RAPH12 Q33-34
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
Variant 0
DifficultyLevel
541
Question
Which of the following expressions has the value closest to 15?
Worked Solution
Check each option:
6 32 + 7 31 = 14
7 41 + 8 41 = 15 21 ✓
8 21 + 7 43 = 16 41
7 21 + 8 41 = 15 43
Therefore, the expression 7 41 + 8 41 has the value which is closest to 15.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following expressions has the value closest to 15? |
| workedSolution | Check each option:
6 $\dfrac{2}{3}$ + 7 $\dfrac{1}{3}$ = 14
7 $\dfrac{1}{4}$ + 8 $\dfrac{1}{4}$ = 15 $\dfrac{1}{2}$ $\checkmark$
8 $\dfrac{1}{2}$ + 7 $\dfrac{3}{4}$ = 16 $\dfrac{1}{4}$
7 $\dfrac{1}{2}$ + 8 $\dfrac{1}{4}$ = 15 $\dfrac{3}{4}$
Therefore, the expression 7 $\dfrac{1}{4}$ + 8 $\dfrac{1}{4}$ has the value which is closest to 15. |
| correctAnswer | 7 $\dfrac{1}{4}$ + 8 $\dfrac{1}{4}$ |
Answers
| Is Correct? | Answer |
| x | 6 32 + 7 31 |
| ✓ | 7 41 + 8 41 |
| x | 8 21 + 7 43 |
| x | 7 21 + 8 41 |
U2FsdGVkX1/FHXPnxN9ZcsFijeyGrcI0K2C86S5rYwaJnhIrcVSyBc6BtGkwvWZkAJW8wfmuuDRA4bWxxkq5ptGn3RO6b0MALP3cy0j7lIf/DSj59oKju96kf+QpF3YLTqRCN38sYV/ytFkWg2KdN6HWFoNCjk+d+YiQYaxZraKeSy/+dHAwrPOu26HCWJWpJvQkPcQx6rfV/USNXbOnBwJpU/fenQyHGfv0JMrq42K2iA/vYamjWWFqVSJbLoiibkJkk7HTha4Vo13WjbxODcyuns+GS27fNe8mdqNwZZ8IhLZTBVmCM6CZRfvcXhnbtRWK3gRwwUkFxFS453Qed3MHPA1Q0C44egotFheYM6OS2JkkGoXnOgG4KlnF0DQypSuX4iBNhUwOqhPLZEV7dmjMWsmwhtGiV4yJIfDzeUbdUHZnW71oy3lLiFc5Yh7BVSyTT7a1xaNWy41t/zDfePdQp1lKsbx4SFseMtHGhTcatYRAYpcPjq6eaRIgLsUFkyoijyPxKAhu3MgXJlL4harCuc8p0KtbN2jzHewxrwZAo89MFp6UBNnNCcwMdO5miPU/857dgP53Qu0r4C/nemHFsZbtowjEf5tVo87D1LS2wT26Yn9476g/g00jj5cB5iNB2Vki1o+UTZm70BB8Qor8eJ+gGYBLy8tF9kMseqGMo1GkekPrZwhuwWOVxWtZjGeQTWCIt1UeUg0enelLeaibOYDjLcNfY5W90uH1IMltjIQtLB9KCRoa/22C0gltpLQX4jxDz9wZg8p2do4qkl1bbPD8keZ/jdcANIZ+CLfPltTGUkfS6aS/x0qoXxjvxsFsz6bYdiUEw48UO2SCQSWUkU4iwSFYCsncwwZR2I3qEEgjmCHVGPFShHAhyggJVbpIIkCMYsU0UktNt/EWnixmGjnr7ygBRrTqka/eaYDSQjInirK5HHhW+GaW99GhAea5YG/5kt0L2wwudq9v5G4miGCbMn8i9QL1i5+fFWdG9SZo9oDfe2Tg08/sz32GhLdLC1eQT2C//7qVakS9qE2uOueY5wmI9pQ8oT/qVHZc1c14hN8eHu1G1ejjrPBC8c305QBukPjuwVDvZZYq0uNKqKH5ZBclurr/9AuKi57HxOTeHNxTaaBMd7+nJkgWRlYp+m1N7ubDYDnJamSHgV7JKlMtse3mGYDqbRKT3rKyUXsm4n2rX3WPSUrbP0Tu8UAn5cTYddScb5KJs/fZykgubqIYtx7DHNVQRUT3X7+i9snGZw1BJXJqjsElkSLl4vqGaUhAY+lAa7T2a5+pFU7lHGi8yZLg/pBLXeU7LC6++h0O3O6gkFlNfYnfzrkfjQxZ6WWco+3uU1e+ml8iqY/7miVCnkmgTwWN1oOKszQ+JFm+f3B/pROttXrul9MRU8jRrzaZISHk7E3TI93i1JwugGgRLO5ORSG3/fYcC4b1P1un8pUIg2GdGGAMMw7CqtvtPcPGZYT3zLl9f54ygvjhdu1DM96LDs9cTMn3KFitL8FMCC5HE8Z3AQIhzR2MrmbjXBSCxLUfdQKQJ8t4850zw0k+YxW04q96BuYrP8vysXQMlC59l0z818kk5KcAB9VyJKVQkareS0ghtGWf95gxPR2wmvW6GGe4byF6tt+9WbVg3ahhuerCb9LTV3RheSmHCMZmJ94Qou8uEtZSOIqxow9/7xoBYesuM7yUVBGAcpIH4Q0jUCM5Qp0JleHa3BYoT6JGHqIKf2/MG611CBboE0LIbpV3u86+LejhxAE5+cKdzXAUXW+HFv2AfZ9hHhYvFHaRqbqiN0KhyjOlYWkUcNoHZd/EUPmbnCmCzP5JRp0E6s0qzYFAhUvfTGvRKKG+1jREUexpxfdozkeKU+OPMhouQOy6H9XRcZPvgT/mrBgeibn2cvpL6zC9t/k1EBvqc3OyUbsrvhMTnnF1xSE9m+9kbkvgV15d6dNuH2pBT7YCiEqsnVJW8YW3ABwF9WV4N9WlNVct52m1HDe7g8z2GS64XQNG5/9iXkLq43RVqUSuPdTeOLO3FzEXquGUs3MQAtrTnB8Slgr3J0MHNCzhPQlZ1mPOj3jCWjzogzteu/QYBDZYf5tLpoyYfruoPlpLXUk+hn02mUwUTgfaxxzFNkRvu5nCavJdBSAbZFu23zf02XdY5owiUuE+c0Qko1fjcAnuNPeWHELtzpP+QtK8MSAVGy494vI4xdjWpiB7k5weaq/VAAsSgswyCgUNPUSA5r9f9QeEw9PQ9hZxh8IP+w/B+23qNfGx2GK17vYCXUyv6Bm2YzWS1KDgJeGILIKGt9xql4RjSsZ2yZ/YmCf6nIU+6CYyWCvmmqx37ntzcTj4NIvApHq+1yipu1Jt9L2RwLgtCOvjnteUlUhSFeknOT9MjlzVJS+Q2HiRobIFWhwg5RWI7dkH5/6zF0W/5LMAFUzYgJTAwM0ghKc/RUBYCwUfuClOxcb4vFugI/WqFwjk17O+nd6ppqu2Khwsr9vpq7/WZUBEW5ciZ0V5IkUAnjAc6OaJhoEqybfIB+FG0FZIpnmITkOWmVvhUpffR8C25q08W9x3ZHkbvs32ibwY3syqcKFnUr3WU9IsrGZzxbpd7U/VGJqyV+GWf9ElWaetkAj1YE2I6RpezuLLtNZk1RyBzPA05/qJYkf+dLx8RkiF4WoR+/b6jAZuY6PmiHgHTXwcs+twurtQ/pSjPvMicoxQEnuAgkfpp2tRjbV7Rty2PUrph+Gh1T+yLHXQePdTpzBSf+Rx7J05+cm/uQQQ+Te+mSGZuyHynYzUGYNyPUvTTGnSKsQQ8MtVXcgLIAruXqBH3turAg3ZqBmDUZiaNjoJn/jgYDSZVGUBiuIlOfxNjOBIXkno10Av/mxJOONi6Dc+mQGa6ci0Fbqd3wFb6iMXKvoKSSoA4ogTY2iMwUJZWyEAxkQK/xqTOmUSCgQygBIIxVjR4BKqyWqO6ShhQsSHQ+EaleiOH8Muh5LxNz6iZ2sKGNgU6dsSwMGwjdo1w9nBUfgoQq08Oru1DcZ5JDeC74ys46vGS2DPQ6MoZDAjOlysYuEzwZzZRxxkNdSMvNdAy47pyZSpOjFa6Me9mHDRzmEhusYWp7fPxIn/txddPrKRT4Cvhjni46uWzmLW/TeOAFRSTBjQxtjoUQoe/Yh36BxTIRLsQouXCAmtYfWP4/SMW8qz02fZZPttPT8VWMexAsBC0okz39HdFUCDCwBiZ1ev/tyX4OJ1CIsld0OqytagUZTJuv4fRpprgAUQtu6gglW3JT54Lo5J50hkRnJ0CSdjGFFadMg1RX5qx3OtHOySPi2OFH4IWjt15cwHGXu0CgZiswJMuYQUaOqcSHtNJZKJdflr1cmCvwk0HVbiGtwUk+iOdWQZtwfEeXrQ0G07Ae9psl3ZyTvQJtM5kYAQWJR9Kau9cm5vzZiSNKAhWmCt5amga+HjiiUhOnHVHof8QkGURmxrdbW6LFtw7d5R0kyyI6V1y4Zfi8P34LKljUP/wrM2LUywJeAUU8lOYAqdqsmOKfGc1ApWGAiqRAamgYGwyui0O4S6wcY4iPIPztdBCe2/qMGzPcG5N6zxUqDr/kkHyb671d1Hq2R9/7ULGY8GaSlKoBzfoo/5oS3CRzpipi2LRw4THhREG7y+YpRtQnhJVFgvX0DgiRl3kX32d+Mid8SV+r1xbmIQ3G0N75cAstscTB+orlPiBq2oSpo9c17eInzvrKRdn+P2xtRA630ML3FHZz5Pn+TIpJ2oe0uAQlg5RlR5QcG3KUmYhbhrDBVXf0hpVk7UIIKRmF63e/rp1nh5zElTMMyON4WZb8Gk99JGPRY9B6HBBMdud+Mpx6TKxYdKypOqNkqY4ExWe2cTlOqqbU1hIlnvoVDOjaI8YiKH7XJh8Y/sUxe3Q9mBYDH6wl5sV6EyLi+KBVH1lqaYArpxYGAQXg+xsbysmgGWj4J3RGRNTQqt+SHHwJtL1lxkcMzXNsc0O9yaCbItO0Zc1ipY0o4bf7u55pToWSWrmDsyqA07CecfvrjoFPtQISBzXPmQQXlWjFVwkQbpU+pcMhVRIZ7vjtGN8yA5Q/ELefW1bY5fM2Z9f2lWAK6k4p96xA9aFwaB6VJb333SXs8kwq2s8B4vD9hbA6DofXvw/NB/ZO07MUJNV/A7ypoUNcU1DlvdEpjoMx7MoH9cfZ2E7KVq9gz6YFKi0BG37QLREz8JcnaryN0gKGa9zF/FLU2j3S/QXMkgWsxb7PiiQC9uGIJbtl4EMwpA52vmMTzsUFNrSQv8HIMTZXdVQdDZym5b0lfu77N0TmIEcELeH0i4lxdpNbvdHPS0euZ9b5/FtFXHgm1mTjnqsAe2b+31ToTTQ7SiBcSZz5m3TRCpchJOpYpf4+6nGFGM+eZjGLVGBWcW1mf3/xeeyAHOuCUGqmW7AN2gL2Ny/jaun+cqgNpAEFJelkEMHXxKfYg8AT/qz3PO7i3OsW2da6O3FT4OB1JiUD5