URAAWlpazMzMDh48SNYoI8kDLe2amZkpn4Oiq6vbyWz27Nl2dnbyNbGxsVgoA4KWlhZ9fX0PDw9lewEAT0/P3tfENjY2NjY2JotnzpwpKys7deqUUmNTIXTqepqbm/u69nz/vEDf1y6PjY2NjY01MTFRWlwqhk5CaWlp6dP167cXTU3NPu3FkJaW9vjx41WrVikvKpVDM6HU1dXNmjVLIBAYGRkFBwdXVVUpwwubzY6Ojh46dCifz3d3d7906VLvH9m6dWt0dHSnpPw3DDoJBQCqq6uFQmFOTs727duLi4uFQuGzZ88U60IqlTKZTA6Hc/To0bS0NBaL9d5775WWlvZkf+7cudu3b4eFhSk2jAGHqqcq9p/i4mIAyMjI6N/He1lnVh6JRDJ48ODo6OieDJYsWTJx4sT+xUAjaHZHkQfNp+pl+XmFwOVyLSwsevGSn5/v5eWl1BgGArQRilQqXbRoUVpaGllz+fJlAOhl+fn+kZiYuG7dOrLY3Nx8586dnrw8ePCgsrLS0dFRsTEMQGjzPQqLxZLJZJGRkY2Nje+8845IJFq/fv3o0aNnzpypWEcGBgZr16598eKFv7+/WCzeunWrTCbraTemyspKALC0tFRsDAMQ2ggFAFJSUoyNjb/66qvq6uqhQ4f6+vp+9tln8tPEFQIalu7evTs5OVlbW9vZ2bm4uHjkyJHdGqOv9nvaq+lNAmfh4yx8StBmjIJRLVgoGEpgoWAogYWCoQQWCoYSWCgYSmChYCiBhYKhBBYKhhI0E0pdXd2CBQv4fL5AIPD390f72GNeA3QSikwmmz59enl5+fHjx9PT0ysqKvz9/VUd1NsCnX4UzMzMvHnz5sOHDw0NDQFg2LBh//73v9vb29lstqpDe/Ohk1CysrI8PT2RSgDAxsbmDZ5HM9CgU9dTUlJiaWm5ceNGMzMzXV3dwMDA6upqVQf1tkAnodTW1mZkZPz1118ZGRn79u27evUq7Zb1pS906nra29sNDQ1TUlIYDAYAcLlcHx+fixcvTp48WdWhvfnQ6Y7C4/HGjh2LVAIASB9o4yWMsqGTUEaOHFlbW0sW0YYnHA5HdRG9RdBJKD4+PkVFRaRWzp07BwBjxoxRZUxvDXQSSnh4uL6+vq+vb2Fh4Q8//PDRRx/5+PiMGzdO1XG9FdBJKDwe75dffhEIBL6+vuHh4VOmTDly5Iiqg3pboNNTDwBYWlrm5uaqOoq3ETrdUTAqBAsFQwksFAwlsFAwlMBCwVACCwVDCSwUDCWwUDCUwELBUIJOQtHX1++6/Hx6errCHV24cMHDw4PP5w8ePHjGjBnyO1zLc//+/Xnz5hkaGvJ4vAkTJmRnZ/fU4BsweYBOQsnOzj4rx86dO5lMJlryT4Fcv3596tSpQ4cOzczMTE1Nramp8fLyamho6GTW0tIiFApFItGePXtOnTplbW3t7+9fVFTUtcE3ZPKAqpel7D+TJ09GG5n3j56WD42Pj7exsZHJZKiIVpjNzs7uZJaTk6OpqXn//n1UlEqlhoaGK1eu7Oro+PHjbDa7uroaFe/cubN///62trZ+R64SaPajIElGRkZJSUlWVpbCW05MTExMTCSLGhoaANB1xfMZM2bIr4XMZDLZbHa3C6O/GZMH6NT1kHR0dGzYsGHVqlV6enpKciGTyZqamq5fvx4REWFvbz916tSeLJ8+fXr37t3ly5c3NzdHRER0NXgzJg/QUiiZmZmPHz/uaUlPhVBUVMTn8x0dHTU0NAoLC3tZe5LH41lZWeXn5xcWFlpbW3c1eDMmD9Cy60lKSgoKClLqop3jxo07d+7c/fv3d+7c6eHhcf78+Z7uXkVFRTU1NUePHvX09MzNzXVxcelk8IZMHlD1IKnPoGfL/Pz8V2yH4lr4jY2N2tra69ate2mDbm5ukyZN6lpvbm4eEhJCFp8+fQoAe/fu7WvAqoV+XU9BQYGGhoarq6uS2s/Ly0Np2wg+n29hYSESiTqZ3bx5s9NXOI6Ojl3N4E2ZPEA/oZw9e9bW1hY9jCiDvXv3RkVFyWQyVGxpaamoqBg+fHgnswsXLoSEhDx69IisuXnzZlczeGMmD6j6ltZn3N3dg4KCXr2dnrqeoqIiFosVGBiYn5+fm5srFAo1NTXLy8s7mdXW1hobGzs4OJw4ceLs2bNoZH348OGujpqbm01NTZ2dnc+cOZORkWFsbOzj4/Pq8b9m6CcUa2vriIiIV2+nlzHKmTNn3Nzc+Hy+np6eUCi8fPlyty2IRKKgoCBDQ0MtLa1x48YdOnSoJ18ikWjatGlcLldHR2fBggV1dXWvHv9rBq+Fj9fCpwT9xigYlYCFgqEEFgqGElgoGEpgoWAogYWCoQQWCoYSWCgYSmChYChBM6EcOHDAwcFBS0vLzMxs6dKldXV1SnJUUlJiY2PD5/N7samrqwsNDdXT0+NyuV5eXmVlZUoKZiBAJ6EcPnw4LCwsKiqqpKTk8OHD586dU1Kq2P79+11cXFisl2R1BQQEnDt3Ljk5+cSJEw0NDZ6enijX5M1E1T829YFp06Z5eXmRxQMHDgDAX3/91b/WevlR0NTUNDc3NzExUUdHp6ePo2yBM2fOoOKjR4/YbHZSUlL/ghn40OmOAgDy/+Uo94dQwo+aly5dmjZtWu82paWlTCbT3d0dFY2NjVEigcKDGSDQSSgRERGFhYU//fRTR0dHdXV1UlLStGnThg4dqnBHJiYmL7Vpa2tTU1OTn58xZMiQiooKhQczQKCTUGbPnv3VV1/5+flxOJyhQ4cymcyjR4+qKhgrK6v29vZbt26RNXfu3GlpaVFVPMqGTkLJyspas2bNtm3bfvvtt9zc3Obm5nnz5imj66GCt7f3sGHDoqKiKisrW1paVq1a9ejRo5eOf+kLnYTyySefhIaGxsXFOTg4TJs27dChQ3l5eaoaFrDZ7LS0tMePH48YMUIgENTV1fn5+RkYGKgkmNcAbYQik8nu3bs3atQossbS0hIAuk18fz24uLhUVlaKRKLa2trU1NSKigr6pUxThjZCYTKZxsbG8ntplJeXA4C5ublK4hGLxSkpKbW1tZaWlgKBQCQSXbp06f3331dJMK8BOvWpUVFRn332maOjo1AorKmpiYuLs7Gxee+99xTrpaGhAQ1R7927J5VK0fclhoaGnWaWc7nczz77LD09PSEhobW1NS4uzsPDw8fHR7HBDCBU/UVOH5BKpbt27bKzs+NyucbGxiEhIQ8fPux3az194Xb69OmuZ2nhwoVdW/j99989PDy0tLQEAkFYWJhYLO53MAMfnIWPs/ApQZsxCka1YKFgKIGFgqEEFgqGElgoGEpgoWAogYWCoQQWCoYSWCgYStBMKMeOHRszZgyHwzEzM9u2bZuSvNy7d2/WrFk8Hk9HRyc4OPjvv/9WkiMaQSehFBYWBgcHu7q65ufnR0ZGrl27dufOnQr30traKhQKxWJxVlbW8ePHy8rKfH1939ofOv6Lqn9s6gMeHh6TJ08mi1FRUQYGBuSi9X2lpx8FU1JSOBxOTU0NKqLEhry8vP55eWOg0x2ltLRUPqkgICCgpqampz1S+k1hYaGzs/PgwYNR0cbGxsLCoqCgQLFeaAedhNLW1sZms8nikCFDAEDhie8ikcjCwkK+ZsSIEShJ6m2GTkKxsrL67bffyOIff/wBAApPfG9qatLW1pav0dbWFovFivVCO+gklMjIyB9//HH//v2tra3FxcVffPEF/O+UMIzyoJNQwsLCwsLCIiIiuFxuYGDg6tWrAUDhie8CgaCpqUm+RiwWCwQCxXqhHXQSCpPJ3Lt3b21tbUVFRWVlJRqj2NnZKdaLtbV1pxFJeXm5fPb/2wmdhHLhwoXs7GxdXd0RI0YwmcwDBw44OTkZGRkp1ou3t3dxcTG599LVq1erqqqmT5+uWC+0g05CKSkpCQoKSk5OvnbtWkJCQnp6+pYtWxTuJSgoyMLCIiAgAM1zDg0NFQqFbm5uCndEL+g0EoyKiqqtrd2yZUtNTY2NjU1mZqbC52oAgLq6en5+fkxMjJ+fH4vFev/993fs2KFwL7QDZ+HjLHxK0KnrwagQLBQMJbBQMJTAQsFQAgsFQ4n/B3+wqnFM2DzrAAAAAElFTkSuQmCC"
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<image>A crayon factory monitored the number of broken crayons per box during the past day. How many boxes had fewer than 97 broken crayons?
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16
| 652 | null |
16
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"
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<image>In trying to calculate how much money could be saved by packing lunch, Amanda recorded the amount she spent on lunch each day. According to the table, what was the rate of change between Tuesday and Wednesday?
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8
| 653 | null |
8
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"
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<image>Reba wants to be an engineer, so she worked as an intern for an engineering company over the summer. She asked 40 of the company's engineers whether they preferred math or science in high school. This table shows the relative frequencies from the survey. How many more electrical engineers preferred science than preferred math in high school?
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6
| 654 | null |
6
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"
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<image>An ice cream shop kept track of how many ice cream cones it sold in the past 4 days. On which day did the shop sell the most ice cream cones?
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Wednesday
| 655 | null |
Wednesday
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"
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<image>Each branch has 2 beetles. How many beetles are on 4 branches?
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8
| 656 | null |
8
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"
|
<image>How much more does a Caribbean vacation package cost than a Jamaican vacation package?
|
214
| 657 | null |
214
|
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"
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<image>Lorenzo, a candy store employee, placed peppermint candies into jars of various sizes. How many jars had exactly 65 peppermint candies?
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1
| 658 | null |
1
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"
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<image>Miguel owns a smoothie shop and wants to know what his best-selling flavors are. He keeps track of his sales in a frequency chart all month long. One flavor had the most orders, and another flavor had the second most. How many more orders did the best-selling flavor have?
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22
| 659 | null |
22
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"
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<image>Teachers at Weston Elementary School asked students to name their favorite desserts. What fraction of the votes were for pudding? Simplify your answer.
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"
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<image>An ice cream shop kept track of how many ice cream cones it sold in the past 5 days. What is the mode of the numbers?
|
67
| 661 | null |
67
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"
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<image>How much more does a dog leash cost than a bag of cat treats?
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5
| 662 | null |
5
|
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"
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<image>A real estate agent looked into how many houses were sold in different cities. Where were the fewest houses sold?
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Center City
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Center City
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"
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<image>The owner of a pick-your-own-bouquet flower farm recorded the number of flowers that customers picked yesterday. How many customers picked at least 2 flowers?
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14
| 664 | null |
14
|
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"
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<image>In trying to calculate how much money could be saved by packing lunch, Isaac recorded the amount he spent on lunch each day. According to the table, what was the rate of change between Wednesday and Thursday?
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1
| 665 | null |
1
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"
|
<image>How much money does Preston need to buy a book signed by a famous author and a bat signed by a famous baseball player?
|
104
| 666 | null |
104
|
"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"
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<image>Each log has 5 grasshoppers. How many grasshoppers are on 4 logs?
