2016年七年级英语下学期辅导资料:MODULE1 Lost and found
英语这门课程在初一学习过程中的重要性不言而喻,对知识点进行归纳学习可以有效地帮助大家的英语学习。针对初一英语的学习,我们学大教育专家为大家带来了2016年七年级英语下学期辅导资料:MODULE1 Lost and found,希望可以给大家带来帮助。http://www.xueda.com/fudao/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArMAAAF4CAYAAABHIHHxAAAgAElEQVR4nO3dPY/bSJrA8acX+w0UXE/ScODolDgS7GQ0UHTKBoIAvyTndAUYmGAakD/BCFCytw30pY78AjQaE01fJFiRDUUTrC5yYCixD1h9hj6WJEoliq9Skawi/z+gbYmiqGKxRD4sPiyd3XsEAAAAcNBfyi4AAAAAcCyCWQAAADgrUzDbbrdXf6fIuozg/Gnfb6KsJpZzbPlNlaPs+gMAAMjTX/P+AD0gmk6nuSw7bLlqmh+Q+Y+TmC6fScH1MaFO9QcAAKopl2A2GPjkFeRkCfDiXk/bU5mmPPr8jx49yrS84PuPfW9aRdYfAABAHnIJZv3A59SALK7nMEs5TDCxLH2dVaD7559/yr//+7/L//7v/6b6vKz1YVP9AQAA5CH3NANdVHB1bM9eMBc0KviKW74KJvOigtVgGdJesi+C7fUHAACQpJA0g7i82TQBblgwFdfrmDXNISpYO7VnM0sZTLOh/gAAAPKWOpj1c0BVb2NSjmUwzSDrJXP1WqfTkclkcjBPmgAzTZpDFmmXE7beUYH9f/3Xf+UWBNpWfwAAAHkpJM0g6x34/rx+MGaqDHGflfW1uGVHBehZe2eTeoyjPs+W+gMAAMhbbsFsMPj529/+tr3RKWtPoe7UIaqK7HUMpleE9dj+93//d+pA0UTag0v1BwAAkCRVMKtfGvefZwmG4gKgPMZPPVWWQC3sBij//fqlfpP5twAAAFjL7QYwPZDzpymmbqYKG9A/zbLzGPw/7rL/sXmrecq7/gAAAIqSGMyGBTpJvalhOZsmclOD70n7k6sqxeGUzzKp7EDW52r9AQAA6P4S92LSz53q85QhbWCl8lLVvGUHYrYEsj7X6g8AACAotGc2blxYXbB3r4zL1HE/QpD3+Khp6ylqnqj3J5XL5MgCZdYfAADAqc7uPWUXAgAAADhGbJoBAAAAYDOCWQAAADiLYBYAAADOIpgFAACAswhmAQAA4KyDobnOzs7KKAcAAABqxsSgWqHjzNo4WpcKsm0sV9GoB8Acvk8AUB5THaikGQAAAMBZBLMAAABwFsEsAAAAnEUwCwAAAGcRzAIAAMBZBLOorXa7Xdj7g/Omee+p5QNQnmO+80nLyOtz2dfAdaFDcwE45O/wp9Op8eWGLVNN019LOuCYLheAcgX3AadiX4OqIpgFYug79bx24GkPWHGv07MC2CHuuxz2PdXnjfoeJ70vLfY1qCqCWSBGUk9FmoPMKT0r9IAA7vP3AWH/68K+71n2H+xrUFcEs8ARog4ap+S4Ze3R8XEQAuyif6cVW76j7GtQVQSzQAx9x56UchB2gIh6v/48KShWr3MQAdxhOtc1DfY1qDOCWdRS8HJfFD3NIK4nI+wgELyUGMyNS/u5ANyQZj+R5+eyr0FdEcwCKWU9GOUx6kHenwHgeCby5cO+50m5texrUHcEs0ACvbcjrkc3y4Hr2MuQae58BlCuYA9pcNirND2l+rJOCSTZ16AO+NEE1I6+Yw+7ozhO0kGInT5QX+r7Hwwci86dBeqIYBaIcWoPbJxg8Jv2l3r8PwB2CcudtyGwZV+DqiPNALUSdjCJuwyXdlqa16LmTzrABXuSAbin7B5a9jWoMnpmURtxO/IyUwSSPpuDC+C2sgNZH/saVBU9s6i8tAOXRw1tk7RcE6IOMknl4BIgYL+o8afT3mQV9dopP2mbdVnsa2Czs3vP3oSzMwlMyiTul5FOOds7tVxVQT0A5vB9AoDymNoHG0kzyPK79QAAAIApRoLZsMsWtuQIAQAAoLqMpBmkSShP+gWTJFwOXKMeAHP4PgFAeUztg43mzOoBa9TYesf22HLQWaMeAHP4PgFAeazKmVVO+VUlAAAA4BhGhuaKG4hef3xqDq2K4EE9ACbxfQIAtxkJZqNSCEzfAMblQC6L4ni0nUPUCWxBW0QdmepMMNYzG/aY0QwAAACQJ2NDc+n5sgSxAAAAKILRG8DimMqbBQAAAHxG0gyU4HiyBK0AAADIm7GeWSU4ekHwNYbsAgAAgElGglkVoPrBathYs66MQXtquWxdr6rIWr9h87ON8sd2ipZ2vbKsf9y8aZYT1vGQlYn3HFNW2MVUuz31/bT7+jE6NFfU9LAxaKuAlIpikXfthjpup6iDTVIdHHNAtrFeTW/zqGUFPyfNvRqwUxW2Je3eHsZyZuuCoceKE/WFDZueZVuwDc3JMxhzaTuFHWyCZY47UKWVthcnzTLj5kv6juX13dTfk2Y94l6nN6tY+pXYMHlvS9p9dFnqgGA2o6QzI1ONGuH1luaLHjbucdhOoq5fetOODcbqtJ3SBLJR8wTTtLIs/9hyhv0fVe5jynBKedmf2icpQEy6epvH5x6zHNq9uwhmDYk7EKFYYb1jUTsrnCbLiUVwDOq6bKekHtuw6WH3GcT19MZdhozr4Q72ptlS12H3W0TNE8aW9ai6uJNQ//W0vaVRaPfh84SxZT3KQDCbUdovi/96nRuXTZICA5zGVH5nFbdTmoA/LJBNE9BGfU5S8KzPV3Q9R+1D9edJHQPBEyOUI9jm0py4+a/p7ztlW9LuoRDMbqTtCUr7RaXRlSvqDLdKPX62OaY+q7Cd0qRO+M+zpBqEBbRpynLqfHnWefDybZo0C19Y7xvsErVtw+ZTTG1L2j0IZk/gwoHWdWFf4DR5TPprx/Z0IZs0O9uo+nZ5O8WlS/iS1iEqAIgLDpIC4zRlTlu+MMd8N01vx7Ay2NxWquzUS/ZptyXtnnYfhmD2CGF5QqfkCyHaMXUadhYc9r60vQhIJ2uqTV22U1xge0wvVpr2H/Y87hJmmoA8qlz6sk69XHzMMoJ1i2JFtbegNNv1lG1Ju683gllJd7NFFNvychB95s7ZrF3qsp1MXUI8Zp8Utf8JnkDEzQuESToJDZs3T7T7eiOYzSjYm6RPg/04mzUr7qaGqOl599DYLG5fUWQwkHSptqx9WjAwSnslBsXLo33kvS1p99VV+2A27rKmiXwdglxUGe07PVdOessuZ9qePv1qGtxly7ak3but1sFsUi9J2Y0b5nE2mw/Tdwm7tp2yHITi5imbLfu8qHQT/XX9f5Tv2PZrw7ak3buvlsFs2hspst54YsPBqCri6rKsGwwQLs0NE1kPFi5tJxOBrGIizSDpTus0+7yw96bdHqd8N8Pec0z+tO3tpaqOab+mtiXtnnZ/du/Zm3B2JoFJVrC1XEWjHnAs2s4h6gS2oC2ijky1+78YKAsAAABQCoJZAAAAOItgFgAAAM4imAUAAICzCGYBAADgLIJZAAAAOCt0aC4AAAAgbyaG5gr90QQbx7pjDL61utdD3df/FNTdIeoEtqAtoo5MdaCSZgAAAABnEcwCAADAWQSzAAAAcBbBLAAAAJxFMAsAAABnOR/MttvtTNOLLkdR78+bKp9eRtvLCwAA6iF0aC7X6IHVdDoNnR58rWx+2WwqU1BUvQbnsXkdAADY8/29yA/PvQdPRb55j8/LLhBO5XQw6wdSwYBKf25TsJUmOLSJXodx89hUx2WZX7VlcLN50hrK7bgrjVJLBABAPTgbzOoBlB5QBQMrm4KtpOAwbLoN5U7iQhnz1nw1lWvxAtoFgSwAWO38mcj9s7JLAYOcDWaDAZQe2CbNa5uoYLvMvNTgZ4eVxeY0DgAAUA/OBrNK2mDPliAr6gaqqEC2zHJHpW3ETUO9rVIt5FpuH76R3mi2nrhJuZC7y9006cv19JU09Tcv7+SyNxJ/DlI17HDMNl29J+QKRdR04DifRc6erB++++b984vI8w/r5799Ehk+9mYZiTx5vZn/N5H74frhQc7sd5FnP4h8CFmW/r7tR+vLVYt5J/Kent4yOR3MpgkC0/QoHvtZwc9MCvDS5PH6r7kUKBLYYutmIKPhrdceGtsAtdf2dvz9a2/a2JthLlftgQyuOjJ9tQln51fSHixkeDuV8SrKWXpxUk96l0LgY4OM27TZ6YsMJjJbdqW73Xhzmdyot7A9kYPfveDzw4fd89dekPvn0/1p4gWfzx4kB53BZan3jX5aB8eKev/zD/vv+fB89xpK4XQwe+ywXDYEXq4FgC6MvgALtIYy9COYRlde9kcyu+nLtR+4SlNUrHOzWHgha9MLbLzA9c2NF+RMtcCnId3hUCa9YECEUmTdps0XMmz1ZDJbStd/33wiN6r3thn6CcCJfha5fy97vbUq3vx2vx6pYHS2iknlw1cv4ExY1IdHm2Vp73v9cRPMft4Fsp+8Za/iW79X1wtof3m2mYaiOR3MKq5d/taDwrgeXVvWIymItaWcsMTFxWHPW+vh3sg35w9bIovNk+XMC3pEZrO23ATfpxbnHSfoyitZ1m3qzd3qtGTkbdhlt7s9YWkNb4VYFrn4+afNg8errIBVAPr0592QWz/5E1N493L3OPi+zx93j5+cHb73q7fDesw4X2VwPphNm0aQV8AVNapCGkkpCWUGisGgG8iT6pl9RaRTGY1WR1qjTc+6qBOWlnSGnJUAyIfTwWzYTUpRvZw20MsYnGabpDIF69rW9YDlGhdy4f23WCxFmgQ7ldHwgtfWaJVq0BIvqPWCW2JZOO/Bg93