BkIcRS6vogrPmy4cJPbCRbdd0hAshLWm+3CZXo2HLqQFMPldWA9j3jnHevGlvijTfa+07ZUqdcK+bT4rqCv4FDXqMDQeLdV3Ka4wMsHdnJl8WsSrVlA818t9OfyQD9VOZYvZk4Xn5BYv8z9pZJ73saAEqNtxyIvxoCIc0lm0RmuSM1TJ51L18HHitppEk9Jux9/IT5PPdjgIGyVN9RiNZaCah7XSnB6MxhiWEno3x8sNF/iw0qqu9+Mr+V1V3w3n3zXGfHhzlYlteveQmouIIMM38VSqgKGUje0rNwAYHKi2Aop6ZNN3mWm9xjRMEwvg1FKEAGEKUU+mZApzDu7NYiQ2u9AWsCO3OCRUvsT8kx8c/R3C6yapgCcdqBmDuM21VNwNSetbSbByqocwJO2ZGq5fvwtSUxYx4146YaQhVNQLWOOhRzGqOBZ6loSlCk7fbKOv4u7SwdjY+1OP73oOQP+iAmdy4jNfbHrQmX99UKHf7oPFFJdYB1W5+/LBGZPZFkapeZYrA3Yi2HXsFhBfGPT8whsUUnbEiZ3sAOWhL3H2F90ngH6d+J8+0BhPc6mlm5CpmI3z4SenM+nf3Sa0k2V1JFiT7XS+Xxyeq3kd5IzmUXXmUghW0qUWinUlnx5IRL9ozHKt6vjnBPnpjmoq69/qa+Xvq/q3Hl/xFVQajyOELAJGbIa8DuZCQe8K/H9TsOEtX54UaGoM7z4S6ryLrBZhfM1h1+lp0D00N6B8pQQeExr5xwVwDhK+GyeY5wBot8MeszNfhQnVlHpeBsqBqoVBcAXwr2VqMhLd+qA2ZZAfcHwc7B2ojoGkPAGfhUKMYXNjMtGkcfrIjrSnnxHJbuadtl4Fm5eKZT2dx5xmb8wpBTNgMgxafQFbxi8HrzFbAe6M9uacJ3SiO/3Zt8foof/Zk0+L8VdffZwgk4sQXpTrucYQSkUXP2zdUtW8Nhz89Usz311zuBhy/QVZbXs3O8ATKPCGfprtaMT3edNH2NQOvnGuUqKNzZGa/gqr5eYqE0J6V8+af6+NDfJORsOhMoaR1UVHGElaRPffOzlmeU/3Fuld5K0s4q7qY19iHEPhrXIGVmDeAxLHDiDUPLqKmBW1heTaEtWhb/echVoFiRb5lCMjlpKidVF/3Ss9XRSLAf6EBBHZSRuwKowz8a+pwCxzpUWSpY5Boo1HIKK174dpgyYukR0fwHFAyVcSq0gC5kV40kM+3yWcyCwqnQz4y+45WSg33KXMqIgZX2NzxWCaZd/NEic5/WW5jvtqBVMMeZtkhs5A1feZYTc0Uad5+bbnoTz+0IXx28K5s+sfc9EMJZiSbeX5Jjqz0dMQLWJLsgS7nGNuYR3pIzlYwyS8P5e9L1co0TuUU0K5rZp861NV9oui5iJJ5yYCPs5iIseYPKqPWLl2TiTCKr0S734zAY7xodnkNoTMNTsX9o8XzsgQlSo95IJtQlrA9MSodoiyIza4S1ZyX8z28moo93q9ZNRUTa0hV74LMkOavy7SSfnSC2uTb3ozUHrBB/gPOiflrCxOT1PBcLV4xqnYryZ3zxNTdYlCePGYbl91VLmoWjVtcfAc6skSDa3JSxmUQyydT2S9QFrKM7A0JNPAHGKtB1s5hyuoRD12zAZfEKqmAbdYMg/CVmxxVfN9YJ3Lo5Jsw2Xv7KnogB0mSLvMu7atlmWsl0Rpw0J1YCnaKNDN+R7Np0jtze7yY7XyycySPcN5ukJ+cDj+nw9DnV4SmDGF+2mYz4uhknIG9JrYber5r2kP/O7sg0uIioyoM9VBDNt5qL5BAyLfdvvRgQYqUA933G/GCfug519qwC5/0yc44e94FajDFkc1jpjzKDVSxxQytYGdVXkBRQS+eIadlJGe13m1qDNOyo/MqqZ6bi6l/KsPrXtM1H/gz7gMs9GHvS/JMh6DDSGy5OtrFGnbcVEBIEi56BD3sts0QkIqO4VwmO9nlGllspzX5pMsp/JEyfdY30Y1UyUd6fUB0lvS9KWUC+fYkIPjNcNd8JTtt+/zYLpWPiVwnMTI7J7I53Q+WlCzDWNKTkJlgodgCPqYgZq4DEgCyYP27JA3SSf5j5qxAU0d+H/TnbKL2dgz3JPRc+W1r+CNVxO6a6oEOxJa8mkf5+cmjvTQ7rVEMVuiyDhgB6LN7ly4AcKXTcedjbPd3MJRMV52uax2RtjPXsYfeBpnBKy6h2O+0keKc3fBr7Bv4XH4O2rHRcO8grrca+BOmr9gIFL/q3bBeMcyk85Hhe9BP/xeIFj0r9KUYjn8mTsiji28Oo+LehrtLlOOnnfozFzk7RQgdmZkq2tADNsFau2O7xUWls7VMhsQKwr9GLXrIFzLImRE+rWZQf7GISY7Iqy6YSRW6466bh2z+vDSOdZ6iS/crhUpYZ9xRJcbZGT2CyXZ7lN0DPHJIwWvC8eXAB8b0NN3+Grj+xrvwsewNRCUeMmJ+kfGdwABaE9OWnnk56BLNgm27xXaPtIrYulFizMCUqIHI5LeiwnkK0ph88BiNWXSvMS7axX1UIvgOUmE1z1zBOP6Z9g+R2qzKwEy2sby1R9kL8unkV49IJq/A+nps1HonJGy0pmS5Q8AG8gWgkxIgKiRgh4Asj8qI84DKPswtc4Z3p2F7NPpM5Iiyt9ckdxoCUXDzaxVmsgnK1ImXifcryYhayUjhF5mC90iqJ5Ok/dAfcYgpk72NB5Cae3NfHLcdaU+4BfIxvtlpOgF23ho/UxJdWWpWvpmOBOT0xO7uDjz5Q7LiZqyXPaeAjcpuoLmGX47Ey/WezpX6xNzvpqssU8UikDRXrAjBj/KgYQ51vWTSEscD/Z8yepwlslh3w6kYP6Fd8OjtmSkURjuoYP3ueXH4/6z7VmUPfSJZHND8d5ywEshUBN1Hub7mWs4vp7lWBH8eu5YtbqTsoCxzR+23Zfq9gjjHfOB0yRLPCN0Q7FK2uh1ZF5imt3avv7AQ3VVXE4PLxPS7JYq9bd7ATk9LSwU4Di6V9U10XL5Hp8njTQIL3lU8FbIG/ewvbS7DR7KO/PHUBdIZvTGLn9X6f1+N2zKZg2F/tshzrcCoFt343RDJKKpvY0kzZwimDwN7wNwCCGJjiQGNNfoEfx30/jNA3uFwR1QXyhP0o4LEM66Cm9JVFGica2I4pbXWy5J+ub786F6nNN7Sq7/mt1RqKlqECdpF6TvI1vV/j402aUsoLr8pLDeCP41WL0iXrloAP2Oe7FaoTvInh51DUkoVG3S8KiUUSgHlnvxm+gs8u4cCSb3uKS+hCfB2b/s2bqTHJSlBj4IdTTQWRFqlJl3Y1vnnShMIs7lUdhjOcYa/55IsIbhDbMasJGcW1oCHIMrOeX8v5h4SBLaG/MDqOIYgm2md2TJxN6MjqIy8gSq4Ie1Dp2uuYGoirMairSnK4mivoeIYyxO0yCFb+cMlVN+0ZQf/+24QVS2n5ulPxpn+CE9nqY04VOazDAsOOGsW3VwnE6NX/dcf3+cg9WCzLPsNknX+CI/gOTnd7KXIfbyi7p1+92z7BHaeSh2bd9ybHHF53m4g1yNgwIfOV8HGSBUwTSapEkZ0OZ6FqfhEjIlkliKE9mVp2uiGgU97aiPj4Xj3WMGZsXUXHsz8k5EFSzQ4rRWRUZE4xZI04ZlhIBxosCpLUKK5p/pM+WNKEddHCyTWYaG7TdkoCSwH0klbD0cmWFAOj1LlPqrW6Tp3t+nu0a/nFm8qjJKsyAnUc1s1Zq4WnSeJgIWdKDBoyiAsi1Cme0CuzcmBCJHf7diQTcTAk60u2mIrYfx391UP3DbijHUhJxlbFIhNqIGpyjrctWIRlz0IFz00syDcrPV1P2F8yOxbnyD5jM55bxd1Y3+vKKE+d5TpkBITm3DEZThWktiBaVHVCA70s4CYppbwQiRLkuW9KvjlutuatBUyCw8q/Uu4dXOilGH2tkW5mFEzD4RcjgCxQ7itR13niO2DR5aYbhBdbI8ePmYXiVsviQ0crhvZuatH5elbWKAgmJVkLVn9M+J3U/2gx2yuCbTCwX4eDcB7/TzVWWNvpkzPP9yeuKimGR8UV3tVBVOwtQB5s+lLl+J4nq3A3FqbySTlOXbMQY/X0J4uQqjtF64n/0E4YuNe3iCfvtZQYcAwvPsklP/55NtzcjVE3r0Uqm7ZjX11e+hu8PX13xrRR5DCwdQ7RiyLQYKft0NaDclL+ZCSpPioduc1RPJntDxlOW0zGf4lrG/IcBJch7Bsm3HHZpL5AWPXrB0YmHdFQw2tJHrJGTtJIcFU2gb/ySIrRWsLUEv8pn/HMeY57J5oLJIAQks3ofL1X2ZFhKcLwJ77BSq5yMKhCtN5BDUSNQ5j7YEMbl4Edr7x2ZjXCK/D2n/C+uEWVUBOPbRGiyeHwbLtKjgLV4E6ltxpC7fhIPGxrJl1fYsA1mnfYtgaBMGtmwB1K1gIY16SOCk7I5IRY0Fow8ZKx8jKURg4DXziXe6Yq2U3JHhswHIUWWej11Mwnm5RkRoicGa7bQ/VbPx1A/63XFD6+rPKwhPtGz47YsKUDknS19Ot14OA0N7jYYnrEx9tW4Y4E+w2polc4j8lYbFOcv683UH7Tyg+NN8CtUTzJcAuBI6OrS18S9n+hmxXF4EU28CygA/TtnEwLOLT21qtFUmiSFP+QDhg3ZBqbW2DahV4joFaZOdgBGBhpd82DXqOL1L4ldEETITWRGHdfA4N/QMt+ej3hYA2rceMzDHExwOv9LJG0xfGGDZgyCxvT9Hu36xbmplbRgVopxudosbpYG7sV50kGxMkkIvFApPs9V/qa+UP5eD9Ae9Nzh14rdbzcS2Mg6vZ9aZ/lvuzZtP+H4b/m4Gm18QhcDINi7ajFzHBV4toot1BNy2GZ1z+2RcqIwt5iHHMHvY5ZOrBoxsrFDZk/d2vMBpEvexN5SNLUn/ZSxY55u9ETJY2VwEvjyZjK25giRPI66vyZe2oP5Avr2WdvHAcxwT0UNrOIXx3kfangZjWbMkyiZRiDLt0t03DHxdUlFIYfXb4A/PCS++zSzopSgNupyAZInP8kuNrqqr6Wpv9mFNqj1SjIag6RSLOkmumRSt8b/+vMS7WjRB5zQdoWtcs6hKaSm2VIjXwR3RllgvOv6vWlN7n4FXPbv/QXRRmtv9hG9yFPxJBBlbEvoGlGjV81k6FBpy8/aqrsSx2HpknzSatoICeYW1t7awUwGF0FFBGhRIU5MVCbTUyswDsALJd1lD3trcCOjiO8cxwHvYJy1zogwWQGWCa6WeitoYwII70ge1VxMZqXeGaGX+5edzhGzdmKg8oF6ZU8HWcqGHfSfOIAgB7a+que2jrQnsdqDXy7piXpKcZtg90/7U1FxBJyJDawmsfkfnBbsClCz0bOJcG+8IbNpcpKyLGic00G/BDodT5QcLy9otJrbjrRwZm5EwPsCSk4S7FUgUNxhE9C+g4y+iKGTr3hIYzV4iE8+bqacr92XhyHdBvSNnrtHrOlmK5LRn2T8RXsV8Baq5jGqnf+YAVyHpe0Umk65Q/JkEkHcl/8CkUHWxmvpn+YioMWamdvfrV9aeJexAK3i2DKy9jr2EVxlaqsMV0Wri8Pkrp3r/RJHzsk2vNpd9YxXR+2FCYVlUVah8fIRyscn1PnKEYM1b9jnP/uvxkPpfwJewGedRIhQokjLycUfm3RcjnEYX4CwPEKMBKRGd4lOy1gXPZKW5I2+gh0SnQNxAQrDdTA3uNHMAb87HDxX9fqXK1xoehUMvArXGA4e92JFUY2OUpmG5GAugHrvj5sIhktq/asDbOpUfmamReKhf1VgPvq9YOG6qFdqNlUQczEzWo9/GpqUilmarGN6FCxr/JUDiqo6OjVpeEHoBkLDCOXQHjYkwJsa0eVE1Kkq4YT/xIj3p1pYp2IHEswG4y5Q8zmU7zks5Z/E7/BAWfko4mh5xIEf79kWYQqZiQflbvLblQ9QVuTkFr7Mp4pHs5cslKvhia15rZfuRrjYvCUB51Mi7CU2BBOtA4Wl3P9IS0rkrmWxEJKZ8dXhU6kNAWEQlKvSgkBbV/GeqlAqdo2SxVqxFhg6pGzJvkyDpvINw80HvN90feEcdSYbgKipaHa3NYOcPL9dPwm2bpUeZwHXO+9ce32cvV0fKsfQlNNSumWm3Kho62drl+TKkMNJ7ZGciRMDgTLj/5VB5heD7yknLb1Dm9oNp0nwWcI7AvvRFFQpjmL5kASsyHzlhWk8guTbRIRR3K/7PqagzryFJZJMnDpIjIq+bAmwQETh24I9K9GGvk/VOW0nm3YTEb1R33jPzDXT59fBjXBY4gVlGndDWMf8iFH5/weN+GBLTeX+3uvR8/7yvpL710wV4EHsj1r2rt0bD6/o2DLQxFrb8lLG0BjR0Ke2uyYS2C2Yt7h5HBD/Qtuae17b3tT1gRhiDWAOZtHjuclYOdjtZFBXbfV6SGYk5AIG656wqEZ+pY2P+b7IoBMc2x9GKDFzRy8q7w8L04rtOjXx6dJU9vjtS4r4CvYDASv8JTin5IYBZglrgr/ZXmj6YOKQD9x2ybdO1FAYcN7pmlbeB7euLcaGBVD73xCueXq2ujA2aNc/cwsiHuhN9tngSbkhdOjcgSzutll0cdXHr3JiVtl73duvekKVbXXCZ9nAX0qbtdbcjyLp1hmF+p01FDqf2nZXjkDt7j1ECutSFp9/hfsdPO3unvjjlR24URy8YfQ77V0p2ZmwzdJVCThA1GfA1WAMfUFcO7XMlGJU6RxMjOZSANcywB91bVCa3SEBZWKWOHVU9Frygealem2wwJRDzngr9reIZ3GmD8hAwdwLlB4hc7RA9ynkeBgKO2XGTIcjNA+EslnKxJgJSzlmxp5bC+ZqXbmL4VRzwhwKkYnjLhAhGj3NMjOA7facoY+QL3tcPqQLtuSUK+xBh4BW3hVrkzPiqlFUn2/z7JGOeN/b0BwK7zQlfXtpexMqr/FIJpa5AK+Ad4iqlrpGows2437m5P+w+aMlSRBaEthKti1UnqsP23G9QMBgWAaG5+lDuUfqZFEkKBfl62SAEM0X9cXgXA/A+ie/t8exmGGaMnn2G8LFvmN2rBSZaNPzpmAUVIMBMHsPCWT8kJwBM6QDuwHRP9BE2Ivi4PzTdKayD3p38AIPfzQkSVbhH8T4Yhh35QYZ0LP+zF190QwrO9fpPkUoQR1jxFlE4ncK4mhUGDB6WC7E5vFUXMSdAMmCfupZIgkSDO5TwLrAdkYLyEinNqpn/PD8J0pgVmEV1mgZsIM2v7FKWCa2yUJolxLbQby9qaTZZSROI6vphGcyHgXRoHk7DsenzWF6JFAgihlsj9SHkAVEc6bHfowbrMR3auCpIUa59MU2j6XEZznEVX4JB3QIMeEvXFma6WCA6NctvM86Q8p2MWfdWl38qdGSPzVvTRs831TH0rfUh3WFu68aqK/V8jgbdNUBgOY3ulAmKB4EKxnUw0IvAXHjDZvonuqDsKqa4SE2TYVDOYS6EcEFI2aMjSayeRwGQ2R/xd9ZRK6dV5hgrmtjiQ1+SAuKCxv7vFbosR9rP84dkvyNT0o+aUS/Wd0Pifovmq5Thci3h9xMOzopyuX6zi8mAEwvvPGF/2WgOp9pnEGkEKiXfGtTUfO7oHWrI/mAFZuX+kRZ33ZbCDqNm3Q4mBeVuBRkCgjXX9iq6gRFcvWQEDecRYqW7Dg14Ya07wyQt9K3UJMKhyPVcxj2fzYpHp1OgF8AEvzfIwyACHlP1Zepcq9ln0/Nmzx6HKDYL/Lwa8YY1Pmcr/ckWn7RlEIT5c0NfPdaGPV7mB3/wr/1fQKpWi/xtkIoEA37M20bJXhzCTWhKZUoImY7Zr4kgB2XOO+STOe+o+tnpGewwn9HIDaCsBy7PILciMzb1FcmfIKKzQ2mtcI1MuaaaPTzVwpbOXGGi4FgNkorxJICFgBQDhZQgQQBNXt8cl+WU7t0DYkT4dQFJxVs6Xs5irMnolXA7cqVpR6aHGmk/1wybMW8IAVPt+n1eWgrCJHRSbiTmBgLAMNC5rEwqRTI1zvQswEh6L0Ga/bhzpMxpxyLrgFKFBX2VHp+MnYz4B+yhBSbx7gOT/NVXSSJzK33Z5RfZpZ2iEoav0t+LFoZaPYMGdzDuUZoygQ5eLjwAyx6t1gCZCtkrV6Q6Jm4JIz59uk/rIlQF9tcDYfbCEPA0Dn/XF1E9Lm7gYTXbkxjmrDL1VcogLnrKgGJ+FsO24p287dC0oSEJBUV/RVH87iCa6yfxbkbcIS5HZ0ugo68xOQoMKh5ILl5UH5Mk3IjTANV+fO6AFwD/UW8zWPoxVC7WKBsU1DaqDN0g3abhNFqH2dljBhX0e2bY6T7V5JfvRWNxgY0qnGgXvupnYij4f7C2behrO9UjSGtSt0vUQ71mDo6Acrubxa4zHLS4on5mK3ytWLpoB+aHHareTHqbJzqD6hNlLsReLgZPDH2CBW+Z61wkqOqjnAPo4GjeVfWn/7PTg6Oe19KU1IsyekPdnf/UHA4gl5wK7ewiILmNBNRcKaPpR76QCzPRcMzs4nI+/v7ScCg1uVIXjCJ20GfoSOcHVXdhpeXJRqM4DcasAwmDgirMauSx4L2Kilzhzx/CwYbWB9fVQSqYGUbjFnNW+6mzZLdkXdULUXbuCmNLl8JmREoPiVjuv81FYwrOmrTZmt7cfclhBZPAv9s40zP9zrRlhtsASjSc8bJTG9MvAHmYhB7jsdoJvkQSZnbb4pdjmF7UP97NuFy54y3TG1pwEQ2s2iYljkGC+lDVV0oCenm6VzYBBreHLj82QfHMR+ksWUpbnhd1E/To04TRIrN6Lk5uSxcLVbMKY/2Oe5uBbVekuwWTPjWAXNHLsFRVOsVfxEfKBPzSJC1smWWUbyj5FN1HxtRyRQwUMK+Hs3TOyU0jCeqkbD7emp5y0KXIWsk3ViYiIFSlCk+G6ejMr+8DpOCgP5flkd0PNntSrS2cBvtjj8nBVQM2+ugAN5FeDE3pF2k0OTUTCw71t0TGLyrj58UaMZ1Idb07o/En0KxrxNxCxuwfqVl/Ubpb+UcjrJBG10SXdZMA4S5LN9I6AZd6nU0ZedLR2cB4kAZ+oQrmTvBgKun5tI4wbQ1e+Gzshlw1+Szsg/uEO13HWUDu7rO29R0GgPB9rxw24CB1X00JVQLmFsJ9X/wZC4jmNM7mbM9iaV/Zr/vnRGPsqOr346pxPlrQefQjTdHqj8f6/Uq9erUYQ+ZO2h3XHRbTLz4G8nYdzYne7uV0McVPFr+MBnGGSKEMJMnrYNw/9ozzPh1mMXLp6HCuaMqVezbcEMRMAvmbiM+fIpkivYRcQr/rQLA5LQsmOirvwjnzd9AJOw/IdywwiGZMGEfkdHLoez/5LdCG/XQYYb+BJVMyyGNf+Z8PdxeVnGqmxB+UU6dtR5pocP2choqGpz+vA1jXEcrYaOI7yVxZIknbFvhi9oGVuOfkPCK+TLoPgFtcKJcwelwfPXmB295uWjWQBwV+2kQMxxw9/OCjrzkkODTnhV5LkfpNCvRMbkBJBpjIrftnKANbQ9BtobNUnd4qoKBEYGnZ7qAz8cjQ47LlCOIXJEQy1MLJVo/44f7U+L6e+8zVnY3uYzHXqmCwmEKxQytAIArNrFMHbcu6GV6fLyucGxaPsAWFdRe7u5Ub0ZBOzGi3/kitql8cdLpZbQA6qESoyDhNWcnHhpxdPLvF6TbTl2uuoKGtVn+pB6pYhyJ/87NkKY2e2rvxXe0jZIjwjGvPARfRhnCRgrKHTre1U8NhnSbp1stvyRCLn8lnCH5ZJak/RIBgOtOsHvty81OCAMvvR3Nv0wnDJSf0PNHuhnXqj/IcVW5pZ1yJXMgCcPPgiQFEpBhvgT10EagaMN8ltVqH51kAPnJd8orbQGrAxBcCgn1Bq6kVH3m+GGdLIn+MD5pTZV4O1teYm6bHCzYFFOi3gvTiNJFbfGrKIidxagxyCrGMHO5rhlNYuINIS+bYL9ZLdZORMpfuWqcbd5ZsqAMEdSrESH11i7viOwuyyFQubd6k/ba0Wt8Acn6cd08N1DKs1rB7M5o9BbqQNXswOE/RWn7Frpk23uXRRtVzmDftdYfa7TRW3kUTAB3aZmQlPMriR6hDal5BljJYpBwIQSe6X42kAXxb59JbXhfhW3d/l2HorQdaD3yFmA4QqWz0Z9tJpy/hC1N/DU1lqIyeVsk/j0+d9cA8ygKGp4V4GCrFCc8EUHoXJwH6csX35j8VbimROg4KWh0vQYD804+HAdFtAkEijI+8pfymSfptJZT3Vx9udgOBdterWRPPGoYcY8zWk8hw45UrbR2fvvpmBG0itM+Yce/0JiwzbGTZFJPeCfFL/9/MO2/HcFRAPAN8OT7NNFRQ5ZXbIVHnlahN/hziisjZhnPIx0bmF/E6sVnPWhe9e54Nihe34Sj3uYq1fTriNM28ssB095FTF3MnfTDLPPKXqDO1aruvBo8TL2qvZ3amovHTQsHDjVo6dbx6cFkKtl3Q7cPP4rdnT98/E+zdhxAE7VQuGiY+6ZFoDyWdtJW3dvwXHnPw5OpuGRtgsfLfMPzuQTJUaefqyog0fCseBDe+tEwwUES19lsMf5uXEbamld4ViosoFnokrERk2HTDhaSqNkUCOp3X7AyyBpfbRlvT8hdflYhPRL4u5tmISP8PA118lMFix2sQ1z3b1di1/Eq0HtNizymkBUvHHeDDAOCDmJV4eEOtdY6tW6xQBoDVwjah1az6xAe1wl69Hz01tXAEqHULH6BaDjn2PjQPrNO9qB41u3bxr2UMU5DiUFvzPnZKgr1RD/NiY+UlEdMeSduACkqfMFxSFEYUmhsrIT0oMTlRbXA1WQjwHOQVGU8IfbMRmtGIvTxEvfIq4uWyHJ92y4/nofsX1DkhGn3GSxFbmLWSJTyRyjIFEYtuXPE1I7qla33b4xU5CR2cCGDuaFg8SKYP56WjJnwC8EoSDNauKhOxeZWAvLpJwg0DrztIxdTHiPg+YGPCQf4V5zWMg2yAXKP57a8kjm5bnAmVj9ahrc99/OI6T8MYr+KF0qfH4J7EkUYcpTdEZgSBVsM/9pS8xv8cy8P359FinQgoLKGJlq8sAFRUjDkaU6OYJmDhO6FjQ7K/jRvru0+Qebx19IMVQjBHrmLTs62QBL+0Zw5K1q4016fewjiUqoiObZ+CaFh2TUjQcaXl+nTNZhIH5NftEFXZTSRYnq7RyStO9xLBEZFXpnP/VGaO+V8CFPNF0BH+f7ixMh4fXzWI/vFbjvGRO9PP/tk/cYTlrGoiL4Nq8OzJgw/yAfkbj8IR3+oXXFXvyirJRyn1jTGM/moUAHGZV0BHIlMkp2oeBWZXXfAbdttAT81evhkZwCFFlHKZixqvBh6iWcPcBsVh2BFNPPgxbaqGpSb1jDvOgA2ePtsQ37EVsa0dZFTH9cDCvCjP2AeihX/8aQVAqAKCMRDWMghD3K+wtoTbXHKYhmRRp/CrZyo43wNUHHr9Ml4OEOti7zjD8NAXtlYezYPbssMmXb8GBAl+x+prubiGimc/agFs1M1gO9ycLZQ5ueG7Yg/XlcP5dEaDykS+DN5hk5BK8JFwVCIBgY2hA1fZAeb8hg8w50IH+DO06xvTdQwKkodQTCY14WpZ6BIttfkb2XPBY57adbuXNGp3LNdFK73bkvtImwJ4obBrmT3daXwFuH+cGaAHRm5fW/BInZ+q/DN5ks13ApWsLvLkprdam9/1jN35WyU4+3XZOhFPY1R97I3d/I4iGNzv+S752iS5ClKkdY83c+SKBMSa1mQu0JsRlZ6jRJr+5FMHNX7l3XeQvaDaBIMgvtXfJ3dcsI9ek7EtSxyfipIQMxotDt4FZnhNoBFklu7yrHZsXdy8Q0tp2gnZnynVuSIO/n2apEnTyKKjkgnV27lVvz+hoVF+ZATQormGxh7VEYDsRjQ1qgUrEhNF1jN65I8wVf9/7pdXd/8WloeTSFETjuzCOyEHc5UDxPOcvA7So5Fk8kfl06jtzHDTR6hAEjvJ/M44NcGXZ3IFtqcfQg8GcoOgY7hEkHS6EQ4DruAposzRVPGVHktQf5Db5NbjB255VdUmWfcBIz6kex128FOxSZhAP7CSCJ0saTNc5siXxR/dlrKITW5+M8toRmEACl/nySMrpB/BW7UzhriHaTdgpVi1ly7wOtPfPDc81Q5hexIzhyXy5KyjUexUBtcf3y1tkLCJvV3Cpnh0/oFoDl/8QnnRt9E2ewbxTo0R8y649IF5vaSvScT5Nmy5jk902rlGGgr/GgzZ5dPujTW3XsHSezd6lXEBvD12tYXr+CNZHaPKysrpIEU1o9s7tnl/Ow2BXkXfAarewO1UA/VwATDFeY8e9Z6zDmh619c2rQkssmfrny51npuLHHYZVTmc0+1JMOXHkUlp4S4kVR8jr1JZP/I/YFm+f8EQ28yinxeWNGrFUgPd47H4zS8OxNj3MPjrV50FeFEdnvOG2D59cSyghGu5mUGvu7CsnAj+ZzFjD5a1aTM5+qAQL8LpIw2rjj9Vg0C6QTwtJzp6dkwjj4IMuhTw5e75ne4JKxNWExE1aYJucQvkSFJalWdzneMoFsW2uAwK0kNZ08kbGzmj2oQKmHkRRId964k5XaAhvKMdgohfgarGpadcLsWAsLiGalZWgrJwXMiMRuAOJAx8JDZnQxvLLeLlrV5lixj6fnK5MtSpOyDhQ3NGdmtbyl5wDAcXH5gFKbAig4D0CguWt6FgE+jhe5eivHVwPFn84XIamsU5Wz1h5Lo471m9OAvKNVfNv1uICrhoChUdL/+wJE6F/zCUIzl/lxD7PZbp6pkciMqG3UhMp5Ol8jtjp+NxE+y6+PEnUIGWlcGpP4c+giqfUJOT1eRQm+hzCpbTwfcdgALtKq3hYLjg4wC5mLzUPE/uScp0pYFdcTXRwTeYtGMyVmzN+khFN/D7cOC1/9B3UFhoC3broeh1Q+b5QymGR8At3NxtltX8AnLkyvD7Y60kr+HSNEq7NAol8aKsS94mc1Ik1d6/bM7105/eAmmWOi7h5QvvAXsAxqO3uNsfwnEq+ysvKK88fAtddDfoaowE5vQ9wwws2OXHBwSQdruJIOP00iZ4DQmy9pZTle/GxFF24gbg5GDkfSwiO1vxTFLZoB/U8I3hOtCZov6sqkAEhPvLfc3nJQiUnNs36g4dKgNqDmhLihHnDoz/s2q4eAtVxoz9SF8EIPuqKLbL1JATFcULu37AOCDUUfD6TlRgfmGeEQnGbTVU4ug1x9OydlvEz7i86iUI0ORxLHFmKtMyVtnmMWR8fRA+olWVYY56y+ZpVq7nRJhtnDX01psfMbHSz453zQt4sO2Azq4XF3y6voqmp4ifwXCnJ3CCipAPjyQ5RDq6q9omQ3+ofIhAR3p9qZsPbVpj5ZlTyAhzcbrK9M3fXOhYp/jP++DEc8jKNh+cGTysskHkzghRmo2Ir6NDugRS6wKwRpzkUMxGhqOQKkaVK1czQKZW9ohTYdZtI8wdMpIN/ChZdeHpbcxVLUbkm1pGo7VMtJfOJTQR5XDkjzgZF6n+zfKui2xgLW6ObOKa7/QXRn/7u9NNsxqTH2XCr3/pgpfx6QXKCaYi+cH9UZfPV7nf1XWm4jJpD8E3Aw+PE06Pnyz8agL+t5dFCSfxkFBhFzTqilbWkH2W7vHYk0/h4zrM8VqhYiMCp7xkr7p6L2RM9dmMgXVFy9IS0pIPD9dtXmZeXrKoJm1Nt1+GvRpKFp1b+DcVmMF3z9nv06MrzxpCa/T5z0VkEnUoNSLOwb/HXn9IHf62loB5mtZfwU538XBmj5XOosasbA4l2HvbHpGhlysinB5HW7BTGLINZdGG7CKJE8v9niId7fF+BLNaoxuejmZIgE0CDeAFNXQ3V1nwIKRJgNP1QAhElsWUJN/fOCv2lzB55HKxghn1Ueme55yh9vBSp2L8MJ2wxWs6wehMIbBNha7FAsEJNvMOlFpoqvffVaf9/QduLr7oznC8Y+uSK8jtrA6QZypOM6BBv8H/BkS7ZtBuMRprjgpSkUtF3UoAtgOs2K/Y6y9AP9p9Nd52HzBSuWAcfkKMZJcnSC/620bf7jPxCDtVvhxoZQT02cz7Sg4mFgwQHOnTjjnp876r1dGPafydIdOxtFHjNBbNKNtXb6s9q+89Q3JpCZ2AP5855tsGdjkilPLyQj63PJstri4+PadpwEDuJbIvsWvU1Kjn6Lnvo6+/nLmYs0Lmzpay3z2CnfNDWPgp5Qc3IF2BmWwlBbTjuc205hz6HgKrHLttppzneRfxrdujrphLUuRoXqNLLzfAu6uSzcpEbimKW3dPnMeJgVKUq8KsznxnU/rYjO2bNyvnYKq5nrOfNhgTcxNUSkXN2uTZLOfEHyAt2Ifu4FVW3qxvQhHc+OixLtwBlYE2+N/gjyW1Ngq/sjxh4umJsMdPwyGgxsJI6kuYHwAl6n/V8asWCh2ctbVTOM/5Fn9vUfml8p5vCgdBZUFiZeJqyThE7iCwc1tk8NfgjSnqSAradMYcH1Ys7cp0v7Vmlo5cqJa6muHicIJQKE9CJSXb46yIIQ2SNVK1sRVvORJZ6RG3reZjZFsivCk+L3EpbMh4E+fseldaC/JQkmT+bo5FxxoyEZpHYXdJlnLDjTC8J0cUjTW/79/A82R+iL8wBMCTw2viBE/DmtFJMbCujSkIAE0keIGY5fwSd9W/qKs6STozvvG40h3k2ZkBoxGHvVEcAaZBX2R+VDAKRrCJAGVAKmVK+72H3Cqgu0NeURTMtPdtlHXVtlGqRVqqS5PYUzlygr/DRuQrIcQqeX7UTDAFmO6H/cG1KZFHg1Q4IFWneC6p9YaXLQ6PYvm3VW+cOckC+bN/pxKzEBt/acFjPxW4GDEp0CRXUs1mEwXarIvLdZTaTNw+wRGqOC9/llooVpzWwElrnLXe3HCGJXXrSoPLYYWO8cj/CXyDIOazWaNPtG+EHVoRtmhpGNAOP7pwnsu0uObHReof/b2u7lOfyX2sjRgFheg7+sxQEqoMVpSDRVhidNYEz+HM9UQIfKma+CrvcbtB8COFzTrM2J2GaQJ17zlw49s/HX/SaE6my0IKNGPhq2mqTp7X+J9aw/tI2eUPysIDmUWWPIXFXpYybHll8TXacW898W4QyRqB+LB9dxEXedaWI+roqQ8K5dxdRHArSjZUJBWECi2xbjAvKzVm0nvZgshSgtytwm4EJyAan1KntAjmiC/DmgwaOAFIpK1cSUpIvHhLgzzG32hHUxGxnOxaeQ/5s3wQDu98D4t/GGxc3j8MQEbdhV4uzWjJU1/AHbyNPRGvm7cvyiZdj9+qywMLzN7LjOLWdRldyL01FF19b2p9B3MG9BmFJhWJjSiItvUIccgGs+rsWDmPqd1PNRPsnRIDuUDDqkB21oRj62s/8KjWcLdHngkR6y4OdbdVfaeGHCPkil+pBUMrQFZ+DbZ2MG0Bdo9IQqJm28WsTXPD9VZF1B/+xxdLoFZK4P7nHgFf/ZnPxUp0zQCdEqbMYW/sVJMWIbGm5+8gK7GcXubox5NjlmJXg4CmO34DS2hnnT+fSJITDPy6fIifpBsfI8x812taKg0i1VRnPWzV9eeVoJvXzTOe8kgf4tGbqmgUJmNkAdjLvOOHC2AyeigqGuX9ZIjOnPt8m/sByWOBdspSdf0ssqXMem4NRZZ+yHocp1O6X1vyzbeHsJvWlH9lNJAhbsl77xx61xZ/9mefivajonJmwGKZ1mwbBWKPDAN803/Gce5IOCnmX9Y3U8THz5BNniSdvibds35VRYeOrdiHYbsqupGQrt8f6uSH4Fn5CF1TIxwIQ/BZ/UiG0dVsIujez7RJ9zaYlambsNj9TQLo4448EZkYYceApRtMobRL8Ql4y4UcDN0OKD+psGjeuASt30BI0oKoCCluCGyJ8s1N109IauydUFei6DPX9juzu0WXrScrVymorwdJU2aQ2ShT47arFApK5tjrOh0qCBnh1j1LryXq1xtVs370UGL9ghf16l4FDkg4liBVEAmEnetHS5T9gfabOAO6ja84r2V328/rjfcLeexn3Z6HnCkeo6VaaSkLnm3tkHR/Q/TNgW00nyfDwGCyFHOrotM1C64VSFtWMlTMahLNJjyvEr5F6aYvAY5kJsVzu8HKnf/i7w+52gwtz6QKi6KSo3aSl3POcfYoRr17piwN1gz9/LxAvzZvIak5I8mbuA6SbHyeTJZtGMUMWgt9367ZtpIcLTUNoYCBQ628N6hN6A+YtoMdHbs6VDBdjgwjvQRNJnfLtOauv/IRZU2k0PALtlFWfTYH6I+pGabUYfeKLIt2pNbTdUMvFod1+fe9cSG3BYha7gHllACbSthyRPEGHjciLGkHpYm4ltibR2j/AAxn2hmS92sQB1UB7r4jwmZyupCPqRhtXGO6oBsANeBN2dbZWn0OVcJgD2plC3i7nDRQlEkKDKpYQD1G/sN8v27+JlHdDKAhu/qJZkK8U13eCGlEPZFeM5hGGRrRCZLV81lzP1BbLvCBFm5gO46kVLG8O72Jg3H5WnuKgzzVj9p/DY9D8ifcKFwurJswHSvgVW/RGyvJzdoF3+aYy2b54CUC78h4h+StvpViZ3GUr8yBft1GthGDnzNtuf2yz8iocVSA26HTJQUC2AfH6kCsefCAEYhqIcfkFbpUkhOiM6XFBYte3z3rTNg3P/IaGbnk3TEIeswY/pkySj2CpQjXpb7aPELWlo/4A52L6/6SDwsA2zM35GRRax5drzYv8eD6ZnIzURlZ7E/d6SSCzws40nMcpfK/fS2cVMB9Jn0btkEyZ4B3v33oWTl9zQQS8VZLzwVx64r86ChkR//fTCI6xIYKJhRu0sPybuAZq5EKbhbBwOrv0XQxRi4Pce7p23mGPkWtK7xyDaOXJGDu0IvizbNVrv8KWhG+FYLFMAsC+TxssSytHFuMu3RG+fNDzuB0ZBA950L22xyKct/uasiEXiTi+w18mJdUKF5MM5uVfLhjDHEyHCANQMW6n3y6XwVDXD33VpDYd8cjFih+ePMZFZ/d+NtV/JxqBwzoq+5bbwiNzlqY//VkYSdgHuLzAGrH534HcnarOZk+VxiozOzGodILK2zFJwBp8i/SMzaJfOH2kScXg6LCGzpXZ/nayb83Z6FY/bTCY7xjr0Sxv1XVPgvyncGY9b65LtU9DWymVBPeHUnXPM8wyycLwNOmKNo+HgM/2kILsM10kFwVgSRVKBNbK4M9NExo64kQ9NcAMn67ikp2GsEBUMZm3EqTN8d0rCf1D7sacRh+gHdY8rAVdFSexh+Ts5MCdS4ckxRosZlWTDP/E40iPYrYOKTYtB7O6B6faqEXxUVEWpGLPOl4467K4U+cDGPW4c3YGCiIVDJX2mpsxkyMd0QKuYzqhd6XPnE3DU9TF5upcOFB8itydxLFnzKWgsYaQ2e/p7gXpvD25IvVfxW0+6F9QqMlrVfimuD7Agrl57UefwXPmAl/kTgg1ruDCfFyn9xSJSdHgvDLTw2gQGMOFKd6Ocr0wlS0fOdx5yeInBTilWB7k2kQ8rg+uqhIgzwthFw9i9W2zefdmcxhplvUfN1YtOglv4QkHxKj89dYVa9djALOItq3sTCoNsuKNzjYgfngf8sFdRa9oIXbgCJCjzRaHn689ys0Tbl8xkUy58BUqAFr5pA02JAaILYSfdIC6VALtMu7XWuDAEFS/WIdAih6a9sGBFxC36TmOb55f1NkqnV/+MzoVe8Z8TH7HxNeFeTxK/4I0rZ/9VXzqMNrQUuwIX3xyG0emRJHXdCm5bHPKK37fkbYZy0t6lPFhXeUzBe9lq6Fmws7KVwq9raBTUJVskNTPFOqSKyT1maev/x3MM2PBt/hwa5OnS9EJS5s/F0pw4dt7wrcrrvmXruIJtxoMTX1JLz7kSq4J4DsNs5yKu+6evjZ/HI+Y90vaT1yqc7SkiDO5wqtvFxm/13Fmh7qVRdUmPEuK3FThVxkWGUWyDVQ4UaoYDKcLYLsAlB01WME4Gy1gAmWpKZQqA5HhADFLT17xpymbuODnNQJswivJYHQGkBh7dIJoKMn3thSCSxtnV5ENaEHqzKU0kmhIcwhGPRIprelexqWl3mzdC5XovzjQ8bDVhtLmVK6sbrJP9AY1CM6reB+6HpMoTCQ+0rzKyJmT3hvm7o4Ma+BWRZjSAGN4tHAdsyg4Yt2XRFG05TD3sZBSUlHeRZxQi57lUdfyLkG9PJd4qQkyYoYb7XJjT7nUDr7jrIKXqxevCFVBCrXc7HAWGZiKIseeIDIpSLnkQTOSGF8GQb3qP8uKrjPd0CELy7j4LKZd6bvyuDFkU/2YvUPZEd3hnobBnO/v039U6NtrvBLHanhctlhJGFFv3nPrXWS4PC1k5qONz5uOZ6PvZDtSqKrf9HI0yzTXTJYOQ22oIw4A2J/LPAietriBODuF0H91GJNNfnUWTw+SPu0gzKRxpydFxkPv87QJonZZ7ekTD8KPgpsh1JczoUICd5SkOsNhVcCpK9Z7vC5piXADrc5hoagc1T9PeujE13jMLyCRLyfqJXAzQ8hBgYSXvkXTRKOVH9tE7YHCWL5j6UzLjNwrVEncIrh5a+zfrY2WErIyrKg419KOfRCzdiRjShBCZ5tE+ELHXmg4+Jl1bk7vomrpM7xcMGtbUsF/R18jKEQ9ErMYgQzBPKd5Oxp2NdDGlH1NlrzwCHrov2Ae+doqu3x9rJrEOT3bA9RJn0fqBim0y4qfCk6varEHj4qOwbbKhgAXROMVq+hXoGekplUG+ID13HKpuBzuSaIYHkOaf6FoEsxGsxnBMw4+NjZvLnfWag1jfUEXstP+pXdkYu1Mdc/UdBcVoRE/fxokTpg9AvlMvTkd2S7OcSvRhQWJy2NmNort77ClaZANNM53/1cpV9uxFVeLUFbga2sbloIvppSJQWnjA802uBOkeLysfIf14tMtvwfuEv8IZTqCqRvc4QDGZyErDKAIpSzsFyYV5sb9tvpuYYmRKtFCXsBlTdUx25c7pgjYTjKl4knKJkKjP/xUkYGRL7HbKh9NZLKoAyk3FOqVao6YyyL4wUbBl9sBIUrDfbxrUwZyGFSLebGnRlBD24kwEEHm5+JGa/SfWyIG/n1o3BG0BgCOC/BzHM03NT/7ZM6/boBKqmf5TDn6FL0qaPm2Lkng024b/YPw/DdU3nzyIKnqZI8o6EuGwHDUipFoX3PbAoEI0wyVVVh+M2OEoEsyJLbpVKwPgET7VM7IgSV+janPKJ55V51Sgc+N+yQce1dNWBbcCEiyixEPstFOF/E2kCWCWOUYYSxGo0UUyFKjLbuGm0dpiLD+wU5+3laj1qAc7r3AgPyZYkIy4027P4PYVvTcIVaSS0ZHBQ5Xf+7PvRvlEGFiC0R9HUE5ERJkgQKX9tv4eSRQ+PdwB2GKTwg0oRHTwrU93qekuZLle/l8l2Q41yYQTmyjL4SwWN4VEk5EPDIuEDbtBnJD1yrHXoCSsuK/VI/3/pYTPOwoam91fdNLjn9R6FryPxXSnUOpqFqz6zKCWgkRaaRs+Mx7vlo38xeiq0PYo8mbeuXuZI8mvHG4u71KFrzaMCNMkFAQyql63r0rRTO8wMWIwhkg0I6dpZp2mZbs6f6GkQtNugEz+QKd//Xb3FKABIXjinUXB8ZBJN74ItJjU3NT6RrqwzfXcGg9IZz/PZUAlr6bVOa3GGndtPVl9kqv3FIC8vXI2YfPTcOiBoaNKxgN+PCp5ldbyvq2WsF60etD81NYNDwj8QS0qWnzc53zC1F47SwR52WioaleogNjsDthblSyWahL6BmijlLrr7H0k1HRx8keZcqtMj7w00U8dSuqTjEUxwZrx8h2rcZbiYj2VOaQWsolqp83l+LM+WBMrDqxOo9Tt9WydO4KNSMCJzmJNCBdNf/xVUjnu741cjTMYjlSeUCumYfpya1v51sBCu1hDiXKbmCidQYOVXYFHNvwF6lftUZU0+9k7c/SLYD/xmDCy9UOeMdvEj24woY9R94XLCXmayA12/n7C0ej7jRgkl+y+daXQXPZ2/D42PNZz+Elm3axsgzd7XyuI88+wteIgKlG5y+vHoS1KD0oPDzCbpjve++B4rJobAhkwjrBiVhHllQ6w/34sAN67SNJMQkVSPorSKiC/eLkfqW6bC+MJ92vnAUal/NHMNTdH8t/kZu40PsceEZF8Dbf3FR9WxfGRQy4o3dJ5o5OilHspPvlcbNYC36L87/tGAE7WbvuIeb5dylWc78roNdauPHAHDfnW4xXCDf5GHjOQ2jPDvrg+2hRi0WIw5JnfWm4o9ZL9QVCdgpJIuQehcKgvlCT+jrNGaT8Ao5pFpSily/XsN68sqlitfXfllSP+pCadyiQdOLfqPxrEpkYw0VnpJNxzP7o2hvtJsaASG7Jq8dSLRkuAqpkBZv0aVRt+7zpUWbvr7MzPMNWu5F8LOTK776ull9vVJal5XUjQhPC+geItaqJ3FzMZqnjUmsuCSG2Co9ZZB8o51RhT8cTvm9zYH3hTuUecsSjzkj3cdNM0OvTzWnarCBvU/15Tg9WzZ2azMWgW7NAF0foJrdXri44Vi25yhdfUhhoq75XkW0Rr6NvoixwJ0EJ8Pp5rWdYoNR65JQb4JQE4pRM0OqvJlXSb70PpE3EKO0yIu1J9gzjPG5KJ8xpH99YfKtLOZ4D9nLpc733xykkUdHLu0lk+/EFRVnYmC72UnPqdtVgmwUIyj5nzAhvAGzazvvXZeYcl1BMu7krtnfqykNRt1nIRQjoVrRzQlppC0g79yXHYqD7FdA9l3ErIwb1gCcWIA6QGxeDbx7oN5X9SCmNQ99Sn6PVTKVKCjVUWRYx92xgSBpo+d/LM7ykwyz2V8fMeqmBDD2Ew5FYHMV5BegUpffoHhefgUHxonmrEp/oqyQ/qcUyujFlTzpds1gYHBdHAYlTuK2GM+Y4xblj4qYdwBOI+atnECI/6rTV2c2LJhrE4Txh48asJyUv2+pztCj5tkS6phqxyKf6TpCfmJpHoaMZVAUDDWDKXR1WHunFBNTIoNYrFkNqX1h6vL5rA6txJeKk0sFpPHg1BHIkgfnCov+9t6TFucOQLJlJLbqPbm//vJkz6euDNHUMtfwuoKZlXTv69ouZbJZB9IhDptKAHNwL7MaCPRXzSD+gvDYiZruRdRRW9M6V0HLV0qAFBnvgqOBp+CHZOYWrPLcFUBcRj0SM2BwdwQ1ay64LgOtzW10TdGePKOTIQxKCP88V3pjo8RB2HdANF/np+e9O9R9yc0Y/FDEndH9rvevfYI5G4PCGAajnVgzDKxVhuAQFmloJlssFkbLCjG3WICGecVwKrxxEj2Xq/Uyjxs6EV/UTSeT5SW/xrslc/oenGAawBBs9HE4gHTe6eNWwLqpBcI0ZCY3SISqAnH2GnmpQsiB3iNdGD3Zt6u8W6x+z5HKgwRetCyPpMZePH25q1fIBGUfOsdV9i5ZfJyy40OG26OYkN09XlJ9uA7iTeJ9klPtVhkFDOelWKU7iSu0gmNJM/1QyGFWmRtTgDwErryzlkIbmVBfECZGmlYAb4bXNjZ4sl7JAra5t+AxSEh7llNuDPtPMpUYKAASwofyRIEZ2uKyNjLcQXUeebNl2AdDQx4d6GVht9zkXJGgGyLo8RzJ5cWHj0WFAVb+GJR/0pKyqoODpkPSOqsh6aaY8wfpfRZnUtHzpf3EgUk3BNQ0aTToNdWQWxJTvRBZ8vKPUZDTj2vJAi2p9/Jy6FxUXiRDCDtOs3CRnVBPGLtbcZJziQdbc6/iJojRRSFpGVbjmYCSI27ClcbRpUl3SqazGt10Wn8SLZYE8zn9aD6yk+uZwk1PZgu0Ympb4Ucd7HBL1jQ6xW6j5otcECXKKMTo2O/KjyNFWSqFBI7mJt9/0kMt+iEYJFVyp9oVsiObW/G1aTYhpA6ZI/iIYInsZq5ZK9