|
20
| 667 | null |
20
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0NX278M+E01I/vAlZDFHebiUmEOQppnM8vl5u0Lx6+xav6Ad3UWdnp9sqfwGNCXwTVW8mxP/Iqn9+fuioMkZCQlZSkkhke1JSsjnkkJrd9BevX/9IA4aK9fv2stqE78K1u3cu3Y7qplLdbewkxMS+XeA/QzGbYuez6AdU9N/5oa5y78KlFwnJnx7lJodelBATf/3unfPyJX1jy//kEInE5IeZSZkPWG3It6EOUn2h8v17ADDUmHR08xbN8arfx6i/ySksLK+s/N61DMCg+ocFaxUCgWCsrX1q+58A8KSkhP6ZO3Lpooq1BbeqyujJ+os3b2psbgaAQxdCCfIUWdO/AwqeDr9OkKdITzFilY/ZTDEBgA379/W9dC8riyBPEdCYQE/RdnYiyFOOX7kMAMXPnxPkKYKTJr54/VrHxYlrvLKGo13x8+dZ+XmqNta8E8ZbeM2r/fSR8YaVVe/N5nrifXKaQTTiY329d+B6cT1tkoqSmu30Oz2x8A5fDCPIUxz8fE5euyo4aWLQieN9jXyY98Tcay6/uhp5nJKKtcWhC6F4T5p7zQ08sA8A7qbeJ8hTLv51q1fBppbmJdu2SBjocY1XVrYyxxv1zVYDwLU7MZpODvzqagIaEwxnz0zISAeAVcFBk5zsASAqKZEgT4lOSQaAz52fNx7YTzGbwqmiKKI1acayJWUvv8RoPnLpIkGeYu+7ODolmWI2hUdtnJ3PopbW1rMR4aMn6wtpqi/dvpX+0R9U/+QUFlot8BLV0eRWVVGxtjh8Mayfp87CZb2F4WTJkSMBIDU7GwBCwi74bd38saFhmYfnMF7e41cuL968CQDcbe3IJNLLN5WPi4vxgn8lJ+HprIpda2tiOlZaOis/LyopcVAFucgkAGhubfVcG0CRHMPNxZVbVOS9cb3HmgA1RUUOdvbYtNReUzu3Vf48XFwqcmPffviwYOOG3KIiAOjq6jKb53k6/LrM6NEBXl7vqqttfRbhyycyiQQAL9+8WRW8U2b0aBHB3sGw03NzJrvNjktLU1NUsjeb+vLNm2V/blsVHAQA9qZTdSZMAADpUaOXecxRlPlHxC0ajWa1wPvwxTASJ6eLpVV13cfFmzf164q9iE9Pc12xrLLqvbutnYulVV5pqdVC77zSEkONSXh1MqMll3nMkRk9GgAc/Hy3HzvS2NziYmE5Slw8IvaujuuM1+/eAQAem7OsomJV8E4tVbWOz5+jkhI91gTsOHFMX12joakpJOzC1ZjowfZP7aePZvM8Ex5kWBkZL3B2bWvvWLJty5FLF/s2hJU7YLKjJQHgfU01AFTV1jhOMz/6x5Yg/4DDGzcDwM2EeBqNJsjP7zjVHADCY+8AQFt7e+KDDADwsLNnldkYhm1ZsgwANh7YPygVMTYCGwBQqVRXS+uw3Xv3rV0PAJlPnqxbsCg0ePdO/wAAiM9IZyzibGF56+jxzGvh6ioqGIYdv3oZAG6nJD8pKeHn40s4G7p9+crjW7Z2d3fjn1pceiH/aen5ncG5N6IWzZzVy4Y1e3Z1dnXOnm57/+LlK/sOXAjeDQCHwi58qK1d6DrT0tAIAJQolAMbAtX/Gcvvbur99NwcTg7OB1evn9+56/rBQyROzkNhoV1dXQO3OuFBBgAsnjnr8KbNJ7ZuDz94aLPfUgCwMTHFqxs3duyBDYFKFLmEjPQ79++xsbGlX74atntvdsQNNUWl+sbG3WdOAQAeA760/MX1g4cu7dmHfwCikhLjzpy7su+Ai6UVvfcG1T+PCgoampr0Jk48FxR8YENg/NnzG338xowc2c/j++YD/n50dnVBj9jQjpWrIg4dtjeb+rnzs/hwEQDo+Py5vrERALxmOANAeOxdAIjPSG/v6NCdOJEyZgwLLXextBovr1D4rOxK9O1/Udza2BgAVBUU8FNzA0P66YfaOsacM62tAYBIJOKfqpLyFwDw4MljAFCUla1vanz7oUpOSgoAkh8+pJcSFhC0N5vat9629vaHeXkAMGv6F3EIh6nT2NnZu7u7M/OeDGwzPvirqyiLDx8OAFO0dToKS6rSMzk4OAYuKD1qFADsOH7czmfRoQuho8RHrF+0WE1RqW/OpMxMAFBXVpGXkQEADg4OezMzAEjr0TYDAMmRI8fLK0BPd8mNkZKVHEM//VBXN9j+kZIYBQD3srL0Z7psPRJSVVvzh98Sa+N+IoizzFUwDCt/UwkAo0eMAIDU7Ee6rjO4VVXI45SVLM2/5AEMAIy0tOSkpMorK/OfluKTTg9blg0pOAQCYduy5QDwR8jBXvHzmUFwGD/0TAYAQGDYMPopo+AMAIj2BCkV5B8GAB/rGwAA30F+mJc3erLB6MkGqjbWANDc2lLfE6l+hOjwfmen9U2NX+QfeiZmbGxsgrjkRk9Y/q/xsaGebvmgWODs6ufmTiBAVFLisj+3qVhbGMxyrf9nTH7GKhgnjfgxo210A8icJOjpOqD3HpUKg+wfZTm5U9t3iAgKZTzO/ePQQcPZM6WmTH5SUtzXPJbFAbuVmPChthYALAwn1zc2Wi9c0NzaEuDlbTPF5H1NjcvypYyZvZyc1+zZ9VdyUnxGOj5XZpHVf2NjYqqlqpaVnxcZH0dPxGVS2js+01Pq6j/9l1o+NjTw8fLiBwAgKiwMAIL8/ACgpqiEuysdbi7yFzPYiNAfAnzDvsg/9GhydHd31zc1AYCIoNDAlgj08Sj88YkICg7canZ29pCNf+z0D8jMe5LxOPd0+PX03Jy1e3ef2PoPlRUAEOIXAIA6Br2Q2k+fmLGtF4PtH68ZznMdHHOLizKfPLl0+6/swgLXlcvLYhN63ZY1o8qDx499t24GABMdXVUFxeIXz5tbWwBgwyIffXWNmo9fdoG6u7+8Yuc4OHJwcJyJCH/97p3NFBP6u4S1bF++AgAuM8zBxEWGA0BnV2f+01IAyC4s+I+boTcT4wGARqPdTb0PACpyYwFAR20CAFTV1pjq6lkbT5mopNzQ3MRFJpM4SQPfjYebW0tVFQCu3YnBU8Jj73Z3d5M4OfUmThy4rL66BgDkFhdX1dQAwMO8JyP0dcYYT27v6Bi41Rf/urVix5+t7e2munp/+C3dv24D9OxKf5Gm6FFONdHRAYDHJcX4t22dnZ2RcXH0dOYZVP+kZj9av29PxuNczfGqyzzn3Dl1mm5eL37oqGLkMZudSGxpa6uuqwOAsdLS54KCAUBm1GgODo6uri7vwPVCAgJxaWljpaWfVVSs2bNry5JlUqNGiQoLTzeeciM+Dli6oO+Fqa6ekZbWvawseoqspKS8tExZxUtbn0VmunrxGenKcnLFz58Pdl+bhn3ZLTh6+VJ2YeHr9+8eFxezsbH5zJoNANONp6gqKOY/LdV2dtKbODEuPa28snLtgoUmOrrfvPNO/wDTuZ4Xbt2s/lgnxC+Ad+mGxT7ffHNbGxlrjld9VJCvP8vVWEsr+l4KAKyYM5ePl5eHm3uAVheWPTsQei4uPc3C0JBGw24lJgCAlZExAODfct7PfuQe4D/PcYaZnv40A4O4tDRDt5nmBoY5hYWFz8pGiIoGfEVX42sMqn9a2tqCThw/ee2ai6UlLzdPWm423bxe/NBR5fW7d+WVlQ1NTQoysoGLfbOuR+ILlZFiYmd3BEmPGn07Jbn4+fO/jp3Y5OM3jJc3+l5KfdOX+aW1kTEAiAoL44vgn4Q/l/sznrKxsV07cFBLVa3m48fMvCcnt25XpsgBQEfn56/coH9wlSUikXjryPHK9+9zi4pkJSUv792vMnYsAHBwcCScOz/HwfF9TfWZiHB2IvueNet2rFzFzJ0NJ2mmhF401dXLePz4Rnycoizl7I6dG338vlmQnZ099vTZha4zW9vbLkTd4ufj27Nm3Y6V/t9s9Y6V/luXLccw7PjVK2cjw0UEBc/8GeTn5g4AM8wtzPT0iWxs8Rnpre1tBALh1pHj6xYuInFwXvwr6kNdrZuN7cNrEWIiIoPqvUH1j+Vko2sHDslJjbkcfTvk4oWPDQ2Bi31Dd+7qm5OQ5ODy8/+CnEqlms31TMl6uHbBwiD/gB9TKfptPYJO8roNv0B479mrVuY/LS1+/lxYQNAf6ZwgWMQv8E/42YUFL16/1lAZF33i5GA3QxCIoeIXGFWexQ3u/0cQiO/BLzCqIBA/A8hVEAimQK6CQDAFchUEgimQqyAQTIFcBYFgCiQagUAwBTsATIm8ymozfkaSHV1RzyBwkh1d0QQMgWAK5CoIBFMgV0EgmAK5CgLBFMhVEAimQK6CQDAFchUEgil6u4qmpqaRkRFjSnx8PIFAOH78HyE3PT09xcXFB1WTioqKn9+3f8P9H6mrqyMQCBEREd+7ol+O1tbWtWvXSktLc3Nzy8vLBwcHDxAaMyIigp+f387O7msZXFxcCATCixcv8FMqlfrHH39ISkqSSCRVVdWYmJght5/l9HYVMzOzzMzMtp54MwCQnJxMIBCSk5MZs6WkpJiZmf0IAxFDxNy5c8+dO7dx48a4uDhPT8/169cHBQX1zdbZ2blkyRIvLy8BAYGv3So2NvbGjRuMKVu2bAkODl6xYkVcXJyKioqdnV0OQ0jI34QkBxeMgZSUFACIi4ujp2hoaEybNm348OE0Gg1PefbsGQCEhoZig0FZWdnX13dQRf4FtbW1ABAeHv7fb9WrZ35pPn78yM/Pz/jInJycJkyY0Ddndna2iorK8+fPp02bZmtr2zdDa2urtLT04sWLAeD58+cYhrW3t3NxcQUGBuIZaDSasrKyk5PTd2kJi0hycOk9qujq6vLw8CQlJeGnjY2NT5488fX1ra2tLSwsxBNxdzI1NQWAmpoad3d3ERERMpmsqanJOPhkZGSoqamRSCR5efnIyEh66Mtjx46Jioo+fvxYS0uLm5tbWlr63Llz9FK5ubkmJiY8PDzDhg2ztbWtqKjA07u6ulatWiUpKUkmk0ePHr1y5crOzk780okTJyQlJbm4uPT09IqL/w6hSaVSN27cKCsrSyaTR40a5evr29raCgCbNm3i5+dvb2+n5zx06BAXF1dDQ8N/euv8xAgJCTU0NHh4/C0tRiaT2foLISsrK/vw4UMKhdL3Es7mzZtFRUW9vLzoKeXl5e3t7VOmfInzSyAQHBwcEhN/u5959313WlhYqKur48dRUVHc3NyfP3+Wl5ffv38/nujq6qqsrIxhWHd394QJE2RlZRMTE0tKSvz8/Dg5OQsLCzEMa2hoEBISMjIyysvLy8rKMjExERYWxkeVU6dOkUgkCwuLp0+fdnZ2BgYGcnBwvH37FsOwV69e8fHxmZubP3nyJDs729DQUEZGpr29HcOwbdu2iYqKxsXFlZeXx8TESEhIrFu3DsOw1NRUAFi2bNnTp0+jo6PV1dWhZ1QJDg4mk8nh4eFlZWUJCQmSkpLLli3DMKyiooJAIFy9epXeZAMDA1dX174vkiF+Nf0EtLW1vXv37uTJkyQS6dKlSwPk7HdUyc/PJ5PJ+fn5T548gZ5R5fHjxwCQlpZGz3b48GEA+Pjx43doAWtIcnDpx1X27dvHxsb26dMnDMOWL19uamqKYdiCBQumT5+OZxATE1u+fDmGYXfu3AGApKQkPJ1KpcrLyy9YsADDsEuXLgEA7jYYhr148YJAINBdBQBSU1PxS2/evAGAmJgYDMNWr17Nx8dXX1+PX6qsrGRjY7t8+TKGYfb29lOmTKEbWVpaWlZWhmGYt7e3qKhod3c3nn727Fm6qzQ0NLx+/ZpexN/fX1FRET82MzOzsrLCj6uqqtjY2BjnnPTeGWyH/vxMnjwZAAQEBC5evDhwzr6uQqVStbW1AwICMAxjdJWGhgY2Njb6mxTDMB8fHwB49erVkNvPKvqZgAGAmZkZjUa7d+8eAKSkpOAbYkZGRqmpqVQqtbS0tLq6Gl/TZ2dns7OzGxp+CffIxsZmYGCQmZkJACUlJRwcHCo9Gh2ysrLDhw9nrEVNTQ0/wJeP9fX1+A0nTpxIX1COHj1aRkYGv6GtrW1KSoqLi0tERER9fb2CgsLYsWPxisaPH08kfgnYrK2tTa8Cw7CtW7eOGDGCSCQSCIS9e/d++vQl7LSXl1dcXFxNTQ0A3Lx5c+TIkfh88rcnJCQkJibG29vby8vryJEjgyp77NixDx8+bN68uVc6Pz+/i4vLzp0709PTOzs7L1++jO9AsrP/AvGAmKcfV1FRURkxYkRycvKnT58KCgqMjY0BwMjICF+3pKSkcHBw4C+npqam7u5uXl5ecg/nzp2rrq4GgObm5mH/DMLNz/8PvQEuLi7GUwzD8BumpaWRGSgvL8dv6OnpGR0d3dra6u7uLioq6urqiq/gm5ubGe/MeOzr63v37t0rV660tbVhGLZhwwb6JTs7OwEBgatXrwJARESEh4dHvxP3349x48ZZWlru2rUrICBg1apVLS0tTBasqqrasGHDsWPHuLm5+149cOAAhUIxMDAgkUhHjhxZsWIFGxubsLDwkNrOYvr3e1NT0wcPHmRkZHBxcU2aNAkARowYMXbs2PT09MzMTHzpDwD8/PxkMhkfi+ngL3geHp6mfwpJf/z4D5XDfuHn59fX1z9x4gRjIh8fH35gaWlpaWnZ3t5+586dpUuXLly48MaNGzw8PI0MYh30WjAMi4qKCgwMpH9N9OHDB3o2Tk5Od3f3a9euzZo1KzU1tde3Rr8f7969S0hIcHR0pHemhoZGR0fHmzdvFBUVmblDfHx8Y2OjtbU1Y6KCgoKtrW1kZKSoqGh6evrbt28JBIKEhERgYKCcnByZTB76lrCO/l3FzMzsypUrKSkp+vr6dFkmIyOjBw8ePHr0yNv7S2RyTU3Njo4OGo2mpPRFhOn169eioqIAIC8v39XVVVRUhM/BioqK6JOfAdDU1AwLC5OVlaVX+uzZsxEjRgBAVFSUqqqqlJQUFxeXo6NjSUkJviyRl5e/c+cOlUrFXRSfNwJAd3d3e3s7/ZPR2NgYFRXFOHR4e3sfOHDg4MGDWlpacnJyg+izX5CPHz/OnTuXRCLNnDkTT8nLyyMQCGOYFj+ztbWlb4ECQFlZmZOT0+3bt5WVlQHg6tWrFApFQ0MDALq6ui5duuTi8tv9urbfxWtVVRUACAoKBgUF0RMvX74sKCgIAFlZWXgKvgM2YcKE+/fvV1RU4Bn27duHYVhdXR0fH9/kyZOzsrLu3buno6MjJibGuKzv6urCb9Lc3AwAYWFhWM8O2KxZs/Lz8589e7Zt2zYikZidnY1hmJGRkaam5v3791++fHnv3j1lZWV3d3cMw+Li4gDAz88vPz//+vXrEydOhJ5l/aRJkzQ0NF68eJGTk2NsbOzt7c3Ozl5aWkqvWldXl4OD49SpU19byf335eDPg7m5ubCw8IkTJ1JTU/ft28fNzT1//nz80oIFC/DNGAzDysvLU1JSUlJSJk2apKenhx9XVVX1uhvjsh7DMCcnJ0lJyaioqAcPHjg6OoqJiVVXV/+wpv0A+t8Bw8FHg8zMTHrK+/fvAUBAQIC+3YRhWHV1tbu7u7CwMIlEUlBQYNwGSUxMVFZW5uDgkJOTi4iI0NfXx5/HAK6CYVhOTo6JiQk3NzcPD4+Ojs7du3fpFbm5uYmLi3Nyco4aNcrHx6epqQm/tH///pEjR5JIJB0dnby8PADAN80KCgomTZpEJpOVlJSioqLevn0rKysrIiJSUVGBF9y9ezc+f/ta7wyyP39qGhsbV61aJS0tTSaT5eTkNm7ciC/hMAzT09MzMDDAj9esWdP3fXru3Lled+vlKvX19bNmzRISEuLm5jYzMyspKflRzfpBDOQqvz00Gk1bW5v+Nu3L/0/PFBYW2tvbs9qKn5okB5ffajuPSdrb21+8eHHkyJHCwkJ8E+z/nNDQ0AH+MxKB8//oKiUlJXp6epKSkrdu3WJ+Xfsbs3v3blab8Avw/+gq6urqHR0drLYC8Yvxf/G9GwLx30GugkAwBXIVBIIpkKsgEEyBXAWBYArkKggEUyDRCASCKZBoxFdBohEIOkg0AoFgFuQqCARTIFdBIJgCuQoCwRTIVRAIpkCugkAwBXIVBIIperuKm5sb4SscP34cDxL5w8LR+vn50YPuIYaK9vZ2GRmZUaNG9XtVRESk76On/1b0/PnzqqqqPDw8kpKSixYtqquroxc8ePAghUIhk8mKiophYWE/oiU/lt4/7Vq3bt2cOXPwY09PTxUVlYCAAPxUUVGRMSQ24hdl8+bNb968ERMT6/dqVFRUV1cX/bSgoGDlypXjx48HgLCwsPnz5x89etTMzOzNmzcLFy50dHS8f/8+ABw7diwgICA4OFhHRycxMXHOnDlCQkJWVlY/pkU/iAGCLcjKynp6ejKmPH/+HAASEhL+9c/5Ozs7mc/s6+uLxxFnCb9lGIqCggIuLi4vLy8JCQlm8uvr6y9ZsgQ/trCwMDMzo186f/48ALx//x7DMFybgH7JxcVFW1t7SA1nMf3HLP4m7e3ts2fP5uPjExMTW7p0KS7+lJOTQyAQGAVoKBTKqlWrAODQoUPi4uLR0dFiYmL4GJWWlmZoaCggIMDHx6evr49Hs8f73dLSkouLS1xcvFds3OzsbDMzMyEhIV5eXk1NTXwS2NzczMvLu2PHDno2KpUqKiq6bt26f9Gu3x4ajbZgwQI/Pz88zt03CQ8PLyws/OOPP+gpjGGISSQSAGAYVlZW9ubNm+nTp9MvWVtbZ2Vl9Qov+qvzb1xl06ZNOjo6mZmZK1asCAkJiYyMHDg/Jydna2vr4cOHw8LCli5d2traam1traSklJmZmZWVpaqqamFhgYf39vDwKCgoiI6OTk5Orq2tpUtDdXR0mJub8/HxJSUlPXr0yMDAwM7O7t27d3x8fM7Ozowz4/v379fW1tLnkAhGjh8/3m987n6h0WgbN24MCAighx729vZOSkqKiYmh0WhVVVWHDx+2sLAYOXIkPteQlZWll5WRkcEwjC5/95vwLyZgq1evpqdISUnhp9nZ2QCAR4KkF/f398d6YuThshAYhuXn5wODaERXV9e9e/daW1vfvn0LACEhIXg6lUqVkpKiC7lUVlY2Nzfjl/Aoe9euXcMwLCMjg7HexYsX6+jo/OtxlpHfbAL2/v17fn5+/Cns37//mxOw8PBwXl7ehoYGxsRDhw4RiUR8bDE0NMTlPS5evAgAjDnxkK10NZHfgH85AdPT06MfCwkJMROMGADwMOEAIC8vr6ioOGvWrJ07dz5+/JhIJE6ePJmbm7u0tBQAJkyYgGdjY2PT1NTEj4lEYm5urrGxMTc3N4FAwCMR4/Xq6uoqKSnhAwuNRrt58yYaUvpl6dKlU6dOtbS0ZDL/4cOHnZ2dGZUFbt26tWbNmuDg4JycnDt37jQ1Nc2cORPDsO9j70/Hv3EVRtkAAoHAZGfh8Y4BgEQipaWlubm5nTlzRl1dXUpK6sqVKwCAjxX9KkAUFxc7Ozvr6OiUl5fTaDTGLRoAmD9//pUrV7q7uzMyMhobG3/DwNL/mTt37iQlJR08eJDJ/FVVVffv33d1dWVMXLVqlbu7u7+/Pz5nvnDhQmxsbGJiIv5kGfUIcKlA+hP/PRiyryDpUo90BthZFhYWDgoKev78eVlZ2dSpU2fPnp2fn48LUfSrABETE0Mikfbt2zdixAgCgcAo/wAAHh4ejY2NKSkpkZGR9vb2vYRcEAAQHh7e0NAwevRodnZ2dnZ2f3//d+/esbOzHzp0qN/8CQkJZDLZwMCAnkKlUl++fMmoMIHrRT5//lxeXh4AcDFdnGfPnhGJxN9MX2DIXAWX2qJvenz48AEPp9+XioqKqKgo/Hjs2LEnTpxgZ2fPy8vDe5yu1oKPEvhxc3MzmUymb7+EhoZCj3oRAIiIiNjZ2V27di08PHzu3LlD1aLfie3btxcUFOT1EBAQICYmlpeXN3v27H7zp6SkKCkpMQqkEIlECQkJfJKMg/uGlJSUrKwshUK5desW/VJkZKShoSEvL+/3ag8rGLLokpKSkqKiohcuXNDV1W1qalq6dGkvRTs6lZWVjo6OwcHBuK7N9evXAUBLS2vMmDE6OjpBQUEUCmX48OEHDx6kPyodHZ3t27efOXPGwsLi5s2bhYWF4uLi+fn5jY2N+Bji5eVlZWUlLi5O17lFMCIhISEhIUE/FRcXZ2dnp/8nxMKFCwGAUQGqoqKir8iwj4/Pli1b1NXVTUxMampq/P39FRQU8A7ftGnTvHnzpKWl9fX1o6KiYmNjGbWmfw+GbFTh4OAIDQ199OiRkJDQ5MmTPTw8KBRKd3d335yTJ08ODQ29dOmSurq6pqbm3bt3o6KiFBQUAODy5cuKiop2dnaWlpbS0tJubm74ssTS0nLt2rXr1q1TUlLKyso6derU4sWLL168SN/yNzExIZPJnp6e/yc6dUNLcXEx43ABAB8+fOg7j129evXu3btDQkLGjx8/Y8YMGRmZ+Ph4/HXm7u4eEhJy9OhRQ0PD27dvR0RE4BKIvxW/x5bo3bt32dnZKysrh/Cev0fPMAMSjfgmv4NoxJs3bwoKCry9vRcuXDh69GhWm/NLgkQjmOGXd5Xly5fHxsa6uLjs2bOH1bb8qiDRCGb45V3lm/9Wg0AMCWgRjEAwBXIVBIIpkKsgEEyBXAWBYArkKggEUyBXQSCYAolGIBBMgUQjvgoSjUDQQaIRCASzIFdBIJgCuQoCwRTIVRAIpkCugkAwBXIVBIIpkKsgEEzRj6vY2dn1KxrRb1xNERGR7du393trFRUVPz+/IbYX8R+gUqmBgYFsbGwHDhxgJr+Li0uv515XV+fm5iYgICAoKOjg4PD+/XsAKCoq6vcD0ysG1a9O/z/tkpWVPX78eK9ExpAfdPbu3Ttu3Lihtwsx1FRVVc2cObOmpoZIJDKTPzY2lh4zGodKpeLBKa9fv45h2OrVqx0cHB4+fCgtLZ2SksKY88KFCykpKUJCQkNoP8vp31V4eXlNTU0HLtnV1cXBweHp6fkdrEIMPZcuXRo+fHh0dLSIiMg3M7e1tfn4+Hh7ex87doyeeOPGjby8vMrKSnFxcQAYM2ZMZmZmV1cXDw+PkZERPVttbe2tW7dOnz7Nycn5HdrBMga3VikoKCAQCHfv3lVWVtbS0oJ/TsAyMjLU1NRIJJK8vHxkZCRjvMlLly5NmDCBl5dXRETExsamvLwcAJKTkwkEwoMHD3rdPy4ubghahvgnrq6ueMRuZjJv3rxZVFTUy8uLMfHWrVumpqa4nwCAgoLC3LlzOTg4+pZVVlZ2cHAYErN/HgbnKvh7YsuWLWvWrMGVaOg0Njba2NgICgo+evQoLCzs2LFj9OiSWVlZbm5udnZ2OTk5sbGx7e3tjo6OAGBsbCwrK8so+RARESEhIWFmZvYfW4Xoy9cU7fpSUFAQEhJy8uTJXkHVCgsLKRTKpk2bJCUlhYSEnJyc+gYQffXq1alTp4KCgobG6J+J/l2FRqO1/JPW1lboUaIxNDT08PDARc/oxMTEfPr0KSQkRFVVVVNT88SJE/QI+aqqquXl5Rs3blRQUNDQ0Fi2bFl+fn5NTQ2BQJg3b961a9c6OzvxnBERER4eHijsHQuh0WgLFy5csmRJr+cLALW1teHh4e/fvw8PDz9z5kx2djb+ymNkz5492tra+vr6P8reH0f/H8rCwkK+f8IoHUiXf2CkpKSEg4ODHttTVlaWHoiVRCJdvXpVXl6ek5OTQCDg8k64I82dO7epqSkmJgYASktLS0tLkeQDazl27NjX5Iq6urqEhYVPnTqlpaVlb29/8uTJzMzM9PR0eoaWlpbQ0FBvb+8fZ+4PpP9lPYVCOXfuHGMK47ZJv2IAzc3Nw4YNY0yhR/I8ffr0pk2bTp486eTkNGzYsMTERPoUa8SIEZaWlmFhYfb29hEREbq6umPHjv0v7UH8F6qqqjZs2HD16lVGXRA6fHx8ampq9CUoPnSUlpbSx5Do6OjOzk57e/sfZvCPpH9X4eHhGewYysPD00v7jy75cPPmTVNT03nz5uGnvbbbvby8XFxcmpubIyMjfX19B1UpYmiJj49vbGzEw67TUVBQsLW1jYyMHDt2bG1tLT0d1wDFFSHpxXV0dH6zAPh0hixknry8fFdXV1FRET4HKyoqoq9Vmpub6dsmAHDhwgVgkHywsrISEhLas2fPs2fPkIoQa7G1tcW16XDKysqcnJxu376Ny6yam5tv2LChtrYWn1rfu3cPABi/VUtJSfn9Nr7oDJmrWFtb8/Hx+fn57dq1q729fd26dfTljY6ODj6vFRMT2717N4VCSUhIyMnJGTNmDDc3N5FInDNnTlBQkLOzc68pHGIIefz4MT7s02i0Fy9e4B90bW1tMplMF40QEBDAdXJwcCEDOTk5SUlJAPDy8tq/f7+Njc327dvr6+uXL19ubm5OFySk0Whv3rzpKzXx2zBke03CwsI3b96sq6vT19f39vb29/eXk5PDJR/Wr18/ZcqUqVOnGhgYjBo16vDhw9OmTfP19Y2OjsbL2tvbd3V1IRWh74qPj4+xsbGxsXFXV9eRI0fwY3wy3Fc0ol/4+PiSk5MFBQVtbGy8vLyMjY1xwVScmpoaKpX6O0um/QzSCGvWrJGXl6fRaKw25B/8DD3zY0CiEd+E9aIRpaWlKSkpe/fuvXLlSl81ScSPAYlGMAOLXcXAwIBAIAQHBzs5ObHWkv9nkGgEM7DYVerq6lhrAALBJOhfSBAIpkCugkAwBXIVBIIpkKsgEEyBXAWBYArkKggEUyDRCASCKf4HEnigId0LYKIAAAAASUVORK5CYII="
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<image>A grocery store recorded how many customers visited the store each day. How many more customers did the store have on Thursday than on Friday?
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3,313
| 668 | null |
3,313
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"
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<image>Braden has $17.00. How much money will Braden have left if he buys pasta with white sauce and steamed broccoli?
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2
| 669 | null |
2
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"
|
<image>Vivian has $28.50. Does she have enough to buy a can of paint and a lawn sprinkler?
|
no
| 670 | null |
no
|
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"
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<image>The board of commerce gave a survey to determine how many employees work at each company. How many more employees work at Wakefield and Watson than at A to Z Books?
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165
| 671 | null |
165
|
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"
|
<image>Fred is a physical therapist who specializes in leg injuries. His patients differ in age and type of injury. What is the probability that a randomly selected patient is 13-19 years old and suffers from knee pain? Simplify any fractions.
|
1/3
| 672 | null |
1/3
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r3LvXpqTkWVxcaGJihJPTfrInZ5PQ0kKkfCQmZrKxcbCxcSQl3QsMjAEANDR8g3OdnfdzcMxjZcUZGZnX1fV4ePgyMTHv3LnrwYNKAMDNm09aWogGBmYqKkvhIpcuZQAAioubyBpqbBxZuXI9AwPjihXrWlqIbGwcnp7HoKzU1DwlJQ0MBjN/Po+d3Z537wZaWojHj4ehUCi4+P79J9BodFZWcUsLMSurWFNzFSMjExMTs5KSxuXLWZM2QXoUFTWIiUkxM7N4ePi2tBBLSpr19IxZWXH09PSLFyvGxd2aanxu3nyyfr0hDw8/PT09Fxe3mtqysLDLTU2jlMcnP/8NAODq1Wy4HllZJVNT61/rX7NGf9EiuUmb/rWSBw8q5ORUMBgGCYlFFy6klZQ0CwqKsrNzPn9ez83N5+p6ELa0s9sjKCgKfX7/ftDW1m3evPkMDIxKShrQrJFOQXl5q6HhNi4ubnp6eh4e/u3bHevqeihMTUsLMS0tX1VVC4NhYGZmWbFi3cOHVdP+0v7rx5s3vY6OngsWCNPR0dHR0QkKiu7adejdu354tFeuXM/IyMTKijM03FZV1QGlQ/csyTh37iqUm5R0V0ZGgZ6enpubz939CPzDoHDQtLQQf60RAeHfTHT0GQKhZ9++4/+V1n/rHg8Cwv8kSkoa374N/7daR9ZJBATqAvn/SQQE6gLxSQQE6gLxSQQE6gLxSQQE6gLxSQQE6gLxSQQE6gLxSQQE6gLxSQQE6oKOlZXmv90HBASECZB1EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBuvhbPvnqVQ0OR1tYOHf9SWHheUFBfhQMYmLOsbP/YSWp2RIREYLD0W7ZQq5ZAABYulQeh6N9/Pgh+NNd3b7dWF9fZ3o7hFkyPj4eEhKoqCjJyYnh4KCXkxMLCzv9q5mlpSkOR/vhw4T+Z1fXF1tbiwUL2AQF2c3NjVpbJ6QpiUTi8ePeeDwqIiJkht2Y/n08sbHny8peRkbOTn+Sh4fv7NkIEZHZ6U+Kis7PzX0hKCgEADhx4vSiRYtnVXy2TZBSV1e7ZYtudXXDbCtkYmLKzc3p7u5iZ+eAE9++fV1f/w7+qqW18syZ83PtMjlWVnbfvk35ynmEORMVFXbmjP/p0+cqK8sHBgbExSW8vfexsuIsLW1hm4cP79+5c4u0FJFI3Lz5HwBAfPyN79+/Hzmy39zc6NGjQgBAW1vrzp1mnZ0dsHzDTJjeJysqJhdmpCx4yMbGZm3tMPN+AABaWpq/fJl4abSZ2Y5ZFZ9DE6RUVEwuszkt0EvQ09NTSM83NfW6ior606ePoa8LF0ovXCg9t/p/ZeVKZJH8K2RlZZiYWJiYmLe3txEIBBeXPe/evXn27Cnsk4ODgx4ezjt22F64MPGW/du3b1VXV9TWNs2fzw0AEBAQLC4uhLwjOfkKJ+e8GzfuiIjMm3k3pold//lnZVLSpatXE3A42qqqiqioMHFxnvv3M8XEuL299wEAyspK9PXXCApy8PJiV65Ug0I18HPsamlpumOHSXLyFQUFifnzmZYvVy4tJdefzM/Pk5ERAgDIyoqYmRmAn2PX4uLCNWs0589nkpLi9/aeXH/S2FhXTU2mp6cHAFBeXrpx42oeHhZ+ftzWrZsaGxsmbQImIOCog4Nlc3MTDkcLxRifPn20tDQVFOSYN49BQ0M2OfnKVEM0Nja6bp1uSso10sSbN6+vXDmh4koau3750mlnt11CgpeLi1FRUTIqKgw2ExPjjowM3bPHWUAALyjI4et7sLu7a9s2Qx4eFmlpwWvXEiEzJHb9SxCJRFiTEyI0NDo29jL89eTJo5ycXNu3/6TUmJWVsWLFasghAQASElLm5lbQcmVkZJqQkMzCwjKrbkzjk1evpsvLKxkZmX740CEtvZienn5wcCAm5nxMTKK9vevw8LCh4XosFnv79sPc3BdLlmht22bw+TO5zCAajX75sigv79HDh8/fvm1lZ+d0crIms1FXXxoffx0A8PRpaXR0ImlWY2PDpk1rRETEMjNzg4LCr1yJP3yYXH/Sy8u9qqo8NfUuHo9vbm7S09NGo+mzswvu3HlEIPTo6+sMDw9TaGL3bk8Hh138/AIfPnRYWzuMjIxs2rTmzZtXV67cev68UlfXwNbW4t69SfQnAQBEItHAwLiwsODjxxYopaKirKGhfsMG/UntHRwsy8pK4uNvPH9euXfvwUOH9mZmpsMDFRERsnSp1rt3bXv3Hjx79qSxsa6trfOHD50GBlvc3R2hKw7CX+Kff/TT01OPHTvc0TGJ4lNNTVV0dHhoaDTZi8xfvaoWERE7ccJHWlpQUJBj+3bjtrYf0pR8fNPIEEzKND6Jw+Ho6OgwGAwHBycKhUKh6Pr7+x0cXLW11wgLi6DR6IKC8qioBDk5BSmpRQcO+A4MDLx48ezXegiEnqCgcA4OThwOZ2pq/vr1q8HBnxRU0Wg0FssKAMDj2SCVSJhLl6KxWNbz5y+oqKjr6Rn4+58he/dmVFTYtWsJKSlZAgILAABQXHHhwlVZWXkFBeWYmMvNzY2ZmWkUmmBi+qE/ycHBycDA8ODBvbdvX4eERGlqLhcXlzx06Ki8vFJ09LmpRklNbYmgoNDNm9ehr7du3Vi+fNW8eVyTGkdEXLx378mSJVpiYhJmZjtkZORycx/AuZKSi4yMTBkYGCwsdgIA5OQUV6xYxcjIaGa2Y2ho6P37N1P1AeH3cXZ29/Q8HBFxNjz8zLVrCUeO7IdvCoyPj7u5Odjbu8rIyJKV+vKlMz09pa3tc0JC8rlzcWVlJRYWm3+nG3O576qoOKE/WVFRqqurzc3NjMPR8vGxAgC+fp1Ef1JUVJyZ+Yf+JKQM2dMzU/3J8vKXsrITIoemphahoRP6k9nZWYcPe16+nCorKw+llJWVyMkp4vF46Cs/v4CQkEhxcdHMT7CiogyFQqmoTOhPKimpVldXUChiZLQ1NfUaAOD79++3bt3YvNl0Ksuuri8ODpYLFrDhcLQ4HG1FRSnpiElJLYI+QP2XkloIfYUGDVKGR/hL0NLSHj587N27NktLWwyGISEhdskSOSiKuXAhsqOjzcvL59dSo6Oj7OwcYWExyspqenoGoaHRxcWFv/PEYS4+icf/kBasq6u1tDRRVdWoqHjf00Ps6iLf5sH8jv4kgUBgZJxSf9LGZtvY2BhpsNHb2/v8eT4XFyN8NDTUTxqNTEVfXy8rK7n+ZF/flPqTAIAtW8yqqirevKl78eJ5R0e7rq7BpGbDw8OmpvpDQ4MPHxZ2dY0QCOPq6ktJDTAYBgpf/54mFwIMFosVFRU3NDSprW1esmSZh4dzW1vr8eOHg4MjmJiYJrVfvFgelkVUV9cEALx5UzfnDvyWNkF2dhYGg/H3/6Gv2N7+V/QnsVhsd/eU+pNnz0a+fFns6emqoaG1YIEgAACHw2loaIaERJFazkp/kpUV19v7k/7k16/dk0q1wEhJLZKRkU1PT/ny5cuaNRtwOBypXCFMbW1VY+OHuLgkCQkpKKW9vY2Xdy67DoQ/y7dv34qKnmloTOhPsrCwuLi4GxquT09PJRAIZE+hlZUX/vOP/uXLqaKiEqQ38yHBRQxmGpFJCvym/mQ/qb7itWsJFIxnyK/FFRSUKypK4f3n9euXN2xYAetPbt681dc3gIeHz95+O5SoqKja0FAvLCwqISEFHbS0tNzcs9CfVFBQIhKJL19O6E8WFz+HI/apMDY2e/QoJzs708hoysAV0iqGLxBFRc8aGuqR1Y8aaGlp2rhxdU7OT/qT3d1daDR682bTwsKqgoJy6Lh06ToA4MaN2/7+wQCA1avXFhbmw25ZUJAHAPidR+vT+yQez1ZVVV5ZWf7rhV9VVb2r60ti4oXW1s+xsedra2vmz+eurq4iEOairwiFxDk5Wa9e/SQOaWVlNzo6amtrXlxcmJWVceTIfikpaTL9yZiYyyUlRSEhpwAA1tb2fX29jo5WNTVV9fXvgoL8VFWlKyvLKDQBAMDj8e3tbc+ePW1sbFi9et3ChdJ79jiVlBTV17/z8TlQW1vt7OxOuf+bN28tLS3u6vqybp3uVDaLF8sxMTFFRYW1tn7Oybnr7b1v7dp/3r9/M6vQGuFvICYmoau7yd3dMSnp0qdPH9vbW5OTr3h779u2zZKTc96iRTLwISwsCgAQFRWH7ilu327DwcFpaqqfl/coPT11zx6n1avXyckpAAAqKsry8/Py8/PGx8c/fKiHPsNSuVMxvU86OLi2tn7etGkN9LMmZc2aDe7uXkePHlRTk375sjgsLGbnTofk5KSAAN/ZjwlQUFDW0Vl/5Mh+6MknjIiIWFpadkdHu66u9p49Tlu2bPP3P0NWVk5O4eBBX39/3/Ly0gULBO/cye3sbNfRWaKlpZiTcy85+Y6CgjKFJgAAmzdvFRIS2bJF98aNy2g0+tat+6KiEkZG69XVF+flPbhy5dby5dqU+8/PL6CmtmTDBv2pdr8AAA4OzoiIS3l5DxUUxENDg86fv2Bv79LS0mRsPKUbI/zHiIm5bGa2IyjILy4u4tq1RH9/X3Nz65MnQyiXwmKxd+48wuPZtm7V37XLVktrJfxI08PDWVdXW1dXe3R0NDb2PPR52i0eDYEw/kfOBwHhf4awsNMEAsHbG9GfRECgDtTUlkwbYf49kHUSAYG6QP5/EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBukB8EgGBuqDr7UX+KQEBgYpA1kkEBOoC8UkEBOoC8UkEBOoC8UkEBOoC8UkEBOoC8UkEBOoC8UkEBOoC8UkEBOrib/nk69c1AgKo4uK5vw1aVpYrLOwEBYP4+PNCQvRzrv9P0dhY7+lpq6kpLibGLCvLZWS0/M6dlNlWEhcXKiCA+lOvOf/9wf93Mj4+HhkZtGyZlIgIg7AwRlNTPDr6x9vYZGW5BARQZEdGxg0AQExMMFn6ihWL4DqJRGJgoPeCBXRxcaEz7Mb07+NJSIiorCwJDp6d/iQ3N5+/f4SQ0Oz0J+Xlue/cKRIQEAIAeHuflpKSmVXx2TZByps3tZaWeoWFH2ZVW0dHm56eupCQ2MGDJ/n5hQiErykpCU5OpiMj34yMzAEADg4m2tobtmz587p9FJjb4CNcvBgeHu7v53eupqZscHBARETyxIl9WCzOzMzmwoW0sbFR2LKurvrYMY+FCxcDAPr7+/j4Fpw9O+EgjIw/Xpfe3t7q4rKtq+tP609WVU0uzEhZfxKPZ7OwsJ95PwAAnz41d3VNvE/a2Hj7rIrPoQlSqqsnl9mkzL17twiEr/Hxtzk4fggMammtHh4eLip6AvlkdXWptvaGOXd4bsxh8BEAANnZGYaG5oaG2zo72wiEHjs79/r610VFT8zMbFRUfpKQOH3aZ/t2RwmJRQCA/v4+dnZODY0Vv1aYnn6Vg2NefPxtObnJBZ0mZZrY1dhYOzk5PiUlUUAAVVtbcfFiuKIi78OHmQoKPCdO7AMAVFaWmJmtlZHhlJRk1dVVz8//oT9JGj45OZk6OpqkpV3V0pIUE2PesEGlooJcf7KwME9dXRgAsGSJ6M6dhuDn2LW0tNDAQEtMjFlZWcDPb3L9yR079FatWgyFf1VVpaamOhIS2IUL8Tt3GjQ3N0zaBExw8FF3d8uPH5sEBFBQjNHa+tHJyVRGhlNUlHH1arm0tKuTjs/Y2BgNDQ2Z+FlMTEpQUCwAQEAA1dzc4OFhLS3NTnmcKfDt2zc/v32qqoIiIgzq6sKBgYfHxsagLElJVji4AgB4etr+848q+HnwR0dHjx/3VFMTEhNjUlUVPHbM49fRQ4AYHyd++dJBmnLqVHRY2GUys8zMlNevq93dj0Bf+/t7mZgmV5jcuNEkKuoGM/Mf1Z+8cCFNVlZp40aTysp2KanFaDT94OBAfHxESEiClZXr8PCwufkGZmbs9esP7twpUlXVtLExbGsj15+ko0OXlb0oKHiYkfGsrOwzGxunh8dOMhtl5aUREdcBAPfuvQwNTSDNam5uMDNbKyQkmpz8yM8vLCUlwc+PXH/S19e9trY8MTELh8N//NhkYrIKjaZPS8u/fv0hgdBjZrZmeHiYQhOOjp7W1q68vAKVle3m5vYjIyNmZmvfvq2Li7uZk1Oxbt2mXbssHjyYRH9y2TIdOjo6Y2PtBw/uDA0NkuWWlDQDAI4fD3v27D3lcabAoUPO167FHToUmJtbs2+f38WL4f7+XjMvHhkZeOtWUmBgzKNHNSdPRt65k3L27NE5d+Z/m7Vr9bOyUgMDD3d0TPla5PHx8dOnfezt97KxcUApAwN9TEzMkxrz8MxFCWaa2JWVFYdC0WEwGHZ2TgAAHR3dwEC/tbXL8uVrAABEIjE7uwyHY4OuBB4evrGxZ0tKnuvpGZPV09vbc/x4ONR1IyPz3bu3Dw0NwmE3+KE/iQUA4HBsZHo7SUnRWCzr6dMXoKB8YGCguDif1ODixfDU1MTU1Dw+vgUAgMTESADAuXNXIH24sLBEDQ2R7Ox0fX3TqZpgZPyhPwmdZnZ2xvv3r9PS8pWVlwAA9u49+vjxvfj48zo6P6m4AADExReeP3/1yBE3a+tNaDRaTk5l5cp1W7ZYcnPzAQDweA4AABMTCx4/x3Xy69eumzcv79njq69vAgAQEhKrra1ISor28vKHpWYoU11dLikpA82XoKDItWs5ZKs6AoyNjRuB0BMTEzw8PMTDwz86OmJmZiMsLE5qc+/erba2T5aWznBKf39/d/cXKyv9kpICDIZBXX3ZoUOBvLwCc+7GXKZHTm5Cf7K6unTLllXi4iwCAigpKRwAoKdnEv1JYWFx+FoCCVQRCDPVn6yqKpWWntCfNDIyP3VqQn/y0aMsPz/P6OgUaWl5KKWy8qWMjCLkkAAAXl6BBQtESksLZ36C1dVlKBRKUXFCf1JOTqW2tmJS43XrDIqKGlJT85yc9tPQ0Jw546upKZ6ZOetbr5Py6lXl2NiYqurEZkZeXnVwcKCxcaYL75o1G58/f+zkZJqVldrT81VMTEpEROKP9O1/D1paWk/PY+XlrWZmNhgMw7VrcTo68tnZ6aQ28fERurrGZCJrHR2tS5dqX7p029v7dEVFiampzq9B0yy6MYcyONwP/ck3b2odHU2VlNQLCt41N481NHybqsjv6E/29RF+LQ4xPj7u6mo+NjZGug3o7+8tLs4XE2OCj6am+i9fZiGS09/fi8WS60/290+pP0lLS6umprV379Fbt54WFLwTF1/k5eXwR7ZtUKPwgIP/E4el0BkyjI23x8ffHhwc3L17h4ICt7Pz1qnuciFAsLBgRUQk9PS2vHjRpKa27NAhFzirvb21qOjJxo0mpPYJCXeKi5tsbHarqCzdtGlrRMS1hoZ3ubl3f6l4pvxWGJObe5eeHnPkyJn583loaGg6O/+K/iQzM/br1yn1JwMCIq2tXb29XT9+bIISsViciorm/ftl8JGbW3PkCLnsDwWwWFxfH4H0qtHT043FTqI/2dfX297eSpoiICBka+tOIPR8/Ng48xYp9AT8HFNA+tZQOiyPCTE8PDRpJdraG+Ljb9fUfDl//uqLFwVeXo6/37H/Pb59+/bsWS7plZSZmcXOzq29vbWz88cFPT//IQbDoKqqRaEeKSlZAAD8a5wDv6k/2UeqP5mSkkjBeIb8WlxWVqm6uhQOBm7eTNq8eSWsP6mvb+rlFcDNzbd79w4oUV5epampXlBQVExMCjpoaWm5uGahPykrq0QkEsvLJ/QnX74shCN2UgwMtJycTIlEImnihw9vUSgUO/s8ys3NhEWL5Ojo6F6+nAi8S0ufs7LioE0OKyueVD361avKX2vIzs5oaWkEADAwMG7YYGRhYV9bWz7n/vwP8+lTk6mpzuPHP61vX792o9Fo+HZAYeFjCYlFDAwT4tljY2N79lhlZFyHU8rLiwAACxYIz7kn0/skDsdWU1NRU1Pe3U2uP6mkpN7d/eX69YttbZ8TEiLevKnm4uKuq6vs7Z2L/iQUoeXm3n39+idxSHNzu9HRUVdXi9LSwuzsDH///RISi8j0J0NDE8vLiyIiAgEA5ub2/f29e/ZY1dVVNTS8Cws7oa0tAz1+nKoJKKuzs+3Fi6fNzQ0rVqyTlJQ+eNC5rKyooeFdQMCB16+rbW3dfu3zvn3Hy8qKtm5dk5FxvaTkWV7e/WPHPM6dC7CwcMDj2RgYGBgYGF+8eFJdXTY6OlpWVrRx45K6uqqpRuDZs0d5effh4/Xrajye3cTEKjIy6P79tJaWxuTkhKtX43bu3A1dB2Vlle/fT+/q6hwaGgwN9evv7/u1zgsXwpyctkLnVVT05M6dZFVVzZlOyb8JERGJtWs3HTjgdONG/OfPLR0drWlpV/389hkb74Cfwzc3NwoJiZKWoqOjIxKJ+/fbJyZGlpUV3byZ5OZmKSkpvWqVLgCgurqssDCvsDBvfHy8sfE99HladaDp/2bA2tpl9+4dZmZrw8OTyLK0tTc4O+8/efLg8eN7dXT0Tp2KiYsLiYwMwmAYTE3Jn3ZMi6ys8sqV60+c2K+uvvzy5Sw4XUhI7MqV+wEBB0xMVuHx7Js2mXl6kouQycgo7NnjGxzsu2yZjqys0o0bjwICDujrL6WhoVm4UDY+/racnDKFJgAA+vqmKSkJO3boOTjsdXPzTkq6d+yYh4XFhuHhIUlJmdjYm0uXTqI/uWbNxhs3HsXFhZ44sb+rqwOPZxcWljh7Nl5f/4dUs7Pz/sjIoPz8Rw8fVvX29pSXvyBd2ciwt99C+tXYeHtw8KVjx8KwWNzhw7u6ujp4eQV27z7s7LwfMjh8ONDT01ZDQwSHY9u+3dHIyPzRI/JtTETEtePH9zo5be3p6ebg4NLR0TtwIIDyRPxrCQtLDAk5Hhbm9/lzCwCgqOipiYmVq+sB2KCzs01ERJys1KlTMdzcfNHRZ9rbW7m5eXV09Dw8fKG74ocOucDRVkJCREJCBADg+fP6X/+MjBSalhYihWwEhH8h0dFnCISeffsQ/UkEBOpASUnj27f/nv4ksk4iIFAVyJ90ICBQF4hPIiBQF4hPIiBQF4hPIiBQF4hPIiBQF4hPIiBQF4hPIiBQF4hPIiBQF3SsrDTTWyEgIPynQNZJBATqAvFJBATqAvFJBATqAvFJBATqAvFJBATqAvFJBATqAvFJBATqAvFJBATq4m/55KtXNTgcbWHh3CUQhYXnBQX5UTCIiTnHzj6lsNd/ksLCAjMzA1HR+VxcjIsXCzs5Wb95UwdlffjwHoejffz44a+lqKf/CBDj4+MhIYGKipKcnBgODno5ObGwsNNw7v37mdra6ry82EWLFuzebd/dPfHO4StX4pculefhYZGWFnRzc+zq+vGGRyKR6O/vKy0tOG8ew9Kl8tnZWeRNTsb0Phkbe97R0WqWZwd4ePjOno0QEZmdBKKo6Pympkbo84kTp3V0/rxKHGkTpNTV1S5ePJd3cl66FLNhw4quri8+Pv6XL6c6Obm9ePFcW1utoOAJ5YJaWivPnDk/hxYR/hJRUWFnzvjv3+9tZ+dibm5ta+vk4+MVHx8LAMjNzdm6ddPixfI3btw5dOhYZma6g4MlVOr69csuLjY2No7Pn1dFRycWFORZWGyGsk6ePBYScsrJye3WrfsLF8qYmRmUl7+cthvTvyOromJyYUbK+pNsbGzW1g7TVk5KS0vzly8Tr803M/vzOqpkTZBSUTG5zCZl3r597enpamRkGht7GX4rubm59YYNy93cHIqLaymUXbhQeuFC6Tk0ivCXyMrKMDGxMDExb29vIxAILi573r178+zZU0tL2/PnQ5SV1UJDoyDLoaFBDw+Xvr4+LBabmnp9+fJVVlb2AABhYZE9e7wcHa3a2lrxeLbw8NO7dnk6O7sDADQ1l9fUVIaEBCYkJFPuxjTr5D//rExKunT1agIOR1tVVREVFSYuznP/fqaYGLe39z4AQFlZib7+GkFBDl5e7MqVanCQRhq7Wlqa7thhkpx8RUFBYv58puXLlUtLyfUn8/PzZGSEAACysiJmZgbg59i1uLhwzRrN+fOZpKT4vb0n1580NtZVU5Pp6ekBAJSXl27cuJqHh4WfH7d166bGxoZJm4AJCDjq4GDZ3NyEw9FGRIQAAD59+mhpaSooyDFvHoOGhmxy8pVJxycuLpKOji4oKJxUJgCLxSYmpmRm5sIvhh4eHrKxMefjYxUT4963bzf0vnay2DUp6ZKSkhQXF6Oy8sKkpEvwefn5HZGTE+PiYly4UMDDw2VgYADK+vz505YtetzczJKSfKGhQcePeyspSUFZ37598/bet2jRAk5OjIyM0LFjE5KVCBQgEomwDAFEaGh0bOxlAMC5c3GXLk287JyPTwAAAF/fYSkAAAAGgwEAfP/+vaGhfmhoaNmylVA6DQ2Nnp5hXt4kuxgypvHJq1fT5eWVjIxMP3zokJZeTE9PPzg4EBNzPiYm0d7edXh42NBwPRaLvX37YW7uiyVLtLZtM/j8mVx/Eo1Gv3xZlJf36OHD52/ftrKzczo5WZPZqKsvjY+/DgB4+rQ0OjqRNKuxsWHTpjUiImKZmblBQeFXrsQfPkyuP+nl5V5VVZ6aehePxzc3N+npaaPR9NnZBXfuPCIQevT1dYaHhyk0sXu3p4PDLn5+gQ8fOqytHUZGRjZtWvPmzasrV249f16pq2tga2tx794k+pPPnz/V0NBiY2MjSxcWFuXmnlBD8Pf3UVVVf/DgubOzW3R0eEbGTTL7tLTkXbvszM2tsrMLrKzsXFxsIJvw8DPh4aePHj35/HllRMSl7OzM48cPQ0Xs7CxqaiqvXcu4c+dRSUnRrVs34LDFw8M5ISH2+PHA4uJab2+/6OgwH59ZSFb+a/nnH/309NRjxw53dJArPvHw8PLzT8jX5eTc4+XlExQUAgDs2GHz5Mmj7Oys8fHxtrbWmJjzOjrreXh4oZWDNJbk4uLq6en5+nUS4TlSpoldcTgcHR0dBoPh4OAEAKBQdP39/Q4OrtraP/QnCwrK8Xg2FhYWAMCBA77nzgW/ePHMwGALWT0EQk9QUDgzMzMAwNTU3M5u++DgIBMTmf4kKwAAj2eDVCJhLl2KxmJZz5+H9Sf7yW4dRUWFXbuWcPfuEwGBBQCACxciAQAXLlzF4/EAgJiYy4sXC2dmpm3evHWqJpiYfuhPQqeZlZXx9u3rnJwCNbUlAIBDh47m5NyNjj63fj25/mR7e5uSkirlMQQAaGuvsbNzAQAsWiRz6VJMRUWpgcFPEp3h4cF6eobu7vsBAAoKSh0d7Z8/fwQAWFnZGxmZQuclJiaxaZNxTs5dAMCnTx/z8/NCQiJXrlwNnaO0tOD8+dwAgO7urmvXEg8e9DUyMgUAiIiIVVdXXrwY5eMzU8nKfy3Ozu4EAuHcuTNDQ0N8fPyjoyM7dtiIipK/+Pz+/cxLl6KjoxOgOEhPz8DPL2jr1k00NDRjY2NLly6Li7sCABASEqGlpS0vf6mh8UMM4vXrOgBAX18fGxslPdK53HdVVJzQn6yoKNXV1ebmZsbhaPn4WAEAk14GREXFIYcE/6fWBulDzYTy8peyshP6k6amFqGhE/qT2dlZhw97Xr6cKisrD6WUlZXIySlCDgkA4OcXEBISKS4umvkJVlSUoVAoFZUJ/UklJdXq6opfLdFoNJmAz6RAvg3BxsZONkTj4+OVlWWKispwytGjJx0ddwMAvn//Hhh4XEKCl42NDoejDQ8/A5V9+7YOACAvrwTZMzExaWouhz5XV1eOjY2pq0+IgigpqQwMDHz4MHet6H8JtLS0hw8fe/euzdLSFoNhSEiIXbJELjMzndQmMzN9+3Zjd3cvExNzOMXHx+vo0ZN5eSWpqVl9fb07d5p9//4dh8MZGpqcPXuqsLBgZGQkJeVqRkYq+DnQnbwbc+g6Hv8jVKurq7W0NFFV1aioeN/TQ+zqmlJx8Xf0JwkEAiPjlPqTNjbbxsbGSION3t7e58/zubgY4aOhof7XaIQCfX29rKzk+pOT6nzw8PDV17+btkJSRWoAaMjOfXBwcGxsbNJz3LvX5cGDexcuXG1rGyAQxvfuPQSl9/f3g/+7ukFwcMyDOw9I5gj+TEGnBIEULBYrKipuaGhSW9u8ZMkyD48JSeakpEs7dmw5cMDHx+cEnHj4sKeJiYWrq8fixXI6OuujohIePrwP7RtPnjwrIiK2bt2yefMYYmMjnJ3daGlp2dk5KHfgt55PZmdnYTAYf/8z3Nw8NDQ07e1/RX8Si8WSPgsi5fv372fPRjo47PL0dG1u/qH4h8PhNDQ0CwrK4aO4uNbffxb6k6ysuN7en/Qnv37tJpPmhVi+fFVxceHHjy1k6XV1tRERIaOjozNpjpGRkY6O7tdz/P79+927Gfb2LlpaK6A7Bx0dbXARAEBf34SQFizRCfWTNAyBltZJ+48A8+3btydPftKfZGFhcXFxb2trhS7ot27d2L3bPjQ02t19YnNOJBIbGz9ISkrBKdDzP+hKPW8eV3Z2/qtXzXV1LTk5Bf39A6Ki4qRSeZPym/qT/aT6k9euJVAwniG/FldQUK6oKB0c/KE/ef365Q0bVsD6k5s3b/X1DeDh4bO33w4lKiqqNjTUCwuLSkhIQQctLS3pHZdp9ScVFJSIROLLlxP6k8XFz+GInZTt23fS09O7utqSziWBQHBwsExMvDDDU0ahUIsXyz9/ng+neHm5e3m5j42NDQ0NsbBg4WqzsjKgTkKbnNraH7J5Q0ND8OPQxYvl6Ojoioufw7W9eFGIw+F+3RchkNLS0rRx42pouw7T3d2FRqPZ2Njr6985OFgGBASbm//0rB6FQvHy8r158xpOef/+LQBgwQIhAMDNm9fLy1/y8fHz8vKNjo6mpFz5559N0/Zkep/E49mqqsorK8vhv06AUVVV7+r6kph4obX1c2zs+dramvnzuaurqwiEuehPQiFWTk7Wq1c/iUNaWdmNjo7a2poXFxdmZWUcObJfSkqaTH8yJuZySUlRSMgpAIC1tX1fX6+jo1VNTVV9/bugID9VVenKyjIKTQAA8Hh8e3vbs2dPGxsbVq9et3Ch9J49TiUlRfX173x8DtTWVkNPmcgQEhIOCYl6+jR3xQqV2NjzWVkZ4eFnli1TbG39FBd3hcLzWzKcnHY/eZLr53ekvLw0Ojo8Juacqqo6Go2Wl1e6ciWhoaG+vLzU3NxQT8/g69fut29fCwgIyssrBgb6FRU9q69/5+Cwg5PzR+zKxsZubm4dEhJ0505aU1PjlSvxCQmxjo5u025j/uWIiUno6m5yd3dMSrr06dPH9vbW5OQr3t77tm2zRKPRvr4H+PkXLFwok5+fBx+dnR0AABsbx2vXEi5dimloqC8uLtyzx0lCQmrZMm0AwO3btywsNt+9e7u4uHDnTrOhoSEXl0l+ReQQCOOUj9TULHZ2DnZ2jrS0+2FhMQCArq4RONfd3YuTcx4OhzM1tfj4kXDwoC8zM7Oj4+7CwioAwP37TwmE8S1btqmrL4WL3LhxGwDw6lUzWUPd3aM6OusZGRlXr15HIIyzs3McPnwMyrp374mqqgYGg+Hm5nF19WhvHyQQxoOCwlAoFFzcx+cEGo3OyyshEMbz8kpWrFjFxMTEzMysqqpx8+bdSZsgPWpqGiUkpFhYWA4e9CUQxuvqWgwMtuBwOHp6enl5xatX0ygM0aNHhZs2GfPw8GIwGCEhEQeHXXV1LVBWeflbAEB6eg5sLC+vtH37zl/7HxISJSoqTk9PLyYmERYWAyU+f16pqKjCwMAgJbXo2rX0uroWYWFRDg7OqqoPpaWvNTQ06enpBQWFQkOjra0d5OWVoFKdncO7d3vy8PDS0dEJCQn7+Jzo6SFOO9HI8flzn5vbPiEhYTo6Ojo6OmFhUU/Pw9BOHoebJPK/ePEq9KMKDAxdtEiGiYmJl5dvy5ZttbVNUIVNTd3GxmZsbOxMTEwrV+oUF9fOpBs0BML4n7rSIPwnGRwcHBkZgW8v6+vr4PFs0/6NCMJMCAs7TSAQvL0R/UmE2WBqurG9vS0kJGrePK7s7KwnT3KTkyf5qwaEOaCmtmRahfO/B7JO/v9KZ2fH/v1ueXkPh4YGRUTEdu3aCz8xQ/j/GsQnERCoC+R/mhEQqAvEJxEQqAvEJxEQqAvEJxEQqAvEJxEQqAvEJxEQqAvEJxEQqAu63t7f+jcOBASEPwuyTiIgUBeITyIgUBeITyIgUBeITyIgUBeITyIgUBeITyIgUBeITyIgUBeITyIgUBd/yydfv64REEAVF89df1JWliss7AQFg/j480JC/+WX7cfFhQoIoKBDUBCtrMxvZaVfVjb9O9d/f3wQ/jjj4+ORkUHLlkmJiDAIC2M0NcWjoyd5LbCTk6mAAKqx8cd75WNiguHfAHSsWLEINr5wIUxTU0JMjGnlSumbN5Nm0o3p38eTkBBRWVkSHHxpZuf1A25uPn//CCGh2elPystz37lTJCAgBADw9j4tJSUzq+KzbYKUN29qLS31Cgs/zKHOS5cymJlZxsfHP3/+GBcXsm3buocPq/j4FlAoMrfxQfirXLwYHh7u7+d3rqambHBwQERE8sSJfVgszszMBrbJy7t/714aaan+/j4+vgVnz044CPza+8TEqBMn9h04cFJJSb2g4NGePVZ4PNuqVf9Q7sb0PllVNbkwI2X9STyezcLCftrKSfn0qbmra0Ic0th4+6yKz6EJUqqrJ5fZnAkqKpqwTMDixYo6OnKFhU82b7agUGQO44Pwt8nOzjA0NDc03NbZ2UYg9NjZudfXvy4qegL75NDQ4KFDLlu32ly+HAWX6u/vY2fn1NBY8WuF58+ftLR0sbV1AwAoKqq/eVMTFuY/rU9OE7saG2snJ8enpCQKCKBqaysuXgxXVOR9+DBTQYHnxIl9AIDKyhIzs7UyMpySkqy6uur5+T/k9UhjMycnU0dHk7S0q1pakmJizBs2qFRUkOtPFhbmqasLAwCWLBHdudMQ/By7lpYWGhhoiYkxKysL+PlNrj+5Y4feqlWLCYQeAEBVVampqY6EBHbhQvzOnQbNzQ2TNgETHHzU3d3y48cmAQFUXFwoAKC19aOTk6mMDKeoKOPq1XJpaVcpDxQMpF0Fi39MVQ/p+Hz+3OLoaKKgwCMmxqytLXPlSixcW0bGdR0deVFRRgUFHm/vXcPDQzPsBsIcGB8nfvnSQZpy6lR0WNhl+Gtw8FEODq6tW3eS2vT39zIxsfxaW339m8+fW3R0dOGUVat0y8tfTCvcMo1PXriQJiurtHGjSWVlu5TUYjSafnBwID4+IiQkwcrKdXh42Nx8AzMz9vr1B3fuFKmqatrYGLa1ketP0tGhy8peFBQ8zMh4Vlb2mY2N08NjJ5mNsvLSiIjrAIB7916GhiaQZjU3N5iZrRUSEk1OfuTnF5aSkuDnR64/6evrXltbnpiYhcPhP35sMjFZhUbTp6XlX7/+kEDoMTNbMzw8TKEJR0dPa2tXXl6Bysp2c3P7kZERM7O1b9/WxcXdzMmpWLdu065dFg8eTPmmxvFx4tjY2MjIyIcPb48e9RATk1q1ShcAMMN6PDx2tre3xsfffviw0srK9fBhlydPcgAAd+/edHHZpq29PienIjj4YnZ2hqenLeX5Qvgd1q7Vz8pKDQw8DOuykFJXV3Xp0rlTp6JI38EPABgY6GNiYv7VvqHhHQBAUFAUTlmwQPj79+/wRnQqpoldWVlxKBQdBoNhZ+cEANDR0Q0M9Ftbuyxf/kN/Mju7DIdjY2ZmAQB4ePjGxp4tKXmup2dMVk9vb8/x4+FQ142MzHfv3j40NEiqNoVGoyFNSByODVbIgEhKisZiWU+fhvUnB4qL80kNLl4MT01NTE3Ng7ZwiYmRAIBz565A8WRYWKKGhkh2drq+vulUTTAy/tCfhE4zOzvj/fvXaWn5yspLAAB79x59/PhefPx5HR1y/UkIWVku+LOIiERU1A1Ip+Xx43szqae6uszW1k1OTgUAICQkJiMjz88vBACIjDytqqp54EAAAEBUVPLAgYDdu7cfOnSKm5tvyglD+A1sbNwIhJ6YmODh4SEeHv7R0REzMxthYXEAwPj4uJeXo5WVy8KFsrW1FaSl+vv7u7u/WFnpl5QUYDAM6urLDh0K5OUVgNZDFhZW2BL63NvbQ7kbc7nvCv16AAAoFKq6unTLllXi4iwCAigpKUjRaRL9SWFhcfhaAgk8EQgz1Z+sqiqVlp7QnzQyMj91akJ/8tGjLD8/z+joFGlpeSilsvKljIwivMHj5RVYsECktLRw5idYXV2GQqEUFSf0J+XkVMhmgpTk5EeZmS8yM19cvpy1fPkaff2ljx5lzbyetWv1w8MDjh3bW1DwaGRkREFBbd68+UQisaambOlSbdhMQ2P59+/fy8tfAIS/Ay0trafnsfLyVjMzGwyG4dq1OB0d+ezsdADA5ctRnZ1te/b4TFqwo6N16VLtS5due3ufrqgoMTXVGRoanHM35vIedBzuh7bhmze1jo6m5ub2Fy+mc3FxE4lEYWHMpEV+R3+yr48At0jG+Pi4q6v52NgY6Tagv7+3pqZcTGxiER4ZGfnyZRb6k/39vVgsuf5kf/+U24BFi+ThS8CKFeu+fu3y9t61atU/M6wnMDBGRkYhLe1qXFwICwvWysrV3f3It2/DY2Nj4eH+ERGnSI0h3RiEvwcLC1ZERIKDg8vZeb+dnfGhQy7y8mqBgYfPn7/6s47oDxISJjYjKipLhYXFdHXVc3PvQj+Jvj4CrDIIrZBT/ZhhfkubIDf3Lj095siRM5BmU2fnX9GfZGbGwuKKZHz//j0gILK8/IW3t6uqqiY/vyAAAIvFqahonjwZSWpJFqxSBovF9fURvn//TkNDA6X09HRjsTPVb1y0SC49/drg4MAM60GhUFZWLlZWLt3dX1JTL588eYCDY56lpTMajba23mVqak1qzMk5f+YngjBzvn379vLlMxUVTVhhnpmZxc7Ozdx8Q1ZWam8vwdJyI6n9ihWL1qzRj4lJIatHSkoWAPDxY9PatZsAAB8+vIWfijU0vEOhUFAwTIHf1J/sI9WfTElJpGA8Q34tLiurVF1dCgcDN28mbd68Etaf1Nc39fIK4Obm2717B5QoL6/S1FQvKCgqJiYFHbS0tFxcs9CflJVVIhKJpFHiy5eFcMQ+LdXVpTgcnpGRaSb19PYS0tKuQuqx7OycdnbuqqpatbXltLS0ixcrffrUBJ/FggUiaDQ9qQAzwh/k06cmU1Odx49/0p/8+rUbjUbr65s+eFB5/34ZdEREXAMAXLqU4eNzZmxsbM8eq4yM63CR8vIiAMCCBcJCQqJCQmLZ2Rlw1t27t9TUlkE3XygwvU/icGw1NRU1NeXd3eT6k0pK6t3dX65fv9jW9jkhIeLNm2ouLu66usre3rnoT0Jrem7u3devfxKHNDe3Gx0ddXW1KC0tzM7O8PffLyGxiEx/MjQ0sby8KCIiEABgbm7f39+7Z49VXV1VQ8O7sLAT2toy0OPHqZqAsjo72168eNrc3LBixTpJSemDB53LyooaGt4FBBx4/boaeso0KSUlBYWFeYWFednZ6QcPOt25k2Jr605DQzOTemhoaA4fdvHysq+trWhsrM/MTKmoKFZV1QIAODh43L17KyIisKHhXW1thZvbdiOj5QMD/XMYW4RpERGRWLt204EDTjduxH/+3NLR0ZqWdtXPb5+x8Q4OjnlSUjLwAd1KFRYW5+NbQEdHRyQS9++3T0yMLCsrunkzyc3NUlJSGrrx7ubmfeVKTExMcHn5i1OnDuXl3Xd39562J9PHrtbWLrt37zAzWxseTv6XQdraG5yd9588efD48b06OnqnTsXExYVERgZhMAympuRPO6ZFVlZ55cr1J07sV1dffvlyFpwuJCR25cr9gIADJiar8Hj2TZvMPD3JRchkZBT27PENDvZdtkxHVlbpxo1HAQEH9PWX0tDQLFwoGx9/W05OmUITAAB9fdOUlIQdO/QcHPa6uXknJd07dszDwmLD8PCQpKRMbOxN0tstZFhZ6UMfWFlxwsISISEJhobbAABoNHraerBY1qtXswMDvU1MVg8PDwkICO3Z42tiYgUAWL/eMCzs8vnzp86c8WFiYlFV1UpJyZ32KoswZ8LCEkNCjoeF+X3+3AIAKCp6amJi5ep6gHKpU6diuLn5oqPPtLe3cnPz6ujoeXj4QgGwkZH54OBAdPTpU6cOCQtLREcnq6svn7YbNC0txD9yPggI/zNER58hEHr27UP0JxEQqAMlJY1v3/57+pPIOomAQFUg/z+JgEBdID6JgEBdID6JgEBdID6JgEBdID6JgEBdID6JgEBdID6JgEBdID6JgEBd0LGy0vy3+4CAgDABsk4iIFAXiE8iIFAXiE8iIFAXiE8iIFAXiE8iIFAXiE8iIFAXiE8iIFAXiE8iIFAXf8snX72qweFoCwvnrq8oLDwvKMiPgkFMzDl29imFvf4zRESE4HC00MHGRicpyWdisrGkZHr9yanG5/fHDWHOjI+Ph4QEKipKcnJiODjo5eTEwsJOkxqkp6cKCODNzAzICt66dUNDQ3bePAZpacGzZ396R3ZVVcWGDSu4uZklJfkOHdo7NjY2bTem98nY2POOjlYzOKOf4OHhO3s2QkRkdvqKoqLzm5oaoc8nTpzW0dkw23Zn1QQpdXW1ixcLz63OGzduZ2bmpqfn+Pj4f/rUYmCwtqWleebFSZue27gh/BGiosLOnPHfv9/bzs7F3Nza1tbJx8crPj4WADAyMuLpuWvXLlv4hfcweXmPrKy2amhopaVlW1raHjt2KDIyFMpqaWnW01slICCYkfHg+PHApKSLfn5Hpu3G9O/IqqiYXJiRsv4kGxubtbXDtJWT0tLS/OXLhDikmdmOWRWfQxOkVFRMLrM5E9TVNfF4PPRZXl5JQ0O2oCBv69aZ6meSNj2HcZshlOcLAQCQlZVhYmJhYmLe3t5GIBBcXPa8e/fm2bOnlpa2tbVVBQV5eXkle/e6kpU6ffqEhoZmcPB5AICm5vK2trYzZwLs7V1paWlDQgL5+QWiouJpaGjU1JbMmzd/dJRcpvFXplkn//lnZVLSpatXE3A42qqqiqioMHFxnvv3M8XEuL299wEAyspK9PXXCApy8PJiV65Ue/z4h/4kaQxmaWm6Y4dJcvIVBQWJ+fOZli9XLi0l15/Mz8+TkRECAMjKikCxAWnsWlxcuGaN5vz5TFJS/N7ek+tPGhvrqqnJ9PT0AADKy0s3blzNw8PCz4/bunVTY2PDpE3ABAQcdXCwbG5uwuFoIyJCAACfPn20tDQVFOSYN49BQ0M2OfnKtEMJ8X/6kz+EJaYan6ma/nXcLlyIlJLi5+ZmNjXV7+np8fHxEhaeJyTEuW/fbriSoqJn69cv5+Zm5