jbZoBbFCJn7MtK5AK+9y4nsysw4bZHByGBeZAdk15MWzJbNSTq7k2Wd1otDcBbmlI92VfZpO38nYyk/5LbvxCBajxaX/bPFZpBmfa37OkZFzkydme2TQ3JOV501JcAF12ikDewlIr6m73C2Aj7sLPqNEdy61cSm+g5c2uhn8i78BpzY70Z4P1jV/jsgsDGDK8F3kQMqLBowelFAdrZ/eevQneGUZgkhXSlivvIDJLgBw1b1IqRNyyi9w+YWWK+4GHIoJ3W9unC6i7Q9RJntZDrI0urnfDsCESbRF1ZKrdVy6Yrbq610Pd1/8U1N0h6iRHqzFpJ9K5HTO8Wgq0RdSRqXbvfM4sAMA+87cjmfVfEsgCyJ2zObMAAPss/Z+5Je8ZQEFIM3BM3euh7ut/CuruEHUCW9AWUUekGQAAAKD2CGYBAADgLKfSDAAAAFAdJmJOp24AszHILpqtJxtFqfv6n4K6O0SdwBa0RdSRqY5K0gwAAADgLIJZAAAAOItgFgAAAM4imAUAAICzCGYBAADgLOeD2Xa7nWl60eUo6v150stmczkBAED9ODU0VxQ9wJpOp6HTg6+VzS+bTWUCAABwjdPBrAoIVTDo/x+cHnwcfG9apgLOqKDbFX75o+rOxXUCAABuczaY1YNUPaANBq9h0/zpRdMD7DBh08sOEMPqM2o+AACAojkbzEYFp2HBVtkBYRITvcd5iypj0msAAAB5cvoGMBVEpfmzhV4evXxRgWzZAWJcWoTrKRNJ5lfetrm8k2XS9OWdXAba29V87x1y5U27vFvGL8dR1JP7it6G/vP53eV6OWxfZGRPm12/P3zZKJKzPbNKmiCwiGA2KsUhKCmPV3+t7ABRX6c6anb6IoOJzJZd6Tb8qXOZ3Ij0r7uymjS/kvbgxns+lXFzM4vaefa8nePwVsa7N1YW9eS+UrbhbCSDi2tvHzM2th6oDzvarApkB7LwljXdLGt+5wW5zc3no1CV65kNTreVzWVT0ubG2r4eR2u+kGFrJpOZdsY+n4i3a5TOasfo7ci8HWXL25G9amrva3RlOGx5+723UouTdOrJfaVsw75c7y0MyMCGNrtcyML77+JiF7o2uwSyZXE6mFX8Xky9NzNsmi30IbniRgdwJUisbu9tQ1odb6c3mW0uJy3l7o3aOb6Q1e4sZEe2fefFhfev93otrp1ST+4rYRu2Hsr5iaVGnVnQZhst8YogNwNSZWzgfDCb1DObdw9t2KgKaSWlJNgWJNqQx1ukRqsjrZm6lOU9WapeALXz4rw7iHpyH9sQrim/zTakO57K9HbolWMkPfK/S+V0MBvWIxucblPwFRYMViFAtDHwNmJ15r2+lLVUO0218/T3lY0LWZ3fh5zeLxerPgFZdwqcy0Pv7H325Xtx5S4a9eQ+tiFcY0ubbXRlrGKN6/4qr/YteVOlcDqYVeJGBCjis8OGCMvyowJpbhizQRWC7uy8M++XfZlN3srbyUz6L/V8qKa8WOVe9fbvYJ1fSW/kzXv9an25y3vH6qrWzWSXo+XNM7gpah2KQD25j20I15TcZpd3cnUXDJZb8pD8mVI4O5pBmp+DjZrnmF7ELD2qaUY2cE3SulRpXfc0O9KfDVY3FlwHbrxudMcyvVB3zLZlt+9ryfB2KvqNss1XtzJc9GTQ3szVv5br/o0MFgWUvyjUk/vYhnBNmW220ZXOF9WZpi97LAzOUo6ze8/ehLMzCUyyQtpy5R1Epgmik+aNSjfwxS276O0TN9RZGQFs8e1zKXeXPRmpIVkcv/s637pzs55s3d+Vw81tWBW0xWPQZl1nqt0bD2bz+hEAvuhrda+Hwtd/NS7hRDoVOOPOte4crae6f5/2OLoNq4K2eATarPNMtXvjObNhOaNVu+SO+pi/Hcms/5IdZQLqyX1sQ7iGNguf0Z7ZNLmoxwa1nLWu1b0eilr/5d3l6kYBaQ3ldlyNgbDzqDvX66nu3yfF9W1YFbTF9Giz1WFlmkFYfmXc80wF5Yu+Uvd6qPv6n4K6O0SdwBa0RdSRtWkGAAAAQFGMD80Vli8LAAAA5MF4MJuUZnAK1R0N6qHu638K6u4QdQJb0BaB4zj1ownkE5FXVff1PwV1d4g6gS1oi6gjUydwpBkAAADAWbn+ApjJ8WU5a12rez3Uff1PQd0dok5gC9oi6ojRDAAAAFB7Rnpmj0klyNpjy1nrWt3roe7rfwrq7hB1AlvQFlFHVv5oQhBpBubVvR7qvv6noO4OUSewBW0RdUSaAQoT1vPOjX0AAMAGuQazpnplAVvMr9rSvpqXXQyrpKmT1TyXd7IsqEwwh+0Ld31WXX/rv/ffo2f7/n4z3zPvcXGlgzn0zCK1qN5YemkRbymLRdllQH7YvgDK5dSPJqB4SXnPBLJI1pDueCrdsouBnLB94bjzZyL3z8ouBU5Azywy8wNYkzf4AQAAHINgFpH0XtewALbOgezy7nJVF+u/KznIKFzeyeX29XrkE8bVSTCn0s/D3HvP5vXEukUpsmxfb4pcae2fNHNY4f2zXQ7t2Wg3PTRnVsu39f8+l1FopEEwi1DBXlcCWM3NQEYyXNXFdHotfbmRgX4gn19JuzeRzu10M8+tN/dIelUOaJPqJOk9t0Npzbw68tpd78vL/eUQCZUv0/ZVgexAFsPbzfxT6Swq3Pbhht9/EXn+QZvwWmQUFZ2qQPZJEaWCIQSzCEXQGqM1lGG3sXnSlBfDlsjsy+aEfil3b26kfz2W7Swqp3CogrWJzKp6RI+tkxTvaXTlZV896Mv1q+Z2OR01bbEgECpblu27XIi6H+ziYvsFkGa3K42weYGifHgkosYzvf8m8nQz7fXH8Hm/f908+G3zns3f4/yLieNwAxiQ1cVF9IF5OZPJzDvOz9pyE/ZWdfSv4lE9rk6yvKf1UM61p+cPvaCJO+XLl2X7NlrS8TbbaOB9B7wg+HZMIAsLvHu5eeDtYX72otkPH6LnPX+wefBa5Oz15v1eEPzsPOodKBnBLE7CaAbh+tdT2XYwArWyGd1A5Y33VOrIaNWzS1ALdzwWuf+0n2rw/AfvHwJaW5FmgJP4OXHYaFzIhagr41wYR801ujJW+4frvshsJG9JfYZTHu/SC95t8hJ+/1hqiRCNYBZHCQaw9ND61vmEs1Fv/w5u1UvFjUyoA6+tX90FT+Za8pAOLbhiO7rB5s+/ceznn0otFqKRZgAY1uiO5VYupTfQ8mZXl1nJO0ANNLrS+aKG5PIntGR4q98QCTiInFmrnd3fqz50bYJ3FhKYlEnUQPqnDrB/armqouh6CG63uB7YItINaAfHo+4OUSewBW0RdWSq3Rvpmc0rgEX5gtuP7QkAAGxiJGdWBTjBHjsCWQAAAOTNSJpBmkvPwXmyBrpcglmrez3Uff1PQd0dok5gC9oi6shUuzeaM6sHrME8Sz2oPabHli/6Wt3roe7rfwrq7hB1AlvQFlFHptq9saG59CA1LO0AAAAAMM1IMBvW2+oHtP5rBLcAAAAwzchoBlEpBNwAlg/VLV9ndV//U1B3h6gT2IK2CBzH2NBcYY8JZvNR57wq8sqOR90dok5gC9oi6sjUCZyxobn0fFmCWAAAABTB6A1gcfy8WQJdAAAAmGIkzUAJjidL0AoAAIC8GeuZVfRANuoXwRjVAAAAAKYY/QWwYG+sHsBG/YhC6oKSHL9S93qo+/qfgro7RJ3AFrRF1JFVP5oQddOXflNY2HQTonp6i+4BPvXzbO2xtqV+AQAAwhjLmS1T3M/o6uJei5NH/i+5xe6bX7VlINcyfdUsuyhWoD6qhe0J19Bm68vpYDZNGkNUSkMZQaTrY/BG1SWjVAAAgLI4G8zqAZQe0Ib9CpktwVZwxIegsOlllTv4QxhR5SDdAAAAlMnoaAZFisrDtaUXNgs/WAz+lSmuPv0A1paTBAAAUF/O9swqaXsFbQm4svzsr22BYjCAta18+ZnLVXsgN5tn/eupBNOxlneX0hvN/DnkevpKmvszyGVvJP4c0hrK7bgrjTyLXaJT62OV97YYynVnIgO1nIrXl+3YnnBNfm02+XiAktwHhEyyQtpy/fjjj7HP8+B/RtrPipsvaRlFbp/geulli3qct2Lb5z/v/+Gt269//Gs35Y8/7v1n//zHj6t1372+nv/HX3fzeDN58/x6v1vEv+7/+DUwT0HyrjtT9eEv58d//DPX8iq27u9s4OL2dBlt8XT5ttn44wGOY6rdV7JnNm2PbZr58up9rE/PpsOWC1l4/11c7PqQmt3u/jzeGfuw67/elBfDltyMvsh371lDlnL35mZ19r6dxZvaHQ5l0pvIbNnVpleEsfroyzVdHuVje8I1ebXZNMcDlMbpYFaJ+qGGY95bhOCvpEVdsi872C37863QaEmnJTIatOUm6tLoxUX05dLlTCYzkdmsvb0stffW9d61WkzVR+uhnOdSQGTC9oRr8mqzaY4HKI3zwWxY72qRowJEjaqQRtx8Zeelpv38ao9m4J2xj70z+E1+Va89Oirfj7yqfdRHtbA94Zrj2qyZ4wHy4exoBkrwzn/9f1tGBdDZ2AMbJ01Aa1sd56LRlbFaz+u+d0o/krfztO+7kAvvv8VimWfp3EF9VAvbE64x0WaPPR4gV04Hs4oKtsoKCMM+1w8Aw2QdNqzsIFFPgwgKC8orxzsDv7oL7vRa8jD19dJ1vtZs1JMrfYenzuyv6rgHpD6qhe0J15zQZk8+HiBPzqYZpPk52Dx/MjYugC47RQCGeGfgnS/qZMmf0JLh7TjTTVuN7lhu5VJ6Ay1Ha3Vpqp7XZamPamF7wjVHt1kDxwPk52wzNMJuwtmZBCZZIW258srzDP56V5pANWreqHSD4GeFKWr7xP10bZQigndb26cLqLtD1AlsQVtEHZlq95ULZquu7vVQ9/U/BXV3iDqBLWiLqCNT7d75nFkAAADUF8EsAAAAnEUwCwAAAGcRzAIAAMBZBLMAAABwlrPjzNaZuvuvzuq+/qeg7g5RJ7AFbRE4DsGsg+o8fAvD1xyPujtEncAWtEXUkakTONIMAAAA4CyCWQAAADiLYBYAAADOIpgFAACAswhmAQAA4CyCWaTWbrfLLgIAAMAeglmkNp1OCWgD5ldtaV/eybLsgliOenIb2w+uow1XG+PMIlRc0Br1mgp262Upi0XZZXAB9eQ2th9cRxuuurP7wCjNtg7cbGu5ilZUPaiANUtwmnX+Y9nfDuZy1R6IXE/lVbPssuyzq+7sqCe76sQldmy/KqEtFo02bANT7Z40A8QirQAAANiMYBahsvay1i/FYE3Pw1reXXrB/0BuvMc3g/bqRODyjgwthXpyW/rtp3q71tPU39W8xEIDGtpwtZEzi6P5vbZ1DWSDGt2xTLtcukpCPbktevutpy2Gt97rjfWUOy94aHalUVppgUO04eohmEUmetoBQSyAreVC1D02Fxe7w36z2y2vPEBWtGFnEcwiEQEsgESNlnRaIqNBW25aQ7kd05sFx9CGnUXOLBKpANb/A4BwDemOvf3E7VBas5H02ozrCdfQhl1FMIuTMeIBgK1GV8bq5Pe6L+IFBG+5gQauoQ07h2AWyMFiwbl8GtST2/a23/JOrg5GpWjJw/NCiwRkQhuuBoJZwKimvPLO5mejHkNOxaKe3Bay/Rpd6XzpbYc0ag8WMrwdS5ekQ1iJNlwl/AKYY8qohzRpBEXl09IOjkfdHaJOYAvaIurIVLsnmHVM3euh7ut/CuruEHUCW9AWUUf8nC0AAABqj2AWAAAAziKYBQAAgLMIZgEAAOAsglkAAAA4K3Q0AwAAACBvJkYz+GteCzaNYUvW6l4PdV//U1B3h6gT2IK2iDoy1YFKmgEAAACcRTALAAAAZxHMAgAAwFkEswAAAHAWwSwAAACc5Xww2263M00vuhxFvf9U6vP1MqQtjz9f2eUHAAD1FDo0l2v0QGo6nYZOD75WNr9sZZYpqt6C86Qpo5on7bwAAACmOB3M+sFTMIjSn9sUYKUJHouk11HcPFF1GJwetzwb1hcAAFSPs8GsHkjpAVdYgGVLQJsUPNoaBKYpQ3B7BF8DAADIg7PBbDBgigqkoqbZJK7nM8/PTPqsuDQNAlQAAGADZ4NZJW1AZUswG3WDVZpL+KZFpWWk+Xy9F7wO5ldtGSyGcjvuSiNpmlzL9FVzPWF5J5e9kcz8BbX256+2uVy1B7IY3sq4u1vjw3pbz3ezeb1/PRW/+lCyYPuV4PZJt43959ediQxGs5p9D1Co3Nss+ytbOR3MpgkC0/Q4HvtZwc9MCkDT5PH6r9kSgCtRubF10ez0RQYTmS27st7/zWWy2pvp05ayWHg7t5ebPdv8StqDhQ+CIdQAABd6SURBVAxvpzLevH532ZPepXAg39odWKabA8v87k6WTeqndKv2e7M6WI/9g/UqUGjLZSAQSGU2ksGFd6I3HRsvKrCSe5tlf2Uzp4PZY4flsiEYsyWP12fD6ArWanakLwP58t17vDptn3hn5i1ptWYymS2lq3ZsS/W4JZ2heoMXuL5Z71R3+8+GdIdDmfT0ALjmlgvx4n+5uNhVRrPbLa882PAO2l5Q0PIO2nu9To2uDIcT6Y3eyrz7SrJ1SPXlmi4s5KaANsv+ympOB7NKlsvjNtCDxrge3aLWIymItb0+i9GUdefs3NtRNr192qoLVoYPRXqTmSzVDm3mBamtjgzVfm4V2HqTZu3t5SjdhR8U113DC/5bIqOBV09cerZHyEHb17i48P71Xl9634osG6v1UM5NlQ8IKqLNsr+ymvPBbNo0grwCsqhRFdJISknIM5AMBtWId/7Q24tNFrL0dm8zL1LtvxxL47wjrdEXUbGpfJlJqzPc27mRT5WkId3xVLqbPLdee0Q+JQBLsb+ymdO/AObnlgZHMtCn29SrWGYPbFBS3QSD6boHvI2WF7iq3te56nXtS6cpmzP1G5nMVQ6terzZpTUuZNUXoLoCautcVPw/W+VmJGh0Zaza43V/laf2dp5/6RAjpv2urkp4r647wDJsYyBPRbZZ9ldWcjqYVfyfYS0jIAz73LiezqzDhpX962D02mpWgetMvky+yKzf2eReNaTVacnNmzeyUMHu9vS8KS+GLW8/15MrfUenzuiv6rLna8jq6t7NRLZrPL+SgZ534dXH1V3w4NOSh1yPLllE+/W2X280k/71q237T9zGQCEKaLPsr6zmbJpBmhuW8rypKS6AtumHGo4RljqBdeA6Gt2sdozbqSqIHY1EhvspBo3uWG7lUnoDLW92