hAyQBvPU+Z45ypnpFQ03nq/pLpKuMHTxTOjPmOTSEuYAm6LppofCEInS5wimKOGxEuzX3oWab7RKIlziYZ70rOHa8ZbNsmfMNIqNxYjIkTxw7hWvkqIUUO/SGdhyEVCrAv7EQh8HvjPsdf4yDPFWcniZJ0gdJTWCpYA+3xm/Pqdt1BikLE6OkP/tUv9pB7/4x2cpUUQ5aERGPi5xNzjPubxPD81AL5mTkV+6Oi+RHiFyUCDUmo91V789Ve6f+ylZJU+q7qftsiggY3U41rLzgsPjubqEQ+ZnXz1HNRTf5NiCq/WfvI2vjY9vVkMW6fp7TCW1K1bxwzK0mrXUEFNmp/gXK+nMMJu4Y79CtqVqJtJQFC66mesSHhfSvTdimpkZ++OoFiMWjve5Sgvzcqn45VIDN1T/nK4N07ITbXAk/vD1mD/4LGHCxdW3e9xJsrBF18yWPIpd1NW2CDc9MaYCJxChGGDEDzepVYItvF0S7bjzrKcrMJvZJbW5eO5CbntC10OLVM4Vyj2TZ+s97MCw+gBM5eeMP/t5MrvMidMbfmy+wdZj8sQDUM+oqlEncNfF7YX8mGIgO13M32QPApTGi7WX56IHtU8U44O28Z1gFES/8Jrj8XazsJ95bZvGpiIGlVFEm0Saz5ttKy2w8W3GTqHpAero/+xM42/v98N7I0mGN0oLbsUVz/w7Y80QBG+SaFrXmTQPPD6lB3KK/OxPOGvhZvhPiqSNwb16Dvp8PB/veL2r9Ws4mdGMxxWU2sStB8vX+UoR1Il4Y2aXywc5uXiEAkVnWWdhLOQigpMcOxSI1B0bYVW7/NyapSy3pr7ehSxPrzJRlCdBjgAwaK8/EaLHGT5LWibcmnFzVecIZiDEvF//iHqR2mwkg3bZikYXN+SeFKJ8JG6V1XVxMXQRCS53G1LmqirkZf02u2LLITx7ssHxitqDXjKZ/1VIc/DXVcaJ2kNIFilaVm80zaplcZuHJV/3NC1NGLE+PBfZ7xnfg5EVeBDzPOjg95KE7Nv/Gq43rQ5pQMCP6N876nYxoFLYgLZOymCGL/ucTn3RaaZ5v1tn3RoCyNcGeohVBdSMPcADwLWJLRD/XZGf/caetXthWtQLiCw0exCH8R6a4nmSC8R4pWSt1PLtcbtuXQbHv03oNoRgelxExdcOOCeD4I4gBJyGESbBzLYvuOE0Xsr9XNrepDdOk5zr+uUbjrFx7yeWdlKuST5pRXJEefcqc7PsgAuFESCCxImzb5CSIPYKeno1Scue4pgX4TB9gIuFon9Sl4+XBg+4NNrtIov1I1X0A/z5LZqB7zgByvjgazNtl7OvJmvRvAakWg2Pes00SYHrglUQUSXi02dv4zp/rycpFapITEd23J8x85oUDaTtoAwNqwTti0nE94/O0X/rThVb9pKS93VejeynuLY4nbmYc5vvqLwl+Gk141WSekVHBo3mbsJoYUV1YimAV6YFv7RZ0vEJuEqEg0g/hVRSK+w/oHk9z6P2NkWasykk39tL6rdDd2UYOMJDsoJBHjClJDuvUEcfRMEuNWS9FjotBQKzNfMc9ojsOd6BbVU4npa9ENbaAwydK4eb2bPxlSxmc9cmWLeou73LN+Fgs0oXGK23bl0SDmaLQHcxKrmDjqXsFJFbMaUi2wmrAYCYaGV/XlTHgJDNzu51q+5zUibszIW6U+ua3tcm3SgnV/2BJsrcpsp5eWMtWldlMm3XHaBEX3MuLKiRL7D8YXzK0OFAzfP2Yjv/Ke+VC2nd55TwGo/Xsj+gkNr2wBJKVDKhUvSWFustUpmIhODtHwxuS8R8yfeMI7LFFooTNw2T8dt60GKEaKaQdKsrdoTx80PS93Y77Y0fTu4gkaVMETlYuK2zxbFZVUNnXU86I/p9ayUGlIRr5bOnhEEOQtLDUKyXYkInlIqbNbzEpfaOoHDbC3u2GeDkO+1iSplRiTEs5ZG6AYty0KQphJyE/MRHM3vRj/gSlpibmKwF5NPNgaIAg/bwP60DhExbkFWYKIaMxjq+K9gUtuWqCtCwJE06oT8daIpiw0tW5+QyxMWPbT4/oCDNETr7lX8Za4jYD/l4I/VzZwEjPivU0LvZMt04yas5S1QVrhsAwNW68Sgf9NlhM2qOo0l5Wk0uVfyfcP8ji5GtY6RXNScZwtZiW0N4HiHwtM7H3b5NeHVJG/+lpmb00RL/OArrUxRVBwPueCqUbKUXa6TJ07K8yGmjauPOgatj62d2Gw0JrwHKR1NDp4qKbT+czgARuGOu9rgtLzFk75WRGtuzQPcNoTQPHnPup5ZXhrUZeup1/SRtGcjk0tyIO9MvE5279Toi22j+RxqB4xqgV2PeIu/mvhV20WlqXif8DbSv/wq9Y5/2HwAYVesG/sprvbhxbCB0r+tRLuF+mfNZG63d02u935qoebtvNGXSucXOr3vOWGjvelzwYTrjKsyVQK0HuxDlzobwR1UDzTN676+GDRJNg3PGXqgScGzYceQvidGJVq1mmQBEeaBh3D6xdhSx5e8W5Kjyx5xJHruaJd2vIOyMz6+qG7RuSyiwr/cmFldnypST2c1GU3fk8Z5wty0+ILFEQ9wl03TqjztXXl86JqlaHfH/Pk8/BzviS6tax8pT7elq2wduqqm5ntncvNbCdDEsIT4NbaiCu6rM6InyAUgUEtyvtPTKFohBLHOBhuLSZLmoD6nuaRmFuE1kyZh8naVbLtKXcdrepUZZaJ7BXQ38GuJRX/rwdWhGCySySZQsRjhh2zZteH0PN/PrAXE9JfpxkLj5dHFV7Eo4QmV5SgXvTT8R/TGaxnzBD0NSrUIdC9VhcO49je8M0jcg+M0CDV6Agb8xtofd3DwL64UTJQZ6Jw/hKg6Gfrn6G4X6QKNpFCvnkX0G/AUZF2K2qEUEv0nHw6X6pqIwZRXiyCQxyX1plUqO660iopSpBmcwwjs4SIMAZDkoDIkyUehhZNvPUsn1fN5si2a1R/3fxLE2I7q4i7OzK7kR+W3BPLMmbtEecygxr1Evl2T9poR0KI56IVcKRHMulK1yuPvrf5111kQzfDzN5jukbN6O+kb+5alVaInTfkbIbppnFGhuLAGUbdBPauvUljIMwjSFUVPHf5yUTE27werCn1g/e+gqssOLFqja1D7tCzEF24tHn/5dSbL7O5o0vH7aPY2sDr0yVqZjtWTiGM7XTV/IGCnTGoPflcOqVnbTpAbaLrje/fsjyrnIswb5G1xeG08JQJ+oi2VAqPecBDEcnIcusPKTZCtD7PLWnUmHBRsJoMSMRuLrK+8vFLDjDl2HzE2Zv+p6OaNmOgWQerC7/2gMd/QRLR/5mo9kL7zIGXnq0X0HGax/o2QcAkKuo0RZLD8oz0KRFf5gjW3hsjX3hxTxYdfEhedNqlbHsV6wUI7K/IFMqF0MwdehUUb1P1bfs4ovIVTsOOc1a6IJfJJ3xrJlFAebQ6ZXGNth7B4aoK5Qz8bAzKqjI5XaPMMgZjhr/bb3j9VRmys3Z7cRda68osvIM/izGpHoDs1vdcZUHr38TLmCxzqijPGuM1fqzKcKmIYHHsYCgcX9uNHZiD/ZYeux3fv0sjYM1EmeUFdht28v0q10deCS7JpmwVTEIgh0GlGHS+69Ue6z4R39uZgtSDMQtWTPi8Hhp6NPXAfvJfvc1clw/wud4858iHndv3RCf4Fq5yv+UNcsNXt4EBdqE0wCGb4p/hcPk2Oe2pWU9aVEwTpmv3Q1FameTGYchGVHgCfwUKt9Xse7bFkr8y/bZX8mKNUjLtB6pCIAmnTG6j2arrgutI1+C3aZynIK1/ibkQgBG8WJe7cRie/Kd3tZxeMwiorMtZ1SkqZgUvfxT0HcBuvCRj2pguPIBt8+BTwz+hrCl5w8vPg4/AQJuAAau1Su4S1MxQAapm3BWREjgkBwW++8fvCyWKRFPy6b/J8MuWdZ8i9m1Ok1Ho12mezUvGIqai4LQQOX/koviLx3Z1Mv1A0Ll/uzOx/B5vcVSZuG6Q4gc3SiiI436owSFrpdlv7fWyL3HQMbsG/aMINmKG8hrAPdDVmV/eoVW8Dwj0W8xXAk0Nu2/BzvFW1T0a4uz7XkMpWaSOr0K5dUm71WMDTpjGrBR+aK63gPsUqjjlvy7v82d2I+k475/M9UfeEgUzSlyMzROTbsnAAoPDVGa46IFrzR9Mn4rPk2R6Q1021o3yUGJIfJgs8hIZ5yEdLEMgdwZMT9GKFQj0zn4muTq19uEdtdmrj9/y56okCaVdNkBVvND4QpjVcuGsGsoVJz3Vd7JjN0jCl1+LiFXIZlEV3V7idPO7vdYZwIs+u1i5Dk5Yk5n2lRxmCdT41qe9Uh5/sa8RWSkQX+wWZ6msqCNFVfaiTnTiuJ255Iq/2+VgLUA27+ZihEhi4PBsKRWH3fo5+fOB1iPFcM6d7enomDgnvZjDzrRYDHc0QH+4+UyrYHNV+wbDsdTpFEQ22E6syXoyYG3KS5NZudNtexkissHspJsN/BMVNIirggXjp+BMEBh9KCMSfpu4fvTSszFtJ0CzN0rJ1avJ4+AMkCAFbP0mkdNz1xPwWrRZQFruSkcHocBoBRgTHnbs7OmVsbJouTdQiePD+wC7gE7QGIQT2PzQ04v9TVwyG6Pe/kEszR0ry2YZv5d5LYbxoM36u1fglpObWq9HFcaH973fvGr04JCfN8EXeCZ8t0NojX/R7N6yJ5aDFyrCaUKlSlyRwe6BlFBL6kboJUW5opvy6ix6vMtOFtM3UFHMygcCMYsYh77fk7+LS3ceeW1eegXW5hQCe7Z1ZBm+w9N3brYZwBFgTq9+YNT5UTXcFu2hi4cYfeQkzQteowb+St09uXSZaFyK2rR5hHpyKu9QiQ6eZHQfORvIUk08GeYlSnGQoVMiaxId0fKHFoOMcWM4zilSr8HSEAi8iHlDF1IBT9ijHX3mBQjucy2HnARoP6gSUodbnHYMAVzWVacnTjojL7ednO5We5WvER/xauR3vvNlp6tFNrM6agKXWH0FGA3GnIfM56+RKrJDypU/QBd4YIMIp6SMu4cLwGQucxyaiM93mZWGQxZ7o8lsILVLupzgHnrykl8Nh8eengv/kwBRxehGw2C+m1Y0lMBdmAqdn4bSvIVHSAk0oL5G3ynFqsEqhB8Vc9QEwBg5I9LXM0UmDdXMVwkmIxGPF2f7uh2sWLTIuZcWa9MAGdX4b9qwktYZLX8LQetnyb4al+B1q6Aaj/KZBXkfXoqWxC0P+eM2r9YvnLvh6QcYwVkddtMTeJ67/BYs9rGdNYGVH9hcxPkWOumMQM/QG7qtQnDLjEnT+FAPdtvBAVHijB1H3hr6o74j0ZYgvsOhaXOqdNOr2IdY/WmV1Zs76c3O5ubYqRo8JtYej2vUxznkRWJc+5KBD3EO2qyg4kPTdNvRAqh872TGzWZ7+K/7ehO5vNk2MEKGX7syPlr6ldLItHT1FEdo5LyTW18VnVEjN+QUKSWKw4+wV6dV7lUWdzFw5Vorq4x3ZS92KbF4/ke+vfq5kRrAtwUfob3ku+ot5RsOhDugsll5KmtkM0kFaD3rlk+CigWfSrTUbtsxZhkWwh5wnrieHNcljxZY3zJsQPEnFktkfLlDz4QMN/34MUiEr7gaEfvshlu7JVP1g9fzwhpIVmTq0RrrhG6nocYcnS1tqposK82LpcaRf+vdQxnHIf3PnEk+Llu1dsNqXHlm3hiu7IuO6bwvmj6D0v77G22P0DiDJCC+APAOtzV/WCnkfIUhKegP9N7Qr0LWj1Oe6iWm8akov8rnDWRjDncPey7Hjq2cll/F2qWd/Bq6LD/DLk+Vn6zp/trLZI9pyK+EZQaFzywjW3SqppYXC1oVez4nHm75JuQxqpLGjPfn7BCTkcotAKed/uUmZIWck3n32mz8aa0nUK2kmGiCfdzmxp8lpQbqn1WSTDKWybL9nGkaHjl0Dy20mtmC/0A4UykGA+AaBpISpwmOXkfX4dHZZ6NS9vEx031HxQ1hz0Y7kfXXfCwleHvtlMkSKz1/2tZoN17HWCsc1FPnJnx3I9NO1ItduMozATooxw2Gv/7YgV/6LtRQHW/OhdtqshMt2fNi90irmzdtloRFKyV2fW+YitUs+mtxJyNHL4ddnoK8z+cz8DTrzvPBfkCWdDwbp2NuaRNKPHj+QZ+UKHv6HrhjeLJZB2POT3+YCyDB9R8GfIGVFCCuehXf2PKd+vHianKEXhluq5dmXslogwRkPSAf8Vac7FF/tep8EYnzAEiUEgVLWf7U+hXoN91eP+tDvuk63B0djUmFyA26nkM3HQWVMbYPsj+X9Ma/f8eshPwCOXGtjOw9Ybezw78vLwjw9b6SMPNIl7MezNvD/RX7Yvl4EUYEVnOA3NuC5e7diePJCU7MmvwtoyQSwPNmMYYMstE/VjiVIxUFwAfsbm2Gr51LHUi9qkoPD5ZRKKzct+YLjCcwfAHD33y6+XujqcA5vSyZNj/iw1cTPowvllza/35FX23RX7tDBkQsYl6rBAwfTtdbrHjbEt4gvLzjK1d54cXnNk3WSnerLM7m5C/1lHH74cGoq7DZcHWxkcnhHc950btWwiEVrI2yRg1D0+Vx9GGLW6/jlA5ymW/9EF7a84YBPjJwaR7aeYb9Dxa+Sk9aMw93Or7FvKeV667O36LPyyJbvjXFsIgwZRr9m3kAC3O3KJxMcXX7uL0cDaTGroEp7Im4q2zS/oFv7XKxDrHnzVrUFRJTCDzXa2cy1hPZNX8SpmT2nSCcRiV1TVT3W5VfUH2oaKHaioHK7Wn/3P8O9ROLFTv5tw/3wsD59V6uag0frni4o8pOk5isWCrydbRvHpl6hrPTJASHgpA+/k3ycAPuip5p0x+RDrieCJwCcYFGsIYlR59q0W5uG9f+SKUTkN6cPdzf9uozUEue/nmE18ZGrFqVORzzrzq5II7ONEAvT3T19fw1PYqk/ezi32PW2m4Pvm2KizWUYdxYnEredUZ2OjfKzSYORq0SAFNQnVgegY9DQXM6MKb30yxYJ9h88adYTLXFLqM04rhYmA1lZBuSq8HMn3rswiPcFuSDmxdRrmKfpA4zJEXBYzDjAm5hqpRWChypRg1xEA0BguzmeyrzRxVW/6ExE+dgo+86pFOLfx2MmtXbkFS92vf3bAybOujtOpbVqOLN5qc+GjvGcfX4NhBeVBdSqJy+1tCRQMLXNtC19u/Ot8UsgP2yu72YA6qrci1tZX4vDlzXO0118tLuoIOJomolAQR/++WQ/opiP91XKskx56GYJznDJMB7UFyt80ksTCK8ZVXivN77gkV+r9OswF5ZYIYi2fsAQ9F9AvXjmkI49k39cqbCJLefEL1FiNSckvxIUDFD1+cYJ5tYBMsgmrOxWMRUftxq9n+dJGSPi0daodG44yIj07DZaky93wHWVNZ6w7FFI+knHCm8ZY1C0bcwAgihfq9OJxTZAk1TdwJud73rHy6SgkJ8Ajhs11YdfXTUfIbhOlHYC4wwCxDxKYIlhHhNJEQOVWgYLu4J5GZOUNuyDT4vzNlH8MezNL/RAZPGCQ67A915L/f66LwW52sV6TB6tIMI9bUCa1EAA/EwKfAbZ5FNlWK4ci8tLayi0uR0t06w2IhYtvVxbLpVE8jHdaCUhWTtxovUhMFONFs4dSCRdyRt4vilgfJrs3h4OhNsJmEERNFGFglQAlM0PyLlPzx4uoxjJMmg6F2VgM0kF/slhuUMdI20XAUxAzgBnsKBr9uw91BTyaNPPvsdHz0HZDS/iKjPvaiyUvF86jmwPDOVnyvynFLTwnm8DmEhqY7aOwPJ9jf6eowIB8uMd+pdNMruABBMq87zYhzN1StEj0i7FI91BAfRMVdZiLbQz4Ea5peRYbLmv4aD0fErmDegD2fDzKvmqzAKEKIsL+uAUNJG1ZPlh1u+hd0kG6WsxXAvdi4SyTWalLhGYa+kmrwvj44/CJEUJNQRFe7cVtwmrFM2IIuiX4E3JRFaH6ExEGgaHCZ7mv1PJLwlD7ZP/ldM6W6ljRJVakKHyVYkTZanuvnD9QP7sL8JqZO+Ia4Ej1re7QxH6KVOvCYsugE98YZQo1eSTH9L3J9sJQ/RZTes5rHXt6A72xGffix+S9SHFHW9k8oM2G3n7yS6a1hn1tisiid0iiQbJIprE9DTPhnfm9wzTSjPkbrt3f6Iknef0t9y+fzDBfpj8C20ng+1PhDHDZezlPfyXCBfxEF27W1XdrFv2k1xNT595G/0KxTHkRNkkA3kV6GYuuq9lJi4rTdVxWtUPljOWWt0W/lZOt3iBnSdapQ0uexEFeOK/vHCX63lTRZmqGFQaqW4Mehr0FjjiytiiCMniXgtsJUiadZkzB2BU612fLPn7XnM5t4KmlFhxnM737F+dyJh3cVT6v9r2OQ1xwBopNLXin1RE2kH1f2mSF/MMmki2u5I4BOTzsh9TIpN+qr2alfAe+/mqm+pExn3gx1Y7GMJiTAOWVKGt27qwCPVLYHFY8O4z8GtyGwGHvae5FOrFYU7twxR6atbysx1i+0bSel8F1DMqQdt0xToP3rrxhpBy6gY7y+piABByvL7aPU+rblZVjhi7jI1pOxPryBPuSRk2VAt7Hj3gBfPbRG5wCAanj4NEzT3YkHpA1KJ12uWnmypNYYliOLRXWvAsDi7p+/S90olhStlmHPO73943FVXC9/DLazRnRS5tKKNaZTzxsKRIylbWaQBied/uPewaM+Wrl3QAdwbcQfD+JkaTQldCkxdfDokc33N8bOVDjXzb6Tn9BkOGblaWnaf930s/l2c9S5FQ3n4+hfh9WtO1ibBqK6deUsx07vynY1I6dInxHGX/4QpDRrOhEtKh/mvx0Q6rj+4n6YteLTRRpT/T7ah3vH8h+Luc64iA1H8sAzch+HRyMtzCSPD+VT9ofjWwnyh8GVo2hg63hBbu9Q/2UCdDGc6lhMvH8zhk1ZTJ8HpANHR82EfPhqPURNzefUbsESYqnwfjERIOcWs+6iq9vPKZ8Aobjl+V9DQ3tJZQ02R43Zq0uxR5JO9PW6Qeoi/Yj3LU66//2kzXHF8NJa64AAnhC6+PRhW8JXJsElguJ1jPtJszoYNjwcK88EyKZeSfYa1ekFES1MOfqyB3mYcdu+fJlUOozSL+NDBP/B5uXQyzP9/OxE/aUt/f0gv+VYObipkyjqgLWQKJ9ojFx4o2fj60bboqIndZBPJdBee40UA9lM61apUj4bBitCbscJjEfUyfzevvs1burYbFplaugo4FZn1z1rm3ob+1oP6bKIlnCiPjLLpJZqFRD2QB0KoD9CUdJm8kbk56m1tHuGGnhpOSTVAPao+ZV+bHHBE6O/M7NPZ3ubrqB3gLdMnOJkz38PSez7YYpt+lyzZr/DcWaogrrWhLYtTlNYeAXW5yNO7ORsIfip+Eg+Sq4JCXCdqwoWMkOrrnA2t+LHpdI8H5okz3t0FnwhMr1GsL1wJ9HFEY+/kMRp7+QUHighc78UGvAYVIQHV7VCDh4gbiAItjAMkkwwvXFPk8OuImY7izknIiGh9kv9TQhTwHJhGHRCmymiE2GTbf6IJs7+4CCzSnnp/x/3IPlxmrDhZIcNuEP38ftyqX85+mqrtcmjjph4paFX5uRlWiyKu3yyTjuGlYkhZUlmmHlxbhgiPoX5V6VzMqNb6k+Ma/MHFH0qnD/oSqHkCtDf5adVVi5pTV+KXTGdWvgzKSv4oCjd/IXV1851slB0LeWID2HhAsSlbBqJwLHRUghcLqoIoo3UoeX/4CMj8sSmxhnBAbgkkyepS2tnQiOd6+XRfsOZkuuMx03AW258Ue68tgaCuxgGHfzY390cc+ze2em3Pa9MyjTD6C/WKY5Z3pMtW3nmYeClAiAzXCq/qPjB16TBMyFLDX3KfVfoRnON7Z5M8LFE+6ijE7XAxx/CmVIBPKTKrsdocfCghvwXa1/TMB1jWaJblM/HJ6OP4U9+dlvFlD2qc6vg3QBGDqXB14FIUS0Z8tsGt6F+jzQLRBp0MKlRzpLD82TkTGLdHm98i3lsOFm1I9jCtF/uweXRt8DTvqT6tWyhf/2YTb4RxQt0u3vn/Eupt/PYYJGHfezvZLb7Zc1B+CsIRIiPoTDfdZecIioQXe/g3pem2NpGD6fH1ZITPeFArQcxdS/5TUtHSJeRyct5IqXHUD+avqra1R9lRNkYrOe5xIjvtJD8J06EBa/Gyk3iTSrwGZF0e1Tpr1MeifjupDEyW4YJbTF258ypfaWcEIJoD8XAXHQYEvbLUpcYJ51r/g+MTvLsWM5dTb6fvalLT9jx2PQhrNFayazFiKyDLB5dQdCSKZEyy1GgaRGs1fH5cLojCHZJXrjm0kvN8jjDo4+jYqNeoKU5RPnh/zktPS3mBW+Pin78PXmzHwu0skI8GYbAOAqPnLKxmPSYrX57odV3CJmVwn9jGe6Ylh+fWJaX86lGiMEbQMzQ/1bPmVYnpCZh/x5d5Uzcw5HViHyhOhwT9nM9mAm7IQxPhZsfuX8QrnruOLJ4wx8D1gP1g3wKcrw30wg1AMm1uxPGX6baRz8XkiLpSaez6Cz0Fx5VePEY0xfteic3FKy2/EQWkAUAg2Rz88NRAF34QQ08liGDYiU8lo/+B1da3jjDEQuvhB0IBOCrYldLxPBj8EL4Nk/eOL5C+XKXixBgwKbSlIeM+ghDFYtqPmxHBjuC47OpimhZU1lHhnBZdE8KWadAFXulfmJGJ90A2BqVwXGOVyG4Zih7GK2vZJH7TAnEaH9NVtnC6EjfGGBAYY/LCjQxW03+pE6PnbTZ2mBpId9GwOpqpxPTeD3SBLFCPUyf0Wb0Y0rIe4szDepZeLUT1p4MtinlKhwSx8n4BaZo0nq0LJEKdD8SmJy4Egld2heBs+YvouJnQR3+1sGwwJBkHl4TGvW4kL2RKgmS3UOv2DdZ5fwom4eg/HVxkFY8akPoOhEhAbuR2I8vOMw5T4tRkYMK97