uXF6umtKisrgdJ/na/Ozg47u+3CwvO4uBhXrlR78iR3huf1b4BIJHZ2/qQrExoaHRt7GQAgJCT68GHhpPHLq1c1y5ZNvLN340bDzs6O2tpqAEBWVrqxsRmsTLFy5eo1a6YP/abxyatX0+XllYyMTD986JCWXkxPTz84OBATcz4mJtHe3nV4eNjQcD0Wi719+2Fu7oslS7S2bTP4/JlcfxKNRr98WZSX9+jhw+dv37ays3M6OVmT2airL42Pvw4AePq0NDo6kTSrsbFh06Y1IiJimZm5QUHhV67EHz5Mrj/p5eVeVVWemnoXj8c3Nzfp6Wmj0fTZ2QV37jwiEHr09XWGh4cpNLF7t6eDwy5+foEPHzqsrR1GRkY2bVrz5s2rK1duPX9eqatrYGtrce/e9PqT79+/PXBgj4SE1Lp1ugCAmYwPWdNk41ZSUtjQ8OHly9cZGQ9ycu6uW6fFxTW/trYpPDw2Ojo8NzcHAPD+/Vt9fR0uLu6cnGd37z5hYcFu3LgaaoVsvohEopHR+uLiwkuXrufnlykrq23evOHVK/JXwv9r+ecf/fT01GPHDnd0kCs+sbGxMTNPIjIJABgdHUGjJ+JNLq75AICGhvqvX7tbWz9zcHDa2JgLC8+DlhNIhIIy08SuOByOjo4Og8FwcHACAFAouv7+fgcHV23tH/qTBQXleDwbCwsLAODAAd9z54JfvHhmYLCFrB4CoScoKBw6K1NTczu77YODg0xMZPqTrAAAPJ4NUomEuXQpGotlPX8e1p/sJ7sFEhUVdu1awt27TwQEFgAALlyIBABcuHAViidjYi4vXiycmZm2efPWqZpgYvqhPwmdZlZWxtu3r3NyCtTUlgAADh06mpNzNzr63Pr1k+tPCgvPgz+LiUkkJCRD+pNoNHra8SFrmoyBgX5vbz8MBqOmtmTRIpmRkRFnZ3cAgJ6eATs7R2Vlubb2mgsXojAYTFRUPCQOHRFxUUKC99q1BA+Pg2Tz9eDBvcrK8tu3Hy5frg0AOHUq5PHjB9HR50JDo35t+l+Is7M7gUA4d+7M0NAQHx//6OjIjh02oqLTSO6IiIiXl0/sPl6/fgUA6O/vg3ZJJ08etbd3dXZ2Ky4uPHJkPwpF5+vrT7nCudx3VVSc0J+sqCjV1dXm5mbG4Wj5+FgBAF+/TqI/KSoqDl9moF1yT89M9SfLy1/Kyk7oT5qaWoSGTuhPZmdnHT7seflyqqysPJRSVlYiJ6cIb/D4+QWEhESKi6e/FwpTUVGGQqFUVCZ0I5WUVKurK6ayz8zMzcsrzssrvnnz7qpVa3V0lmRnZ4HZjM9UCAmJYjA/5ANxOLyU1CI4C4fDEwgEAEBFRamcnCKs1s7Gxi4sLFpVVQlbwvNVVlZCR0e3dOky6CstLe2SJVolJbNQ5vzfhpaW9vDhY+/etVla2mIwDAkJsUuWyGVmplMuZWlpe+/encuXLw4NDZWWFp8+fQIAQEdHBy2J69bp7dq1V0FB2d7e1dHRLTIyZNqlci4+CUs71dXVWlqaqKpqVFS87+khdnVNuX/9Hf1JAoEA/+DIGB8ft7HZNjY2Rhps9Pb2Pn+ez8XFCB8NDfW/RiMU6OvrZWUl142kIEO/eLG8goKygoLy6tXrAgND//lnk6enK5jN+EwFtN7CYDA/fYXGsK+vl0xsi6y3cG5fX9/Y2BgvLxYemaSkS7MamX8DWCxWVFTc0NCktrZ5yZJlHh7OlO23b9+5ffvOXbvsuLmZt2833r3bEwAwbx4XJK8ILxUAgCVLNIeHh5ubGylX+FvaBNnZWRgMxt//h/5ke/tf0Z/EYrHd3VPqT549G/nyZbGnp6uGhtaCBYIAABwOp6GhGRLyUzw2K/1JVlZcb+9PupFfv3bDyp7TIiMjm5JydWBg4D8zPqysOLKg4+vXbl5e/sksWRkYGPLzf7qRDgcg/3K+fftWVPRMQ2NCf5KFhcXFxd3QcH1HRzu0S5wUFAoVGhrt6xvQ09OzYIHg06ePAQALF8rMm8fFyMjY1TVxn59IJAIA6Okn102G+U39yX5S/clr1xIoGM+QX4srKChXVJQODv7Qn7x+/fKGDStg/cnNm7f6+gbw8PDZ22+HEhUVVRsa6oWFRSUkpKCDlpaWm3sW+pMKCkpEIvHlywndyOLi53AEOC0VFWV4PJ6JiWnm4/M7g6agoFxZWTY8/EPforOz48OH94qKyr9aKimpDg8Pj4+PwyPDwMA4qff+C2lpadq4cXVOzk/6k93dXWg0mo2NnULBZ8+eZmVlsLGxCwuLoFCoq1cTlJXVuLl5UCjUypU6t2+nwZYFBU/weDwf3zQDPr1P4vFsVVXllZXlXV3k+pOqqupdXV8SEy+0tn6OjT1fW1szfz53dXUVtM+ZLVCIlZOTRXYn0MrKbnR01NbWvLi4MCsr48iR/VJS0mT6kzExl0tKikJCTgEArK3t+/p6HR2tamqq6uvfBQX5qapKV1aWUWgCAIDH49vb2549e9rY2LB69bqFC6X37HEqKSmqr3/n43OgtrYaurkyKUVFBfn5efn5eZmZ6e7uTmlpyc7O7jQ0NDMcH9Km5zBuNjaOIyMjrq62b97UVVVVODhY4nD4SZ/urlixWk5Owc7O4tmzp01Njamp17S0FC9eRG7wAACAmJiEru4md3fHpKRLnz59bG9vTU6+4u29b9s2SzQa3dDwIT8/Lz8/7+vX7q6uL9BnKPB59ara0tLkwoXI8vLSgICjN29eP3LkBFSnp+ehmppKFxeboqJnEREhsbHn3dz2k/50J4dAGKd8pKZmsbNzsLNzpKXdDwuLAQB0dY3Aue7uXpyc83A4nKmpxcePhIMHfZmZmR0ddxcWVgEA7t9/SiCMb9myTV19KVzkxo3bAIBXr5rJGuruHtXRWc/IyLh69ToCYZydnePw4WNQ1r17T1RVNTAYDDc3j6urR3v7IIEwHhQUhkKh4OI+PifQaHReXgmBMJ6XV7JixSomJiZmZmZVVY2bN+9O2gTpUVPTKCEhxcLCcvCgL4EwXlfXYmCwBYfD0dPTy8srXr2aNungBAQEkw4mDodTVFSJjk7o6SHOfHxIm6Ywbpqay7ds2QZ/FRYWdXPbD33OySlYskSLgYGBhYVl9ep1RUXVUPqv8/X+fZupqQU7OwcGg5GQkAoICJ72B/DvOT5/7nNz2yckJExHR0dHRycsLOrpebitbYBAGHdz2/+r70REXCQQxnt6iF5ePnx8/PT09DIysteupZPWeevWPTk5BXp6el5ePi8vn69fx6btBg2BMP47VxcEhP89wsJOEwgEb29EfxIBgTpQU1sC78//8yDrJAICdYH8/yQCAnWB+CQCAnWB+CQCAnWB+CQCAnWB+CQCAnWB+CQCAnWB+CQCAnVB296OPJ9EQKAW2tvH/x8RR/znFZM/KwAAAABJRU5ErkJggg=="
|
<image>How much money does Desmond need to buy a train ticket to St. Louis and a train ticket to San Francisco?
|
1,377
| 673 | null |
1,377
|
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"
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<image>An Idaho farmer has been monitoring crop prices over time. Per cwt, how much did Timothy seed cost in 2003?
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9
| 674 | null |
9
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"
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<image>A food industry researcher compiled the revenues of several pizzerias. How much more did Pizzas Only make from pizzas than Dan's Deep Dish?
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7
| 675 | null |
7
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"
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<image>Each bouquet has 2 flowers. How many flowers are in 6 bouquets?
|
12
| 676 | null |
12
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"
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<image>What is the total cost for 4 kilograms of Brie?
|
16.04
| 677 | null |
16.04
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 678 | null |
nonlinear
|
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"
|
<image>Devon kept a log of how many pages she read each month. What is the range of the numbers?
|
5
| 679 | null |
5
|
"iVBORw0KGgoAAAANSUhEUgAAAFUAAAB9CAIAAABcaLhWAAAIxklEQVR4nO2cfUwTaR7Hn0JpeS1YDgVle2A9WkT0OIwvaAuI13hrPAQ8VIyKKRqJ+BIbEF84qgG1iAma8CKJnqKwCYsJnifuHrfgHosHx11MUbQ0CxWsLVtAyrSlhdLh/ugGEcSbPtNtdzPz+W8emO/z+2SGmfD8ZoZyWfwWOI8Dmb/6S/mQEwtwceLcPwdIf2JD+hMb0p/YkP7EhvQnNpD+fgtcc/68mBvhYd30Ybgeyw6MFzDsV9iniE1gZIkCZ47wNzFO5AZ5eNqsA+mvHbHIuozRa70AAC6uICmV+VY50dyIwKXZilo14eXt4un1Y/Fe3i6r13k9/afOOIbaGgV//rd9pwv+jLYoyO33f/CjulH+en8ETEGH2cYPajMAYOEiN+vmhlgfgx79b7seIgreX/PDZO/3439MWRDGda+rGTZPOMoegFGtxWhEFwa6AQAWMF1X/c6ruXHUYoGJwnX9UyknmP7Uf/9Lj4xCTY6DAZXZevz5CYy3ygn5KxNcDrw/K4S2bqO3omc88ree0CHQDKjN/gHUwMVunHCPb74ahc6Bv/5vT2V++w+k4cHIAib1N1x36ArgGFBNMP2psQmMrs4x6+UADhh/Gp2yI82/R276T7tBr0NlXcb1PB/oCuAYUJlpNMqSz2jffoPrpmOzP4UCEncwzRNTX/1Nax3paNMHLXb7dSgdTx22YhxDURS0fafX62y+582EausOU1Pgy+rhmSMDKrPkvApPERDwNvkgo5b2Vh3OHJv9nQuVChYwqZzlHtFrvGtuD8Hd8z4ItEdVjoMVQk/e5a8dmaz7Yvjtmwn8gb8w/97vx4sL7Pm3Rv7/R2xIf2JD+hMbovuD2kdfTzkPp89O9ONP+hMb0p/YkP7EBtJ/bGxMIpHweDwul7tp06aKigoUxbUOZysWi6W4uDg0NPTWrVt4ciDXP7Kzs9vb23NyckJCQjo6OoqKiiYnJ7OysvCUgh2NRnPs2LGhoSFXV1ecUTDHX6vVtrS0nD59OjU1dc2aNUeOHNmyZcvjx49xloKd+vp6JpP54MED/P4wx9/Pz6+zs3PmCJ1Od3Fx3KVk27Zthw4dsksUrvU/k8k0Ojra1NTU0NBQVFRkl4KwEBQUZK8oXP7p6ent7e0MBkMikSQmJtqrJkeCy18sFqvV6ra2ttzcXARB9u3bZ6+yHAYufy6Xy+Vy4+Pj6XT6xYsXU1JSvLy87FWZY4C5aA0MDNTV1en175+3iIyMHB8fV6vV9ivMQcD4j4yMZGdnNzU1TY+8fPkSALBkyRK71eUoYM7/8PDw2NjY/Px8vV6/bNmy58+fV1RUpKamenh42L2+j/LixQvr2Yei6OvXr9va2gAAUVFRdLrtPWi4FSgEQQoLCzdu3MjhcOLi4q5evWo0GuFWoCD22r59e8gc3rx5AzE7uf5HbEh/YkP6ExvSn9iQ/sSGUvvoa2fX4EyoAIA/fS5w1vRfNvzdubMT/fwn/YkN6U9sSH9ig9ffZDLxeLx169bZpZpPI5PJEhISVq5cOWu8v79fKBRGRERERkYePXp0aMiGD+rg9S8pKXHMsn9tbW1ycvLchq/JZNqzZw+CIJWVlaWlpb29vRkZGVNTWF/GxOUvk8lu3769Y8cOPCEYKSkpKSsrS0pKmjVeX1+v0WgqKio2bNjA5/OvX78ulUpbWlowxsL7oyh65syZ/fv3h4WFQYdg5/79+3FxcXPHnz59GhUV5e/vb91ks9ksFssR/tXV1YODgydOnIBOsIn5et4KhYLFYs0cYbFYCoUCYyxk/1Oj0Vy5cuXatWsO6/nMh06n8/H54O1Lb2/v4eHh+X5/FpDHXywW83i8+Ph4uN1/PsAc/+bm5tbW1sbGRrtXA4Gvry+CfPAKLIIgvr6+GHeH8W9oaEAQZP369dZNay+JzWafO3fuwIEDEIF4WLp06ay/doVCgf1hFBh/kUiUkZExvVlfX19XV3fv3r2FCxdCpOGEz+fn5ORoNBrr7FKpVK1Wf/RO8VFg/AMDAwMD339+JCAgwNXVlcPhQERhRKvVymQyAEB/f//k5KS14R0QEMBms7du3VpaWnr48GGRSDQ+Pl5YWBgTE7N27VqMyb+M9z+lUml6evr05u7duwEAKSkpxcXFNBqtqqpKLBYfPHiQSqUKBIK8vDwbop3egXbu7OT/f8SG9Cc2pD+xIf2JDdH9yf432f8mMqQ/sSH9iQ3pT2wg/YVCYeiHnD171r6VzWW+/ndXV1daWhqXy121atWpU6d0Ohs+igi5/mkwGDZv3iwUCqdHfurF79raWrFYHBwcPGt8ZGQkLS0tPDy8srJyeHj4/PnzWq32xo0bGGMh/fV6/YoVKxzz2IMVa//71atX5eXlM8erqqosFktlZSWDwQAA0Gi0rKwsuVyOsSsNef7r9XoHv+o5X/+7u7s7IiLCKg8AEAgEFAqltbUVYyykv8FgcHDnd77+t9lsplLfn8Vubm5+fn59fX0YY+GPf2dnZ2Ji4vLly/l8vkQiMRqNcFE4CQkJ6e7unpj48Vugg4ODWq3WYDBg3B3GH0VRGo3W19cnFArv3r27d+/eO3fu5ObmQkThZ9euXe/evbtw4QKCICqV6uTJk97e3ti/CwFz/XNxcZFKpdOb0dHRKIpevnw5Pz+fyWRCBOKBzWYXFBQUFBRUV1d7enqKRCKlUjn9OMz/xT79v/DwcACAUql0vD8AIC0tLTk5Wa1WBwUFWSwWiUTC5XIx7gtz/vf29mZmZsrl8umRZ8+eUSiUuTdnB6BQKGpqatzd3UNDQ93d3R8+fEihUPh8PsbdYY5/cHBwV1dXZmamSCRatGhRR0dHeXn5zp07f7qD/4n+t8lkysvLk8vlSUlJPT09ly5dyszMxP78B2T/V6lUHj9+fPXq1RwORyAQ3Lx502w2w3VgsfzakydP5r7wLRKJrD999OiRQCAICwuLiYkpKytDURT77GT/m9iQ/sSG9Cc2pD+xIf2JDdH73/8D0DOn3MyKHQ0AAAAASUVORK5CYII="
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 680 | null |
linear
|
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"
|
<image>Each football field has 10 sprinklers. How many sprinklers are on 6 football fields?
|
60
| 681 | null |
60
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 682 | null |
linear
|
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"
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<image>Noah graphed the temperature at noon for 4 days. On which day was it warmest at noon?
