Mathematics
Grade-2
Easy
Question
Mrs. Davis has 24 red notebooks, 16 blue notebooks, and 17 green notebooks. How many notebooks does she have in all?
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)
- 57
- 47
- 55
- 45
Hint:
Adding the numbers
The correct answer is: 57
Number of red notebooks = 24
Number of blue notebooks = 16
Number of green notebooks = 17
Total notebooks = 24 + 16 + 17 = 40 + 17 = 57
So, Mrs. Davis has 57 notebooks in all.
Related Questions to study
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Add the numbers: 12, 34, and 18.
Add the numbers: 12, 34, and 18.
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Find 26 + 7 + 21 + 3.
Find 26 + 7 + 21 + 3.
MathematicsGrade-2
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Fill in the blank: 40 + 29 + 25 = ⎕
Fill in the blank: 40 + 29 + 25 = ⎕
MathematicsGrade-2
Mathematics
The local food bank was receiving donations from the community. During the first week, they received 13 boxes of canned soup and 32 boxes of crackers. During the second week, they received 25 boxes of canned soup. During the third week, they received 17 boxes of canned soup and 28 boxes of crackers. How many boxes of canned soup did they receive in total?
The local food bank was receiving donations from the community. During the first week, they received 13 boxes of canned soup and 32 boxes of crackers. During the second week, they received 25 boxes of canned soup. During the third week, they received 17 boxes of canned soup and 28 boxes of crackers. How many boxes of canned soup did they receive in total?
MathematicsGrade-2
Mathematics
Charles is adding the numbers 23, 24, 34, and 57. He makes a ten to add. Which ones digits does Charles add first?
Charles is adding the numbers 23, 24, 34, and 57. He makes a ten to add. Which ones digits does Charles add first?
MathematicsGrade-2
Mathematics
Find the missing number.
11 + ⎕ + 39 = 64
Find the missing number.
11 + ⎕ + 39 = 64
MathematicsGrade-2
Mathematics
Linda filled her bucket with 35 pounds of shells. If Nancy comes to add 15 pounds of shells, and Lisa comes to add 17 pounds of shells, how many pounds does she have altogether?
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)
Linda filled her bucket with 35 pounds of shells. If Nancy comes to add 15 pounds of shells, and Lisa comes to add 17 pounds of shells, how many pounds does she have altogether?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAM0AAADNCAYAAAAbvPRpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAIaJSURBVHhe7V0FWFVZ1/6mOxy7ExSRkJBuUJEwSMHAAMXuTuxOsAMDE7u7u7vbMcbRmXG63n+9m3v47zAXk/L7WM+zHrj37HPuOfusd6/Ya6/9H+RSLuXSS1EuaHIpl16SckGTS7n0kpQLmlzKpZekXNDkUi69JOWCJpdy6SUpFzS5lEsvSbmgyaVceknKBU0u5dJLUi5ocimXXpJyQZNLufSSlAuaXMqll6Rc0ORSLr0k5YIml3LpJSkXNLmUSy9JuaDJpVx6ScoFTS7l0ktSLmiEVq1ejVmzZuPvv//WfZNLuZQ+/c+D5sCBAzCraIIaHo7Ys2un7ttcyqX06X8eNE2jY1DbxwUju8QgqmED/P7HH7ojuZRLhul/FjS//vILRowchZIliiPU2wnN61SFWQUjbNq0Sdfiv5+ePHmCy1euYd36jRg1Zhz69otDr9790KtPPwwZOhwzZs7Gtu07cOPmTXz33Xe6s3LpfxI0f/31F+IGDkSRvF+gc6Ab5rUJR1LbuuhWyw1+Pt64eeu2rmXOo0fffIO7t1/9/q5du4Z585LQok07OLu6o1y5MihXuihMjYrBqmIJ2FQqCWvTEqhkXAzlShVGsaIFUKZsGThJ25jmLRGfMBn79x/ADz/8oLvii9Pvv/+On376SffpzaX/SdA8lhHW3q4KGrhWxuzW4ZgSG4I5bepiSGR1VChbCgcPHda1zHm0YcN62FSpgpYtWmLKlCnYvn07rt+4jocPH+LnZwjk0aNH0apNe5iZW6BsySLwczFBv2ZVsXR4A+yf3RonF3bCxWXdcHlFd1xa3g2nF3fGoTltsTkhBlN7haJDPTd42xmjdPECKFS4MEaNGq278ovR5cuX0apVSzSKisLcuXOxZs1qHDp0CL/9+qs6fu/+PVy9elWBms+Sk+l/DjS//Pwzxowbjzx588HaqCRCnS3RzNMGnWs4ok6ViihevAQ2b9uua51x9JfwvfsPcPvuXfz2558pXz6HTp06jUVLlmHdhk3YsHEztmzbgaFDh8m950WtOkGoWasOHBydYGNjK0CyRdVq1dCydSusXLkSv+qEce++fYis1xBGRkYCFFOM7xwoYGiDB5v74ue9g/Hr/iGK+f+Pewal8k/y+Zd9Kcd/2TcET3cPwr1NfXF0vmgoy+KoExyqrv8i9PTpUzRp0gT9unbHsnkL0K97T4wYMBC9unRD+3btMGjwIPTv3QczRYvNmTodI4cOxfp163Rn5zz6nwINR7CmMc1QNM+nCLcuhzh/e8yM9MDKJtWwqmk1+d8T3ataoa6nI2bOnPnaQYHbd79G0sJF6NmtK2Ib1kOkXzWEVfNCs8hwdGrTWnyqkQqgj5/82184d+Eigmu4oks9F/Rv7ouecn/tG3ijYtmisHNwwr59h7EseSVGDBuJ6dNmIj5+Mnr06I3gkDA4OTnDzz8ANYStLEzg62CEEW39cDypPW6v64nvdsTh94NDFTgeb497Lj+R9t/tGKCA8+ehYegW5Y4qcg9PDNy3IZo2fTpq+fvjp69Fg7BLfxRA//w7/vr2eyxNnIehffvj9tmLwE+/yaj2Bx5cvo4RAwfh7NmzKRfIYfTGgIYjJ32RV6U/ZXRv27ETSuX5BBOCnLC5hR+2Cm9o5ou1MeTq2Ni8Bna08kd8zSrwtjHHkeMndGe/HP38yy9YuHgx/Kp6oVqlsmjrbIqhPpYYH1AFEwLsMKJaZfRwM0OElTFcTI1Qp2Yg5sybj0fffqu7AnBD/KpOsfWwclRDHExsgzOLOmFG72BUKl8KsS1aIa7fAIwYPgp7dh/AN998J/w9Ll+6rvjI4RPo2zcOxURr+ot2mdijHnq3DEPTMD9EBLijWYgbpvUJxZ31vfHTCwJH459F+ywfEYWSJYqqIMHz6LfffkOdoCBMGTtePvyFv588VfzXY/GJvvtRgYQAUkAS0Pz9vZiY8povHj6OIXEDRNuewi/SnzmJcjRoHj9+LE7rPMTGxiI8PBxRYg/v2btXd/Tl6Oz5C7AwrYjePhbYJmBZL2DZ0KwGNglQyBuE+d3mWD/RPD7wNjfChs1bdWc/n/788y8xpZaic9duqFevPgKsK6KXpznm1nXHkgY+WJyG1Xf1vTE12BldXM0QYGEEf78amDM/CX/ozLczZ85g6eIFWJA4Aw6VK6JihXKincaI6bJJnPFDuHXza5w6eQ4LFizGpElTsXbNBpw/fwW3bt3DnTsPsGP7HtSpXQfBAX7Yu2YZjmxajXVJiZg8cigCqvmglpel+C6dlPllCCCG+PtdA3FfzLQAt0pw86qKu3fuqntNj3bu3InagbWU9iAoCBZ9/pvgeSqgkGOb12xE65jm6Nu9B26J5jl/8CgWJ87FlPh4LFq0CN9++1h31eylHAkagmXy1CkIDqqDmtX90KNVB0wZMhpdW7RFgJ8/zl84r2v54jQ3aQFqWpRVmoW8NMobk0NcMNivijLJ2nlYopWbBZo5VUKYlREKfvUVevUfgAtiJlFLPYsefPMI7dq2RTUzI0TZGqO5gwmmh7hiWVQ1LKzvg6R63unyIgFPcsOqmBfhgQ6ikZxFk0Q3bYrTZ8/pri7mzbQZ4rPYY9bs+bh375EI6kMcOHAEU6dMx9DBwzFr1hzs2rVPzJlL4nDfUHzlyk0BzkMx447I9aKxYvZkfH/pJB6eOYTHF47j1PYNCK5VE7W9K+PG6h4vbKqR6f8cmtsOlhWKw9HVA9NmzMKefftx4uQpBSL9zIpevXuhe8fOolH+TNUw+kwN86uYaVPHTUArVxskV7PAoCqinaMa4uf7j/GXaKM7AqANySswLX4StmzerAI52Uk5DjTr169DYGAgqrp7YfLQ0Ti9ZS+u7z+BmwdP4eq+4wj2r4nevXvj+NGjuHFdRq8XpC6du6CxbTkkiDB3rFYFjT1tEeVjj2Y1PdA2rDo61w9AXEwwOtYLQPNgH0RUd4ZnFXPYVLZAg6hGIpD/L8T69PDRIzSLboqQSiWRGOYmAEjRIoueA5a0THARPDNCXRFqVhLuTg7YuHmLAGU2aovTv2HDFmWCnT59Qfkw3cSpnjkzUcyX87hx42tcv35HgHIrFTQa3737EOvWb0GMaOkTW9bg/qkDuHV0Dx6dO4LjW9aiio0NujbyxK+ibei3GAKJIaZ2Or6gI2KCHGBdqTSsLSrA0swEkZH18P3336u++enHHxEcHIzpE+KVafYvwPz0O3548ARjBgxCH2dz3Kjvij9b+uK35lXRzcUS+0RT4lcZsHSa6MGV61g6Zx6GDx6Mtm3aIC4uDlu3bXul8PfrUI4BzVN58M5du8LF0RF923fBkXXbFVAu7T6C8zsO4poA5uDqLYht1BQrkhbh7MEjmJEwSYVcn0fHT55BTT9fNK5qj4ntIpE8uDV2TuqBM3MH4O6KkfhmzVg8Xj8e32+cgCcbxuPbdePwcM0YXEoaiBVDWqCmkwVc3dxwO838CAMFbdu1Q7B5GSyI9FJmlyFAaLxAzLEU06yq/K2q/hJcC/TaaKZbKydTGJUqgep+gdi79yAeinAtX7YKPXv2xoTx8eo7mmHXrt3+B0iuXr2FawpAN9Vn/mW7Pn36Y/rooQIaOU9Ac/vYXgWcORPHwMykLDZPao5f9r+4mUamxvlBzLVzSztj/6xWmNqjlgwyZmJWpgww9+/fh0/Vqlgl5iN9l1Sw0Jf5/W/cknsb2KkTJvpY416UB/5u7YfvYqpie6A1wiuVwb5tu8Tf0TuP4PnhZ1yX9zlz4iS4ODjCpIIJgoKDsGlz1k1K5wjQcLY5JiYG3i5uWDljPm4eOInLe44qsJCv7j2OE5t2o3ubDlgpgOGoRbX+6NpNjJRRh/F+Q3T1+g3MmjYFA9s0wpKBLXAzebgCxw8CDgLkOwHIk/Xj8HjdWAHKWDxaK3+F+fmxfM/jv2+fjHPz4mBapihGjxNnVo9mzJ6FAEtjzBAzjyDQB4jGBAqBQTDMFWCNqeWMntVs0d3HFn197ZAQ7JbaRjuHWmepaJ1WjiawsRC/KGkxlixeJs59P6xduwE3xZe5fuPuP4BBTXNDvjt9+rwMJLtw/Pjp1OPXr9/FAfEPJgwfgptHdinAEDh3ju9TmidCtIGPYwUVhn66e6BBgKTH3+0coEy73w4MxcPNfVDbywrx4l+R7ty5Azd3d+yQe1bOPsHCqNn3v2DP1h2Ia1IfSdUq49fm1fCN+JGLqlmipW0FhIm/NW7EKDy9c18FBjTQkGniqaCBXG7/5m1o07QZWkdFw8HeAdNnzMDfrxEselHKEaAZN348PJ1cRZNsxg3RLhd0YFGAEQ1zZMMutKwfhVo+Xnh8Q0b7p7+mOJAyCp3ZfxBdOnQU4biku1oK7dmzF12bN8TqIS1xb/kw/Lh5ogLIo7VjRLO8OBNMBFhDX0eEi+mh0bETJ+FpbYFRNWyVgOsDRWNNi8wIc8eY2i5o7loZTZzMMaKmk4DFFT2r2yPSrhI6eFpjaqgbFotpp2kdAonX7SB+VuliRdCiVVvxr66KtruvgKAxNQ3Ns+PHz6hAwITxE1Uo+uLFa6ltCJ5Ll25gxuQpOLJxJe6e2K9AQ/7m7GFsXZqEcmVKImlwpJqXMQSO5/ETYUbWZvQJhY11ZfE7Lynfw83DE7vXixagm/PDL7gmftfUoUPQ38cB5+s64/fY6thaswrCTEvB29UVc2fPw0N5RppuSAMYfcaPv+HaybMY1KMPLu46jIUJM2BpbonExMSUF5SJlO2gufv1XeXcL5g4DbcOnU4Fy4Wdh3BdNM7GRatQ398fgUXzYFZcXzXy/C0jFjtOjTpi665fnIyunTun5kctW75CtEtDnJzZC083pmgTQ4B4Uaa26RLhA/+atdT1Gd1q07IlWtlXwBIR9LRgoeBTs0wMckUbDyu05+Spty2GBjhins6MYwCAPF0A1buaHaIczRBXw0FpLC14oPk5rZ1M4GBjjbXrtqioGIFAzXLz5j2cOHEWE8VUGThgMObOTcKB/YeViZbWv6HJtnjhEiydnoCHZw6ngoba5qEAp1XTxghwN8O9TX2UyWUIGBoTIN+LhqFWopZ5St49SE2GPpVz20W4qkTYk2fOwsHNA1vXbcKpIyeRMGgg4uvVwsZadvihqTduNvBAB8vSqGpfBeNGj8ddRtgYgqYmeZLyjtNjvvdNK1ajR9uOuLrnGG4fOoPZo+Lh5uKKw4czN6Mj20EzddpUBPnVxNmt+9SIoQHmmgAmadIshDs7oUWZfIizLIWdCxdKZ/3xjygMRyOCaEjvfhg5ciSOnziBAWKOnU3sg6ebJhoEwcswzbUf5ToxgS4IqRuh7nnvwYMIsKmEOdQOIvhpAUNhHywAiRXNMsDPXoDhgfmRKUDS91/IbEvfZlwdV0SL79TJyyYFWKnASdE4EZZlUL9BFC5euq6ce5phM2bMRlz/gUq77N69XwGJrA8WjWmirRFNtGzmZBVB00BDfnT+KBZNi0f5ciWxY1qsEn5OaOoDhWYYwUFt8vOBIXiwfQAuruqJs8u74xx5RQpfXtMLW6e3gpO9GcLrRqKqnTUG1gvB7Ah/bBCNcq+hO/4SZ3+NnzX8ypdEQ3mmEweOqOgawaIPjPRYmXnStl3L1jApb4I1cxbhhsgLfeCYyCg0FVP/r+dEPF+HshU0TOBr0KAB4jp1V46+BpjLe49hfvw0RFaxRG+TwhhvURwjqjvh4kHxXURt0zT7RydKBz4R+7dpo6aIDA7E4ak9lTlmCAQvy0/EB/p6xUj4OpijfqMmKpmzdetWaCH+xrKof5tlFPZBfo5o5W6ttIjSKvIdzS0NUOp/YfW/dp4AZ3ZdTwEaQ9+VMTfCSx3nMYJmhJ8tXG2tsHHzDuzYsQddunTHsKHDxZ87poBCf0bzYcjUNmR90KwT32Jl4rR/geae+DXHNq+BlaUFxnQKxI+7mAHQHz/sjMOP1Cbi8N/f2g/HF3XCitFNML1LMMY2qYaR4V4YGeqZwmFkL4yX7yaHumNcVSskVrfBiXoeuFHfDd808sRvLXzxOLoqRjpVhK2pCeInJOC3b+X9iZ9jKBydHrP98T0H4WtREUYfvY3aNQKV7BA4WxeuQHDtOvKebuqkLOMpW0HDlPOI0HCsm7M4FTRXBDC7V25Ec08X9KtQEBNty2KUWTHxCari64uXlVo22JGi1ZfOWwh364q4nDRAOfGGQPCyTG11bGYflC1eGEFhEeg/aBicLM0wsaY9lkdVU8KfChgByGhx9FuI0M8Q7cIomHZMAUZ4mnw/urYrRtVyweQQd3WM2kSdLyCZX88LLd0s0U7MOs0n4nUnBbnA3dIULVq3Q1zcAKxcuU7nz/wbLDTbGIrev++QOpZy/CZWLF2GvauX4N7JlLCzxvRxrh3cAb9q3qjj5475Y7sheVw7bJzaERundcC8oVEYJCAZVdsJS2s5YVOgA47UccJVAqKhF6438Ezl21He+LZpVfzeooYCydPm1fFds+r4RT5fFnOsiWkJVPP0ws7N21PCyT/8bPB9psfKz/n+Z3Rt2x6RxfOge8UiMCpUAAsmz1KgYdCoddNm2Lp9Gy6cv4B9+/bjDxmcM5KyFTTbtm9Hm6bNcUZMs0s60+zKvhMY3bUHulYsinibMhhrQ9AUxaia3rh9LiU/yWBnSuc/uXVPNE0w5vVqjJ+2xBsEwcvwI2FqrHHtI1GsSGGM6NUek4f2QqdGwegW6Io+Va0xL8JTmVeaJunsbYPh4ujrBwd4bL78ZTBggL8DxtRxUeZYnGikIYFOmB3umapVCBSaZ02dzNGrWhWlgej7UPO4liuGmsGh4secUb6NviYhMBhVY7BgxYo1mDtnPrZv362ARf/mwsVrWLEgCdcFHFr0LBU04tdcO7gTQYE1UCesLuYuWIIJk6ajebuOqOnphr6u5thS2xH3Gnnj+5iq+FGA8DTWF9/L3+8FEPr8XbNqeCL8bUwKPxb+VQBzIMQJ/kZFEBlRD9eYZ/abAEbnm74M8/3fkWcJcrDFwEpFMN66DCzyfYbOrTvi1sHTuHvkHPp17o7gkFB4ebojtHaAmtPLSMpW0MyaNQsDu/TE9f0nU02zC7uPomtwbQyVDhkngFGgMS+GQb5uuH7qbErI0kBnqqDAz39g5qRpiKnthQerRuHxutcLAFBbXUgaCMvypRFbLwjfH1mJJweX4e7uRdi7eKKAJwT1HETryAi8TEAyU4S/R3V7zBIzSwMBmZpktABmsABE81c0/2aEaKYe1e3+cQ5BMinEDZF2phgpACQoGRCgSRhUpw4uC1j052cICn7evGkb+vWNw+TJ03DkyAldQIDh6LvYJMdWzJmBOwKY23qAId85LiA6shtR4SGIbBiFRctXiUZrj6autthexxHfRVdTQNEHw4vwY2n/W8saypexK1UUnTt1xdN736j3lNbEflFmqPn6+cvwMTHCEPMSmCSWiHP+T1EvNAK3D5/F4skzYVPZCl/m+QpNI4LQOTYKy5Yt10lcxlC2gYYTgx3bt8fMUfGpoOFE5sH1OzCgti9GClBeBjRkjkI3xEH2cHHG2mGt8NPmV9c2DE3/LNpqSGww8ubLiw0zh+PH42vwcH8yvhXgfH9sFb7euxTThnRFdZtK6FfVVgl+D/mrtIsOMPybWNcLQwUwc0RbzIv0xrggV4wRJoBowg2v6YxBAY7S9v+BRpAMFq0U62qBuSqIUBXTQlzgWskISQuTcVsXRSMwaKKpLIFuPbFFfB4CSAsI8O/hIycxbeJ4nNmx/h/hZo1vC2j4fYfm0fD0DUC4aOsBLma4Jr7IL2JiPRENYggUz2ICjCbZEl9rOFYoq/yXv8S0Ss9SSI9pQfCdM8TM+bnvv36Avr37wb5kEQyxLIWZdkbwL5oHdYNCsUhMNBPjCihWvDh6dOyIaeNGw8rCHOsyeJlBtoGGS20jRIVuWbBcRT2oZa6KabZ2/lIM9LDFGMsSCjAaaAbXcBdAnJNOfwZodJG0Rg0aoVWQpzLRft4a/0ohZwLuyIw+KFeiKKKC/XF/31J8cyAZD+Svxo8EPD+dWIvZI3rAuZIx2rlZoIe3tdIYqaARLUM/ZqRoGkbQxgW5YWJwCg8TsBBINL04Z8NAgOYj8Rr83IiaTABGzUSABZgURb2oxso8IzhokjHU3LVLd7VcgPM4mo9DDXRezLXEmTOxd9ViPDidkg1giB9fOIYBvbqhbNHCmOBurmbmqV3SguFF+IkwAbPM3xbOZhUxe2biq/kvArDHMiAkz1+EhTPnYIGYnEz+tBVzrFnpfGhU/EvUzP8JTD79ACVKlISPuwvqB1dHw1A/RIbWxMBePVGjhi8uXfrnHN7rUraB5uy5c2gUUR+7ktfiwJqtuLjrCG6LPbps5nz0E0EZV/mfoBlQzQVXT5x+pqYhczRaPn8hTI3Kom/TOlg3qj2uLBwkptY4lR5jCCBp+bv1KUGEEC87lClVAsdXTsN3YprpA0bjb0TzUAPF9+8A42KF0NzJTGkFfdBQAxE0iQKOEbVcVXSJvkucvxMSQuR/AQP/Hy1+DsGhztOdH+NYCUMDOH+jZQlUgJu7B86cvaSAQ8B069YDBw8cTQWSZrZRy6xfvxnTx47EzSM7/+XLaMx5moObViO0hg+meZrjJ/oqrwgY+jDUTmtq2qHoF5+id88+KXMvAhhlQjNczMHtOdEyvudHcv+topshKsAF4zvVRc+mAQh0qoRgk+KoaSmmqr8vIsKC4OHqjOIliqN0qWLo2jISh1dNxtnNs9E03A+BNQPx88+irTKQshQ0TG7ctmMHpk2fgahGjeDt6okmdQJQr7obOkVHY/OilVg2awH6OVn8AzRjLUqiq3NlHNy64/mgkZfz49cP4enmgSAfHwxs3QJtI2pjbt8YMblGPzeqpuZlxPkf2SoMn33+GSbFtcfTY6sVOAyBhvztoeW4J6ZaeK3qYrsXUWYXQaEv/CNruSBetAuBkxjpKX89MTDASefLeCNOzDMGB7T5GYKN12nsIH5NoKMCFkHTz7syHOztcfjoKcxJnIcu4icw7MzsZ2YBbNiwWQUANF8mcdYcrJozDfdO/tssIz84fQjHt69HRGANxLub4aly5l8NMGRqmD0hznAyLo2vihTFksS5KS+fmkaB5xf8/u33+OPRE4Pvj8x3fP/KDdQNDUNrGWAuLeyJOyv6497KOBya3gmxUWHYu20D/nh8R653H49vXsDp/dsxb3oCwkPqwNPFAQmDOuLginj07d4JPzwVoGYgZQloWExhugClblgIfD1dEeTH0KYP7CubIaxKGfTwt0Aj1/KoL+BpUrceelWpiAnWpf8fNJYl0dGuEnatS8lhMtTRGkMFBH5Htw6dUMfHC3vnzMaysWPQpUkUJnVthDvLh+MHAY6hdJoUPyYBy4e0Rr58edAsoiYeCyAeHVhmECz6/MPRVdiZNB6WFY3ERLNCclQ1JfwpAODMv4f4LU7KLJsqgjBMHHw6+wQXAdSjmp36q4WfaZ4xsNDQwRzxYp5poBlc3Ro21lYYNnwUhg8bqRx+AmbfvkOYMCEes8QUOnH8jM7X+VotG1gwaZxK1Eyrab4+eQDXj+xGTFQ9dJN+/i666itrGPLT5r64UM8dQZYVUCs8Ak7O4lsuWYaju/djybyFSJwyA/FDh6F/xw44sXuf8lP+9f5+/BXf376HJg0bIbyqDc7N645by/vjyuI+uL60Ly4u6IlxXRphUeI0McXvSfsHorm+Tvn78zf449tb2LF2ubz/NqJ1GqBucADOnb+gk8SMoUwHDZfEdhCnrJavFybGdcGGuROxJ3kG9q1MxOBOzRDtboKBwXYYEFwF3fwrw71SKbQwKYEpVcpivB5o2ttWxE5d4l/ajk7LHNWWJy1CRWMjLBk5HEcWzMP26VMxqE0rDG4RiROz+qrIGkPK+qB5KhrmyPQ+MClTDI62lriwYbaKmBkCSVp+JP7Ok8MrENsgCLYlCyn/RdM2muagVmEUbZRwggCGYWiaXWPruGCgOP2aP0Pm9+OkXYyzhc7XSQFNLx9rlCpZEoMGD8WpU+fw9dffKMD07dMfixctVeYZ/RpmDXz77Q+iebZiSJ8eApg9eHLheOocDdNn7gmQ+vTogqjKxnjQxBs/vAZgGCz4Tv72dDKFr/gd9ZvGoHiZcuJT+KOabWU0rGKGto5m6OFQEU3c7XFazEn9zGf13mi2CXdq1wlOck9HZnaWQS5OAUbjm8v64VRiFzQMdEPn9m3x8OpZGZW/wZ/f3sbvj27iT2qfpw/k8x1sXrEINf2qY4dYNxlJmQqaP/74A/369UVs/RBsFLAcXjMX+1bMwt5lM3FgVSKGdm2BKDcTAYwd+taposAT62MO1zKF0dakGEZblUG8gGaiVUm0sDTGllVr/9XRhpgO5NcXrsDVyRl9msfg4LxE0TizsGvWDMwdMghxLZpgd0L3f5hqnMS8smgIHC3Kw6R8OexbNAHfi/YwBJD0+Mfjq7EsYQAKFciHtq4WSsj1Q88Ehb6vQ1BRA3WrVkUFC/Tb8lxG4rr62Cgtw/P4XSPrcnBxc8e5c5dFw3yr1tf06dVXJWl+8/A7FUk7dPg4khYuxeBhoxApI7ZFZUtEhgVj9MB+OL97s8o9++bcESyaNQXVLStiX5ADfhazyhAYXpR/jvXFykDxAUsWR5kKJvAwKYuAimUQXEkGPdEYS0Rbrgr1wAQfK/SXweu3Jz+m5hCSlb/zy5+YNnESzCuUEW3fVEyyOFzVA4zGt5b1x/6pHRDsbQM3VxesXZokZlqK1iF4fvtGB56fH2HPhuUYPDAuQ+u2ZSpokpKSEFnHDzsXT8UB0Sy7lk5P5f3yeWSvdmjoVglxQVUUaMgDQuzRzMcC1c1LoXaFYmhgXBQtyuZHROWKOLVftwTgOZNimonWpX1HBHq4Y8/sGYp3Cx9OmocFw4dhROuGYiOPVFnM1Dr3V41GkwA3FClSGGumDsFPJ9bgoQFgPIu/PbgcN3ckwcayEhzLFFFhZJpYhhal0QwjEPr42mF4TfFZ9I4TJJPVPE1FjBctRK1DkDGjoFr5YuguzvX33/+iImc0ydqLKTp3/mL06jcAIXUjYS8+j1HRIij16ceoLGamR/HCsMufF6W//AL+1byxc+UinN2zBTWreorjb4bfXhMwnNR8JH8bWpRD8QJ5EWFhhPm1XbEh0gdrwr2wPMwTyQKY5CDxXd1tsH3temUN/OOdyeeTojGNjYwwILqGvI9BuLrk34DRmIA6ntgVDX2roLQAtUWzpjiwda34SrcUWP56cleue0e0zy3l12zevDlFdjKAMg00Dx4+RIuYJlg4cRAOilbRB4wGmoTBPVDP3Rz969imgoYcJxqnl/xt41sZYY4VUKV0AVQqXRyjh47ATdEg1CTkZ0Vg8OtfWLlwCWzMzcVEG4b9StNMV+DZJqZa72ZRODKjF77fME45/lO7RinHf+rATvjp+Fo1H2MIGM/ih/uS8VS0TZPwQPhUKIFB/o5o52GtUmaYh0ZgEECcrCQ4BsrxvjXELJP/NQ1EpkZp7V4Z0c6MxOlSaRr6qElUm/JlMWDwcAwfNQ5hkfXFBCqLYsWLoWiBAij1VR44FCqASKPS6GFrgVGu9hjv7oh4DyckCA9xsoVbkULwcHJAeFgoGlmUVWbZ6zj+ZGqZrcHOCDY3xsyaLlghIFkWKoNFiEcqEzSJ/vYY1LQBfrz/bUo6jPaufvgZv37zBOGh4Qh0MRPHvzduJPczCBZ9vikah+0mdAhG+VKFUbBQIcRGN8F+Ac/Tr0VOBDz49TFGDuqHqVNT1vhkBGUaaFh7q3+nlqJhZv8LMGR+nzRxCEI9rNAjUFR2UIqJpnE/0T4ET1ywPXrWtkWMVyVUq1wGbva26NW1B26eu6RGJ67m0wdL6osQh5JlgRxl1O0l4D00fw52C2gUcBJnYmj7Nkjq3xy/bInHjSXMJysPfx8X3N+7FI9FYxgCxYvwD8dWY2L/9nAyKqHmYOj0Exych2nnZY0uYnJ1E6e/g5cNBvg5YI6KnumbZcxfc0E90TIzwj1STDPRMgRSU8dKAuzPUTB/ART76kvYFsqPWmVLoolpeXSyMlOgmCAgmeSZAhKCZaIwv5vg4YgE+X68uwO8ZWQ2yv8VDoS74icReENAeFHmJOZ34gt1dzJDOycLrI3wVgDRBwx5pQBpjJiaCydOTFkPpRvwUsyyPzAjfjLKlSqGjWNa4OuVAwyCxBBfX9pPaR2aawOi/VGhdBEFnqo+3hg2oC/2bV6LmgF+mJ04RyeZr0+ZApq//vob/Xv3ROLofti3XEZ4A6DZv2I2Vs0ej9peDmjjIyaazq8xxATUQDHb4oJsEe1WHjZl8sO5ii0mj4/HD3fuq05Pq3WUCSffxTRuCn93V+wVoFDLEDT7ROvMGjgA/WPC8eOmCVgUFysqvhjWzxiqomCGwPCiTD9oyYT+sClXAlPExOLMPjUMQ81M0OQczRRhgkmZXMIaYKiBZgpQQq0roE/1Kgoo6nsBEs21UmJqFfr0MzQ1N8EoFzsFjsmezqlMkBAg1C6GeKLwWDdHuJYqiThnU5UTxlQXQ2B4UaZpdqmhF8LMymFygLMyxdICJll4QS0ndK3qhINbt/8jmEOLgZVqnJxc0DLIBbfF8b+6pK9BgKTH9HsYYft61UAx2bphXPsQBHtWhr15OVQ0Lo2SxQpjzuxZOul8fcoU0OzcuQvtmzfG5nkTsWeZCKoB0OxZNhM7lkxHcA1vRDgYPRM0GvcTHhBiJ39tEelQTuz2vAgNCsEpsYX5ItL6OgTTkjnzYWlqipXjRuPAPDETBTQE0NZpU9EmMgxz+0SjU4QvnO0q4+7uxSpFRh8E9Gvoq3D2X//79JigSU4YCDvjUpgcrDdZKeAgeMjULGTNJOMxgouAaSwjdnu9DGce17RMxTIlYFOhLCoVLogQo7IY6lwFU7xcngkUfZ4iwGpuaQaX0kVxpr6nChEbAsLLMLOYqbEa25piYZA7lqYBDHmZ8CAv0YJxcfjl0Xf4+/uU96S0jLy3scNHwbJCSeyf0kE5+YaA8SJMH4gm2x3RVDTbjs3ugrUjm2N2zwgM6tkRP/+SUnX0dSnDQbN27TqYW1qgd9to5cvsTjYMGn5Pvya6fih8K5cWbZICCkNgScv9RPMMEs3TwddCaR0LM3OsWLAkpXaAvq0sJtpDGcVcnV3QL7YZDifNVaBRwBFts2TUCDQIrCH2cDHUryPO7IFl+CbNnAx9m1s7F6q/nLPRP0YgpZ30TAHNADhVKIOpoh000KTHBAfbDPSzR4hNBeXLMK2G3/M4ATM8wBGmJYpgUrsobB/ZBb0a1IKFjKCl8+RBC4tKonGclRlmCCga8/gYNwe4lSqBsZ6Wyg8xBIKX5R/lOruDndDB2RKLgj0MgmZ5sBv6VXPE1tXrALGoVYEMDnLyuh5duw0HO3v0aVQNj9YNUZqG8zEvq23S8jU5n8C5v3ogzs3tgp4t6+PGrWfXaHtRylDQbNiwAeVNKooQV8KcsQNwcPWcf4FFnw/J8WE928PFrAx6BVorP8YQSNJjRtr6iNbxMimMUsWLYuqEBOVUan4OQ5p8OT07d4WzVWVsnz5F+TMacI4smItp/fvi408+RQMDoCFIjq+YggBvF9Tx9cDR5VPUXAyP3d+7BDe2J6n22ncaaOaP6Q0f07LKp9E3v/SZmoaAYGGNaCdzhNqaIK6GXaomYpsUf8YHHsYlUNfHGaemxOHizEG4PGsQto/qgig/D5QoWABhFcopn4VsCDDkyWLKNTIzgWPJwjhf30MJuyEQvCzzOrtCxPRyNQwammuz/cSH8/PCxWMn8Ydol+snz6piG5xL69i2PfKJf9ZRfLs5vetj6/iWODe/h9I4d1YM0IHo+UGB9JjnnkrsjBZ1/bB33wGdpL4eZRho9u3bh/IVKiAsPAK9unXFksnDlN9iCCwa7185G0umjICbTSW0r27xr2DAizDPGRTigNrWpZAv75cYN3xkClh0yYGMom1bvR5GZcpget/eODhfgKwDDX2bzVMnwcLERHwkC9wRjUJTTB8Ay8TUKpzncxT+5AO0bxymAMI2BEx0WAC6x9bHqTUz8eTQCtFGKYGA/u2bIqyysVouQNNLi44pls8EC/8f6OeAOlaiXdwsVaUammiaSUZmu9au5qhS0QjbRnTBJQHMycn9FJ+fPkB9Hte6vkqybCqAoMYxBJgJ9HXEl6lSrCj6OJkq5/9l0/zT4xTzzAVd3cSkTAMaRtDG13BAuIMVOrdpi8TJ09AyOgY+Hh6o5uWJ4JqBqBcWiqiIuogICYKXmwscbSwQXs0ePeTZJ7YPwqaxLVU0jc7+NdFAhoDxLCZojs3oIO+qBo6+YpnhtJQhoOGeKb41agj7YfbcJPTt2RWrZozG3uUyqhsAi8Y00XYnz0SAjxsincork8sQMJ7HWqCgllUpfPVVHsyWl6OCAwSPmGu/PHgM32rVERsaorIDNNBw3oYTn43r1EYeAdz2uaP+EQhgkubOBeNhW7402lQxRlU7S5xcO1OAsUqZbCEy+tc0LorWIb64vHW+tF8hvAohMqo2sTNJCRfrfBmCgblkTJXpLxolyKo8wm0rqmIbPE6tooGFzOqcowIdYVQ4PwY3DRaADBSgiKkhYNGAc3ZqHC6J1ukSGQjnksUw1tXeoJnGIEE7G0u4lSmGsw0yxpfRmIGAC3LNlvaVsCCNT7M63AvN7CqhQsVK8PbyQWyTxpg+fix2rVuNK8cO4+7503h8/TK+v3UdD69cwrWTx7Fj3VpMGT8O3Tt1RKOIcDjZmKOGUyVM7hKmAHA3nQnP9Jg+zuYxzRFdLwSPvs2YypwZApoBAweinLExps9MxKw5SejWvjU2zZuoZv4NgUVjgoaZAU0iQ+BSoTgGBtu/sF+TlukTMbPA27Qoihcvjo3LVystkxLS/BMLZiTCXky01RPG4qgAh2BhYODowvlI6NkdH338CRoG+ar0/0f7U0w0apTr25Lg7+2Mrg7lUdPCCImjeuHnE2vxSDTLsM4xGOtTGUM9zNEppi6+E8AdWzkVNqZG8DMtrco1NXU2R6yLudImzVws0ECEq6G9Kbr52GJWuGeq1tEHzBL5juFmJ6PiyJMvPxytzFDN3gqtavtgw+D2uDBjYCpwLswYhHWDO8DPsiL621urCJo+YCbSZJPvbIoVQRcBMmf+mYlsCACvwtRYj6Krob+bBUb7Oqg5GgJmRZgX5tV2gV3xAvAUzbIyaZ4A5Ar+fvwN/vjmPn65fxc/37uDn76+jZ/u3lJ/+R2P/fntQ/z64Gvxd65g14b16NapMxztqiCimq0KSVPrvKjJdnflAIwXjVXZwhxnz718OWND9NqgYd1lG1tbNGzUGCvFDEqYPB0dW0Zjy4JJKkJmCCz6fHDVHAzq1hbG0rmd/Su/UBQtPea5BJ1ZsTyoYmuHO+dTagowIPDo2i14unugWUgw5g8bgmlx/TBnyCBsmpKA9QkTlImWP39e7Jg3RmU1EzR0/r87uhL9OkSjloCggUUZtGkUisdiotEMWyqmWxt3Kxxu6KEKaWyaMwYT+rdHncrlxZn3VFnNta1N4FK+FDp622BCHVdVO4A5ZwSG/vxMKmBE4/B4Dfm9QsVKICCwNgJq1oa7jNTGFU3hXaUytgztpMwzTdvsG98Tjbwc0dvu36ChydZRtEyFQvmxO9QVP8e+3uy/IeZSgp1hrugufbFMN7GZVNtVpdDUrxuOayeOKbD8LMD44faN5/LTOzfxowCJoPqdIHr0AGcP7Ee9iAhUrij+W4cQZaoxD80QUDRmm6uL+yLY2xb/+c9/0K9fP53Uvh69Nmg2btwIk4oVMV6c8OUr12JC/GS0atoAW18YNImYO36Qmthq4m6inHtDgHhRprbp5G+Fol99gtjo5vhDV+3k2+u34OdbA+9/9BGMS5dCRWEjYYtKlVCrenXYWligYtkS6BQdrnwZBgEIGq6VWTNtqNoAqq2tEao62+LixjkqzebYqmkIcrfD+jBnrBG7vnmoH8J9PTDUz16ZV4sEGH2q2qCnmznifO2UuaZMtXSCA9Q69G0CKpVC0aLF4OcfiMjI+oiIqId69Rqgrvy1rmKPut5OOBrfG2cEMOQDE3uhWTVX9EkDGoai+dmnbCm0simv1vVnlC+jzzTRvm5SFcNkYJhW0wWrRcuEm5ZCcO1auH3ujAj9fYPgeFEmiH7/5p6YcTcwdfx4mJmaoL1o4iuLUvLQDAGGTC3DkLNpBSNUNDVTLsSPT8XyeE16bdBER0ejQOHCmJgwGStWCWgSpqB104YvDBpOfm5ZOAUu9