yJCNqvofLGXqw9dGeKBpOP9eUzIsgt92DpMXSgASI5Rh667sgdxJhqAf79fPcP7H70wgzI3T5yWh270kcF3bExZ84plk7mriFJWOpJvsRCdCBnfqA44j012LBBKPeaM65LoPR48gRryZdLFODNt/mVetrhK2GxS7Ov+OItaNL8ZvDmStC6HiyCI0YtBSIFId76XiILkVgu9ce3/uyrGhkLpCe0yIYfb4Ob3/LR/0/QqjUqu/CC43AES9BqYHjkknT3R4Wb08Xqi8nfCLzF1+/7TKr3Jt3/lcttr4e2SyrtEZprewSUp0F9tVX5cerhBlueWn2Gy05ZU1myWKiIyFBRRDNBpG+ygMq06Fec5IWcAXNJJhmdzaXYR13jfYncSpwoHY2MmpSv8oteEsLT7PVy1vWKb/VhnWeYQBfE4wpuqvD8Z3lA3SrQG6BR+G6kSdEAd3XZCr8hJ9TEH2LBJFSn/BF2B0xD/1YaDinD5wSAUNzrT/vv9FlUW3pxCmCZE/CmQpqdmxmmkdgjvRSLL/NHytUh6+3wZCRM4aoErwrgcwGZVBztxbUDh9ng0GStECUwdX3TTrd7ncsYSuIbdpCp/+B+FaBsV14n6VadSMeS6JkFc6ye5q6IpLVGYQBeSzcHAhL0cH9Jm/xpVUkrbGxNNNXSK5jXXrw65d3U/33ucV1PiLGkIcBN4WgPUZH7SYAILV9kOKsUtldU94hCeGoK/GDPTqLdZWbH80n3cj4Ao2islY5NejJ593dXAbyEK+q07Zmp0cXzoP3jM5lqbOsGN/L1wtStaemYYDKmuwx02aNO4zozD0fEg7jVTnEwzdksen1YcsOPkk2tCyugG7S9xKFeeEnRQH0z1xzE2VPk0+O80aOpvm3myCaGcwOiUZmNDJejiYigEemF35bJz6q0nMEBLMQbvTmcgDoOU3vkM6g7QBqOq22mR4nDb+vUL2GPyboXUAL9tTMD8VCBPIKM+nf2DXSYYsXBRFsgwKLPbso3A8lpUsdoaTeZEOGBiu8h+TU4Pq8p2w4YLMfmUTluD5HGbJqXQIOhCV9Ed6HGJ/eYtctqMBrdA9WhdyODGXLrigwQxcZFv8x2IJvdiK2snswNnYghouCDuUZMUbeQmVrgL+qTc5xqMfo2SDR8Y/5Cf3XwO0bcoqZrZV7ATWRJf8TQAWN0VmNVd5VQ7AJbFmCh85jpGiPvWFJms9XFo2yRaE+Nvsa/nqhzfBfAJGBPdbhZ3KEcNfeKSfn+qOwQwJx22mXr0Gp/nvOff5pTDGzGO92Eu9ZsrJ5TCSJwOZ+b4J/uqJY+GClo0P/a8U3k+4aR94NSxEV3RRS+5d/qAkltPavEj1qfHeyegIdhiVR9J333hSlrPQghuFqBXwg8X72aiYTw4WlCy251GqkVpVlrE1HQHsE/3axuig7uDhIQFjMkbTapSsxOmXXhzevgcUXvI7u2C6ZEgrQnr1MFDf1tDuYxL01mz5GDmR8HlNZ3ZeBy1cZT3KYMPvmajNGcnNrhhLNjRjumjSLYVFwFG4sdvUHmVhx3uL3bhp8RMi6xnd2OjPrmHJ6scYeNGCsZe19l+ZSFPtYOZ+LwHGFsM3Zi6UDOJcClR+OP/fUFLrhck1Fne5t8LREFaKO8Fm9KYbrex72v2cnESnTyVck5OiBtPMs+DLUDbPS8Bj+4hSTgYb4ke8Sshc7GLbsmKjhG7VSEbOO51zaGDcmiuOvwHA/3mmEdw/XjPpZIVABSNkZt+CDFzocjPiqprE24PudL5R1dhRwA4SXrDFUMqJUgRTH7tIgqUQOHsqNqjFdlIOvqmKNxhNB18pwye6f16X631QeDINCfdO4tWT520EWV7zsefD6BEjUSJ20D6MVB0dVD5vze4+cewTCIIxy9Rvm9bXYJLqMZ0MJHcCfo8zPfa7/6UOlQ6ohw2p1lUMDKPwZ4Eq4bf2u+Ui+4eOR+dC+crbkgurCu++4NwPYHw4w0m3PhLkMnvNId+rP+MlBwPJS+wSWJqpc65kZUFcC4dgymcp9EA5xuiRpoUHkkM4ntElU4JkG9HEM9GhaGa62/FcSwy88eFQ87IEa8cEh6e04w4hduMpyhp9rWfAxNkDCGsrLuAVCprUhGaqjUOHxzErZfwt/nuaUoml1uI7a/hupJBIrjZKV9ccIVNsgRmc+Ync/LnG9JWZGOZ3N8GB7um4O5+X7e3UmBsvYp9oWa/tUsvHAtDAGD6hXVCESdjjq79J1k2h9vSQliDkzihWsGYOmAnUZAA70KfVZOIkpz8lpAdo2vwlPYDJj3OlY6j6cpdxH8m6riUntHmJ4i7Nr3OncjMbDApHFLPIVcy3+cwnGeLyX3LNVr9e6xsL2pmxjwgY21K3/JRldAbLfFlSN/1h9Kyvevb/pVepsg3EWHIxLUU5+q3kIZbh4SPb7NQiJkGXt+J6ggWlYdiumw8T20yVa5HVvHrDwTuzXFDuOaoMXYfBGB/LrfZYIUcAfjCT6QTHrllSm0eeoq8BnslKxMsOo6uTEj2+Fr2uYN0DPu0+uyOVN6NDsFJJe2BvhuyNj0RrXCwxUnssGUVNtJkEwCidX13uV75G9VpFUY9fuz+rt/Tu6RH2CfPcWC8hwDNxaE6A0TyjLKh7pRhCVtmgZEos3wPOXzHh7olXfwyATSxSl0K+JrAUyknXqfStbc3on6BJKdPwhHumbtUwwOrTZte0BqX2loxQGIZwl9um1yR/F0gbJgzRiR6JB7lSrFYROrQSx9+p7+Bch0g00JIpzTFX1/jmIP6p6agaDxTZOf1pdQ6KtzrJviPBqFxeIXdn7hQX1vwNB+RL9I1tLaVRkwttZ9Hqh01A7ZBpkkMvNYlCowgVWB6o8bE3m2PjIk6aUMGAj2e0QQS5Usg+bTUQlSdFuFlrOyZbhZiaW6rOeWuPnCE+pHUt5LuNaS5cLD1+Uod3wm5vL4vFXpwFg88yKvvtd1xXe57G8gqRGDGwLIVBD5QS+Wqu/c3iFqrmFNrCoDt6wIUBIakMopRAEewC0fg22pGAXdw8AMaINIebdh3ZxxIUt0w7bSY1mwZDYseVHDy+l3/9FWCkpmKA0yHS/DXEfb3yMphwVjKbV8xvyAI/BuhuaKdDfSzTIUzq/sOjrvByLBuHOAr1TDOAnNhc+74LYJ6U/n3hqUoq72kbx+/nS8ch2mGg8WzP3nprOkU3lFLjEjSiTK8yjRW6k0A9Qm5jUxwAJlcsrz3TASJinCnX1GGsOmAJqCocVIq0+jC5DlMQuWAaqPhW8CtH2Tup3eLlg139SqUnplq59toM6TtsA386ZycMnkuFLuF/2d1pGZFJFkRMqBfQaeIfcqanMHzusLeFQ5cLlZuAp6/4jXiirZPITiSaxr68HAItEsbmIezGCJ4ztbbFaZIv1oyW8HtJ2EkwClybjIyeCZKzmlYGIlpbQyd/AaXUxNPWYwwzqO+4j7/34R/n+4x0pnDwyylp1Qu+SrVTfv1n1/OUMKUM6huDkvZ2cGBkwb+TXfBb1fQ3ICxSw1jW4Um1HF/+7ooA5et9K73BgpLWl5ilYS7pyMdwt1hx+3q7QBV1Nb4I/ndC9w/odV6aqAYF8A68q4scy0UivpI58mE6FQScULlPda17/0b+zUAZNViPbToDoIw5KxGbncXu7o1MepTyarcsokaAkg8kVCBpkRl6QiHI8N0V0ySWf488pYIC0OLotuzFy++SbQ8+39Yus3N8xxurRjAiHkhjYLxfUtCd5GD+rWFodYrJUk/zbckRV/Zx3KSP2c3jJowAsIE5pMe4mLT94Y7Bsdb8czPZGZPPggSK57jTf/+0tcsHUQXUs0ioPMlOtrnEVX1nJZxlWbcn29I5+D3nLpCm69o8sHsZggN0FXguhcpTbNlytCzP2tFi/EnyIhOieIiqHmFTXdFawWWnq0rR/PaClDwsMDIx+8iCyKql105w1OXF/a3l6XRNSF8SARf+dnJug52BSqmWAlNIuhskZ1Fh/T7JtcV62+IKhPd9bRf58NtYhXc83w8YWZLSHbuFnaSn3nyAoRw/oGofrsPc2aPsZdJFRBuHGbNsJSgAZalgo8erzYAEQjKUJr5edOS4WBJPXQnv3wXTyyjlZeZbZUZsI2aZJa5W8fR5IaHimeIK6qqt482k47qUsHeNO4LYB4RIbutHu2cGbDd8/brY0l+RPH3Z3YXXOmwcUsQiX6Qqn8Nq5KFeMhvuCWTykSPYQgdRFqDf/RTLLjxzi9akTd6Zxdkuk5++ngZ6cyTIYli+6oNPhpRLrPgB3hWE6k8K8gwd5OvA7mJmXgXEzxFGwYfqtEn6LiQF7zjs1CEGxUZdKy06eQzFGA3UwHap6Eva55PNR3VInXGFi6uNE+gmT05qWJuJqgw0MzG3RJaYpkeZgKnVbuCryrM+uQq3yEchJxORNPlrZh4/6HgkJg0UD6Vnlv9YJwGmM3vMwFfmTEiMB1PmQPGsOYba7gItE8cIKwTvfywmLObgz0QM2TFynm3oSMSLGMqcalqZn1AjHTKh+qOTE6G5nMjevs5YkGvFMNI+f1sV86Eomph45eVholFzXLke/IZRpkUNQCBU0Ga5GNtKZiBGVVNqHeTAFqsAi97suVwd93MYa07frnZdU0QDgdIjwr2wZt0Qco7OPLe/sqrm
Variant 1
DifficultyLevel
544
Question
Which of the following expressions has the value closest to 9?
Worked Solution
Check each option:
5 32 + 4 31 = 10
6 41 + 3 21 = 9 43
10 43 − 1 41 = 9 21
3 41 + 5 21 = 8 43 ✓
∴ 3 41 + 5 21
is closest to 9.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following expressions has the value closest to 9? |
| workedSolution | Check each option:
5 $\dfrac{2}{3}$ + 4 $\dfrac{1}{3}$ = 10
6 $\dfrac{1}{4}$ + 3 $\dfrac{1}{2}$ = 9 $\dfrac{3}{4}$
10 $\dfrac{3}{4}$ $-$ 1 $\dfrac{1}{4}$ = 9 $\dfrac{1}{2}$
3 $\dfrac{1}{4}$ + 5 $\dfrac{1}{2}$ = 8 $\dfrac{3}{4}$ $\checkmark$
$\therefore$ {{{correctAnswer}}} is closest to 9. |
| correctAnswer | 3 $\dfrac{1}{4}$ + 5 $\dfrac{1}{2}$
|
Answers
| Is Correct? | Answer |
| x | 5 32 + 4 31 |
| x | 6 41 + 3 21 |
| x | 10 43 − 1 41 |
| ✓ | 3 41 + 5 21 |