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Wednesday
| 683 | null |
Wednesday
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"
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<image>How much money does Belle need to buy a white bead with black spots and an orange glass bead?
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0.99
| 684 | null |
0.99
|
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"
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<image>How much more does a cornet cost than a flute?
|
386
| 685 | null |
386
|
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"
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<image>Each necklace has 2 emeralds. How many emeralds are on 5 necklaces?
|
10
| 686 | null |
10
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ZeaHh8dERfjw8RADA49m5uYnI2A8fWp7mX+fnnwIAocGHNbRN7+U+Wqa96FvBTHh0TExMHAQ8AHAROQmETzIbRcUmc3DgT8eeYGBgAIDevr68+5/cLZ0MO52YdDE3J3X6dEEAiIhOAoDzSaFEIicAnE0ImSG5MP1KlrmZ4bckfjaS4oPtN7naO7pQqdTOzm5zs2f2tmZcXEQAWLNa54S/p6GxAwaDIZFIixfNO3fmk9sy3VVW93ILiETOUzEBFutWT6g1qZVvyeL5tH2l2fLDw8M1tfUA0NrWYW2/mzhFHsM8HcM8vbCovL29EwC0lqozMTEt0jSJiUuuq3vDzz9Fde5s2gz1DW8NjR327HK0sxnJH/3kaSkjI+PiRfNGYsJiF6mp5hcUfTUYaSkxxHkAoDR7JgC8ePlqnGD+DU8Ly5RmyyPOA4ANlsYxkX601ozM7L1ux9IuRM9WnEk7kDlK8ojzAEBYWEBMbPq3DuTnhEjkTLsQ3VBToKKsQCKRPA4EKKroVFe/BoDLV7LcPHz9ffY9LbieeTWxu7vXfMP2sZmcQoMPZ1xJ2Ghv7rDJNTwycUKtSZmPh2c0Nyg7OysA9PX1Dw4OGhjZ9fcPFORdHu6vpQ41qC1UQfrMlJPKz7ssJyvpcSBAVEptvrphcUkFbQan7ftbWtrev2+m1XT39JJIJDyXLAtBEtniE1PGXnl8Oxg2AOjrGxgnmH9DV1c3K+vX02tSKBQLqx0kEqmpuWX0QLp78u4/ph0FC0Gypqa+qanlqzP8zAgJTePnnxIYsP95WQ4AeHkHAsBe96MbLI327HJUVJDT1dE8Ex90M+vuX9n3aaNmycvo6S4N8PVw2bN5r9vR3t6vZ2ekManTblfXaHrQzs5uAMDj2cvKX9TWNiQnnpSRkUCaPjS1CAmOZMWaKScVHxdIoVDyCwrdPHx1V1m/qS1AmizNV2svVTc226Svp4WcFjk5CCwsuOLHn9wf0dabL4IZzQL4dzBs4wfzjyEQ8LS7q8+gUqlR4T6PHhdv2+m1SE1VREQIADg5OdTV5kaH+342yb8M4/+Njo7O8oqXtFMQAIiLi1iar7589RaZTK6tbdi2xYbWJCE+AwCqX72Wk5W8nZ1nvEaXdqQqcxQGBz++edMoKys5jtykVr6CR8W0/ZKyZzgcTlxMpKenF8b8ZB88fFJTU48swo8eF+cXFAIAFotVWzjX96h7U1NLY2MT0tNi3WqjNbq21qYbt7i9f98EAKpzZw8OfqRQKDIyEsjGysoiJDRqnbFr+8uqGuS+EgBKSisBYKac1DjBTJ4v+6soKxQWlff3DyDFpOS0JVprkcenDAwM5maGfsfcBQX4N9g6I5WqcxVrauvFxUVoB4LFYqdN4xtH4qciNS1jma7lZ0t1W1snPx8vAwODoODU5y9G8xxXVdcCwAwRobb2DluHPdczs2lNJaWVGAwG+UCOw8Tmo1KpDW/eHT4aXFNTfzPrbmR0komRHisri6KCHBsba0jo6cbGpswbOS7uPiv1tF5W1TY1tdzMumto7JB2KbO2tr6ktDIk7LSIiBBySU4j5I9DBALeztGFSqVqa6krzZZfb+Ocm/eoru7N+QtXlFR1o2LOAgALCwsrK8u93IKi4vLh4WEqlUokctpvcq2ofFlSWunu6TdjhrC62txxgpnEzxy4uDgBIONGDnKLTWOTg+Xw8LCl9Y78gsIrV2+57vOdKSeF5CtHYGFhOZsYUvCo2P94JABs3ri+u7vXxn5PWfnz6urXR31OyilqFRVXjCPxU2Fqoi8gwK+/2vZ6xl/d3T3PX7wKOBEZn5ji6GABAE6brBKT0mLikmtq6vMLCrds85SRkViquVBhlqzOCo3tzl4xccl59x8HhcT5n4i0szFjmzA/PXWoYfyNQMCf8N+/zcmGm5vIxsZqYryyo7kcaUo5FyEqOp2VlWXJ4vnPy3JuXk8iEjmV58wiDbze77FDTGw6DoebMoXH0GD587Ic6lBDefFtAMi7k4YMz7uThsViTwZ5U4camt4WbbA04uHhwuFwMjISQScO0gLw9trNzs4mKDi1o7l8lb620RrdqHDf6dMFmZmZ56kqlRXdGj8Y6lADDw/XkUN7qUMNocGHGRgYvjxG0sBrXR1NVlYWnRUaY/tThxpycy4umK+Mw+GmTePbs8txoLvqy3l8jrgxMTE9LbhOHWp4WnBda6k6GxsrOzvbgvnKN66d+arET7vVvMhbZ2owdSofBoNBlpgz8UG0QzgZ5C0/U5qNjVVQcKql+ZqGmgKkqau1cu/uTaKi01lYcJKSogc8d/Z3VU2ohaEONfw/fKRQfjn0V9s6b7fT1lr04yR+gT+vodAFi3WGYqLTf6gEuvKh0A105UOhG6j5UOgGaj4UuoGaD4VuoOZDoRuo+VDoBmo+FLqBmg+FbjDC0M/+PhXK7wq68qHQDdR8KHQDNR8K3UDNh0I3UPOh0A3UfCh0AzUfCt1AzYdCNyaRn09E76h/wo+Oo+JZLQavdv9h6XeNCou+yMi5GNmfTJxj+3+L/5/j/Wlpb+/etCNAWHoNlqDONmWpsrpdZlY+rbW1tXO9vTdRcAWXkI6RhUfj+5GXA8lkcuDJ89JK5mxTlkormQcEJZPJ5Am1fv+VLzwmzWbTUWRfc/GciKA9P1TiV8fOyedhQXlsmNsiNcVAn+0K8uJrzPdVPKsFADKZrGe8t+rVm5QzR/5M8K6pfWdk4YmMOnjslKd3zEabVTfT/7Ay19l3MCoo7MKEWpPKWPBLU1g8+p7sTFmxmbJiP1Til2Z4mJSZlX/u9CGdZfPDotMkJYQ22RsWl1bdu18sLyd26cq9krLqhheXpvLzAICI8NT8xxXDwyQMBkKjLu7ebrZ3pwUALFafXVr+6nzqX0hxHCaZn4+6yy2EV0SPnU9rjfm+traRhAEtLR0bHA5PEzdg4dGUmr3uZORo/tC4hGvyc9ezTVnKK6JnbOnx9t1IZpbmlo4NDod5RfRYeDRVlzjk3CscK9Tc0rFqrSs7nxaviJ7r/nBaatXkC1lKC23w/Nq8InoGpm41tZ/kvBoHDd1t8UkZick3MHi1krLqsafd4WGSi2e4gIQhO5+WmvbmhwVfSUF5L68Yx60Rc/oKAJBIJK+jsSKyRjhuDUlFs7Doi1+VmGRgPy1kMqWppZ1WxGKxJfmJWx2NAeDy9TxtTRXEeQAgIy1iu2ElExMjFostzDvtMsZqwkJ8La2dE2pNLj/fmWvDw+Sb6YGnIz3u5BZtcT6B1FtvOvqk6HnKmSNlBYmeLlZ79oVevpYLAHkPSh23++90Mi1/lJRx8Xhbe7ep1QEAIJPJOqt35z+uuJB4uPhB/DwVOd01e5AlHcH9YNRyLdX7tyN3b1t3IuR8VNxlAHj0pHK9/eHV+ouf5p66mR44MPDR2NJjMmEDwJU//ZSVZNaZaLfUZcya+cmat9M1OCE5M8h/R25WuKS4kM6a3XX1n2SwrH71xsjSw8XZwtHOEAB2u4cGnvzT29Oh4nHSnu3r9uwLi42/Or7ELwcTE6PeigWe3jHxSRkDAx8/ay2vrJEQE/I6GjtdxohbWMdkvef7D60AgMViJcSFuLg4kG4kEul2zhP1BQoTyk0yPx972B+7AUBljuyLl/XHjif29w+ysbHER3liMBi+KVwAICU5PTQq7VbO49WrFheXVeFwTNaWuszMTOJighcSD9c3fACAW9mPi0ursjNOLl2iDAAhx51v33kSGnUx+qQrIrRCS3X7ZhMAUFKUup3zJDnllpOjkeIsiZrylBki05A8FTud1q5a69rc0oHojg8nJ56RkQGHY+LlJY6t7+rqPZV4Pchvh5mxFgDEhLr19g1U17yZITKSIKatrWuliYu+jtpRL0ekf/TpK267LW3W6wGApIRwYcnLEyfPb7Q1+JbEL0pS7AH7rb72Tr5UKrWzq9d8bbW9lT5irJbWztT0Oyt1FqQmHWl83+rsFmJs6fkwO/qzGfYdjK55/S416ciEWpPLz6euRNtXUpQcHibVvH4HAK1tndaOR4mCKzB4NQxerbD4RXt7NwBoaSgzMTEuWu4Uc/pKXf17fj5uVRU5AHhS+IKRkWGxmuKINha7aKFi/qOKbwm9qKoHAByO+c+L2dJK5sxcSzB4tVVrXQEAEfrHlFXUDA0Nz1WWRYrMzEwXzx5btlQVKQ4NDxtZeggJTIkLd0dqSstfDQ0NI58ZBI1FSlXVDbQrkN8GIpGQluzT8OKSyhwZEonscShacYFN9as3ADBMIvFwc8SGuc+bO3ONwZKYULf8RxWfPaBw94o8GZn6Z4K3tJTIhFqTzM/HQdv/Oz/fwODgRwNTt/6BwYKcmOHOe9TeB2p/r7QzZcXyc6LlZGZ4eEeLzjSZr+lYXFoFAN09fSQSGc+/jIVHE9nikzKbmtu/JdTXNwgAcQnXvI7G7duzobU+k9r74Pa14MnEPD5d3b0AwMqK+2prSETq/YdlLa2dtOcF3T19ALDCcDctctvNPgDQ3PL1BGq/OkKCfPx83IG+254XngMAr6NxAEDAs81WkMRgRpItIyfW5y/rkSKFQtm4zS8i9lJG2vFVeuqTUZlkfr7RLH+dnb2ApMSrqKl93Zh86qCM9IjHPzS1CQmM5AydKSsWH+VJoVDyH1W4eUXqrtnz5mU6Jwc7Cwtz8YOEsZMzMIx+AD4V6sHjWQEg/do9bU0VOyv9v1Xa4V9DwLMBwLfWLTmZGZHBLkt0trp7RQUH7AQATg48AJyN85o1U3xsT9EZ/zYF4E9FR0d3eWXtYvXZtBpxMUFLs+WXr+cCgJSE8NjbCOR2EIdjQorb9wSlX8u9eyNszmzpScpNLj/fk0rafkl5NQ7HLC4q2NPbDwAEAhtS/yC/rKb23Uh+vieVyMkUi8WqLVDwPbS5qbm98X2rqorc4OAQhUKRkRZBNlZWnJAg37eEZsqKAkBPbz9NBQDOnLsB35no7su+irMkmJgYcx+UIEUKhbJEZ2vS+ZtIceWKhbMVJENP7DoZmXor+zHSH4djbmntpEXOw80xhZeIZGT/qsSvSGr6nWUGzmPPRQDQ1t7Fz8cNADrL5uc9LG35e7G/m1cMAMin8cy5G6eTrt9MD5y882DS+fmaDvvG19S+u3m7IDIu3WS1BisrTlFego2NJSQitfF9S2ZWvsv+8JU6C19WNzQ1t9+8/cjQzC3t8t3a1+9KyqpDIlNEpk+dLsyvramipCi13uFw7v2Suvr351NvK6nZRJ26DH+bKf1a7p8X/3pd1xgWffFBfvmGdToAsEBV/nbOk/xHFbWv321xPi4hLgQAT4tf9Pd/ni79q3ARCcWlVcWlVa1jPrVEIsHaUjcg+FxicmZh8YvNO48XlVQtnPfJd29YWegar9aw3Xysra2Lg4Pd0dbgoM+plEvZdfXv7+YVLTNwtnPyGUfiV8TUaKnANF59E5frNx509/Q9f1kfEJQcn5ThaGsAAA7W+rw8RAMzt+y7Ty+m39nifEJn2XwlRamBgY+e3jGrdNV7+wbu5hXRtqGh4fHlJj7tDg+TPPZa1dW/V9VwGBwc0luxICxwNwDw8hITojzdvCLP/pmlqiJ3OsKj/s2HdTYHVxq7PLobQyKTXQ+Ev2ts5SCwLZw/62b6HxgMhoGB4eblP/Z6hBlZevT2DojOmOblbuu81QxRAYCTx51DIlLstviws7Pu27vB3lofADz2Wr2qfbfccBcHgc1po9G+vRtqXzdu3R1IW/DHZ8cWkw0bjywzcD53+tDY+rDA3QQ8m9uByO6evtkKkjcunRAXE/xsbFSwy6x5Vo47/NOSff7w204k4l08w99/aOObwrVaf7Hf4c1fSizXUp1MVD8nRCIh+3qIp3fMxm3+Tc3tT4teSEkIn470sDBdDgAEAntOxskdLkEGpm5MTIyrdNWC/XcCwMvqhrfvmlPTc1LTc8bO9r7mKu2h4FfBUHsf/NDjQflF0Tdxcd5qqq0598dJ/P5/20X5Z1iYLhObIfBDJdCVD4VuoCsfCt1AzYdCN1DzodAN1HwodAM1HwrdQM2HQjdQ86HQDdR8KHSDEZiF6R0Dyv8o6MqHQjdQ86HQDdR8KHQDNR8K3UDNh0I3UPOh0A3UfCh0AzUfCt2Y2HxCoqr7Dx7/T8QqKl9imKfff/DkP5ntW4RFJDCyio7fx2TdZm2dCXIo/W/S3t65ycldWGweFifCximlPG9l5o3R14KuZ/w1T80AzyUjLDbPcYt7W9vIa5R9ff3unr6iUmpsnFLS8hr+xyNoSZ7G4TdZ+SqfVc2QXIjsa2osjAj977PlhUcm2tjv/s+n/dmwc9z7ML8wNtJ/kbpqYMABhVkya9Y6VlS+BIBbt3MNjR1mK8pdvxx/5NDey1ezrP/+gdg67IlPTD3gsSMr46z1ehOPAwG+/uETav0m+fkKi0YTnM2Uk5opJ/VDJX5XhoeHM2/cOXfmpM4KjbDIREmJGZs2WhaXVN7LLZCfKR10Mm6eqlJ0hB/Sub9/YOuO/T09vcPDpFt/5Z0M8rZabwwAi9RVi0sr09JveO7bPr7cpFY+BgaGI8dCpgorc/DI6a+2bWoaSYb68eNHF/djwmLzmNnFRSQWeHoFkEgkpKmxscnUfAsn70xu/llrzbe8e/fhy2l9/MII3LKFRWUA0NzcusHGmXeaIgtBUnXhqpw7DwCgp6cXzyXj4xdGG0Imk/kElfbt9xs7z6EjQdZ2u+rr32KYpwefPPXZaTc+MUVaXoOFICkzSzM+MeXLMD58aBaRWGBptQN5cf38hSsKc5bj8BL8QnO2O3sNDAwCgIa2aXxiSmLSRQzz9JLSyi8n+W0gk8lNza20IhaLLXl6c+sWawA4FX38QvLoeiYsJAAALS1t3NzEzpYKxHkILDgcFouZUGtS5ku5eL25pS3zasLZhJC79/IPHwtB6p227489df64n+ez0uxjh11OhsW7efgCAIlE0l1lVfu6IT015kraqbq6N3oG1p8luLiYlnHoSFDKuQjlOQpkMllH3yr/UeGF5PDix5nzVJV0V1lXVL4kEPCmJvpJ5y7RRt3LLWhpabPZsHbsVK57Nu/YZissLNDSWLLZ0fKzyDdudrOzNn1wL22Tg6W9o0vapcyxHQYGBg2NHcTFROLjTmAwmLRLmRYbtuvpapYVZiXEBV6+muWwyRUArqTFKc+Ztc7UoKWxZJa8zGR+aL8iTExMerqanl7H4xNTkE/dWAQE+IWFR1+mzLyZIyg4dcaM0X9MGRgYbGxsij11LjUtY7fzxgnlJpmfDx8afBgA5ijNWmu88mlhGQC0tXWcOZvm7bV7nakBAEhIzCgpfRYVc9b3qFt2zoOy8ueVJX/JyUkBQGyU/zG/sMbGJtqEjx4XW9ntigr30dXRBIBbt3OLSyqys84v1VQDgJA/Dt3OzgsNj4+O8HOwWxefmPK0sExFWQEALl7KXDBfWVr6k2w9bGysrKwsWCyWl5f7s8gDg2KMVuu4uTgBgPIchQ9NLW/HrMFUKnWDrXN//8CtzLPMzMwAEBAYpa421+/YPgCQlhb3O+a+wcY5wNdDUHAqIyMjDsf8pcRvRlJ8sP0mV3tHFyqV2tnZbW72zN7WjIuL+Fm36xl/Rccmn4kPQpImIuiusrqXW0Akcp6KCbBYt3pCrUmtfGoLVWj73NzE9o5OACgte0YikdTVRt9oV507u6+v/9WruqeFZWxsrHJ/X3jNVpyZej5SUHAqUqxveGto7LBnl6OdjRlS8+RpKSMj4+JF80ZiwmIXqanmFxQBwMIFKnKykknJaQBAoVDSr2TZWJlMJmakf1FxxVwVRVqNv8++ndvtaEV3T78HD5/euHaGk5MDAMhkclFxhdbS0fReGosXUKnUR4+LJ6n4G0AkcqZdiG6oKVBRViCRSB4HAhRVdKqrX4/tc/lKlsm6Le6uTustjMbWhwYfzriSsNHe3GGTa3hk4oRak1r52NhYafsYDAY5gXZ39wIAFxcnrYmLyAkA3T29Xd09rKws35rNafv+3t6+9++baTXdPb0kEgnPJUurIZFIPDwjiUftbdf5HY8IDDiQX1DU1dVttnbVZGIGgP7+ARKJ9K1IHj8puXsvH4dj7u8fQGoGBgZJJNIx31C/gIixPcdeA/2PICQ0jZ9/ivN2O9EZ0zWXm3l5B54/O3LlHZ+Y4rjF/cihve6uTp+NmiUvM0teRk93KQsLbq/bUesNJng8+zgq//xul5OTAAAdHaMp7pAVkZODQMCzd3Z2UyiUsWsyDUvz1dpL1Y3NNunraa02XIEMYWHBFT++MbYbAwMDsmO13njffv87d/MzbmSvMdRBVqnJwMrKwsjISHsW9RksLLg7t//cvNXD0nrHw9x0JiYmNjZWJiamndvt7P9ekhH4+Xknqfir09HRWV7xknYKAgBxcRFL89WXr95CihdSrzlucY+J9LO1NqX1effuw+3sPOM1ugQCHqlRmaMwOPjxzZtGWVnJceT++XM+RQU5RkbGh/mj6eQf5j/l5OSQlBRVUVYgk8kPHj5F6p89q1KZv/LZsyqkaLFutdEaXVtr041b3N6/bwIA1bmzBwc/UigUGRkJZGNlZRESGsm7yMvLvdpg+YXUa6lpGbbWa+EbfJmxj4GBYbaiXO79x7Qa5z2HnPccQvYVZskqz1E4mxBS+azq0JEgAMBiscpzZtXXv6WFISY2nZmZiXbF811JAX9FUtMylula0p5mILS1dfLz8QJAdfVra7vdQSe8xjoPANraO2wd9lzPzKbVlJRWYjAYERGh8eX+ufm4uYl2NqYBgZHpl2/W1b1JOJMae+q88w57RkbG5csWy8pKOjq537qde//BE0cn948fhz67Swj54xCBgLdzdKFSqdpa6kqz5dfbOOfmPaqre3P+whUlVd2omLO0zg525mfOpjEwMCB3JF/CReT88KElN+/R69cNY+udd9jn3Hlw4NCJwqKy0PD4sIjEBfOVx3aQlhYP8PXwPx6J/N3FZfemtPQb/scjqqtfl5RWbrBxXrTUpLe3DwC4uDiLSyqLSypaW/+D1Kg/J6Ym+gIC/Pqrba9n/NXd3fP8xauAE5HxiSmODhYA4L7fb/p0AfmZ0nfv5dO25uZWhVmyOis0tjt7xcQl591/HBQS538i0s7GbOzV2tehDjWMvwkKTvXct51W3LPLUVxcBNn/2PvKZc9mAQF+RkZGUdHpPkfcKB/rkaaGmgKjNboEAp5I5DRao9tQU0Adaigvvg0AeXfSkD55d9KwWOzJIG/qUEPT26INlkY8PFw4HE5GRiLoxMGxMZAH6wgE/H6PHd8Ksv5VvoyMBB7P7u21OzT4MAMDA60pOsJXUlKUmZlZSkosNsofqTQ20tNaqo7sUz7Wr1i+ZMYM4a7WSupQw7mkUIVZsszMzNzcREOD5VWV95BumVcTeXi4eHi4sjLOTvhD+3W3mhd560wNpk7lw2AwrKwsigpyZ+KDkKavXvCcPxtGHWroaq3cu3uTqOh0FhacpKToAc+d/V1VE2phqEMNX874s3Ez6+6qNXa1L++Pfc6E8kPRX23rvN1OW2vRj5P42f+89uZNY1n5841b3DZttESd9/+JxTpDMdHpP1TiZ1/5jM023cy6a7Z2VUToURaWbz6+QfkV+dnNh/Ib85v8SxXKrwhqPhS6gZoPhW6g5kOhG6j5UOgGaj4UuoGaD4VuMMLQG3rHgPI/CrryodAN1HwodAM1HwrdQM2HQjdQ86HQDdR8KHQDNR8K3UDNh0I3foj5Kp7VYvBq9x+WAgCZTDZZ78nOp2Wy3nOSQ76FyXpPbf2d/3GsKJ/S3t69aUeAsPQaLEGdbcpSZXW7zKz8L7uZWR3A4NVe1byFv393X24fmtrG1/rh73Dcf1iWdvluZPDeFdrzPmuqfF670til7lkaAAhO440M3ishPsGbnt/LWAmUyWDn5FNT+y42zM03MGmdsfbjwmdrzPcV3j8tLydG63PzdsGlq/doRVGRaXduhI6d5My5m3dyi7i5Jni9/4ebr7WtCwCMDTWmTOH6rKmw+CVtn4uLY7PDmv9cfawEyoQMD5Mys/LPnT6ks2x+WHSapITQJnvD4tKqe/eLaebr7x902hW40dYgMjYdqWFnZ9VYNIc2SUtLx+XruXFh7szMTOPLTXzafdfYom/iwjZlqYCE4fHg5P2HY6SVzJGmjx+HXDzDhaXXMHMtEZE18vSOpuXnQ9h/OAY52/KJ6uus/iSt5yGfU9aOR+sbPmDwasHhFz477cYnZUgrmbPwaMrMMY9Pyvgyqg9NbSKyRpZ23iNJ9VJvK8yzwnFr8Ivqb9/zx8DAxy8lJjxSFAAgkylNLaNvxWOx2JL8xK2Oo7n3Dvmc4pvC5WD9zYw5h3xOz5QVNTLUmFBr4pVvvf3hV7Vvr6b4CwnweXhHl1fW4P52tNOuwLQrd6NCXFSUZAqeVG5xPjE4OBToO5qP0mOvlbiooN0Wn5fF56fy84yd1tXZsqOjJ/1abtH903g866vad7SmlEvZG7f5HzvoqK2pkvug1N7Jl4PAbrx69GAGBj4amrmLiwrGR3lgMJi0y3ctbA+57V6fmnSktq7RcXtAe0dP8umDn0lMeKQoTEyMeisWeHrHsLGyIB/gzyireBUadfHR3VgK5euZQ+rq38cmXM3JODkZuQnM9/Zd8928oqgQF23NuQBwNs5ruqzRVD5uAGhr6zpz7oa3p8M6E20AkBAXKimrjjp12dd7M204GxsLAc8GANxcHBwcnyQsYmNjYWXFYbEYXl7iZ6KBJ/80Mljitns9ACgryXxoanvbOJrSikqlbth4uL9/8NaVIGRhDwhOVl+o4Hd4CwBIS4n4Hd68weFIwFEnQYEp35JA+RZJsQfst/raO/lSqdTOrl7ztdX2VvpcXBwAQKFQNu0I2L7ZREFeoqSs+qvDT4Scn686U32h4ldbP2OC0+7zl3UAoKwkjRTZ2FiWqM9G9ksrXpFIZPUFCrTOqiqyfX0DyB3QP4ZCoRSVvJyrPJr90/+I006n0cw07l6RD/LLb6QHcnLiAUmqV/JSS2M0g6DGojlUKvXRk985ee2Pg0gkpCX7NLy4pDJHhkQiexyKVlxgU/3qDQBExqV/aGo/5GH/rbG9vf2J525stDGYpNYE5uvtHQAAIieBVjOFd+S+obsbSZ8z2sRFJABAd0/fJLW/Sn//IIlEZmXFfbX1ceGzwJN/dvf09fePJG0dGPhIIpGPBSSy8Ggim/gsUwBoav56ZjSUySAkyMfPxx3ou+154TkA8Doa9/5Dq6d3TGTwXja2b766f/3mw6Gh4TWrFk9SZYLTLmKCnt5+Wk1b+0hCPk5OdgDo6OihNbV39AAAJweePInvYBhHkZGRoa2t+6utLDjmO5mhm3cet7T3fpgdzcTEyMbGwsTEuNPJ1N5Kf2xPfr7Pb65RJqSjo7u8snbx3yc3ABAXE7Q0W375eu6t7MddXb36Jq5j+8vMsTDUV09L9kGKt7IfL5gnj8ezTVJugpVPUlwYAMoqXiHFgYGP9/JGcsQqyksyMjI8fDT6BQEPC8o5OfGSEt/xrO7rSfUUJHMflNBqnF1DnF1HUpAryEsoK8mcjfOqfP76kM8pQJLqKUnXN3yQkRZBNjFRAWZmRq6/HzL99kn1/kNS0+8sM3Buav4kB1xbexc/H7fhykXlj5NK8hOQ7ULiYQC4luof5LeD1vNObpHybOnJy01gPnExwTmzpY/4JzzIL6t+9cbK8QjttMvNzWFnpR8QnJx+9V5d/fuEs5mxCVedt5oyMk722SEXkfChqT33fsnrusax9c5bTXPuFR44EltY/CI06mJYdNqCefJjO0hLiQQcdfL/Ixl5NOOy0yLtyl3/P85Wv3pTUla9weHwouVOvb3940igfBVTo6UC03j1TVyu33jQ3dP3/GV9QFByfFKGo60BkUiQlxOjbeJiggAgKS48XXgk1TaFQnnztllC7DuWnomf852PPzRtKs/SlTuWG+5avlR1sboiC8vIBVnoiV0O1qu27flDUtHssF/8ATebg/vsxp9tLOZrtcVEBVaauCSdzxpbb2m2Ivqk64W07IVam8Oi06JCXMyMtT4bu9XRWFtTZcPGI93dfUaGGmdPeZ1LuS2vukFLf8fHoeG7N8KQxf9bEihfhUgkZF8PkRAT2rjN//7DMrcDEedSbp2O9LAwXT7h2OaWDjKZjFyMTRIMtffB+D36+weHhoaJxJEbC239nVxchNSk//77pVB+KvRNXJy3miKP2H4QE58iV611/dDUHn3ShW8KV0ZWfs69wusX/5vvAUT5mbEwXSY248cmRJx45Wtu6djpEvzX3af9/YMSYkIuzhbr1634oTGh/I8wsflQUH4Q6D+TotAN1HwodAM1HwrdQM2HQjdQ86HQDezP/1UcKL8pjFgYqkf9h/L/DiMM1f8faZrwWM9vF0IAAAAASUVORK5CYII="
|
<image>Dean has $72. Does he have enough to buy a golf ticket and a hockey ticket?
|
yes
| 687 | null |
yes
|
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"
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<image>Some students compared how many pairs of boots they own. How many students own more than 3 pairs of boots?
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11
| 688 | null |
11
|
"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"
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<image>Kimberly counted the number of desks in each classroom at her school. What is the largest number of desks?
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49
| 689 | null |
49
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"
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<image>After a field trip to the park, students in Mrs. Simon's art class counted the number of leaf rubbings they had made. How many students are there in all?
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52
| 690 | null |
52
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"
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<image>The teachers at a middle school counted how many computers they had in their classrooms. What is the mean of the numbers?
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9
| 691 | null |
9
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"
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<image>The school district compared how many swings each elementary school has. Which school has the fewest swings?
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Newberry Elementary
| 692 | null |
Newberry Elementary
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"
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<image>Kira buys 2+1/4 pounds of banana chips. What is the total cost?
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11.25
| 693 | null |
11.25
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"
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<image>Wendy purchased 2 kilograms of standard paper clips, 3 kilograms of colored paper clips, and 4 kilograms of jumbo binder clips. What was the total cost?
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22.15
| 694 | null |
22.15
|
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"
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<image>The school district compared how many math teachers each high school has. What is the mean of the numbers?
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8
| 695 | null |
8
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"
|
<image>Leo has $56.00. Does he have enough to buy a pair of jeans and a green sweatshirt?
|
yes
| 696 | null |
yes
|
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"
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<image>A dentist was making note of his upcoming appointments with different aged patients and the reasons for their visits. What is the probability that a randomly selected appointment is with patients 19-60 years old and is for a regular cleaning? Simplify any fractions.
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1/4
| 697 | null |
1/4
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"
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<image>During Fitness Day at school, Bryan and his classmates took part in a pull-up competition, keeping track of the results. What is the smallest number of pull-ups done?
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40
| 698 | null |
40
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"
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<image>A pretzel stand owner kept track of the number of pretzels sold during the past 4 days. On which day did the stand sell the most pretzels?
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Saturday
| 699 | null |
Saturday
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