jbwNS+hfBNDYHgZHhTmgOAqZVCoYCFsXrlG3efqRUvx2acfI7RSSUwLrIKFQeIc17BBK/FVPMoWQdF8eVCgYH55loJYPKE/nog/Q/D8cWYD1k4fCqPiRTDL3xZVzcphzug++OvcJjwQUAVUdcV4HwtcbVUD9azLI8DCWPknzBOjNhnqb4/ZtR0woJqNmtTU5mj0fRh+JsgSglzgXaEEChctiqrV5XoCmPDwiFSuWzcSIWF1Vb3rxK5NcVHMNIJm/4ReaFPdDQPFPNP3aQiY3vKdedGCWCP3wMlMQ0KfEcyAwPogZwwTJ76rgyl83V1wcv9e/CGAeXrHMBheln8RzUOts3FZMmytrdGgRhWcZaQtTSY0+doS5qcNQKsQdzg4u6Jt+46wsLR8qaL56dFrg6Z+gwZ46713MWDQUKxasx7jRdPENKiLLUkJz/VpyLuFj6yZh8YRQbAolT9lvuYlQ89pmYGBPvK3QpEvUTOgFn5//L1av1GiRAnYF82D+BpiSkW647S87Ftt/HFJhGlNhBuai81vXOArFCtSEN4idP07xmBo95biyJaHr0lJnG/hi+HelvBwsEbyFDHxhveAnbkJ5tUUU1CuszjYGY3FX+GafgKBmmOoOPOLQ10wwd9Opc3Q/JokZhtZRdK4ylP+dve2Qvki+VGsVBkEijlGDaMPGI0j5PvqNQLQoW5NnJrUVwUG9ozria5+XhjuVOUfE500zYJklK1WrihuN/FRGsGQwGcEc4kzlweM86wM05LFsHjuXODJI4PC/zpMrUNT78DWzbC2skaUaPVLC3vheppcNfo9q0c0V9kAPXr3x9jxE1V09/w5w7s/vAy9Nmi6d++u7MVWrduKT7NONM1kRIbUxtrZ454bPdOYSwYGi19TvmQhdKxhif6v4ddozEhcPSdjFMifD2sWJ6tgwDa5v/DQuvjsiy9R4ItPYFU0L6Iql8XSEGfcbhuA2yL4u6O8MKG6FWKsy6G6jPruZYuhqbURNtdzxzXRJqdEOPqJ4+9nboy6thUR71cFZ2SUvSSAuijc3cNClXGi5ljeqBp6V6uCZAHN/CBHdPCwUtqnlXtleJmWUQU3xtd2hlf5EihauBCsxA8LCQlLFzBkapvA2sFoGOCDI2KWcd5m3ZAO6OzphNEu9qmgYQBgDMPMxYtisKu5mk95lQAASzJxnY3GTO40dB1+x5oC/R0qoE2LWBFu8Ule0Id5WU4BzkPs2bgBVpUro5sMUDTFOKFJwBBA/D/IwxImlSyweOly9O7TT7kRV65c0Unuq9Nrg2ZZcrKA5i1U9/VD8vJVmDJ9JsKCamHJpGFqHsYQSNIylw0kjh2ICmVLopFrBZUqYwgIL8PUNj0CrVEsz0doEROru1uh3/5E04aNYF/ZEmEBAaggo09pMcsizUpjdbgr7rT1V+C52soPJ0QQjkVXxeWWfrjSsgbOiVBcFOEjQA5EeeJE06oKSBdiq6tjl0VjbavvjiaibTp6WaOdpzVinSrhqIzyOxp4ooWzuXLyewiQGCygs1+xRGGUNi4v5pivmGMNlP9iCCwaEzS1g0LRLMgfx8WvOScm2rjmEehG0yyNluluZwXr4oWxT5z0F03MpM9DU+t3ed6/pA+oPW419sHVhp642cgb9+WZf5Vr/S59QJBoIOI5R8OcEOJcBQe2b3spP+ZHAQGjZ3T8VUTt7i0FDENtNdY0zvKk+ahkYoxZPSOVOcZMgq9XDcDsXvVRsEBetOvUBWvWbUJQSChsbG3w6NEjnSC8Or02aG7duoXiYvYUpF8TPwnzFixBSHAQZo3sq2b8DYEkLe9bMRurZ42DlYUpAm3KpC5Key3WhaA9TYvCuHwFjBw0BEmz5+D82bOYOHos6vr5qtDz5imTULtadbz/4UcokfdLTA+0x1URGAUOHUA0UGh8Xj5fpmaR4/rfk6+29MXW+h5o7WiKZmLurYlwxxUBE6/Tzd0SDRwrqd3WxlQXQBcqCFNrOziKzc0VjhER9RUoyIYAQyaoCJqYOn44Py0Oe8f2RK/qHhjr/P9ahjzZywURphUQIFrsQbQ463JvhkCiMcFCbcR2Z8R0XehrjQGOJmhoYYRaFuXhb1EBoba8dwsMERNsjq8N9gQ74VZDD/wQw4qavhjsWBGtYmPxgwg9o1+GhF2fVZhZQPLk5lXcOXsKV44fwbUTR3H/0nkFCoagn3UdHvtDfByGpG1lADoyoxMerhmEg9M7obJYCdylbUnycsyeMx+lypRBk6ZNXmvfVo1eGzQs+RkaFqpMtGoyWiYtXIK6EREY0bMtDq16MdCo5M3F0+Dt6gjPSiWUsL/qfI0+MxIX7WWGDz94H/UdqqKzXwSaBYbC09EFng72WBs/HoPatkHHerWxblQHRNRwRf4vPsMMAkdG2fN6YHgZJqCuyfm8Bv/ndwTTqrpu8KtYCoPFfzki2ifSzgyulmawKlUU7u6eaNCgEUJDw1CnTlAqSDQQESya2cbwczUnO0zr1ATdwwLR1soSI+WzthyA4GFAwLV0SXSxK6/A8KyoGbUE2+wVM7WFRRlYFysIO0tTBNWqjoFdW2D+uL5YnDBQeACSJg7AjFG9Ma5vW/RuFITO1Z2QWMMOR4Ls0UieZ93K5UqQDQm5Pv8qgHh09RK2Svvxw4Zi3NDBmDJ2FCaNGoGRA/vL/2NwaNsWBQyCx9A1yJzPuXvuDLw9PdG/aQ3cXz0Ijf0dkK9gEYyUwXHlqnXidzdE6dKlsH79ep3Uvh69NmhIw4YPV6B5/8MP0bJ1GzQQ86d9dD21Zia9hE193r9iFjbNT4CdrSV8zDIQNHKdTn5WKJT3CwyOaIGLw5NwqM8UzI7pgda+Iajp4QVPLy9M6d4UOJqIreM7o4D4FjbFC2JPI69UgX8VJuDSgu6CCOYJMffON/dVptwuMXm2izk3sqoVTM3MYSsap3Q5YzjLXy3UHBYajroClNq1g2Bta49CxUuhWNEi8LYyRkMfazQSADZwroTQyhUQVsFYzdUwA4DapnLRwhjmbv7MCU0mbtL86lPFGBWLFFABkFF92uLYyml4dHC5mo/ivBX/aszPj4+sxJ19S7F36SRMH9gJPUKrIcDdGUd371RmE7WIISEnEwQXDu/HpNEjMWPCOOzftB53RPAfXbuMbwRIl48dFj90AUYPGogpY0bjqmig3wQc6Zls/L2EsaPhYlUBrYLdVFZIy9btsHb9JvTs1Qde8o5btGiRuq3h61KGgGb16tUoLeqP0Yn8BQvJy62CkIBqSns8L+y8OzklENCrXXOUKpIPLXzMEPcKOWiGmH5Nz1q2MC6eD7UdvLClxzhcHrEAV0YsxLEBMzGpcWdUc3RHQtco3Fk2DH2bhWGcCEx543Lo6WKqzCqaYvqC/zpMENGk065Jk+26+ESHROu0FsEPqWwEp1KF4eTmgYYy8PiKyWZaqRKsbWzxVYGCyJfnc0S6mWJdj5q4NrEhHkxviofTo3FzciMcGBqOMY094G9ZHk3MTDHS2U4XBDDDz2JuGgINtcuZeu6oZVQUFcqXxYS4Dri5Y4EAY5XKsWN2RHorWPm9lqzK8PylrfMxZ2RP9O7QEpuXL8N3t24oQU8r4PRZbp05iWH9+2DT8qXiv9xW7QgyahX6M2pS8+E90USXsXDGNPTu3Akn9+w0eD0y257cuwvGxkZ4++23USsoWE1/DBg4GNXF+hk6dBhGjRqlalZkBGUIaLgXpXdVH/Tu0xfOLq5K6xiXK41VM0XFrnm2icZgwbJpo2BiXBbVdfM0GaFlyARN79pVYFaqIGrYuGFh2wE4MWiW4uUdhuD8sPlY02E42tWuhTYRNbAsPg6/nFqPoEAfVC9XBGfEyTXkt2Q08zcuyN9LAiZOhJataApzK1sULVIIH374Af7z3vuwr1AM45r64N7UaGBpG/y2oAXuTmmCn+Y2x29JLfD3olb4a2ErnBnbAN2CHOBfvhzsihdDfbMyeCLXTltp5qfYGjgS7grnYgUQ6Oup0n+oQbTEU0NASY/Z/rGc993hlTi2fJIMPO0won9vnD90UM3oa34JNQUBsWxeItYsWqCOESQ8poGGczr8PxU80oYmXLcO7XFV/B1DphqjdNRS1UUG7RycVLSsV+++cPfwQGLiXMycORsJ8Qk6aX19yhDQpPg1YejcpQs2btwEB0cnBZz6Qf7YkjRJaZL0zLTDq+eiffMolC6UB10DrF4rjSYtDwp1UGxRphDqOPhgbqt+OD1kDk4OTsTqzsNxoP9U+ZyIbd0moGWdUBxcGo95o3ujRJlSaG5rlCLMGahpnsX8HQYg1ka4oZ6VEZrYGKGvpzmK5PkCvmI6jRBzkaB5Mrs5fheQrO1VBxt6BynQ/Do/Vmmcb2ZEK+D8ODcWE6O9Ub5IQRT47FOsrOmgivhp2oY+zMUGnggwLo7IYD9c2TJfASY9rfKizPOpeVjOauGYXujXqTVWJiUJEFL8EoLh5umTGDtkMO5dPJcKAILl0tFD2LthPXauWYUDWzaKuXY6FUh/ffsQ08aNRZJoHZ6T1kzjZ2qhHh07qKRhTn+4yOA9ddp0XLt2E506dcb8+fN10vr6lCGgIXXr1g1+/v64fOUqduzYheq+NRRwXO2tMW88i2vMUUsF9MFD023boqlwc6yCWjZlXjnL2RBzoVo738oIsjdG/ryfw9LIDE186iC+cRfEN+mC/uHNMSC8BeLCmmNq0+4IdqqGUgKWr/LmgbeYK9sbvp5P86pMjXNOnHYC6EAjb9iKuebvWBF2FUticUd/YEU7HB8ZiS5BjrgyoSH+FJDcn9YUy7rWxvWERvh5Xix+m98Cvy9oiYkx3vjoow9RuXA+tVKTGQGcd2E6TUdrI6VhrmyZ98K13V6UadZR6xxdNgntm0RgwvBheHz9qvI99m/aqJz+P8Sk0rTExSMHsXL+PJw/uF+ZbrvWrcGimSLwJ44pbcOgAdvQB3py4+q/QMNr4Ol3GC/X/fjTT9RO3IsWL8Gly9dw7PhJhIWFY+vWrTpJfX3KMNBMnz5dbG8b7Ni5G1eu3sDhI0fRvn1HfPDxJ8jz5Rdo3iAU6+dOVGForW4AF6mN6dcFFuVKoLNf5QzzZRgAiPY0Q/ECX8GkSH64GBWHVYkCKJXvS5QpVADlxOwpXjC/aLeCKJE/r3z/hSq5FGNjjGn+tjjatKr4GynzMlnN9HsYMNC03OQAexgVzCegL6LMsQczo9G8hi1Wd68FLGkt2iUG/SNcsbxbLdE4LRQ/ndMcv4j2+S2pJfqEO+M/b78L91JFcE60C1r7YX1gFdR2q4Ljq6e/dk2E9JgmG4Fza/t8DGjfBG1jm+HuhbPYlLxE+Sn0Q6hFHly+gNULk3Dj1An89vBrtUyAILl89DDmT5usNA4jZPw7fthgfHv9iprXIVh4PtNq+P/cyQmwFfljhsq27Ttw4eJl4StYu3Y9goODcT4Dq2xmGGj27tsLC0sLLFy0GBcvXcG58xdxUW568pSpKjBArVPJxAi928Vgw9x4HF03X8y2eYgKqw2XCkUyJH1GY/pFNasYoaCAdWGwC2608VcCeKSJt5pDWR/phuQwF6wWU2iD/L83yhMnxWy50tIPN0WoOMrTSaemuSLMz9d0zP850cljmW2+8do35d5b2Jkg0rOSmGUtMaKhBzrUtFN+DM2wQXL/wxp44Mc5saJ1WuLYiEgcHhaBp2K2sT1NtmBnU+n/t1G7QkmclGduZVcRU4d2UzsevK5J9jymuXZ/3xKM6NoM7Vs0U2bWvo3rUs21q8ePYsuKZeozo2SHt21VGofAObxtM3avX6OOEVzTxo9Vywt+vndbgYXnb1i6GPXDQmHv6ID+Awbi1KkzCiwn5S/lkCZaVFQUfvwx4+o5Zxhobt++BScnJ4waPUbU4lV106fPnFM3vmfPPrRr3wEFChVW4LGxMMXgbq2xatY4+Hm7INy+bIYkampMv6hNdUvRKHnhI3b70KpWGFbVAiOrV8YY4Zk1ZaQOc1JgIThutfZXgLjZSgAhn4839sLWui5YWcceS2pVwfQaNkiobo1JvlaY52+NVeJob6vnjuOikRg61oBGDWFI+F+VCRoCtIm1MdrKfewZGIYWomVuTWqsggHjm3ihWXUrfCvah1pnS99gDBUAnR/XQGkcAuuvRa1xYEhdFBGt+5933kO0RTl0CfHFte1JKqRsSNAzmlPqYSdjSMdouDjYi2O/Qgk9NcX1k8ewffVK5ffsWb8WV0TDHN62BXfOnsbXopno37DdvQvnMGXsaKWhGCTYIefERDWEubk5GjSMwnrxpTlInzl7XsneqdMpoBk4cBB6dO8O/M092TOGMgw0f/7xB8LDw9Glazd1s6dOn1U3T+ae8tQ8K1auQj1Rn59/mQdvv/sOjMqVgXHp4mjsYSoOu70CDiNeGRE9Y720VtUsUKzgl/jqy6/gY2EHayMTOJlYwKFCRViWLgWrksXgb1IS82vZ40gjrgFxQC+vyoh2s0LDqg6Iru2FFuF+aBRUHVHB1VGvlg9qe9mjqq05HCuUhke5ImhgWQYjvC2xOdJdCfl1pYUyJlTNa3CStIP4NK4WZdCxjqM4/3UUYJK7BCK6mjUujm+oADOvnR+iBdgnR9YDFrdSvs2hYZG4MrGRAKcVeoc64q133kXlkkUxf1g3FSbObC2jzwTO17sXo3GwL5o0bCAm1i2VDfDN1YtYt2QRTu/brfwZmmkHNm/E/YvnlUlG0BBg3169jNEDB2DxrBkIqVUTJiYmaovAufOT1OBMc0xf5k6dPqcA1KJlK8xl8mgGUoaBhjRyxAixH0NwWm6eD6I9AFnTOmSacHUjIpG/cIrmyfPph3AqXwQN3Sqia4CN+CQpANIWlRkCxfOY5/asZYMShb5ApTImOD44EfFNu2BJu8GY3aIP+ofHool3HVQxsYZ75YoY2rQOerdvhGFx7bB45lDsWz8DF/cvxuWDSxRfEb56aCnO712IbcsnYXZ8P/Tt1gyRdQNha28Fe5MyCDYthQHuZgIgN1wW8KTkpb2e9uE8zvw6Tsj3xRfoHuoMLGsrwIgUDWONI8PqCkBaY2rzamgoYD8yPBJIbqs00bSW1TGvfSDuTWuKP8Rsuz8tWgaNwigkftyu+WPF+c8cX+ZZzKUWp8WP8nGxx8KZM1V+Gh39u+fPYseaVSoDgIGCcwf3Ad89wvFdO5RGOb13Nwb16gljo3IoWbo0agQEqu3gz1+4LPJ09V+yRj5z9gIOHjqCQGm7a9cunYRmDGUoaDZv2gQnR0dV9ePsuQv/ehAyRwMCh8dXrVqNmJhmKG1kjP+8+x7+89Z/ULLAF6qkU6y3OXrUtFHgeRUNRM1V36UCSgowg518sLHrGExv1h0LWsdhroBmWnQ3DG4Si4RBXbBu4VgZ3Wbh/J4FuHF4Ka4dFL9M/j+3az7O7pz3D+Z3l/YtxHUBEPnS3gU4tmUW5k0ZgKj6tWFWqTxMixdCa1tjrA13UX4PTbe02QEvyjx3bYQ7yhTMi/hm3vh2VjOMbOSlTLWfxASLj/FBY9F0F8Y2UIA5OjwC7QPtkBBTFd/NbqbMNPo+nMeJC3MQ7V4Wx1ZMSXeTqoxgNfGpY/6vzfvwfy4Vn9CrFQJ8fVXY+Vdx8gkcOvPMBmBk7Kevb+H8oQNoFRONGj4+KFe2LEqXKYv63A90yVKlQdJaM2n53PlLWLZsBapVr44bN27oJDRjKENBc+XyZTi7umLuvPlqFDD0MBprKpUdsHnzVgwdNgLunl5454MPlfb54P13UUpMK3fTEojxMldAYFSMAGJO2bNAxGP9g+xhUaYAAmzckBjbC+MbdUBi855Y0LIf5jTvjVGRbTGlfzdc2JeEKwcW48KeJJw3AJJn8bld83B+93xcFOCkXGMBdiyPx8gB7eHmWgUlvvoCYaYlsVGc7xtiZtE/eVnw0F9K8KuC8iUKYf+QcHHyIzG3nT96hDiitlMldBDT8mZCIzHZ2iK5cwDC3MyxrEtN/DQnZdKT/JOAhiHoE8PDEFHdEQeTJ2cKaAgStZmvOP8ESMqWi8vUb6V8J9pG/j+8NAHmFcsjgbP039xXTF+FIJozOQGRYSGoUN4YH378sZKn/nEDVBSMsqLJjCGZ0mf61YOHDEVAYGCGBgFIGQoabtPmHxCA3n37KrVp6GHSMm1P+jyXr1zDkaPHkThnLpo1bwGrKnb44NPPFIDeeedtlBQAOZsUQ7CDMVqKU9+rlq0y46hRCCYFIkbgBDSc0Gwkpt4nn36M2KrBONR/GrrUbCDg6Y1l7QdjVkxPDAlrgZ7NG+PEttmiORYYBMXLMrXQZdFC1FZHRXONHNAOrq52KF+0AFpYG2FrPXdlbjH4YAgghpht9zXyRoBpadhXLAl/exPYli+Od977APU9zdVkJ/2XcU290cinMnYPCFU+DjULNcwxMdn2DKqLx6Khfp3XHDPa1cHuhRPx2+n1aik3w8Isevi6/g13gyOvnzEM/do2Rp9WDTG0U7Ry/mcO7YbjK6cq8+yXU+tU9oCnow1q+vtjcO9eGNirhyrlVK5cOeT56iuYVKqkkiw5k0+ZoGyk9VmexWxHmYoWK6ZxkyY66cw4ylDQkGKaNUNUVCOcO3fRoK2ZHvNBabJR7bKDDhw8rMLVjIyYV7bCp1/mEQC9pUD0yUcfoHyxfPA0K4VIZxNx+C3RTXwhgoYg4qrN8sXywtvCAf3CYrCuyyiMatAWs0TTrOk8UnybTpgQ1QFNqtfC+IEdlKagOWYICK/KvOZ18YNObpuDoX3borKVGSyKFcQILwu1kI3RuhfVOgxv7xWTLM7DAl2dTTHQwxKmAsSlnf3FXIvBgEhX0TxOuDW5sTLR+N2OuBCMjPJElLcVWvnboF2ALZr6WKCqdXnUquaOQR1jMH90LxxYEo/bOxcpgSbrF0t8UWZQ4Y5co1+7xnCztUCXejWQPLglto3vjOWDW2FE67roGR2KaQM7YUviSPW3VIkiyJe/AD4TX+3jTz9FhYqmCAuvi4SEydgn5v2Fi5dSzfgXBYvG1ETHj59EDT8/DBo4UCeZGUcZDprRo0erJQJHj514ITVqiDUAcUaX19i+YxdmzpqNDp06wcXVDV/lL5gKIPpBX372McoU/gpVjIqidhUjuFQsjq8EZL3qNEayOP7Tm/VQYFnabhAOitaZEtMVs5r1xMDQ5mhYNQCj+rcVMyvJoA/zukwwXhPw7Fk1GZ3bRaFCudLwk/tkIY4bYnpxzY4hoKRlAue6mHh32/pjV5QXbEsXwfRW1cSnqYb57fzwk2ibP8QEY3StbWAVNPO1gUul0iheKB+cK1dAiI8jmgf7ILqWFwJcbWBrZoQyJYuibJmS8HKxw6BOMTiUPElV2uF2Ic/bMpE1rqmdmH7DwomNQ/0R4GKFPQnd8Mf2yfhlawJuJQ/HnkndMbZdJKraVcLnn36CLz7/VM3aFypSROUptuvQAbNnz1HvmO+aWoWR1pcFij5Ty2zdtgNV7OxV1deMpgwHDSttUrC3bN2mbt7QQ70MU1upiVIZdXg9gjE5ebnYuQMRWb8BbOzs8GXefPjPO++kgEjHn4ppZ1bKCEEOnqjrWg29g5tgUtOu2NpjPMY37qgSNme3EHOt3RAxawKRMLQzrh5crBx7Aoj+DX0WQ0B4WdbMtqvi96yYMwJ1alWFZZmi6OdmipPRVV9Y67ANfaOlwY4yQBRHggDu1Kj6+EUAc1D8nYGRbuhY2x5z29ZAG39bWJQvjfEd6uNC0mA8XD0GT9aPT9nAauUoXF8yFBtHd8Dg5kGo42GLEkULolTJ4mhQxxdLxvdT4WFmC6TMsSxTphf9Evok1EjMhP5RnPoza2YgomZVWJiUxeg2EZjcuQE61q2Gmq5WMC5ZRK1leue995GvQEHYOziibr366DdgIFauWq1SXPhO+W75jl/GMnkW05+Zn7RQQGOH69eu6SQz4yjDQXPv3j34+vpi3vyk1EnOjGKOPhyNLkgnX7l6XWmj/QcOYcXK1RggLyIkNAyVbWxQtHhxfCgqXx9E733wAfJ9mRdlipSAXQVzNPIMQOfAepga3RVxQTGIDquNnSvicWbnXBUUoJBfO7QkNZrGz1qwgCD4JxsGS1pmWwKHAYMJw7ugcmVTBJmWwoZw1xeeHKV2mlTDBp4WZXEtvpFy8Nf3DsZwMcU29wlW0bLTo+rBpkJJLBrQEn/smILvN4xXO75x52pt5zdu+/7Tlnj8uk20i3w+OrMP4qJrw9a0DIoXKYSQGp5YkTAwtV71ze0LcGbtTBwUc27N1CGYMaQLhnaOQRVLZhv8Bx999L6q9vOfd9/Fex99gryFi8LSxhbhdSMwZOhwceQ34NChIwocfHeaQ/86GsUQ83oEYd9+/VQuZEatodGnDAfN77//Lo58c8QNGKRu3tCDZRTrayEyP+/esxfJy1YgYZKYQ127IjgkBFYCpC/zfvUPEGn84Ycf4avP86iFS9YixL4+TqgXKiN1jIzc3Ztj2ujuWDx1ILYsHo/jWxg0WKiYILq8f5ECwT9YAEZzjMzPV6QN2/IczXfid9cFkNuXJ6BFdJiaKB3tbYmrYoJpEbb0+LaAZpBXZYS5makcMzITNX+Qv5yzIU9u5i0mmQluLh2OP3ZOwY+b43U88f9500T8sHGCYn4meO6vGoNNYzojKsAdH338kTjlX8LbuQrCA7zg7WQDs/JlUaxIAXz62Sd6mv0tVXLKwdkFoQKQHr37YMqUaVi1ei327z+Is2dT/FRyRmqT9JjXJ0dE1kNsixY6qcxYynDQkFimlpELjiSZ3Ukac4Thb1H7cBRj0ihfFL/fuWsPFi5cpFJ8mCZev2FDeHh5oZKFBQoWLYL3P0oJc/+L33pLhT3zF8iHcmVLwcbKFN7udqjt74EGYX5o2SQU3ds2VOAaLX7RJNEes8f3wdIZg7E+aRS2LBmnQtD71kzFgXXTcHzzbJzePhfnds5XGuzeyVW4c3wFZif0R3ANd3RyNVcL0lgO6paAg+HmtPxth5ro62aOjkGOaqITS9rgx7ktcHZsQyzoEIj+kZ7wta0AFwHNLvEvjs/qg+0TumD18LZIiovFjB5NMKFjPQyJDRIzyheNA90R4mWHavZmsDYpDeNSRVAw35f/6gtOBRQsWgxmlpXhIz5rVOMm6NGzNyZNnqLmQ6jxTyuf5Cou6zQJ30VWvX+N+Zt79u6Hnb09hg0bppPIjKVMAc2ChQvFRKuBvXLzBI6hh8sK1sw5fW10QWxoduzJk2dw/MQpbNy0GfET49G1W3eV4sMqjFXsHVDexASFixXD53ny4F3OHb319r8E6V/8ztt4+733lCn4oYzUBFupkiJopsawsqgId2db+Ho7o1YND8Q0rI3mUXUQ2ygInVpGIiYqGIWLF4VdiYLo7GyKbqJJurqmcBfXSoq7CveQz/bSxt2iNHoEV0Gnmtao6VABlcoUU2wqXKpIfvHpBOz58uDDjz7AO2Iy8d44CBi+73fxzocf47M8XwkwiqOimQVc3NxQs5bcY2wLsRoGIjFxDnbv3qv6jP3KPiUwVJ/qAYTHDL2LrGL6SMuXr0RZIyOsWLFCJ5EZS5kCmgP798PZxUWpaHauoYfLDuYLJfPlkgkodjJt7Os3bqmXz1DlPjErOOG6bPkKJC1YgClTp4vgDEDbtu3QSEbYOmLyuXl4qoqN5YyMFbhYqPzTz79QSyHeFdAwzys1wpelLL/57nuiPT/GB598okL1eQsWRPGSpVDB1BS24hxXlQEtPEKA2qw5OnfpqjTw7DlzsWjREnHQ1yjNzKUdTHq8Kn1z7fot5Z8SGJr1oPWloX7OTiaIx42fACPj8uJD6XYDz2DKFNA8ePAA1XyrY9KkKeohDD1cTuQUIF1QQCeYtJFUG035PZntOI+0fftObNi4GatlcFiavBwzZszCuHHj1Ux0n7590b17D5Xd3aptWzFXmys7m8yAhX9AYAoHpvyt4ecPT28fuIvZqNjTU7GHt7c65idtNA6oWVPNafBa9erXR2zLlmgtgO7StZuYTL1UUGTkyFGq/+fNX4AVq1Zj7br1KqJJn+/Y8RMKANpzMjtY/zn5nQaQnAiMZzHB3b5DR2WecYfxzKBMAQ0LGETHRIvg9FMvxNDDvWmsjaxkTUspEImAaQDTB5nGfIlktjnD8zhKy/WOHz+Vhk/iyNFjMsL/mxma/UdbnYmkrif3wT7mb6T9be2eLlxIAQLv15C2IBt65jeN+Ryc56lZqxZqB9VRy/AzgzIFNKSRI0cgOjpGhYcNPeB/M+sLoz5TUDXAGWIKtCE21JZOt3Y9Q79FNnRv/83Mvjpw8BAsK1dGr969dJKY8ZRpoFm3bh1CQkJxUl4eX6yhh8zlXM5Ipm86Z848FC5cBIsXL9ZJYsZTpoHm2rXr8PP3E3t/jTIRDD1kLudyRvLlK9fRq09fFClWDBcvZFxNgLSUaaB5+vSpmpEdMWIkrl67YfAhczmXM4ppzZwT8yyyfn0V1Xz07bc6Scx4yjTQkJrHNldxfjql/4s2di5nHdPPO3rsOBydnBFYs6bKTMksylTQjB07VoVUGS3iQxl