<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Name: </span></span></span></i></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">....................................................</span></span></span> <img alt="Description: C:\Users\admin\Desktop\Hellokids.jpg" 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" style="width:160px; height:151px" /></span></span></span></span></p>
<p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt center 225.65pt left 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:16.0pt"><span style="line-height:115%">Review Unit 8, 9, 10 : This is my pen, What colour is it?, </span></span></i></b><b><i><span lang="VI" style="font-size:16.0pt"><span style="line-height:115%">What do you do at break time?</span></span></i></b></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">I.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> Look and write.</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> <b><i>1. volleyball 2. a school bag 3. table tennis</i></b> </span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> 4. </span></span></span></i></b><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">a ruler </span></span></span></i></b><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> 5. skating 6. </span></span></span></i></b><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">a pencil sharpener </span></span></span></i></b></span></span></span></span></p>
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<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""><img 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" style="width:94px; height:118px" /></span></span></span></span></span></span></p>
<p align="center" style="text-align:center"> </p>
<p> </p>
</td>
<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p> </p>
<p align="center" style="text-align:center"> </p>
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<p> </p>
</td>
<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p> </p>
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oAAHAAqyAV7Grfl/lSeQpPIGazbbbbOBKxWtlJmHHTGauUABRgDAFFAwooooAKKKCcCgAzRVAvcZ+7RQBfooooAMUUUUAFFFFABRRRQAUUUUAFB6UUjHAoBjc5Hsa/ID/gpt46k1f4+fFO8SUu0Oo2miWz5+5DDbQlkH0mluP++q/X7JA98V+Ff/AAV88YyfCb4ifEfSgyrrN/4udrRW7pNbxXPm4/uqkoH1GK+c4kyrF5nSp5fgY806k1FL17n6h4UZ3l2TZpVzbNJctOjTlJ/K23m9kfJnxc+LP9mmTS9HdDqxXNxJ1Fsp9PV/bt1ry/wx4Xv/ABXr1vpml20+o6rqMuEQHc8rnqzMeg7ljwBVWNCpYszSOzF3djlnY9WJ9a+qf+CaXhyyudE8Q6vJbxtq/wBqW2SVhloodoYKPQE8mv2zF5Zg/CTg+WY4eiquKlaLm/5n/wC2rt1Px/PeN8z8ZOMFg8VVdLBQu4U09or85Pu9jybwt8Jv+EI1q6h1FUudas7iS2lK8xwspIIjz2/2u9fSv7KXjmW0+HWr6JbqbvVdI1LyrOAH5p/tbB4VU/7U8ksY/wBzHTmuH/aZ8O/8Ih8ZriWIYt/Edqt2knYyR4jlQegx5bH18ys/9nzxldfD7476BfWmwPdXMDRrL/qnuraVbm2D+xaN4/rMK045pUuOvCuhnFvfhy1JW7x0qL7rn5zwTia3BfinXymbfJU5qcb9n70P0R+zv7OPwMsvgL8M7PSYvLn1Ob/SNUvAuDeXTAb39doOQo7KAK7LxFqT6L4fvrxE3taW8kyr/eKqSB+lcz8Dvjfo3x48Bwa1pEhVgfJvbSQ4n0+cAb4pB2IzkHowII4Ndi9uLuJo2UMHGCp5yPQ1/PWGVONOMafw2VvTyP6jruV5c2+u/c+a/wDgmv8AET4W+L/DFj4B8QeCtStPGPieGfVbjUvENjbyDxHNIxeVopFd2BwcqrbDtGVzhse0aRoUvwR+LF34De4nudGu7E6z4ckncvLHAkixXNoSeWEDyQFWJzsuVXnYSfjH9ij9hbWfhX/wUtuYrW516ez0nUzr88t9clrWGy+zzw262wY5+cyEEKML5bA44z90/tG3kN/+0l8OrK2YNfWOn6pe3O3nyrZhBEA3pvlKFQevkvj7hx9tn+FwMaFKeFfxRTet7Pqfm/DGNx7xdSli09JNLS110djTB3D3718WfED9tM/sm/8ABQbxbqDnwfdNe6fpto2m3zumr3FoiyPM9oQ2Nq53MChzt6ivq74sapqGh/D7UrzTIJri5tY/MEUI3SOgILBR3O3OK+Of2o/g78Pf2l/2ofDviq18U+D1s7mzFjq+qPIs1zokY4yyg5iDqzIWkACsecV53DE8HDGr67bkaau+j/rY93jKljp5bJZfdzTTsuq/y7+R9jfEeO00349+FvEOkrtsPiFo0r3CgBQ8kAikikI/vMkxUn0QV6B+xWFH7KngMghi2j25cj+8UBb9c15fdeK9G+KHxQ8M2/hO9ttW8MfD/S5bQ6lbSCa3uLiVYkEaSLlXKJFlipIBfHUGvHfD/wDwUnuf2Sn8Q/De98E3Or33hnVmsdHkjvRbx3qXUivZxZdCoYrPEnBxk84HNclXHYbD4qU5ytF6J+YRwOLxGX01a8o6v0P0DHIoqtpVxNcadA9zGsU7oDIituCNjkA9x71ZHNe6mfOhRRRTAKKKKACiiigAooooAKKKKACiig8CgAophYmoNQ1CHSbKW4uJ4oIIlLvJK4VEA6kk8AUrhqWqK8Zu/wDgoB8G7DWzps3xE8NpdiTyiPtOVDdMbvu/rXQfFr9qnwH8DtIs73xJ4ksbJNSTzLONG86a8X1jRAWcfQVj9ZpWcuZWW+q0Oz+z8VzRg6cry2Vnd+nc9Goryb4O/tq/Dj4668dJ8PeIopNYKF1sLqJ7W5kUdWVJAGIHsPX0rpNS/aH8D6R4nOjXPi3QINTVthtnvoxIrDqCM8H2NVGvTlHmjJNd7k1cDiac3TqU5KS6NO/3Ha0jjIqGGYXCK8bh0YZBByCD6Gphya0uco3oo46V8Of8FVv+CN2n/wDBQbXNN8W6Hr6+GPG+lWxst88ZkstQhzuCyqvzK6nOHAJwcEHAx9zYFRXcsdtEZJGWNEBJYnAUetdWCxlXCV44nDu04u6fZmGJw8K9GVCqrxkrPzR+LfgL/g2I+IF9qA/4ST4jeE9Oss4ZrC1nuZsewcIP1rstS/4Je3P7Ffj2y8JeA9TvvHt14gtPtWpCZY7V7F1bCu/JVI2HTJJJB7V9aftD/wDBXrwj8Lby6sfCmmf8JdcWbmKa/nvRp+lRuDyonKu8hB/55RuPUivLP2ZP2wL79pib4oeILGHSB4vea0SGC082WGNDGsSP8+1nRCSTwudp6V6vH39v53kbebqTw7a1tZX6PQ8zgGtw/l2eqllko/WEnpe7t1XY+fP2sv8Agnr8SfEHwiudaGm6S934XD6okFvdGW4ljRD50Sjb8xZMkAdWVK+GNVgbWtFJtLho5GCz208TENG6kOjgjuGAI/Cv23+IWn+Ovhf8N9a8Rf8ACeRX50TTZr+a21DQYZoZfKiZ2UCF4XAO0gZf86/Lf9tf9lPXv2YfjNKl5aaZF4e8WPJqejzaa0htICTumtRvGU8t23KmSBE6AM21iPpPAPMsFhaFbhSv/CrJuKb6tWkvmtfU+Z+kHkWLr1KPFeE/i0Wuay6LVS+T0PV/2Gvix4o8XfFfwYfDd9HYat4jUJdXEny295DEGM0c8JA8xk2uqunfoRkiv1NU4XHOOlfmh/wRz+P2m+HviFe/DjWo7Z01N31Lw9czKpeC524nhVjyu9AGAGPut3av0subiOzt3kkdY441LOzHAUAckn0r8gz3g2fDGZV8sbbipNxv/K9rH7TwpxfDibKqOZxtzSilJLpJb3MTxj8N9L8cXFndXIu7bUtPYtZ6hY3UlpeWucbgksZDBWwNyklWwMg4pfB3w8sPBt5f3sUl/f6pqpT7bqOoXUl1d3QQEIrSOSQi7m2ouFUsxABYk8TN+1VpsviazsrLRtWm027k8tdZuAlpp7YODseVlaTHX5FI969RtbmO/hSWF45Y3GVdGBVh6gjg15Sk7WPoPZRUuZrU534gfE2z+HT2Qu4bmYXfnP8AuYzIyrFE8rEKOWOFIAAJJNcDc+Prb4i/tF+C4rCz1EwWGlXF9cTNasohM8ShIJSeUcrltp9MV6zqWi2mq3FtLc2sE72UnmwPIgYwvgjcp7HBI/GuU8V+PdH+G91LZ6dZC/1/UpDKmnWKr59zIRjfIeiL0y78ACpWxSXc3Y/F2nQeMB4dEgTUVsxerCBgeUXKZH4rXP8Awx+DfhbxJ+27qet6nollqOqWfhuxu7OadTILKdLm6QzKp+USMhRQ+NwEWARzWZ4D+GEnhDxdqfjzxPqML61faesN2B8ttp8SOzhEY87VBAyepBY8mvSv2S/DV1rd3r/j+/hltW8VGG20uCRSrxabb7zAWB7ySSzy9iFlRTytdmBo+0qxk1dI8vN6/ssPKKdmz2oDC4xTx0pingCnivpz4cKKAMVBdXcVjC8s0qQxJyzuwVVHqSelMZPRVWy1KDU7YS208c8TfdeNw6n8RVodKEAUUUUAFFFFABRRRQAVn+J/Etn4Q8P3up6hcJa2WnwPcTysCRGiAszccnAB6VcdtsbEdQK+Kf8Ags78ZfEPw0+CdlpNgLy20HxIzW2oXdoxS4ZlaNo4Vk6R7vmJPJIUgd668BgamMrxw1KylJ2V9vmcmOx1LB0JYmvfkjq7av5Hzn+2V/wWZ8VaX4ya10/Ub7wHpTMTZabb2Ky6vdR9pJy4bYzDkRRLlAcMzGvDfjT/AMFdfiB8cfhdZ+Eb2xvtUsrW5e4lvr+SPTX1JNg8uKdIgxIRtxPyruwoI65ufCf9lHxV+0Z4Wvn03S54vD8TXEGoatr92qQaRdRLu8z7W/Mq5+Vtu7B4OMVe1T9if4Q/AvwxY6z8Rfib4g1+K9kMUEPhHQZHs7tgCxWO8lAhkIAPKOa+rocK8L5RGpU4jx060+sIaRS9f1ujz6vG3FGdyw+H4OyqnQSa5ak051JPvZ6a725XY+ZE+N3j6S9SU6lo8MI4Fr9lklh2/wBzG9Rt/wCA1Y1b46+P9XsY4JteswLe3is7dvsrF7e3jGFiQmQlU747kmvoT/hbH7NPgpPL0b4KeKPFOPuz+IfERiJ9ykQ/TdTT+2b4F0r5dL/Z2+F0cQ6C8lurhx+Javn6nGfhVhIyoUMDzJ73m9fxZ+i0/Dnx9zSrDGVsW4Sh8NoQVvS6R4H4D+PnxC8EX1lc2GtabLeaZewX9pcS2snm2skThsqwlGAwBVgeCrMO9LJ+0R4n077NG+k6VqFtCii5dJP3184A3yMJVO5mPJJk79a96f8AbS8G6iGjvv2ePhS0D8OLZrqBj+IcVFP8Xf2aPFlu/wDwknwb8T+Dk6veeGdeM+w9MiKbt3xurmXFHhdj4LDywkqSbunCbTT+bOx8D+O+UV5Zm66rytZ89KErpa2dru2598f8ETv2ox8dvhBr+hy311JL4ZuY/s1pft/plpBIudnU7o1YEKwJHOM8V9uKcfWvzW/4JDeHfhh8Lf2iNYk8CeNJ/FEHi3STBDbX0H2XUdMaFxK0csZ+8pHIkXI4xmv0iuboQ4HOT0x2rnxEMvjUccrm50dOVy3+fofFzlmjk5ZzSVLENvmjFNJO/RPYiOpPvdSmCDgc9q+Vf+Cr/wAW9U8FfB7w74W024ubWf4h6x/Zly1vu8/7MkMk8kce3ktL5axcc/vTjmvor4lfEPTfhL4Pn1rVPNkwywW9rCm+e8nc7Y4Ik/id2wAPxJABI8hsfD1/4m8VQ+LPGC21z4hiDNp1kuJLfw8jAgrGf4pipw8uMnkLgcHCGZU8HWjVlHms72ewTympmFGeHhJx5la63Xofhv8AEfxRqviPxXfQarbvp8ul3M1itgRtWyEUjR+WFHAI24PvXsf/AATMn8cW37T0UvgeKG5ls9PludUtp32Q3dqCMRFuiuzE7CeAQckDJrC/4KDfC+4+E/7YPjSyeJktdVuRrFoxHDxTjLc9z5gkz6ZFewf8EmPjd4B/Z70/x3r/AIx1caXfajdW+nWR+yTSmeNI/MKKUQrnex4JHrX9L8dcQ4epwH9bik/axivJN/5H8zeHvC1eh4hPAtuPsZSb7tL/ADufox4J+IWifF/w7OsOGyGttQ066j2z2rEYeGaNuQecEEYIPGQRnx79sT9nD4fal+zPrmi+IdYutH0yJRPpUlxcNcNpd0nEX2ZGJYnPy+WudwYrjmvBf2rf24fDHj67+3ad5PhW301RNJq7XQi1e6jQ5CKsLFhHnnDbuvQZNfP95+07pur3M+vazquqa7cqoTT7Oa5a7mtlH3pHJJjgds4K5DBQM8kiv4Tr8arL6yq4JSdSDTT6X6an994bhGWbU3hayTjNWlHd8r30/wAzwTS9R1nwF4uhkAuNE8T+HbmO4TPDQSqQySKQTlG6gjqMg85A/Zj9ij9qXTP2xfghBqnkpHrNqgs9c05lz5E4GGOO8bj5lPocdq/N74F/s1Xn/BQP40Wk2s61aeBreG3abTHkTMt/ArAukanHmcYJLY4GVGOa9msvht8Wv2SfibLrfg/TpvFVnpU/2CGy8MXKXNtcQ4yftcSnzFY9uDg96/oSrxThOO8lo1calRx9NW392fz/AEex/P64KzLw4z2th8NetgavvNJNypt9+9u6ufoxd6LaXmmmymtYJLXaEMEkStHgdBtPGPbFeeeM/wBmSw1ZUm8N6xrfgy+ik8zfpd28cM5P8EsWdrL/ALu0gdCM1k/Bb9tnR/ix4TS41nw/4x8IarDbefcWup6DeKtvhtjDzfK2kA9N2D7Y5rpZv2pfhvbRPJP478KWqopZxcanDCUA65DMCK/JsThp0KjpVN16H69hMXDE0VVg9GctdeCPEukaZLFfxjUXjUr9tbx3e2ls3qzwGFyoH90St/vCtX9mHwX4f8M6Dqd3o8q6ldahdl73VEjYQ3cnQrCzElok6DBIznknNUZ9Y+FfjLUDfWent4vluSJQNM0y71a3lJ53FYkeHnruOAeua7jS/h94z+MFsmnw6Rc+BfDTgJPc3bIL+SLukMUZIiyONzHI/ug04UqtW0VH8DKdbD4dObl+Nxvg7wfJ+0z4umE2V8BaBc7JsZxr90h5T3gjYc/32GOg5+kra3S2gVEVVRAFVQMBQO1Zvg3wlp/