dUmqPnkHzVe3Mlz0ZNDe1ED/Wq77NzJYbGZodKXzRZ2M+u9oyfB2zM1xFlDtd3qh7g7X875bq9E59O2TuI2BguTeZtlfWe3s3rM34exMApOskLZceQeRWQLkqHmj0g18ccs2uX3CPjPtT9cGp52yTlnY2j5dQN0dok5gC9oi6shUu69cMFt1da+Huq//Kai7Q9QJbEFbRB2ZavfO58wCAACgvghmAQAA4CyCWQAAADiLYBYAAADOIpgFAACAs5wazQAAAADVYSLmdOpHE2wMsotm68lGUeq+/qeg7g5RJ7AFbRF1ZKqjkjQDAAAAOItgFgAAAM4imAUAAICzCGYBAADgLIJZAAAAOMv5YLbdbmeaXnQ5inq/qc/OWg5//jLLDwAA6supobmi6IHUdDoNnR58rWx+2Wwq0ynUeqh1qsr6AAAANzgdzPrBUzCI0p9HBVhZehJNBWhRQbctknpZg2UO1q1e50nvBQAAMMHZYFYPpPSANizACgtoywiu4oK9qOl5lzMqIA2bL+1ywoJeAACAPDgbzEYFp2HBmO29giZ6j/MqQ9RrBKgAAMAGTt8ApgKqNH+20Mujly8qkC2iV9YXF6wmpRdU0fzK2zaXd7JMmr68k8tAe7ua771Drrxpl3fL+OU4inpyX9Hb0H8+v7tcL4fti4zsabPr94cvG0VytmdWSRMEFhHMRqU4BCXl8eqvFZVecEz9VD2QVZqdvshgIrNlV7oNf+pcJjci/euurCbNr6Q9uPGeT2Xc3Myidp49b+c4vJXx7o2VRT25r5RtOBvJ4OLa25eMja0H6sOONqsC2YEsvGVNN8ua33lBbnPz+ShU5Xpmg9NtVXbZ0ubGll3O0jRfyLA1k8lMO2OfT8TbNUpntWP0dmTejrLl7cheNbX3NboyHLa8/d5bqcVJOvXkvlK2YV+u9xYGZGBDm10uZOH9d3GxC12bXQLZsjgdzCp+L6bemxk2zRb6kFxxowfYEkQe23vrvoa0Ot5ObzLbXE5ayt0btXN8IavdWciObPvOiwvvX+/1Wlw7pZ7cV8I2bD2U8xNLjTqzoM02WuIVQW4GpMrYwPlgNqlnNu8e2rBRFdJKSkko44cfbAv+y9RodaQ1U5eyvCdL1Qugdl6cdwdRT+5jG8I15bfZhnTHU5neDr1yjKRH/nepnA5mw3pkg9NtCs6iRgWwqYxhats7uzrzXl/KWqqdptp5+vvKxoWszu9DTu+Xi1WfgKw7Bc7loXf2PvvyvbhyF416ch/bEK6xpc02ujJWscZ1f5VX+5a8qVI4HcwqcSMCFPHZYUOEpf3RgahpaV4zzYWgunjemffLvswmb+XtZCb9l3o+VFNerHKvevt3sM6vpDfy5r1+tb7c5b1jdVXrZrLL0fLmGdwUtQ5FoJ7cxzaEa0pus8s7uboLBssteUj+TCmcHc0gzc/BRs1j4g7+uODPxZ92TSqrS+tiVLMj/dlgdWPBdeDG60Z3LNMLdcdsW3b7vpYMb6ei3yjbfHUrw0VPBu3NXP1rue7fyGBRQPmLQj25j20I15TZZhtd6XxRnWn6ssfC4CzlOLv37E04O5PAJCukLVfeQWSaIDpp3qQfIYhbtuntEzeUWdI6Jv1scB4/31t8+1zK3WVPRmpIFsfvvs637tysJ1v3d+VwcxtWBW3xGLRZ15lq95ULZquu7vVQ+PqvxiWcSKcCZ9y51p2j9VT379MeR7dhVdAWj0CbdZ6pdu98ziyQp/nbkcz6L9lRJqCe3Mc2hGtos/A5mzML5Gl5d7m6UUBaQ7kdc/kqCvXkPrYhXEObRRBpBo6pez3Uff1PQd0dok5gC9oi6og0AwAAANQewSwAAACc5VSaAQAAAKrDRMzp1A1gNgbZRbP1ZKModV//U1B3h6gT2IK2iDoy1VFJmgEAAACcRTALAAAAZxHMAgAAwFkEswAAAHAWwSwAAACcRTALabfbqabFvTft/AAAACYRzMKI6XRKQAsAAArn1DizyJcKRlVQeux0/3FYUBv2fgAAgFMZ75mld84tUYGq/nra5fjU8vQ/AACAvOTSM5smACLIsZeeBxuVPsBJCwAAsIHRYDaplw920QPSsAA2alvGBbkAAABFMhbMpg1wCHbtENxeSQGsjm0IAABsYSSYjboRKGw+2IGAFAAAVIGRYDYYGBG0AgAAoAi53ABGz2x1sM0AAIDNShvNAG4gHQEAANjMeDCb5UYi2CssdYRtCgAAbGM8mNWHeApDQAQAAABTjA7NpYT1zOqvwV6mx44l3QQAAOTt7N6zN+HsTAKTjhL8edNTmSqX6+peD3Vf/1NQd4eoE9iCtog6MtXuc0szoGcWAAAAeTPSM5u2F/aU3lrOWtfqXg91X/9TUHeHqBPYgraIOjLV7nNLMzDN1nIVre71UPf1PwV1d4g6gS1oi6gjU+3+LwbKAgAAAJSCYBYAAADOIpgFAACAswhmAQAA4CyCWQAAADiLYBYAAADOIpgFAACAswhmAQAA4Czng1n9V8XSTC+6HEW93/Tnpi2PP19Z5QcAAPX217ILYELUz+QGA6y41+Jk/endNPzPz2PZZVDrodapKusTZn7VloFcy/RVs+yiWIe6qSZT23W1nMVQbsddaRgqG7Dvs8jZk/XDd99Enp0fv6jv70V+eO49eCryzXt8wqJQDKeDWT94CgZR+vOoAKuMoCsq6LZFVF2lna7XeZCN6wugCEtZLMouA4AqM55mUNRlfz2Q8gPa4PTga2VTZYkL6lQ5g3950Zcf9zlZ0w0Ufz2T1tdec7ny1udqXnY5bETdVFOe27Uh3bG3L6BXFqZ8HomcnYk8e5/P8s+fidzfe3/0yrrCSDBbRt5qMEjSA9ukeW3jB+BFBoFx9RV1YhA2DwAAhfr6Z9klgGWMBLNhvZ9F5E+G9WQW2buZVbA31P/Lcmk/z7IFPzcukLX9BOFYy7tLb/0GcuM9vhmst8/l3TJkHn/7XclBZ9byTi71Nnh5J/4SVO6g/lwSptsk77pRVvVwNd9fzmaexGXjKIVt15DvwdxfruVtH7b4LvLsTOT5h/XTD8+je2jfP1u/tvobHb7u9+76f/oyVM7savqz1Ueu83E3833+HP3adh7za44E9wEhkxL9+OOPkX9R82SVtlzBZR/zWVn5n5H2s+LmS1rGMdsn6bPCyh/1OOz9cfMkvZaVyfWP9s/7f3hl/sc/A1P/sW67v/7xr735fvz1j/t/7Wby5vn1fjuL98ofv2rzHLwe/Xmmmam7HOsmbDn/+uP+V3+/sf3QzbINVFgx7ckFBWzXkO1sYhtWBW0xjW/390/XCQB7f0/fea990p4/PZznt0+7xbwLeX27HPUx7zbTnq4+cm/Z2z/1Wth0Wc2OdEy1e2M9s2GX/YM3YSX1+GUV1Qubtle2zF5dm3qMkUFrKMOun/nXlBfDlsjsy/oEXZZy9+ZG+tdj2c6i8gWHQ2nNJjJTXU/NFzJszWQy0/qh5hPx3iUd1wcCOLVuwpbT6MrLvnrQl+vtHfVN6ahpiwW9eUUwtV0P6NsUSONc5L0X/7x7un769N06fFS9sLoPjzZh5bfVgAQrrz9uHnze9ex+ut+fT/X0JvWq+p+p8mnl62bib/vh7OPT1hLZGRvNIDiyQFGXooOfkeVzyxzRIKmu8q6/KqcK5OriIvomlqUKUr3j/Ky9umR78FZ19G80pNVpycibcdlVN8Ssg4HW8FacP6yfXDcxy2k93LsP4/yhF1Bxh3wxTG3XoMA2BYx593LzwGthP3tR6ocPu9c+f9w9fnJ2+N6vXqN9ELPsX7TA+dyf8bXI2evNZ584LBiOYiSYDQuM9DzaPIPbsB7OIoeGChtVwUQwnfcJQdrl04OcXf96KnEdTo1WR1oj1WvVla6oYKAlnWE97vNOqhu4ie2Kenoscv9pN76t8vwH7x8C2qIZSzNQwobFyrP3L3jnv/6/jUNDldEDGydNQGtbHVqtcSEXoq5+J1z8bnjB6ybVYKkuxargtuqxbNq6gVvYrijTh6/Z3/Pgwe7xp5CM18xB6OPde/30h98/Zi8XTmJsaK6s+aqmxI0IUMRnx/VIB2UdNqyI0SCiyhsWdNdN9gP0Op9wNurtj9ep7vTem9CQ7su+zCZv5e1kJv2X7o2/mV/doExsVzjhwaPNg9fZx5tVY8j+tnn85Cx6RIM0tqMebP78XNyff8q2HJzMSJpBWM9s3sGPnsJwyjynfH7Ucuvw067V1pRX131pD3rSHskqn3XcTRduNrpjuZVL6Q20HMKW+hnPwDXYZkf6s8Hqxq/rsdHC56yAukEJ2K5wyOOhF5C+XsWyRxneewHxs13w6Xv04NSSkTNbkrPN0Ai7Cd7ZRWBSKsHA0fQl9bTlyisPNBikp1mPqHmj6ib4WWGO3T5hZYv7wYQwcetxyjplYWr9y7eUu8uejC5O/937tKpTd+ZQJ7AFbRF1ZKrdGwtmfXHBXhHBbNXVvR4qs/7qMmxvIp1bfUijfFWm7gyiTmAL2iLqyFS7N5Iz6wuOXhB8LS6fFKiT+duRzPovCwtkAQCoKiM9s0mX04M9ssf00HLWulb3enB9/dXPgvZGs01OYbE3frled3mgTmAL2iLqyNo0g7zYWq6i1b0e6r7+p6DuDlEnsAVtEXVkZZoBAAAAUCSCWQAAADiLYBYAAADOIpgFAACAswhmAQAA4CyCWQAAADiLYBYAAADOIpgFAACAswhmsXXMTw377+FnigEAQBkIZrHl//Rw0e8FAAA4Fj9n6xhT9XBM4KkC1uAygtOilh023zFoB8ej7g5RJ7AFbRF1ZKrd/9VAWeCoLAFmUvCrB7ZhQS8AAEAeSDOouWMDTQJUAABgA4LZmsp62V+fPyq9AAAAoGgEs4ikgtY8818BAABORc4s9ujBK0ErAACwHcEsCGABAICzCGZBAAsAAJxFziwSMXIBAACwFcEsAAAAnEUwCwAAAGeRM1tzKl82rzQC0hMAAEDezu4DP4pr6+9D21quotW9Huq+/qeg7g5RJ7AFbRF1ZKrdk2YAAAAAZxHMAgAAwFkEswAAAHAWwSwAAACcRTALAAAAZzk1mgEAAACqw0TM6dQ4szYG2UWz9WSjKHVf/1NQd4eoEwAoj6mOStIMAAAA4CyCWQAAADiLYBYAAADOIpgFAACAswhmAQAA4CyCWQAAADiLYBYAAADOIpgFAACAswhmAQAA4CyCWYRTv8oR9sscatqjR9GvAwDsZWrfHjYfxwWUhGAW4fyf+IzaMSW9Xjufdzvy99/LLkxJqAPUkWPtnn07KohgFun5O7c//1z/r3Z6Vfld+9HmYPTsfeAF7UAVfO3zaPPaqLBiAjCs0t99fx2eicTF2Vn37f78UfP49eb/fX/vSH3BVQSziBa1QwvuqKpwaenB0/X/H37f3+l//rh7/OHr/ns+vl7//9tP+ZULQL4q+933VubZE+9/b/2+ecHkufbSKft2/XnYfP6y9eWfe8H0t3feg9chJw3A6QhmkY6+A9N3UmE7Lhf99PPmwQeRr9p0/6C18nrV0bHmHSg2nRjy4EG+ZQOQn6p+99//sloleff3/UA26Nh9e9hrcccBFdD+5v3/4bkb6RhwCsEsDuln2ufn6///8z/LLlW+zn9adWCsfPSPWp9Xx7DVC789Dbz2dX2gUK/9FHKkeP9Mq8eQS2vby5TanzU7+IgcwO06aZcs4y4fnlwHgXLoyxt9DlkGlzBxBCu/+58P5/kcs4ywFInnqpBe9PhMK2Oe+/Y0HRov363///2jmc8ENghmcSh4xq0ev3mzex52mcl53o790ebhn1/X/3/f/P/0Z++g9Wj/Nf8SpHoteDz7/ZfNgcT3ehd8Kepg9+S1HHj+w/58pXm87kFRvn7dPPAOtr/766T1YH38ff1/8HKr6ToILu/1E+8gHVwGlzBxDNu++yqQfRJd3LBlqN5Ove37ZQx+L/Petye9xz9xCKZ0ACcimEV2YZeiquCnTQTn58f5gdqjB15899Pmtc1O+Oufu9eCPjza1Mu3XY/P64/r/1VPpn+w++3Trv7ebWZ8/Xc7dvJ+XWzL/XHdG/U00Ev1dbMuPz3ef7/xOvh5M98n7TO8v2+b9/rBdzC3EUjDpu++H0irRq1f6l99xT7vlvHpfv+zVEDrx8N+ikTWNIgs+/awwDVxJAT/xMFbh4827OhQFQSzgM8/aK3y47SeyFWg9mBzcFK9ksHXAt693Dzwdtw/P91/bdvT6U1/qb332S+bB5bs5PfqQjYHd6/Mv2zyC1e9VP6l2N82B1qN6Tr42S+P1mus94z5wQhwDJu+++cPdmUJpiHoN6U98VMGftikPci6fLoHccmyJzq2I+PB0+R5gIwIZpFdJdMMlAda7tybzQHCD9S0g9PBa6aLkeMBKDU91eD7ugdWBY+PH6ynqV6qz1/Xj58+MP/xVtQB6uOBRd/9x/tXIBSVhlBETr2JfXuVrtbBGQSzSKZ2aP/xH7vnVU0z0A9arzeX6fRAzb/rOey1tLaX/bwj4hs9l+7vmwdPV8dVK/i9nSoPUK3y6rKqH+R65f/75lLsttc0JZfqADVh23f/8WEagrppSk8b+HS/n4ag/p4FTgKDPbVBZezbv35IngfIiGAW8f7v/9b//8//lFuOomyH6dnQA7Xt5b+Q19Lyh6dR1E1Mfu/HNpful/hhdIq0zRUMXFbd5heukmjD7+iO41IdoD5s+e5vRwgJvK4+U1/Gk7P9+fQbwPxL+dvUhhCl7Nv1Yc34ksMcglnE+7d/Ozw7jxo0uwr2DlrBQE279H5MEOcbevX5KSTHU/W0DPO4dnksfX21y6rb/EIJv6M7DWfqALVh83f/3bddr+tQ663V6TekbXuSP0Yv89R9+1H7/a/5pmmgts7u7/db85nXOO8tvGxsa7mKVmo9JP2EYSFFoB0ci7o7RJ2gstTP9KqsiE/3yYFjln17cN6w90b9EIMaVkz1NOvBOWrN1D6YYNYxda+Huq//Kai7Q9QJqssfr1YN8TUsuzBiX3lgA1P7YNIMAAConMeblIbXFvw6nvZDEJ8IZGEePbOOqXs91H39T0HdHaJOAKA89MwCAACg9ghmAQAA4Kz/B6fql5zcZUZiAAAAAElFTkSuQmCC
2016年七年级英语下学期辅导资料:MODULE1 Lost and found讲解经过上文的讲述我们已经知道了,希望同学们可以通过上文所提供的知识更好地进行初一英语课程的学习。
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