62FzO5YxgRgZ37d6LoiVKoEPHjjoJzBzKVNBs27YNHp4eKjOAkQ1DD5vLuZwRTL95ztz5+OCjjzBr5kydBGYOZSpouIFO3bp11cw65wkMPWwu5/LrMk1/ugBMhfr8i8/V8pTMpEwFDalVy5YYNnyEeihDD5zLufy6rOaq5G91X19YWlllyG5nz6JMB82QoUPRslVrnBWbMzcYkMuZwTT99+07CKPy5REaHqaTvMyjTAcNq7UzGHD48NHcYEAuZwrTn1m6dBnyFSiQqZkAGmU6aPbu3QsnZ2eVgs8Ih6GHzuVcflWm9cK8u7HjxqsiHYlz5ugkL/Mo00HDjWx9fKqqwhi5fk0uZzQTNNQ0HTp2UlVtdu7cqZO8zKNMB81vv/2G5rGxaiFTZoCGnUYNxo7j9cmsGq9C3Lk+1H89a3mNAYE1VW2I2zJIZzZlOmhII0YMR4sWLZUgZ2TyJkuPMpS9e9ceteR2/oKFirm2hevTeSw3+PDfzRwwd+7cjRIlS6kStD8+faqTusyjLAHN+vXr1G5UXLiVEZOcBB5rorGzWBXezNwMBQoVwhdf5VH8Vb58qlzQjJmzMhw4L3Mtts2poGVQ5r9hwpmWBXc9e/udd9G9WzedxGUuZQlozp8/D08PD6xbv+G1Jzn5sjm6TJ02Q+18zMIXLJKhlu2OGo3Ro8eqlYx58+dX2a4LFy7OsIlVAoBm4IsGNPi7GfXbGcnsQxbTW7duQ44F9YsygwDcIPntd99FYmKiTuIyl7IENN999x2q16iB+PhJr+XXqExWEdjhw0cqp6+ckZFcM+EfZYLYiVzTPn7CRPzn7bdQNzJSCcnrmoUULiYEMkrDAu/PCp+z7YmTp9U9sFrLs9pmB3N1Y89evdGseazSNm8qcHjfHJS49PuLPHlw9OhRncRlLmUJaP76+280atwYbdq2fWXQsIMIiPj4eHzy2Wcws7DAmrXr1cIjCqX+i2dHcgWfja0tfKpWU0uEX1dwCdYdO3ehomi3qtWq4aSAIj0gUhA5L8UiFlY21mrJ8pkcYgppA4hfQABCRdj4XG8qaPgsXApu7+gE4/LlVaQ2KyhLQEMaPHgwgnQbPr3KSyIQtmzZqqq/lChVCqtWr1YgSu9aFAyWJmVhCbZ5XcEgELhJkHUVW1QwMXnmZK0C0+kzqihGqTJlsE1MofNi1hlqm9VM85IVSWm+RjZo+EaDhjKxefMWldnMgeyXn3/WSVvmUpaBZs2qVerBWB6JFV8MdUJ6TCGkgDZsGIW33nkHQ4cNVxrmeS+bnUo2dOxlmb/P3+Mz0FdiGnp6jjTbseBGcGioqj65Zu26HFFghPdFTd+rd29V7qlRk6bPBQ2PpadRs5spA9yI9p3331O7VWQVZRlo7t69i6pVqyJ52XI12hnqhPSYL3rBwkX4/Msv4SmjN19kVkd+NNBwk6A8eb/CShmt0wMk252/cBER4k99mTcvFi5aIs+QsXWtX4V5X+z7Rk2aKNCw1BGfgd+n1/7IkePKP8tpwOG9US66dO2mnmX0qFE6Sct8yjLQ/PXXXwgNCcHoMWNfavkzXxZHQ64AfevddzFhQny2LJ9OBU3Nmvj4k08wd968dP0ztlOgqVdPBSxmJ85RpqShtlnJ7EsCgP4MBW3IkKEKROmBhgEDVvfv16+/ONnHcxRw+D74LKwZ997772PL5s06Sct8yjLQkLp3766Koz9rdEvLBAwrPtIBL122rDjju9V3htpmJvMl8a9Ptep4V8yB6dNnpAsEPhvvkebZux+8j+kzZikBNNQ2K5n3xP1QrW1t1X3NT1qAGzdvK+CQeVx7LwTI3n0H0VXeWcWKJli0KONC9xnBvFcWa6xQsSKKlyyJbzN5OYA+ZSlopk6donan4pZwmhA+j/kyKXRviy/DLeX4MrNjxNNGNld3D1WvecaMmc8FTWCt2gKw91XlzewEDe+HAk+AUNBKyeCTL39+tcs2qwXNnTMPixcvwYaNm1Q0iu35bKNGj1Ua6a1331ETxa8a+cwMplwsXpKsam17eXvpJCxrKEtBs2nTJjg4OmL9hk1KqAx1hj7z5bFzuB7nP2+/rRazPStilpmsgZyb6dJMfJ6moZDWqhOUraA5fSZlF2QyJzMnTJiIhlGN8Kn4hh+KiVmufHkVqPjyq6+Qt0B+FbadPHmKivRxo2GuuDUzt4BtlSrYuGmLwXfGZ9U47bHMZD7TGIJa5KJDxw46CcsaylLQXL50CS4uLmrUIhgMdYY+U6OcOXsOVatXxxfyYpkukV2jHQMPzGezEQH64OOPMXdu+j4N75ulY72rVpW2H2WLT6MFSpYsTVaTmAyTvyMApuZQf0XY+D/3mflIAMS0eg8PDwUUnksQ8Dk2b9mGTZu34lQa7c5jfH4OBoovX1MRwqywAnhvlB/O+/EZJk+erJOwrKEsBQ3L6oTXrYtevfq8kPDz5R08dBiVrayU3bpJRrsXAVtmMEfZrVu3qy04ODJzO4f07iUFYIdU/ttnMqovWLg4S0HD3+celqwBlidv3hRwCH/6+efq3hm2t7K2RucuXTBk6DDMmp2oopo7duxUg5S+1qDG1HwZfk+Ny77g/4li1nXr3hMdO3eRvz0wb16SaveipverMoFJU7mq+JfviKm8fv16nYRlDWUpaEgMBjRpGp06mhnqFI35crgnCkdJCuu27TtSX2BmMO9H47THCJA1a9ahWPHiKiH0WaDhHM2OHbthbmGpwuTMf8tK0DC6OGDgoFSwcN186zZtMU1MysDAQPUd15/cuXtfzXVwAOOz8J2kvZZ+XxBQLNTOTZNatWmj+kH7DTJXTnKXhNfZpPhFmPfJ/mVgiIm6p0+f1klX1lCWg2Z+0nz4BwTg0AssfyZodsiIyQ16mJy5c+euTAMNXwTNDAoRmUKujag8zkLui5csVSN33vwF1FKE9EBDf2CjONW8b4KGc0wvC5pnAfhZzFGYv5WcvAwhoaHo27efij7y2fg83LSKAj5w0BD1nIauofGp0ykmGJ+T15wjJqmff4AKWXMPHl7HtJKZ2qW5XHlj9fmjjz9R0wqZOUjw2tOmzVD+IlcFP3n8WCddWUNZDpq9e/fAXWznDS8QDNA0DbVMmXLl1P4q6QnqqzKBS4Fav2EjmkbHwNOnKmqIUPTs2VPs+a0KpGxD4UmcM1e9KGYEMJiRHoDZlvMbBYsUUQ42TZ8XMUfJFFRel+3Jly6lbNPxPPDwOPtG69MU8KQksHJA4DGm83DwYUbwxPgE9dxpr6Mxz+fGToMGDVZ7aB4T7cEyw0qr0B8S5rIM+nnUPtynh7t68zj3htm3b3+675f3ymO8J7IhDZce81yCvZtYLPyt5s2a6yQr6yjLQcPMAFc3N4yR0ehZL43Mzjx4UHwaaxuVK7VMTKIXFb4XYQojM5cnT56KWrVqq73tLSpboYxROTUXU6ZMGRmRBykBoskzY+Zs9aLKiAZhOlB6L5v3uGzFKnwl91y0eAmsE0C+SBoNBYn3RGd8gAhrz9590Ld/nNJwBG56wNFAweISBL6bpyfcZGBq3KSpCjFrArpkSbLqRzr98+cnPbMveYy+DpdemJiaYsnipbB3dEwBjbCTswuOHD6mBJi/z53kJkyMV8X6yBxgDF2f98LvaeIlJS1Qu4Azj+/a9ZsvZNLxXbAdfWPex8T4eJ1kZR1lOWh++/VXEdBaaN6ihQLNs0ZQdtDpM2dRrbqvmqch0DJK7fPlcZRk9nWomDEjRoxSGoFmI03CXr1643MRro9EaAYPHorr8lKnik/AF1XWyDhd0PB5eI+LRMgY8WMy4bNAoz0/wbJv/wG0bt1GnUOHvVDhwipSx6RPzqlQ8NOez+c4ceIUevfph4KFCiN/wYJwFJOF982Zcgov74fMKB4jZwXkuty9jb+Z9noaU7AJAmolhqUZNidQ+Py87iAx7/RBwWtt2bpd+RlswwDDRblf/ffL+2f2ee8+fWRwqqyesUDhQvDz81drYhi8eB5w2OcEmYOTs9rblNMYWU1ZDhpS586d1ZpuduizOonH2dFaaJHCze8JprRtX4a1UZuTpZWtrBVIqEn4W9qozb0me4iJxt8tXc5Ijdjjx09MAY1x+qDhvTH8yq37GG4uXqpUuqBhGJdZ31y2feDAIVXsjgJZNyISCxYsEr9oM5o0bap+s1279mpHM30h5O8zihQT00y1sbaxUSFmhru5IK9nz14yCBxR90TQTBKNynac3ORIb+j+NSYgxk+IV9Epo/LlMXv2HFhYVVbnMxiyXLShPoh5LQ5CjBiyDZNCeVy73xRQbVMDII+XkXvgpl/c7lAFFMTcmytah/UdtGsaYl6T74tALlm6tFrgmNWULaCZMWMGHBydlOBxpDTUORqzk2hKcA1N4aJF1GpD/Zf1KswXyOzYz7/8QhX8oImhL4xkCs2+fQdQycwMb8kLTZg0CRNl5OULTw80vC611YIFC5GQMFlttZ4eaAjcXeKgJybOFSE/iYh69dWoTqDy+e7cvae2B+QOy/xNtRWj3JN2nwTCufMX0LFjZ3Wczvj2HTuV9uZ98Rpsrw0wHPU5OazuX8xLLnMwBBq252/wXGov7dorVq5CJXMz9ZngJOj03x2fh1EzXz8/1aZDp86qP3its+cuKi3KDHEeY9Irn/32nXsqCsaCGAQNazHzPvXvJy3zvpj3x75ydXfH999/r5OqrKNsAQ133TU3N1fO9PMAwBfLF+zi5q46vGu3bqIFbvxLyF+UNSEKrFlLhUhXijDwRfyrnQgBQ6w1a6cILVc6Pgs0vB867d179ERP4alTpyt/ID3QcOQfNmw42rfvoELBbBsaHq4AzG3bOScUrdMgxcVcY6BC6ytNqHnep599jhIlS2CF+FCX0vERVXs5lxvY8nrmFhYGo5fsG43PiaA3bRqt2jds2FBpPeMKFdRnZppzf1D95+c5XEFL8LMN/SmCit9flGflxr383s7BAfsPHFTPz+dJ1hX54yQrV8Xy2dOrIqQ9N7UurxXVqBH+/OMPnVRlHWULaFhr18vLE2PHjjMosPrMjmLncqTlaMTI1dLkZc8NIqTHfJEsyEGTg0mgXBdD8yhtuxTBuYAwEWS+oI6dOqmtQ/g/00/2izmlLzSaADILmuZSfMIkvPfhhyghJgRBoz84aNfmPip16gQhNCxMXZfRJ265zqXhZcql+AZffPml2jGaYeyTp1Jm6dlnzBFjxgHb9BF/gCYh+0r7DX3m95fkHO46zfZMi1GrSfVAw37ZtHmLWjq8fEVKwIWVUdmeW6YzM6BwMdEI8plTBoym6Z+v3pPcI7MP2IYaksdpbu3ctRsmFSviXTH1uF35ZRkYeA77hGFsTgD/56231DvWtJN2XX3ms3PFLCc1+RtDhg7RSVTWUraAhhTbogUixHZnnlN6naQxXyhND2vbKqqzGBliti5HK0Ptn8V8UQx3E3ymYnpR+A0Bl+20JdP8zX7945Tw8v+S4pjzfvTNE7anycHIWmMR/IRJNM8+EkErhpXidOv/BgWD24+YWVjC0clRmYB0aj/7QoRHrs/BgZN2TG6drldRh7/HDAk699PFxGUUrJhooc2bt6rf166vzzyP5zM6xar6vD6fST9pVgm8nN++XQd1fK6YSTxOZ50hdgY16OQXLlpMHWekkaD9F2jkGm11WsDb20cdv3btJoaPGKm+4/V27d6j7ofncOAbPmKU+g0eb9W6zTNBw+fnBLexSQWV1bByxQqdNGUtZRtoGMql0/iiNZ4JECYTUlDYwTSbdu/ZpzpejUAGzknLbMfQ6FrxiwoUKqz8pBEjR6lrU6ipOcjKdJBRs0vXbsqf+UjazRE7mhNqHBGZ8MhIlDY5qAkMZ+HfEVt7oPxlFgCLPWjhV20NENtSK4yXEZfHAwICYWRcHh9/+hl69OiBqTNmqmIcnOdhv/C+eN8UJn7mPTVu0kRpPvYDo0g8znumUJHZlvejnkP+UpvSn9HmUZhOT/OMbXku723tuvXKuWb2ALUIzTGmLnER3dq161XCpgaammLapgeaHmKasg3natiXNAujY2LUd6Fh4Srwob0vAlkzAcn16jd4JmjYF4wiMrO5QKGCcu3M21fzWZRtoFm0eDEqmpqqpcDayPMs5gs6Kxwb2yK1kznfs3zZilShZxu+EHY6mf+TNSCwDVNhaDooO1qukVf+dunSFVvE/KBDfvT4Caxfv1H9Dl8O21AAONHHtfUM6fI7HidoyEy5T1qwCMWKl1CjJs1HOsqclGVbzp3QVmdbVspZujQZZcuVU3b8oMFDxMzSOchirh0S/+3u1/fFSf469Z55HjUiI2nUjrw/Fl/kOTQVmcjKmnJswwgWBxNGqlg4MVba0XGnXxIXN0CZSMxSYADiptz3ZfmNrdu2w9PLS12P0aybt+5g9Zq1Shuzn/h7nBhl6JttngWaMWPGKSedETpqXr7boNBQdV77jp3U87AtU4327NkLy8pW6pi6bu06zwTNFRkg6fdw4OIE+Q/ZEAQgZRtojh45omb5GcWio2iok9IyR0auIOTcitbRLLJBAaIJQZOCIOHLY1t2/omTp8SU24+ZYubQOS1UuIjyBfi7HHHVdUSbUCCYTe3l46NMHv3rz05MVD4BQ7nBISkCkCdfPjUjznUodMjNLS3V95wAVCaf3APT8Pndx6KpqB2SRIhnz05EFQEhv2dO3W4RnKFDh6nJVH5X0bQSmgkgx4i/lyzgWrokGf3j4lJDuTR/boi2HDlqdKpZQ1OOJpejo5NqR0FkROrt995VACFw2DcUYoKO5xBIHTt1Vse07zi/w0V+V8WkWrV6jQINBxVqGs7wm+qiZwyipAUNmf3O98AJ1PfF3Jw4MUEBvnZQsDqPy6sp+HxHtBBGipZ/X/w+Dh48zr5nCJ3H9a9LVqAUQGnmH6chsouyDTQMFZpbWqgtrF/GqedIRAHgGhtW02QHkvlyuVYnUlQ8w50t5HjdiAiVK8VQ6Seff67aUVg4snKUJZCUsL/9Vup1NKbNzIRLmmQcHfki+XfZsuUwrpCiQcic9VeOrPzPCUXuZk3hIXMCURNIMvPWOKHH/2nGDR8xQmkpmqghoSnBAI1p1hUsXFgBgqDmd65u7iqtiBqIAwFDt1wQp39eKr/ztspknjxlqroX9huFjtE97Xr6zDA0NWSKSXdFFXYsVaa0yozm99w0yVk3ucmyWHwH1OD674YDFZ3+yvK7bEdziwDnUnV+tndwUHMs1GQnRKtX903Jg9OewdnV9V8BCo1ZjOXYsZPqfbLt6DFjdJKU9ZRtoPn7779VzQBO5GlmVdqOSo81W5yTdTSduLKQHfk89hENQ2GgEPH88+cvqS1AmMfESTem0Fjb2Cph5Kz15i3blbCdPp1yb8qskN/mMmGGTmkmaNcmCLiUW38E5u9w3sbJxUWBMPVe5Dw+NwWEgsdrMoTNyFPazGGNqUEIQl6T1+Z5jAIyIhYZWQ8enl5qAGCttVpi5tDsowCzvXY/jNgxgEIfI2++/GoxHUPd7u4eajmzpp35l34QHXf+9pSp03Hr9l3UqlVHfWYOGrVuWtCoPpX+ihUNzHbFSpRUfh53jVDPIWBlZHBpcjI6de6sBpmPdEUfeZz3zrmxtNcl87qM7hmXr6D6euXKlTpJynrKNtCQxo0bp7awTm92/VnMF8RRkRm8dHKZi8QRrpg4r8xCpi2usam5uZoPoa1PbaF/HYabKVicmGMaB00Yfs92fFH6bckUKh5j9GywCGaz2Fhl9sUNGJDqXOu35bUZMaJWaS6mEMsm9e3bX0326bdNEdgzKnLFtP0m4gc1jWkmfkwMevXuo3wuDTAac3c5JmUSFAQgI0t79u5LvUf966eeo+tnmlEEA4MU9L/YnufxGPuW//O56KfRrLx1+2sVoPAWE4rpNRz5tfb6zHtk0MCkomkKUIRZkyBM3g8ne/mZ70QzLRluDw+PUP/TxKQGNSQLvL9Zs2er86jdT586pZOirKdsBc3GjRvVKLNo0ZJ/CcSLMgWDHap19B4BxorlK1WAgMzRmaYEr58eMPnyKXi8Fpn/GxIIfdZ+VzuHpo82oqfXlppNtVX38u+2FFYeI1i162rt+TdtezLvk+fx2TgAsN3z7p/teT80iznwGOoXtmFwgWBN+S6lj/h9es+pMa/N1bnUsN6iZWjecbK0t4CfAQIW9fhMzD4ChuZmo0YpJaWoTRnmT3s/fBb2iZqrk3aVLMyzZHeA9ChbQXP16lW1Lp3F/9jRzxPU9FgTHL5MdjiFTGN29vOE6FWZ11Qsv/2862tteZ8v2lafDbXLbGa/EYTa7/Pvi94/z6P2owbnO0kB9UWV2ZA4d56qBXfsOI+dV5VXCQZ3T0+DAQZej+czV5DtGjRooMz77KJsBQ0Lozs6OamRRv/l5PKbz5qgk/W/40CmaTj+T2B5CFgIBs69UQ4ITP1rEUScO2KuGduxnnd2UraChgUEuY6dM/wMDaftrFz+72YChMEKI11OW8uWrZRlkHbwTGm3B2XKGanMic3ZsBxAn7IVNKS+/foqp5EOrP6olMv/XUzBT5vjx4yAKVOnqQge1/kw0EDto9+GzLkeTg8wDF+iZElcvHhRJz3ZQ9kOmiVLlqBk6VIq7YTr8NN22JvEhkyL12Vej6YMTRRO/Blqo8+aL2foWHYxNQcz2rmsg74rQXD9+i0VgXRxdVVappK5udrKhH2Y9nymPml5c5yAfZzFNQHSUraD5uyZMyhdtowq68SRJ22HvQlMoeDqSaabMBsgrXnxqkzA8HrMBGaC5/MAyd/lvBA5o+7hdZn3zHvhbnUVK1ZUmoUpR+MmTISzLheO+X2dO3dRgEl73yx4yHy12rVT5ohYH/vPP//USU/2ULaDhrs/u7q5onadOjifCSN1VjDvmTljnTp0VIu1DI2Wr8LUGNxfh1kBnBPimpz0wKD1m7uHp5p45UrQnGDu8r6oJT29vJXQf/blFyoFidtj8DOZG8yqlaQG+o0mHSdxzXRpSv3799dJTvZRtoOG1Lx5c5VSwzmWjBK4rGQKxYEDhxETE6OKYmQkaDjHwVnzqEaN1TzPs0DD33VycVXpN1z+kBPMNN4v74u1r7nEWQMKmTlqdSPrqQV36d0rv2dBkHwFC6qJzcWLF+ukJvsoR4BmwsQJKi09+Rm1xHIyEzRMT6knpkOyAs3zs7ZfhLnWiHlyLAXlH1hT/U56mpjCyRT/WqKxmZ3Numz0Hwy1zWrmvTGDgMLPSpzMDWQ2NbMf6KelN8jwPD4Dy02xVgFXsJ48cUInNdlHOQI069atU8mM8QmTc8yLfhnmS2e9Yy4ao6YxlH7zKszrMLWnZKlSSoMcSSeZkUwB4/xH/QYN8MFHH2LKlKkpfSnfG2qf1cz744DIIIDGvL/0BgFyyjmX0K59Smazm5ieP//0k05qso9yBGjOnTunyhWxpCk7lp1lqBNzKvOeObJzGTGXCmSUttRAU6p0aVjZ2KSbzEjWQMN1M2+98zZGjhilhDKn9SXvR2NDx/WZgGI+HpciEDRNo6N1EpO9lCNA88MP38Pe3k5VK2FHPWv0yYnMkDATH8sZG2NhRoJGrkPzjOtaGJJlMumzQHPlynVVnIMCxiIaORE0L8PU4ExC5XJwPtOIkSN1EpO9lCNAQ2rRooWauEq79v5NYI7wXDZNv2zx0uQMAw2vQ7OP0SZWkHkeaOjTsKSuAs3ANx80XNfDCpzaTgfLly/XSUv2Uo4BzZTJk1XncPuGjBK6jGBqPd4PBZKTbGTa42d0wqtGePnMbSu4SnLpspffiDc95nVY0IIL7Fjy6nmg4TyXn66CDJcqvChoeE0Cn+fz+fg3uwHH3+bmvv3jBijAsJ7CsWPHdNKSvZRjQLNnzx4ULFQI3bv3UEuFs/OFaUyfgqChc89M7J69+qj6ylxPwrX41Ii8Twpc46bRqvoM601nJGi4izSjYdyjhyH5Z4GG7bknKEEzZOjQ5wq+EkwZzTmBOn36TFU3ukfP3kpQWT+ax7PLVObvsn9Z0orPY1m5Mh4+fKiTluylHAOaa9euqWITtMkpGNnt13B3ZpZLimnWXAUp9FdpcuRjPYGtW7elCKa059Jd1l1WoJHv+AwEnQYsQ7/xPCYIWFOAW/2x6gyLwacXPeP3zErg1hO8P24V+CzQ8Hten7PzrFLDHau15yNzoRiXRvPZXvX+X4fZf9yOnetxeD+sC5GdywH0KceA5ueff1YVRuydnNQKyPRG1Kxg/jarQHLZsyZELLbh7e0NL28fNXnINfgsms4iFFp9NBbQWL5ilTLXOG/DCUatqDfnKQz91rOYQs0t4Dmpx5QTZh2kBxqCk8cZZeOcRnx8wjNBw2vPmDlTlWni8/EcLm9m2JxbJL7z7ntqdH+WdstM5oBD07S8rh7DmGysCZCWcgxoSE2jm6rlyhs3Zd9sNoWM6Tys1MI17cyLYsiTZV+5aIrVcLirMM01LutlJR1WlGEFyU+/+ALr1m9Uk7QsIlGwYCG1yI4V8Q0trnoWa5pg8ODBSsu9CGi4CpKFPJiiwhK66YGGbVmSyVJX0Jxmcb9+/RVAuESD10mYNEVV7OGq1+zQNIxIctvFD8Xk5Z6g69au1UlJ9lOOAg0XF3HEY4Ii/QRDnZnZzBGOEStufkSBounCZMkrV1MKi5MpzGRld0t7ChtBkyd/frUdh52u3JLGfPF9+6VfcpVA4PUoKGSWoOW1+Z2W3evh5f3MyU01Mm/ZpqrK0ExkYmR6oOFvKAdbBgRuYcJZepZW4u/x+Qgq/s9nS3tuVjFLZnFDKT47t+84f+6cTkqyn3IUaLi4iGsmmPH6LNMiM5m/O3PWbHypKxTIXQUYUeIOZfrttHtjygyLQdCUYSmn6txKQgSRC6YYhm7QMEpdh7UQtEo4+tfg7zGVhJpsduJcVTmfFUB5jMLdRlfnK0C0HYGUnq/H6zL9vljJEqoqJkPfvHbadgroAopGTVIc7JS9THeq30rbNruY90jw1tIVn3d2ccG3336rk5LspxwFmhvXr8PI2Fg6yfkf5UuzkrW5gby6UkoUWo7uFEBD98OXy93UWLuYM/GcU+EITvPu63sPsE+0VCUzc3Ut5ltRuAkIXovagdUxuUY+vzjeNEM4aDDHatyECSrM3apNyt48gSJAvI/0+oT3t1ZAWYQb6YrGW6YrYp62Hc/nPWiFyrlBFdcycWKUYMqOgSots08ZnWSBet5jvWyuCZCWchRofvnlF/j61kCRYsWVA82XaKhTM5MpmNxGQqvkT0EOCgnBqtVr1WhMQdQXLL5glrOtUSNlXxb6QRzp586brwICFNDoZilbZrDaPde6szILr8USq4xSFSpaVFWOnC6mXa+evZXj71OtmroXrZgES7amBxreAwHGhMg8efOpeR0mjqYHmivSlkApIr/La7O6aP/+cWDpXd4zr5f2vKxk9hlD7Zws5v2x7ndOohwFGlK3bt1UYfL5SQsNvvSsYGoA7nwWFJxSTpXM8rQtW7dWJVpZHJ33pgkx55Ua6ErQ0mlnrhhNLF6H7ehfsIYyy/BuFQec9ZyT5PmozcwsLNT26hTWe/cfYtr0mfjgww8VwAhOVgnlddMDDT/zfO4cwD03OQmYHmjYlqYki4jz2qy+aSyaXd33u++owhXDh49Q4KFPyftP+3tZwfztSZMmq1D7e9Jvy5KTddKRMyjHgWbatGmqeAL3bOToaahTs4I52nHXYhbqowmjgYehZ24mxO30qDXYjvfJMrhaG/oJLEBOTUnBWyNAY/4YJym59wuFktE1ZnavkM8049iW2ombwvIa3bv3VLXU6kZGqs+GQMP/eQ/cho+b7a5auUZlVaQHGn5OTJyjdkRmaSUKJwvC0zzkQKXdP+tRs8IodxLgfWW15uGgQlOW98LUqlPZWBjQEOU40Gzdtg0ff/opYprFKjs7O21sriQkKFaLYHGSkxs0aYLFlBlqIjrfLNnasWPK1hdklrfV9rQk0z5nyVVW02dkkBkFbMesaE5C9uvfX22mlE98EX7PiVLO85w9ey7VTKxVJ+hfoKFAc7MlXodLAQhIApMLttL6NOxH7tTWrVsPtb0HQcPrsQ0nRRPiJ6nC8KzdrD0Hgxc9e/VSgYqsAg6fj78VrtOwXNX75MkTnXTkDMpxoGEBQVa8d3ByUoXBs+plUagoRIa+p7bgfXD7CVZ5ZKHu9z78QL1UFlSnacR5Di1rgGtfqKV4Pe2aWnp7XzlfOeHSluaHVjGfzDrOXKHJ5b30eThnooHGUPSMbVhXOn+hgmoyk+k+n+f5UoW+mQajDxoNcDX8/VWtOWoobpGoHWMAhP09a9ZspblKl0lZZUn/ipst8Xn0fzuzmH3N59d2YeCuciz1lZMox4GGW6YzFYQOMrd7yKoKNSxaxzKsBIcmnJrQk/kyaTZQq3CSMSgoKBUkrdu2VWv4WVCcn7ktoHYN7Trco4bHCIp69RooH4cZBzTrWLeZYGK1Fv4+WfvNBg1TAgH2jk6p98f75XXVdn2xsWqjK0b8uNdP/kKFlKCPHj1GmV+apibAuPMzJzKDQ0Lk+ikjuvZ8/J9tbsrzMWEzUczPsuVSCpNT81NDpjX3MoP5G/T3tELw2bk7QHqU40BDatWqFd4SgRw7boLqxMw20WjmcGSOadZMJS8yI4CCxGM0XZgJwK3FV61ajeHDRoiw10zZkVinJVq1bq22FuSkIj9z9wDmrvG+yXyGXr1TNmqlmdW2bcrcCwcHmnH3H3yDu18/UFEtAoXCS6Zjr4VdCxcrqu6RW3OwDbdsnzBxIj4RgeaEJveV4SSslnbCqi30ibh5LbMWmMmg7VU5YNBgFXjg7tF8Ru4AwOMc4am5uI+MjW0VMUFT5qoYQZw9Z64yVfX7LaOZfcXfGDxkmArbvy/9yT16chrlSNAkL12qXhbDsBTgzAYNR1lGy1hTi4LMzNooYW7gxF3TWCmf+VjcOkJtQiT3prGru4cyz7gd4DvvpVTC54ZMl3X+mAYatR25DATMMGCKC6NcbMvoWecuXTFv3nyV+n9ETCRGw9q0a6d2hi5esoRy7NVvubkpR/7o0WOqeB7Bwu+5mS6fgYU3QnX73DDIwEli7gfDHce4V4zSjCKMLnKdGDERCSz6ZX4BAWrvGwKUxS7+89b/Px+1GLcqZDoNtZuh/ssoZk1sDlbNxH/kbzMUf/ToUZ1U5BzKkaA5c/q0Mgn85WXSCdVG/cxkjuwU9n/sI5MOf/HVV+J826nI2l5x8m/cuI2EhEkChK9QRDQCfR/NlNFAM14cflaRNDWrpLKjW3PSUgRYXVOEmULOrAJuPaK0mHxPn4cA68Q8OJ0gf5U/n9qTR232JJ8p5NwKg79BDbRq1Rq1czWPcd8eVi+1EP+Au6JRMypQ8DefwbxPbrFRU8zMWTNnp5pwafsso5m/Qa1Xw89f3QcTSL999EgnFTmHciRo7t65o7bWq1jJTCVDGqqHldHMF0YBZySLo3/J0qVRumw5xSamFVX0i844946hVuCeOhRUmnY8j8sI6Fcwc1h/VNZAM23a9JQNjIyNZfTfKaaRjKjij3whjntaoSVzwyOChWk6dMK5V8ynemFhMrfoU0X2RMvwd7TfmjlrVmrunD5Ti9LRr1e/PsoYlVO7VHPrC2osCii1ZkRkpPLPOM/EAYt+UWZrGI3Zl9T42jaFwSHBOonIWZQjQcPMgOq+vso0YE4W18ob6uSMZgoHR2sW5WaeGMPJZIZ1CV4KJcPgtLtpDvGz/rn8nqz/PZmCTLOKmxoVKFgQa8Vh55ICtps+YyYaNmqkNqv18qkKT28f5TNx736uZeGSAgrT8ROnVSkjmlRM3mRb7vfC7Gnei/ZbvCbvgUEF+ia+Nfzg7umF4NBQFV2jk8/RnBnazMgmb9i4WS0zP3jwiM6nSpnYzArtos+8b2Y1cFMugmb0qFE6ichZlCNBQ2IwgB03bNhwZToZ6uTMYAodhVQDAJkCxO9edcSlr7FJhJS+BCNrDDZQIDWg0SGn8HPuhMwRnr+p/3ssz8q2zMljGw0sWtg4LWv3rJx8aU8A8jOPadfSZ7ZPOxBkNfM9syAI57M4wc3VvDmRcixoJk+apEDDvSnZmdn5MjOCKbTcvpCA0QcDn4ufz4pGodCSNVNR//zUtnJMa/M8EPM422ntDbXJKcx75XKAMN28FM3jy5cv66QhZ1GOBc3evXvwyeefqZWIXEfCF2+os98kPnsu61NS3hSm38rl3AxyEDTcTeBxDloOoE85FjQPHtwXh9wc+ekDrFkvJkTWTHLmcvYwJ7E5OUsNQ9BE5oDdAdKjHAuaP/74A6HivNK+5V7+WenX5HLWM98vM7xZZ4Gg4WZfOZVyLGhIvXv31nVgfxWBetP9mlw2zHyvfL8DBg5Sc1ZcGrF40SKdFOQ8ytGg4b7xBE1QULD4As93fHP5zWQtYBFeNyWzmTUBWN87p1KOBs3OXbvUOg+uMdm3P/3i37n8ZjPfK5NRK1tZK9B4ennh++++00lBzqMcDRpVQNDISK3xYCIhVbihTs/lN5s5T5ScvCylnpyApnlsrE4CciblaND8+uuv8K1RQ3XkwMGDc0HzX8p8r1wC8J4uGXb4iBE6CciZlKNBQ1KLu6QjWWCCajzXr/nvYr5PZiPExrZQ75mZAMuWL9O9/ZxJOR40O3fuVMX26ByyzGuutvnvYuYVMlOCS7YJGs7TXLhwQff2cybleND8+PQpPDw9VYdyJyxGWXJ6SkguvxhrWqZbt+5qtSnfcaz4MzlteXNayvGgIS1csAAffPiBSo1nUYorV2/kmmlvOHNuhlV8FixYmFrfjNkfhw8f1r31nEtvBGj++P13tGiZYvOy+iTLxnKdR67GeTOZgOH74z6lFpYpRdjJrHmXkypppkdvBGhId27fhq+vr+pcrmyMT5ikUt21dPdcfjOYAx1DzCzHa6HbtYDMJROPHz/Wve2cTW8MaEis9eyu829Yqohr67le5L9h6cD/AhMsXGXKcrxaYibZycUZFy9e1L3lnE9vFGhIrIvGQhJah1er7qvsYgKHLyXX18lZzMGMzj79F25hwuxl7q6gvT8vb2+cP3dW93bfDHrjQENiikWv3r1VMQp2PCtTtmyVUmeZ1WsYls4FT/ayBha+Cxaz5344WsldMicyGzZsiLt37+re6ptDbyRoNNq4caPau0R7EZzLad+hg6pBTNuZL4x/c023rGH2Mwcranzyzp271PJlSysrvPXee6nvibsUTJo8WWV8vIn0RoOGdO/ePVWAoXyFCnovpayq88XaYFwfz0hNLoAyi1PK+RIkWuUaRsVaiebn9oTvfpBSvpfMslyNGzfG8ePHdW/vzaQ3HjQaMbmzW/duMK6QUvNLe0mcGB04aLDadZnFKAgevmAtJScXRC/HmjYhUDTzi9+xqg1L4dapE5SaeKnxJ59/Dj9/P6xevTrHT1y+CP3XgEYjgmfsmDGoYmenit5pL65QkaLwFKeze48eqkzQgQMp24vzpTOIkLvs4NnM/mFfkfk/a1+vXLlKDUh+fv7KNOYGufpgYT1uFnDfsH49fvrpJ90bevPpvw40GtFsW7pkiarPzC0j9F8mR0JWsmwYFYVBg4dgafJyHD58RAB3U9U4pmBwk1aC6n9JG+lrET4/+4H9wT1HWc+a272zvC6LubOWGje6eu+Df5bpZYVSFsfo07cvdu/e/cb6Lc+i/1rQ6BN3BmbqeVBwEEqXK4f/vJ1S7V9jpm+4ubmrdRwEESvkb9y4WVXBYZ0xTRvxL00STqjqA+pNAJV2n6yXzPumtmD1Tpqq+s/HNnxuPj/7YciQoWqrDZ+qVdWk8tt6Dr3G3Ce0kpkZGjdpgrlz5+LB/fu6nv/vpP8J0Gj0+++/486dO1i8eLHSMizFqoWtU1kAxXkEbvhqZW2N8Lp1Vbh00uSpSiOxbOq+fQfUbgIED0FEwdOEjv9TGDWfSZ9TBdcA06F+Fhs6R+O0v6M0hXZv/wA8iwJeVDXWuEsAt3LndoY0VxMmTUY/eU7OgXEFZdESJVTNan0TV2MChxvrWtvaIrZFLNatW4cHDx7oevm/n/6nQJOWvr57Fzt27FDhT7581jLWSqKm5XdEUOgXVTI3VzWRA2vVQlTjxmpng37945TQcZ/Q5ctWqGqa3P2MAk0BJoBSRvb/BxmF+HWY1+C1OC+lXZ+/RT5y5Di2bdsujvcala7CXD1uz969R0+0aNlSlbblbms0o0xMK6nnYslcQ89NpslVqEgRuHt4oGWrlpg6dSp27dr1PwUUffqfBk1aevz4icqyXbBggQoYhISGqr0xWbRcKy1kiFmd/4OPP1EbEXFPThZv5yjMlB//wEBxhsPRoEFDtdCK9ZW5n+RwEWIyazYzc3tCfMKzecJEjBw1OvW8Hj17qjkpmk4NG0YpDVFTgOwlZhQ3gKK5ROecwk7N+f7HH6VuOvUsZk0GLjHnvpt04nvK7yxduhTHjh7NkRX8s4NyQfMMYrG6RyIoTN3ZvHkzpk+fjv79+6OumGxOTk5qSwtuefHpF18YNGOey7r9YriWhCsWuSWh+muA1XoTbgPC7Tl4nqHrPY/lPM6bfPb5F+q+ORg4CDi4qxvBwefbuGEDrly+rACSU4v1ZTflguYV6C8Rpu+ePMGNGzdw+NAhbN2yBctXrEBCQgLi4uLQvl07NIluqrbpY2UVrkrk1hccwamJuJFsHtFK3GGMrDaK0gDxLGYb4ffF8eYcFM/lbs7cMpA+GLdcr2hqChtqOTGlataujUbinLdt2xY9RXOOGzdO+XObNm7Egf371WDAzOLff/tN92S59CKUC5pMJoKLvhMF9Pz58zh58qT4HEewa/duFRKn6ZM0fz4S4uMxceJExD+DtePz5s5FcnKyAsAWASyvx1n2c2fPKS3BZRSsg8wqpbmU8ZQLmlzKpZekXNDkUi69JOWCJpdy6SUpFzS5lEsvSbmgyaVceknKBU0u5dJLUi5ocimXXpJyQZNLufSSlAuaXMqll6Rc0ORSLr0k5YIml3LppQj4PyplH3CHZogBAAAAAElFTkSuQmCC)
MathematicsGrade-2
Mathematics
Based on question 4, how many points have the four children scored altogether?
Based on question 4, how many points have the four children scored altogether?
MathematicsGrade-2
Mathematics
Based on question 4, how many points Levi, Alex, and Mason have scored together?
Based on question 4, how many points Levi, Alex, and Mason have scored together?
MathematicsGrade-2
Mathematics
Jack, Levi, Alex, and Mason are playing a video game. The table shows their scores. How many points Jack, Levi, and Alex scored together?
POINTS SCORED IN THE VIDEO GAME |
|
Children’s Names |
Score |
Jack |
20 points |
Levi |
28 points |
Alex |
25 points |
Mason |
22 points |
Jack, Levi, Alex, and Mason are playing a video game. The table shows their scores. How many points Jack, Levi, and Alex scored together?
POINTS SCORED IN THE VIDEO GAME |
|
Children’s Names |
Score |
Jack |
20 points |
Levi |
28 points |
Alex |
25 points |
Mason |
22 points |
MathematicsGrade-2
Mathematics
Add the following numbers: 17, 16, 24, and 42.
Add the following numbers: 17, 16, 24, and 42.
MathematicsGrade-2
Mathematics
Find 26 + 7 + 14 + 35.
Find 26 + 7 + 14 + 35.
MathematicsGrade-2
Mathematics
Fill in the blank: 13 + 21 + 32 = ⎕.
Fill in the blank: 13 + 21 + 32 = ⎕.
MathematicsGrade-2
Mathematics
Write the addition sentence that fits this: “The food bank opens for 4 hours on Friday and 5 hours each on Saturday and Sunday. It opens for 14 hours over those 3 days.”
Write the addition sentence that fits this: “The food bank opens for 4 hours on Friday and 5 hours each on Saturday and Sunday. It opens for 14 hours over those 3 days.”
MathematicsGrade-2
Mathematics
Identify a pair of numbers whose sum makes a ten.
Identify a pair of numbers whose sum makes a ten.
MathematicsGrade-2