gLw1ZaRpdtHaWGnxCGGJBwqj+vrWoD9Oa+iw1BUo8q3PjMbi5Yipzy26ChccnmuO+LHxhtfhdDYxCxv8AV9W1aQxWOnWYTzbgqMsxZ2VERRyWZhgep4rsHI9Rn614R4z1RfGHx/vrq2dZ7Pw1pv8AZjurhgLqWRZGUejKigH/AHx608RV9nC6Fg6HtaqiZ/iL9qzX/Cesv/aN94AikI+XQFnuZL8j1EsYcuf9lbc88Z71zEd34p/aM8baR4g8WaPJ4X8L6JDKsWhXFyZm1admYLcOrJG0cQQghZUWQngqoB3ehLGsRZgArN1I4zWH8TdDufE/w48QadZAG91HTbm2g3SmIeY8TIvzjleSPmHI614E8fUkrXPrKOT0ovmsRfs5eLNO8M/tSeMPB2nzCC3utEs9ZFgikQwziaaKZk7KxQ225OuChxyTX0eOlfIX7Gel6e37Seo2VvcXOpXPhbRpY77VZcN/bOpXEsK3T7u/ki2ijAHA3snWIivr0dB3r2cunKVFOR85m8IxxLUNtAoooruPNCiiigAoPSiigBuzIOeteF/8FEbYJ+yT4snk0ga3BaJBNPBwCkKzx+bJuIymyPexdcMqqSpBAr3Y9Kq6ppUGtaZcWd3BFc2t1G0M0UqhklRhhlIPBBBII75oTkneLsxcsXpJXXY848Cfs0eGdNsNGudStoNfu9KiUWT3cSvbacNoAFtB/q4AFwuVG7HBY9a/PH/guj4iu/Gv7T/gTwbbzmCK008N/eAe5uFQOV6ZCxN+Zr7v0az8V/srIdPgsNQ8b/D2HiyFr+91nw/H/wA8WQnN3AvRGX98o2qVl++Pza/4Ky/EfSfFP7bPh/xLpdyZ7QaZYK4ljeJ7eSG6kLoysAQ4DjK183xL7+CcH1lFP0vqfpPhh+7zxVYStKNOo4vtJRdrdmdx+3J/wSV8Efsn/svap4wsvFXi/UddtJoIoRcSWyWpZ3AJKCLdjGeAw+teOfse/wDBMbx9+2LoKa/p8lj4a8JuxSHUb8Mz32DgtFGvJUepIB7Gv0o/4KX/AA9X9oL9im+0mwu0jl1m5sPsb55k8yZFyuO+x2YfSvavAPhzQ/gX8LdE0NJ7DStL0Szis4zJIsMahFA6nA5PP4159fhDAVcUqjglCMVotLu/U+iwPjNn+CyieFhXlKvObvKWvLFJaK/nc/FP9vT9h+X9hvxZ4a0mfxXZeJbnxBb3F00UdobeSzjjMahmG5hh2dgOf4G9K+dPGR83R/so+/eyJbr6jceT+Ayfwr7G/wCCmGi+Nf2mv2z/ABXrfhrwv4i8SeHdGittE02/06xkubaSOGPzJNrqCpxPNOOPQV8j6hoF/pPjeeDWbC900aQmPIuoGilMjdWCtgnC8Z6fMfSvzLiDL1SzCbw9Jxpx0Wmj/pn9UeHnE08Zw5RjmWLVXE1FeSurxTu9UuyPrH/gjn4H1C//AG5vD2s28Y8rTtLvXmfB+VHQIAfTJ9etfrL8SvjLYfDi6gsYoJtY8Q3i77fTLYgybc/fdj8saZ/ib8M18kfsLfBHUP2TP2a9Bls44B8TPikROk9zEHGkWW3zBkdSI4zu2kjLuAc4rc8AfFW30S/8ZaZe+JI21NbyWS28T6tZ7E1cqqlg5XZG/lMdhWMqMdAtfp+RUZZbl0KEneT19Ln8j+ImaUuI+JK+NoK1JPlXny9fmei63oniDx18QNG8WeJ9bhsh4dWSSy0ywiU2lqzjEkjySAl3MYKb1CFVdwpAZs9Qky3sKzLIssco3B1bcrg85z79a+dG+PjfGT4j+DvBmoxaUtpfX0l1fT6dqAmtNTjghd44NrqkqhpPLcrtIIjK7mBOfV/iV4k8SaD4v8IaV4ct7G6bxLdS6SI7g7I7aQQNOtwSOSqLDIDGvLbgBVznKrLXU8enSp4aF1okeGf8FPv2Lbj9pTwFZ+IfD0SN4s8LI5jjJC/b7ZuXhyeAcgMue4x3r5u/4I+/GnQvhbrvjTwB4xT7JH4l1CO6sFvbYmJGVBE8UhIwDuHBPBzjNfqFp37MnhHSpIpvGepv4r1RvnZtXugtoGHP7q1BEKAdiVZsdWbrXBftIftp/Br4RaNe6Lb2OleMtXkgaA6PpMEUoKkY2yyf6uNPUs30BPFfbx4gq08ink+PknSveN3rF/qj4CHDkcTxHTzjKqcnWa5ZJK/Ov8/M+Zv+Cqfxm8Nfs/fBm18JaHo3h+21nxlJuDR6fCfsUCEBp1Xb/rSzBI2xkFmI5WvgHSvA0HhHRLfVfENlG2FDaZoDkKJP7styB0QddnfHOeleifGH4j2mq/EV/EmpuuueIrWH7FpVtLObmz8PWis7JCrsAZWXeQZG+Y89K8wn15/EmqXc1/PJNNuDSyP94EjIx7Yxx2r+ds+zaFWvbD6qO3bzZ/ffhrwTWweXL69HklU1l/M+yv0SXRdR7+Kr/U/EC6tqjW2qahG26H7RCJIbUdhHG2VGPUgt717D4U/as0wXEdzq+iXFlqYUI2oaJObGdsfxbo8Mp/3SK8TuYykp4AXtjoajrwqOZYmk+aE2j9QxvCGU4umo1aKelr9fvPtzwl/wUk8U6eiCy8S6NqVkgVUtNat2+0KoHCmdCCfqysx9a9X+B/7Weq/tH/FnR4fFHgsal4A0V5ZdYutEeS/s47wIGtVuVZFLxjDt5ahsOYWYYHP5xeAPAGq/Fjx7o3hbQ0D6tr90tpbllLJDnJeVgCPlRAzn1C46mv2e/Z4+DOkfs2/CjSfCfh9HgstNixJKT+8u5TzJM5AGXdyWJx3/AAH6Dwxj8bim69eXury3Z/MHi9w5kGTxWBy6Fq01d2btFf5s9V0/9qX4f3Cf8jJZ2QU7f9NjktAD6fvVWsn4lftw/C/4Y6R9puvFuk6jcOcQ2WmXCXl3cH/ZjjJP4nA968s/at/aj0X9l/4R33ibxBHBetGPIsbMxq0l9cN9yJcjueSewBNfjX8U/wBoPxP8ZvifqPjDWdSEOrX2QFs28mGxhBysEQGMKvr1JyTX9F+H/B2K4iqSqS/d0Yby7vsj+I/Eji3D8M0lTh+8rz+GPbzf9an7ffDf/gpd8MviLrQ0wz65ouqSxtLBaahpkqy3SrjcYwgbOMj0611N/wDtE6zrOR4e8G6lIh4FzqsqWEI9DtJLsv0Ga+T/APgld8H73wj8CbLxv4gkkvfFPi2ETJPcjdLZWeT5UCk8rx8zHqS30r6kadpzmRmfPcnJr43iTE4bDY+phsC24QdrvrY+34Vy3F4rLaWKzKKVSau0ulzM1m98a+NFKav4pt9FtX4e18PwbZCP7v2mXJwe+2NWGeGFWdN0uz0HS47KwtltbWJi4UEsXY8szMclmJ5LEknvUwUDoKjubpLK3eaaRI4oxud3IVVHqSelfL1cTUqaNn2uGwFKjqtyUYZeayvGmv23hXw5d3l2LkwRR7SLdWMzE8YXHIPOAcjHXIxms/S/Hd741dk8J+H9U8Rqp2m7TbbWKnp/rpCAwHfywx9q6bQP2ZNT8b3Edz4/1C1uLJGEieH9MLixB/6eJWAe5/3dqRnujYBq6WDqVHotDPF5nRopq932MH/gn74OYeDNV8VzaRDo0OsSJY6NaRtuEOl2+7yiSeWd5ZLiRnyd+9TkgAn6JHSobe1SygWONFjjQBVVRgKPQfhUw6V9HQpKnBRPia9Z1ajm+oUUUVsZBRRRQAUUUUAFBGRRQelAEYTGa5D4rfAHwZ8cNLNn4u8NaPr9v2W7tlkZfo2Mj8DXY9BnFeP/ALS37ePwr/ZKaCDxz4rtNN1G7jMkGmwxvdX0yZxvEMSswXPG5gFzxmqp4apiJeypxcm+iV7/ACM6mLhhoutOfIl1va3zPMf2h/gT4d8H3/hDw74NFzY+JEv4tQt3kuJLmHTLWAEM5jdioHzBUB4LAemK1YvgzoT3n23V1n8QX7gl7rVZ2uWf/gLfKB6ALgV+fPxy/wCC2smo/FXxRd+CtHMN1qs4tbHVNchdFW1QYjWKIgDJYsTlueOK+c/iF+1R8TPi/eiTX/Gnie9N1KIobKyuZLdZXJwsccUOCxJ4C/MTwBX2OV+FGdZjF4iu1QpL+Z62810+dj5nMfF3IspccPRUsRWf8q0v2T6/I/bLSrfT9Nsxa6elnBCgOyG3VUVe5wo4r57/AG8v2c1/aH8bfCDSLPSre71C/wDF0MV3dYCyQaekUk1zzwSuyMnbnriviXwT/wAE5P2kNU0e08Q6Xa3GjS3AEsdvL4nezv0HUb0U4BPXaWJ9QORX1n+yWn7SfgPxp4V/4Wb4LvPEVh4VvpLu31O31Cze7aOS2lt3jcGRQ+BLkNx93B7GvlM+4NwWBjz0cbTrpPVLf5X3Ps+H+Pcfi58lTBVMPJpuMna22za2fqfXH7XHwo1HV/A/9veGpr+DXNEtHtY7ezhEhuLeQqJEVeu4Lkrs5yOh6V83arpXg7xZ4J8S6lrqy23hvwxAdK0e0u4Hs7qGaPazSCKVVcXDzhQuVBOFwOea/wC0r/wWAvPD/wAW7vwp4Vh07w3N4e/d6q/iBUlkedgGEUYikZQApBYls5IGK+f/AIvftuN8U7uHUdY1T4cWl/FdQ3n26y0XzrmR4iCuSSc8gc9eBXq0vDTOsyoxxeFpe7Lbpddz5ar4t5Fk9eeCxtT3ovW2rXkfSGk/FuCL4c6bonxq8OX1tr/2VZoZtP0m5v4ruMKGMsclvG3kypkCRSV2tyCVKk+I/Ev/AIKjaTY694dl8HWXiK/Hhpru00vWNXgVIJb5oZIPPdt2ZY4oGnJ2jc77Adudx8D+L/7Umi+O9XXVdfvtZ8d38MbQwLefurKBWZWKCEALgsiHDKfujngV4j8Rvi/f/Fbxwj3cUFrb6Tp0n2S3iHypvZck+pxGAPTJp8VeGmK4c4erZ1jp3nGyjFbXbsrvyPZ8NvEvC8a8ZYXhvBUmqM23OUt3GKu0l5nYeNf2kNW+MHxAu9W1K71PWbWGYgzX93IZL+YfekIVgFQdFQYXg8cCs/XPiLquo2n2dJo7Wyb5hFaxiFG+oHU/WuK8ExCPwlpxAwZIElb3ZhuJ/MmthYcRl3OAeg7mv5Gx2Y4ivN+1m2r9z/U/h7hXLMvoQlhqMVK26WoiBFUPK4VM+uCxrno/EEA+IMtuJ43+2WygKpysckZYlT7sjAgdSI29Kl1jWdNu2+zmMapOh/1EK+YVP+1/Cv8AwIioLfweNVWOTUIooVh5trW3JSO2PrkYy/bPGO1ZUYwjFurdXPQxdarVqxjhrSs/u6O/TY6SGYFdknzRnp6j3FNliMLYLAg8qR0IrFFjqejkm3mXUIR/yynO2QD0Djr+Iq3pfiWzmuY4rvzLK4fhYJxseX/dPRvwNYeybV1qdyxkF7lVcr89n6PY+3P+CMvwdj174g+K/Hd3HuTQ400ewLDOySQCWZh/wHyhnthh3r6r/bo/bF079jX4SJq8lsuqeINWn+w6JppcoLqbbuZ3P8MUaDcxx/dUfMyg/k78Cv28Pi7+zdr+qaD4XvbG30a4vZJreG5sllWZ2I+bJwdqr1PToOpq9+2R+134s/aR1rwZqHi5dOFr4civbMTWkRiVWumtiHkGSAM24XPbfzxzX7n4cvKcRmmDyrGz5Yzav2d+l/PY/hfxvyfil4HM+JsBR5/ZptW1aS0ul5LU539pL9pfxX+01rkV1471O91+S3dpLPTrWMx2tiW4JjjXheONzkk9zXmMlhZtEyzeGtRSE/eZfKkwP91JCx/AGunyCMgn1NTxosCB3XJxkJ/U+1f6OYDIMHg6Cw+DgoQS0Sij/JPHcT4zGV3iMbKU5vduTT+SR75+yV/wU48cfs6xadFeahceMfBMQWJ9NucPdW0IOCbdzggqBxG5wcY+U8j9bPAfjnS/iZ4K0rxDot1He6RrVrHeWlwh+WWJ1DK34g1+BuwQysY4ZJJriQKscSF3mkY7VVVHJZiQAAMkkDrX7c/sEfsJat4L/ZP8C6H4+1jVDJaaakk+h2sn2aK2dyZDDJIh3vsLbeGA+X0r+a/GjhDLsJUo4nBJRq1L80VovW3Q/p7wP45zHFU6+Gx8pTpQtySe/wDhv1sdXdfEUavrUmjeGNPuvFWtowSWCzYLb2RP8VxcN+7iGDnbkyEfdRq67wt+y9L4huEv/HmoRazKrB49KtA0em2x9CD80xH95+DjIVeleo+GPCGmeC9Fg07SbC00yxtxiO3tYlijT1wowOTWkv3a/GsPl8KestWfs2LzitW0joiCz02GwtY4II44YYlCJGihVQDoAB0FWBwKKK9C3Y8kTaM0tFFMAooooAKKKKACiiigAoPIooPSgDnfiz47t/hb8MfEHiS7JFroOnT382B/DFGzn9BX85PxI+I+tfG/xvq/jPxBcvea54luGvL15DvMJblIVz/yzjXCKOwX1Jz/AEVfHfwEPiv8FvF3hgyCP+39IutPLf3fNiZM/rX85k/hPVPBNrHHq0CxX1pLJZXtsxO62niYxyI4/wB9Wx6gZ71+5eCVPCvFYiVS3tEly97dbH4P44VcWsJh40rqm2+btfpc5uWY20y2mrxQz2l78kTqpCSH+6wOcfXPNfbP/BErwx4N1L4teIF1u2a/8aaRALnQZ7pg6W1ofkk8pT0lUkAvydjqBjLZ+JvHy/bdAnZMmUlSi4yVbcMYr6H/AOCYWp3mnftzeBFtsh7tLu3uguf9SbdnbPtvSP8AHFfonibl8q2QYtKo04xUk07XV/hfdHwnhVmUaPEODm4KSlJxatdXt8S7M/ZE/Xrxye1cp8c/iRB8HPg74n8VXDbI9A02e9LdOUQkfqBXVsmcDIr5t/4K0eJj4Y/YZ8U4w39pTWenMpbAdJriONgfbDGv4qyXCPFY6jhv5pJfez+6s+xiwmXVsT/JGT+5H5C33iPV9avbvVdVsXudQ1OeS9uX89SZZZGLueecZOB7ACqdz4kngKyXllJbw7gpk81WWPPTIHQfyrWuZBK24End1B/h9qhmiSeNkdA6MMMrDgj0r/RTC4B0MPGjSk0opJLS2nyP8y8XmaxGJnWrwTcm23rfXruOfUYtMQvNLDFE3UyMFU5+tZaa9DH4qsryGKeTT5Y3tJp2XbGu9lKdevIxnpg1Lb+GNPs5fMjtLcOOhK5I9smtDbFJaywyIJEkXYYz0I96+a454UlxFklfKa7UeeOj/vdH959t4X8dx4O4nwmf4VOTpSV09nF6SVvQ2fDNg2kab5FwDiBisII4dM5U/TBx+FW5ZDM5J5JrD8Ma80srafdOWu4Fyrtx56dm9yOh/wDr1tHpmv8AJziHJMXlOYVcBj4ctSDs1b8V5H/QfwRxRl3EWS4fN8qqe0pVYpprpfdPzWwixiNQqjCjt2penSgnFTKi24V5F3E8qnr9a8Y+q0WwRRiJQ8nf7q55P/1qq6law6zA0d1FHPE/BjkXcn5GrNx+9/eAlgevqvt9KizxntTW90S4Rmmpq5V0PQrTQ5JDFEx80BWMkjSEAdFBYkgD0HFfVn/BLP8AYgH7Wnx1TVtcsEvPh54OmW41ETxh4dWusborMgjDKDh5QcgrtUjD8eS/ss/so+K/2wfinB4X8NRNbW67ZNU1aSPdb6TATy57NIR9xP4j1+UE1+5P7OHwF8N/s1fCXSfBvhaz+y6XpEe3c+GluZDy80jdWkdiWYnqSa/SOCuHauJrLMMSvdj8N+r/AOAfzJ45eJeFy7Az4cylr2tRWm1a0YvdafaZ8hfHX/ggN8OvG2sTal4D13VPADTEsdPEQvtOjY/8842KvGM/whyoHAUDivKtO/4N1tcutR/074qWEdtnJeHRWkkI+jSgfrX6nJ0we/pTgOo7e9f0hhOPM+w1L2NLEy5el9bfef5943gPIcVW9vWw0XJ/L8FofKX7I3/BH34VfsqeIbXxGYL3xj4tsiWt9T1gI62TEYLQQqAkbYJG75nAJG7FfVioAuKdRXzmNx+IxlR1sVNzk+rdz6TBYDD4OkqGFgoRXRKyE2jNKBgUUVynXYKKKKACiiigAooooAKKKKACiiigAoPApGYIuScAVTlle8kCLwnqKAIjCZrp2TIEnBz2r89f+Cqv/BJDWfjL4oufiR8Lobe68QTRj+1/D7yrANTKjAmgdiEWbGAQ5AfA+YEc/otBEIl2j1/OntjGTzXqZNnOLyvFRxeDlyyX3NdmeTnWS4TNcLLB4yPNF/evNeZ/N9qP7O3xG0rxCdJuPhx8Qo9VDbBaHw1etKT/ALIEZDD/AGlJHfOK+1P+Ca37J9x+zF4vvvHnxZsr7wdr01ubDSbLU7SWGGzhcgvI9zt8gyybUGxZCVCgHBJFfrZsBGcAn3pHtUkjKMiMrDBUjIIr6zivxJzTPMD9RqKMIv4uW+v3s+T4P8NspyDMFmNPmqSj8PM9vuR4Zpev2Wt2yS2V3a3cbjcrRSrIGHrxnivkz/gtTdtF+yXaW+Ti61+yDf8AAX3j9VFfdfiX9mLwF4mmaaTw3YWdzI2559PBsZpD6s8JQt+JNfKf/BUf/gnvr/xL/Zqa3+HkvibxHrGn6na3UWi3F/E8csayASFGl24KoSRl+cV8FwphI4XOcNXrSShGcW32SaP0ri3M/rmSYnDU4vnlCSSXdo/HuCBrmdY0Us8jYVR3Jr0vTPgtp+nSpa6idX1TV2jEstppiJttVPTzHcgZ9hVq7/Y8+Mfwz122udX+EvxBQWsyyOLbRZb8AA5PNsJB+tdR478Janp9xdG80vXrbT9Xu478l7Z7WYjGGhkWXYy/0r+1sRxJga3KsNiI2fVNf5n8J4fhfH0VKWJw0rrumeX/ABN+G0PhvRJ9W0lr54NNZf7RsLyLbd2qMeJBjhl/3Sc/WuNhmWaFZEYOjqGUg5BB6GvV/EPi7T9P8LyWrahbXmo2+mTWUscdws7AzSqY4ywzkxqrZPqQOprxLTGHh7WTpzEfZLrMtmf7rYy0ft/eX2z6V6eXYyUlzyleLdr9mcWYZfBLkjHlmtbd1/mXtT0wX6oySNDcQndFKv3oz/Ue3er2i+MsSraaoq2t2TtRx/qbn3Q+v+ycH0zUeMHHfpj1p91aQmApPHHMXHKOMqo9x61+a+KPgxlPGNL2tT91iY7TS/CXdH7b4D/SV4h8Nq7o0f3+Dk/epSe3nF/Zf4HSqBbLubDSHkL2X3NRuxkYseWJ5/xrjodLmtCDZ317bgnhN/mR/k2f50l9PrEVoSNSlnY8BI4EVmJ9zwK/kXH/AEW+LqFZxpOnOPfmtp3sz/RbKPp6+H2Iw6ni6danU/l5L6+qdvyOwN2tmC5dUXHJJ4NfSv7GX/BL/wAffte38GqXlrdeC/ARId9WvIilzfp/dtImALAj/lq2FHbdWX/wSRsvCngn42WvjHxxpsPinR7sjShPeqLmLRbsuCbhYyCuxSFUvjI3seMV+3toRexoYNggIBUpjGPbHtXh/wDEI6mT4lQzd80t0l8P39Tjz36VH+sWFlDhaHs4bOUvj+S2RxfwB/Z68Nfs7eBLXw74W09LGwgUF3PzS3LgcvI3VmPcmvQ7eIRJtHShIwqgDPFPHU9a+whCMUoxVkj+fa1adao6tRtyerb1dwKg0o4FFFaGYYooooAbJII1yc/hUDXDO3fj0HSpblS0fHY5qqVOP84oAsQXO9sH8KmqpbhjMM54xz61boAKKKKACiiigAooooAKKKKAKlxDLNOAc7KsQwrCgAAFPooAMUYxRRQAYHpRiiigBNo9KXANFFACbR6CmS2kcwO5FbIwcjrUlI1F7aiaTVmeXfFT9iv4SfGu3lHir4ceDNamlBH2m40iD7VGT/EkwUSI3+0rA+9fmX/wUb/4In33wg0e+8VfDOK/8SeEYCZ7rRJXabUdKUch4ZM75kXHc+YAOrnmv2E5BGabKokQhlDKwwQeQa+hyPinMMrrKrh6ja6xbumu1j53O+F8BmlH2WIppPpJKzT7pn8ul5pt9pSq1lf6lcRkcBZIpGj9vnTJ/wC+s1FZTm9uPJOu36TnnyZYoo5PwBTn8K/Tf/gsL/wTCXwJeX/xb+HenBNJnYz+JNJt4/ltnPW8hUcAH/louMfxDnOfzivLC31a3CzxRXEbdAyhq/qrhTO8LnmDWKwztL7UG9n+fpufynxZlGKyLF/VcZG8fszSWq+61+60KZ8M/aCftN/qFyuMFDN5Sn6iMLmtOHSkkszBB+7IXaEjGCB7e9Q6Zpa2B8uF53T+FHffsHsTzj6k4q5LcrZRkIw3D78g4x7D/GvsoUoQjzWt8z4atiKlSaSk5Lppb8D0b4J/GOz+DdlBbxQrPZXaiC9ttuQF+b5ucgnGB/tAnNfov+wT/wAFBY/hlbad4W8Y6mb7wVfsseh69I27+yyeFtbg9oweEc/d4U9BX5ceCfAOvfFi9Ft4Z0DWNevD/Bp9pJOHHrlRgfia+sv2Xf8AgnV8dGZodQs/DnhvQNQXbPb67dee5B/iWCENz6hnTPevyLxD/wBWK2GdLGYiMai2s7v5JXP1rw8wvFdHGKvl+GlKm9JX0i13u9L+Z+z9pPHdWyyxuskcoDIynKsOxBHapVPFfK3/AATK0Xxl8F/Cev8Aw0+IOv2Or6voOoSXGirbxyxxDSn/ANV5ZkZ2ZVO5cFiUwFzwK+qEPy1/L8uTmapyuu/c/quCqcqdWPLLquw6iiigsKKKKACmmFCc7Vz9KdRQAYGOlFFFABRRRQAUHpRRQBRZbnJ4P50VeooAKKKKACiiigAooooAKKKKACiiigAooooAKRulLQaAKmq6ZBrWmz2l1DHcW1yhilicblkUjBBHoRX4e/8ABVj9gWb9iv4sSa5o1u//AArjxNK0tlMASmkznl7Vz2XqUJ6jI6iv3MC/l6VV1LR7bWIRFdW0FzGGDhZYw6hh0OD3r6ThXinF5Fi/rWG1urNPZo+Y4p4Vwme4T6ritOqkt0/I/n4/Ys/ZB1v9tXVblNM1ax8KaPatiS81S2lF3fqMEta25C74xkAuzrgkfKa/Qf4Kf8ElfhL8J1huNTsLrxpqkOD9p1qQSJu9VhULGv8A3zn1r7Z+Lvwa074ueGRY3Jksru1fz7C/t8LcafMBw8Z/QqeGGQeDXjnhjxRqGjeKJvCXiuKKz8T2iNLFIgK2+s24bb9ptyewJAeP70bEZ+VlZubi7j/P8yk3UrONN/Zi7L59WepwN4fcOZZBRp0FKqvtS1b9L6I2fD/hrTfCOnpaaZYWenWsfCw20KxRr9AoAq+qbs4+tCgucd/1rH8e/EbQfhb4bm1jxJrGm6FpdsMyXV9cLBGPbLEZPsOTX5qo1askleTf3s/WZTp0YXdopfJCfEXw7qOvaVbax4eZIvGHhhjd6W7ttW8GP3lpIf8AnnKo2kn7p2tztrofDX7efwk1XQ9FmvfiD4S0W/1m3jmTTtR1WC2vImYcxvEzhldTlSMcEGvzp/a9/wCCu+i+MrXUfDXw+utWttPto9+oa0gNtJeoc4gt84dA2MtIQGAwFHzBq+WPD37UV9oS/Z00HR4NNlOZrRIsFyfvFmPLMe5bJPev3DgnwpzPMcPKviX7JdE1r9x/OviH4t5blmKVDAx9s+rT91eV+rP6GrDUbfVLVJraaK4hkAZJI2DKw9QR1qdOlfmj/wAEr/2nG8N/ErQ/DVnczP4J8bCWK2snbMeiX8aGQLGP4EkClSg43FCAMmv0tjGFr5fPsjrZTjJYOvq117o+k4a4hw+dYGOOw2iejT6NbodRRRXjH0AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU1plU45z7UAOopqyq5wOtOoAKKKKACiiigAoooNABQDk/SqLai6s6lBkHC+9T2cDx5ZmJL9vSgCeiignFADXBOMYrhfj98KtK+JngOddQSeO70sNfade2pCXdhcKp2yRNgkNgkEYIZSysCCQe7ZwtfPX7cH7cHg/wDZ20638KXXiG007xh4qQW2npISUsVkby/tU56JGmSfmI3bcDk1jXq06cHKpa3mdOEw1fEVFTwybl5K79fkfkv41/4KufHHxDpdtBdeIrPwo8sSgi10dLW4clRnP2jec/7oFeG+NfG2tfEzXRqniXWdW8R6iudlzqV3JdPED1CFydi+yYHtX7mWnw38L6v4OtNNfS9J1XSktI4I/OgS4WWJVCrkkHdkAV4/8Rv+CU3wU+J3myw+ED4eu3yRcaBcSWO0/wB7ylPksf8AeRq/U+FfFLh7LnFVMtjB7c0bN/jqfmnGPhJxJmUW4ZnKaf2ZXS/DT8D8Wbhz9m1qVuNuoQ7+OAitF+m0ZNdjboL/ACGIUpj94emM9DX0n+3X/wAErL39lOzk8S+FbnxB4w8J6gvl6tHexRSXemMBtWRvJjQNEy/KTt+Urz94GvlfRbiJo4rK2uGv5idscaHzJ367RtXJYjp05781/QHCvFeWZlhXi8LUSj1T0cWn1T8j+cOMeEMzyvErBYqm3LSzSbTuktH5WPsP/gl3Y3fiH42eCtKtVcNF4rtr1R32wqZpif8AgEZr9uYxhfrX5+/8EXf2DfEXwh0WT4i+PLCXStWv4mg0TSrhcT2UD7d88o/hkcKqqvVV35+/gfoGoxX83eI+c0MyzqdXDO8Y6Jrrbdn9HeGWRYjK8lhSxOk5Nya7X6C0UUV8GfoYUUUjEhTj0oAWgHNUF1CWZdpQKxOKtWkLQx/MxJPOPSgCWiiigAooooAKKKKACiiigBsjFEJAyQKqOMMRk4AyKukZFQSWhY8YoAhDlCCMkD165q4pyAfaohaDepJOR7cVN0oAKKKKACiijpQAVXvLvygFHLN6Ulzdnc0aj5+maW0s/KO5uWP6UAJZ2gXDsPmI6HtVmiigApH+6eKWkc4H1oYFLXtXtvD2iXV/eTxW1pZQvPNNI21IkUFmYnsAATmv52P2mvjff/tP/H3XfFeoPKX8U38l8I5M5tbBDtt4CO22Py0I7nzD1Jr9X/8AgtR+1nafB79nefwHY3aL4l8fRNayRo432mndLiVh2DrmIeu9iPuGvxr0Vnu7e81Q5BuwFhznKwpnYTjnBJZumfmGa/L+PMyvOngqUuzfq9F925/VP0fOGVSo189xUNGnGOm8VrNr10j95+h//BLP4Wajr3wT1rxV401nX5vA0d8mleGtDivZETUL0sFLLtIJUMwRVB2khu6198QfstWSGCeHxB4q024SJUa3h1WSW1Q46COTcPxIzXH/ALO/wn0KLS/hZpXhm90/VvAXgbQzdQX9lMktvqOoMAgkypIY/NNIfRyK+gL/AFG10y0kubm6t7e3hUvJLJKESNfUknAFfc5XgadDDQpN81krve79T8A4qzytmGbV8bFcilJvlSskr6K35+Z87ftHfCLW/h/8D/FuqW/xE8RvdQWMh063ls7JxLcMNkNsD5IYmSRkQfNnLDBBr1r4bfs5eBvA+n6Zdab4N8NabqFtbRos8WnRLMhCgff27s++c1yek6pZ/tP/ABQtr3T7y21HwN4NufMjmt5Vkh1bUlyMggkNHBzjsZDn+AGva4hgEV6lL93f2el/M+axM3VsquttdVsG08j0pydMUbfpQKoxSsLRRRTGB4FVbu7y/lLkkjsabNdNcfJHw2e/eprS1EAz1Y0AJbWghGTyxHftU9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUHkUUUANEKiTfj5vWnUUUAFFFFABWF8TPGMPw7+H2t+ILlGe30Own1CVV+8UijaRgPfCmt2vN/wBru8Nt+zd4vgAhLapp76WplJEcbXWLcOxHO1TLuPsDUTvyu25pSSc0pbXPwN/aX+NOt/tM/F+98R+Irk3N74kuWlmTOY4LRBlLeMHpGMouO+WzksTWcisLNlO0Aj5Swztbjke1ep/Gz/gnf8W/gH4gt7zW/CN5qGj2cEq/2lpH+m2km4x7WymWUEKfvAH2rye7mMV2YpsxTL/yykBR1/4CcECv5xzjDY2FdzxUXzNt6p9/8j/S3gnM8irYCNDKqsOSKikk1dLlWlu973PbP+Cfv/BPnWv2u/iJqX2HxEvh/S7IqNWvorjZNKrD/Vx26Mu847uCB6npX1x8YfD/AOzB/wAEtLZNP0zwRpvxB+JcqCQjUgl5MjDkSylwY4OegRAx9+tfnX4Y8U6h4P1iG/0u/v8ASr23bdFdWVw8E8J9VdCCPzr2T9iL9mq8/bf/AGqrfS9cvr/UNPydW8QXs07S3FzCp+40jZbdI2FyewPtX1mQ8QNUoYLCQft5O3NJ3Xr/AMA/IuPvDtLFVc5znERWApLmVOC5ZSfRN9W+rufYP7C/xU+Mn7RPxcm+IvhTw74X0rw9qEH2PUUltX03TbvaRtZWTc88qDK+Ztxg44wMfZVx8QviF4HjafXPCGnavYqctJ4evWmmiXufKlVC59lNd14S8I6b4H8N2ekaVaW9hp2nxLDbQQIEjiRRgAAe1aTEYHTiv1jBYapRpKFSTk+r8/LyP5AzfMKGKxUquGpKnDpFdEtrvq+7MfwB8RdI+J/hyPVdEvFvLSRmjbgpJDIpw0bofmRweqsARW4o4rx/4fx21r+1j4yj0Tixl0mzl1hE/wBUt8XcREDp5hh3b+5Aiz2r2BDkV1xPLkknoLRRRVCGLAiMWAwT1NPoooAKKKKACiiigAooooAKKKKACim7vTmlJ496VwFopu/2pR1zS5gFoooqgCiiigAooooAKKKKACiiigAqnr2l22taXNaXlvDdW1wpSSKVA6OPQg9RVymTDOKAPwD1j9v34ufsv/GjxVpNh471XTYNM1m6t/KZTPpEhWVhmISqUCnsDtOOwruLf/grVq3jWLy/G/w1+FPjuJ/mknl0v7LdTe5kjO0Z/wByvrv9sf8A4Ily/GD4sap4r8B+JbDQz4guHvL/AE7ULZpYVmc5d42QggMxJKnI9MV4L+0j/wAECNc+G/wp0fVfB0cXjTxNFLPJr9tagWT3O8RiNrYFgMRiM5RmyxkJzng+9huNcLKEqGdZRCoo7TpytKS06bXOit4fUHKhW4az+dGpVfvQrRvGDtr76s7X0Xqcfp37Zn7NXiIBvEX7Nk+kO3338O62sjE+oDiAf+PfjXpnwR/bK/ZU+Derzat4V0v40fD6/wBQhW3uZI5UmMsYbcAwS4lGAfavnj4Nf8EjfjD8VfFAtYvC/irwtaQKzTXWsp5EEe1SQoV/ndicAYyOeSBXgXjjwF4l+F/ie90TxJew6VrmnOY7uz1K2+zyRMDgnbkEqex6Ec1tRzDw3lGOLq0q2GbfWF7fcrhiOGfFqdaplWGxtDHKKTajWaTXpJ2f6H6uD/gqN8CRCHf4t/GGMHkIdNuCc+mREf51zvi3/grX8FdNs3FnrXx+8USkEItve/YFYn1Mk0ZA9wD9O1fnjJ+zF8UdP+Bf/CyJtBC+C5Lz7Ib97SZU2lQRPjqIScqJDhcjryM5nwd+A/jn9o/xxaeG/A8Vnr2oXjhSbGF5UslJ5knfJWKMDJ3NjOMLkkCvccvDulKPNjKknLVLkld/gfHwyDxRrU6tSOBoxjTbUpOpCya3+1r8tz9tP+CUnxN0H4y/s+634q0KOWzGteJLqW70+edri40yZY4U8qWZuZGZESXd0/fAdq+oE+7Xi37Df7GWh/sP/Bo+F9Hu7zUpr66OoajeXDDNzctGiMyqOFXCKAB6da9oX7vU18Rjo4eNeawl/Z3dr726XPewUsRKhGWMt7S3vW2v5DqKOnFFctzqCiikJxTuAtFNzu6EinDpSQBRRRTAKKKKACiiigDwv9ov4x+K/gXb6U6ahpV9/aLyJg6ay4K49JfQj8RXCXv7WXxF02ya4mstLWONA8i/ZMvGp5yyCXco+ore/b51tfDd74J1GW3a4trO9eSRQPlYDYcGvJdX+M+i2S3E63v9oRz58m3RWzlmYl2UqNrYPzfMckenT8F4t4jx2GzfEUI4t0oxUeVadY3vqrvXojiqVJc7V7HvHgX47a1r/wAP7HW9S1ezthetN8kOkGQRJFjc7HzRwMgk1rJ8cLJzEo8f6AJLhS0UZ0qTzJBwOF8zJ5I7c54ryjwFqGuaf+zp4SfSfDFh4gmlv5y8d5psl4IxlSoXa6+XuPHmHKrjkGtKP4i6/oz20h/Z3C3EcloY2tpUfyxJud2DeSMGMscj1Lcjv+vcNYirXyuhXru85RTb/U66bfKmz0OH47WVxaed/wAJ5okcZeRA0mkuAdrKv/PTsSD9HU8Z5Lj45Q26Qyt4y09Le6laOKZtEl2ZAQ9fMzzvUD13V5n4i8XeIW0dwP2d9OmvpbW4khDSCaKNlMwRXH2cHLGNSQMcSpz1Av2fxL8WafpEls/wCimtIJJREkEgjD/IGD+U0J2qxCrwxOVzjtXuFHp/hv4kt4v1xNP07xppFzePvKxLo8gLbD83JkAyOh5rqF0PxSDzr+mnp/zC2H1/5a/SvJpfiXqvg69gk0L4NXBEMULI8am3eNpf9aoxCR8p7556kKOa7z4LfFDxR4/uryPxD4Mm8KpAgeF2vDcCb53Uqf3aYbChu/DigDdGh+KBjOv6acAZxpZ54Of+Wvc4/KkGieKcc69pucDP/EqPp/119a6XeD3FKCDQBzI0TxSc/wDE/wBN6f8AQKPXH/XX1o/sPxQOmv6b3/5hR/8AjtdKWA7jilzmgDmf7F8UfN/xPtO5/wCoUeOf+uvpSronickf8T7TcD/qFEZ5/wCuvpxXS0UAc0ND8Ud9f03tn/iVtz6/8taT+w/FGRnXtNb/ALhR9P8ArrXTUUAcudF8Ugca9puf+wUeuP8Arr60Povig9Ne07vj/iVH04/5a+tdRRQKxzB0TxQBxr2mjr/zCj+H/LX61m6x8M9S1+eKW+u/D169u+6Np9DEjRHPVSZDg+4ruaKTSejKUmndHJnwx4jaLY2t6WU4BX+yTgjuP9b6VU0/wPrvh6ykTTtQ0G1YksEi0bykZjnOdsvc459u9dvSN9KmUVYOZ9zw3VPiv488J+IPK162S00opj7ZDpnnIr+hxN91jjHp0PrXX+DNf8ReM45DDqtvbmNVb97o7KGBHH/LXr7V22vaJB4g02W1uE3RSjB9R70eHtETw/pcdrG8kqx5+Z8bmyc9gB+Qrx8NhsbTxDUqnNT3V0r37ehCTTMdtF8UfNjXdNwemdKJx/5FobQ/FB/5j2m/+Co+ox/y19M/jXTUV7ZRzP8AYninvr+m/wDgqPr/ANdfSj+xfFAI/wCJ9pvA5/4lR5/8i101Iec9qTA4Dxh4l1PwHBBJqninTLZZ2KJ/xKHYuQOcASmks/FV3f2Fvcr4z8PJDeRebD5th5ZdcEbsNMDjIP5YrN/aYttEudN0tdYudbt5POcW7aYUEjfL8wbepGMVmeHo/hvb+GdEa/dWdLFBbT6ixFwYjIQAzLgH58kj8e1eDh8yrSzOpg248sUmrb/Mm/vWOr/t6+Z2QeN/De9CQw+yLuU4AGR53r/MVqR6R4lnjEkfiHS2jcblYaWSCCBjnzf85rlLew+GWs317dQx6VNcwpGbloyfMCqIwmcHPAKY9z7mujsPjH4QtLSG3i1nT4FiQRpCZNrIFyMY68bSPwr3yiz/AGJ4oyP+J9puAef+JUeef+uvpQui+KARnXtNPP8A0CiOM8/8tfSorb42+FLyULHr2nsWfy1/eD5mzjA981esPiZoGqazHp9vq1lNezfchSQF24J6fQE/hQBDHofiUIN2u6azdz/ZR5/8i0V0dFAGdrvh2x8R2DWt/a295buMNHLGHB/OvP8ARP2RPAOjeJJNUh0KEzEhljkYvDGfVUPAoorzsXlOCxM1PEUoycbWbSbRDipatHf3nhaxvtNW0e3RbePG1I/kC49MdKzpPhlpMzoWjuSYgAP9IfHAHvRRXdGKjG0dChsnwx0jcSY7kkDr9pf2Hr7VOvw9003Zl23Hmbt+ftD45zxjPSiirGQp8MNJinLhLr502bftL7QPpnr71I3w60uRmUpcBXJZgLhxknHvRRQBHJ8LNJdHG26BfjIuZARxjjmnS/DXTJpXkYXhZmZj/pL4O7k96KKAFPw10sQIm25whyP9IfjP4+1b0SCP5B0UDHNFFAD6KKKACiiigAooooAKKKKACkY7eaKKGAhPJ9KcBiiipW4IKKKKoApGO3miiplsBz3jr4caR8RILePVrY3C2zl48OUKkjB5FS6b8PNF0XRrKzh061a309dsCyIHKDB7nnufzoorCOFoxrOtGKUno31BxSd0Wh4b05A7LY2aluGxCo3YxjOByPlHHtSt4W0xZQ39n2O8A4byFyP09zRRXQgEXwxpiR4GnWICtu4gTr69OtSw6FZWk/nxWdrHKufmWJQ354oopgXqKKKAP//Z" 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<p align="center" style="text-align:center"> </p>
<p> </p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:198px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center"> </p>
<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">.................................</span></span></span></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center"> </p>
<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">.................................</span></span></span></span></span></span></p>
<p align="center" style="text-align:center"> </p>
</td>
<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center"> </p>
<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">..................................</span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:198px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p> </p>
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<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""><img 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" style="width:138px; height:103px" /></span></span></span></span></span></span></p>
<p> </p>
</td>
<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p> </p>
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" 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<p> </p>
</td>
<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p> </p>
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" style="width:111px; height:111px" /></span></span></b></span></span></span></span></p>
<p align="center" style="text-align:center"> </p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:198px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p> </p>
<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">...................................</span></span></span></span></span></span></p>
<p align="center" style="text-align:center"> </p>
</td>
<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center"> </p>
<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">...................................</span></span></span></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center"> </p>
<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">...................................</span></span></span></span></span></span></p>
</td>
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</tbody>
</table>
<p style="margin-bottom:13px"> </p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">II. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Choose the best answer.</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">1.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> What colour is your ruler? – It’s ...........</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">A. big B. old C. blue</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">2.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> What is your ................ colour? – It’s pink.</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">A. like B. favourite C. game</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">3. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">What do you do at break time? – I play ...............</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">A. badminton B. hide-and-six C. big</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">4. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">What colour are your .........? – They are purple.</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">A. notebooks B. desk C. notebook</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">5. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Hoa doesn’t ............ skipping.</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">A. likes B. like C. play</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">6. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Do you like table tennis? - ........., I do.</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">A. No B. Yes C. Years</span></span></span></span></span></span></span></p>
<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">III. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Read and match.</span></span></span></span></span></span></span></p>
<table class="MsoTableGrid" style="margin-left:17px; border-collapse:collapse; border:none">
<tbody>
<tr>
<td style="border-bottom:1px solid black; width:293px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top">
<p> </p>
<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">1.</span></span></b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""> What do you do at break time?</span></span></span></span></span></span></p>
<p> </p>
</td>
<td style="border-bottom:1px solid black; width:217px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p> </p>
<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">a. Yes, I do.</span></span></span></span></span></span></p>
</td>
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<p> </p>
<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">1. ......</span></span></b></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">2.</span></span></b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""> Do you like badminton?</span></span></span></span></span></span></p>
<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"> </span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">b. Yes, they are.</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">2. ......</span></span></b></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">3.</span></span></b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""> What colour is it?</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">c. They are white and red.</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">3. ......</span></span></b></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">4.</span></span></b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""> What colour are they?</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">d. I play chess.</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">4. ......</span></span></b></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">5.</span></span></b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times=""> Are these your pencil sharpeners?</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">e. It is brown.</span></span></span></span></span></span></p>
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<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">5. ......</span></span></b></span></span></span></span></p>
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