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      <title>SPEED Year6 Mr Matthew by Matthew Cassar</title>
      <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi</link>
      <description>LEGO WE DO</description>
      <language>en-us</language>
      <pubDate>2017-03-28 11:57:08 UTC</pubDate>
      <lastBuildDate>2023-05-21 16:58:50 UTC</lastBuildDate>
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         <title>1. When was the first car invented?                                            2. Who invented the first car?                                                   3. What are the factors which make a car go faster?                                              4. Make a list of the things which influence the time a car takes to travel a distance.                       YOU CAN ADD PICTURES, SKETCHES, VIDEOS, WRITE UPS</title>
         <author>mattcassar1993</author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/163085468</link>
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         <pubDate>2017-03-28 11:58:38 UTC</pubDate>
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         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/163181190</link>
         <description><![CDATA[<div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:147,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/0/0c/Motorwagen_Serienversion.jpg/220px-Motorwagen_Serienversion.jpg&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/0/0c/Motorwagen_Serienversion.jpg/220px-Motorwagen_Serienversion.jpg" width="220" height="147"><figcaption class="caption"></figcaption></figure></div><div><strong>1.It was build in the1885. </strong>&nbsp; &nbsp; &nbsp; &nbsp;</div><div><br><strong>&nbsp;2.Karl Benz.</strong><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:300,&quot;url&quot;:&quot;https://www.biography.com/.image/c_fill,cs_srgb,dpr_1.0,g_face,h_300,q_80,w_300/MTIwNjA4NjMzNzQwOTUzMTAw/karl-benz-9208256-1-402.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://www.biography.com/.image/c_fill,cs_srgb,dpr_1.0,g_face,h_300,q_80,w_300/MTIwNjA4NjMzNzQwOTUzMTAw/karl-benz-9208256-1-402.jpg" width="300" height="300"><figcaption class="caption"></figcaption></figure><strong>3. The shape of the car helps it to go faster,plus the stronger the engine is the faster.</strong><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:219}" 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" 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&quot;,&quot;width&quot;:261}" 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83BkZRJ84OkGNabucL4e1wucRiUOYlVUKAuugAymY85JjWalm4fwZyC6MzAAExeWYAE5VIWTEnTU0ort61BtgAwO9EdP1NM3FzSOXX3EVZ+MYnCi2tnC2lyqIzshkCAIXNJkgLLHXT3iBCGoqt3bt4OU7+8QpjRmA+ExTuGwNy77K3rmuurMPfE1NHiuEw1wh8N31yFZiTIlgGGjGAYI2HKufinb3EuMtqLCcgntf5iJHuiiDXsZeyZrgtYddDN1gv8AM/KuPCAJfRbTLcOdArA+AtmAGvSY1qFfEvcaXZnOurEsdjzNdVjDPCupykHwkmNQQZHpv7qitB4Libj2u8ueHOCuUDQsruhBEyDpvrtXYbuSJzDqPFpsdefP7qi+BY5rK20uKjW9S5yk3CSSZBDxqTmMgnQ9RVrtYKxf7p0XwM7jQkbK2u4O67GtYiPfHooy5ovNlZWgADIpHMEwY+VNHGlrVpWCnvzA1gTmKr0iNCQB1qV7S4QW1zNdC+FsoJjQENlmImYAnlttXHwdnbAt3ShryewujskvoJmCcon+VBw4/CvdzKtkSEHjtnwFdG3yr44AnXr11guJ8SQhwyWQ8jKoa43tLBPJQSIJBBidKtPaV1tXO+DJadO4YtBLNLuCIE+EASZHLzqz2LFnFW1uLkcEAzlQkEqDE7jQ0GYYfiFtXuMEYtmVx3bZXEAAQ3tc/Z0rpuYwK7qEe1lbLq4ElmYs7TMzmJBHKKnO2PBVsBLzqhtLKMqgW2aVdVEge1JEeajQ1Rb+Ic573eZipW5lDEmD3rBNzEd3BX061AkXbxxUq1zuSzRmLKDKkSVJ0JBGm+tSZw4bFW7GbUWMOhIhmE29WCTmb2pgCmu8ugr37FrpuG4y5YBAs59dFghVURA5+tSHF+EJ/wATwxfKy3btpSMoMZAilWH2gfDqfOg4OH2SvEFt5Q3dlQTqsFSoLQYk+UTrvVa4wR+k34n9dcGoA+21Wjgli0mOi0Co7gNE6frLY901E3Llu9iMTburbkXbuT6vIXINxsrXUZSpOUAEhpJ1qorDc/fTY0Puqx43gWW2l1kv2LdxQwdgt+3B2GZIKmZ0IJHOonEYLKMwuW7ixEo2uuglGhhqRyoOMCfhTiJqKTkjl8dKdRuon30R02dhQoWmEbfn4UKqrpxh4vXdW/WPzj7Z+P3VQrmLjQALIgwBPxMsPjV64+v117T+9f8A1mtAxPY82wi4a/h7CAAurWc2p55hcGaTsD8aya8/qxOY7+Gd/wB5ad4a31qeZj4gitX+lJVwluz3To7uxVs1q2cpAkMNIUzsDPX1y3h0teBMkksepJgmqLEhp1TTIU8qWqkcjVaOAa60A1LH30dtQWE7TrUBLNdFpdQN52HM+lWCxxTh1hXVlD3dMgyd5maJy5mUhDMSCVAkcq6H7YWczjC2mAMFWCZUDKASGU5SBAHLWTURBth3Q5XRlI0IIIIkSNPSiVKb7XcSvYlzfUC3lSAg1MjM05oEaHaOW9SnAsG16z3gyhQASzMq7rMxvtNVVC4+h/SH/gHwRR+FMWMEWgR+Yq/cQ7EXA/f3mVbZysAJZiI3jYe8+6nsJwu2YWwGMmPEBmnfYRAgj+dBR7GFVHBYGAGMTHI86l1ZVSLgB3iDBGZSDoo1kwRHSrvb7FeFmuAFiCAoAIXTfUiTMc41qO4T2euKSr4d2Yzq7ZV0mGBHOdeex0pqKq/ExmuIM5QkQoO0ALswgDU+etXj6Prd5pu94Vsh8gtE6Ze6DhgZMauDHlUpw7svatopa2O8yZWI8WpiSAVgH0GnKp3B4FLSqqgAABdkG0ASQBrUEVjr9m9ft4ds0qpuypUicpAQhlIMqWPuHWuzhnDRZz5Wc5yCZ7uJAMkBVAE6fCs8u9qmS5CJbYnxKudgSSXGXT2SA8aCJQVofAcYLtkPlCljcMDl9a4A26CggO0vB7d65484HcuCyAElpTKdZ1gdOsb139k+Gphw9lDcKAIQ1wASzFy0QBzjTzp3j3Z5cUpBum2GGVsqWmLDURmZSw3jQiubA4JOHJcuvcLgJAJSxbZ4IgZ0AzSYHi8qB3t3wm9icMbdkZjM5cwUkjaCdOukiay+5wXEriO4QBWyl2V3Q+IAlpI0Eieu/OtvssHUOhDKwBBBEEHYgjeqN22wlywy3cPauO9xnL5VZonKNMsRp103oiqfoOKW4zYkxKPBDhhcZPCTG8a+mlSHGMJinfDXhaPjxRuKcw8If6wW18WwCtrAOgpjhl29fxEPhr4AUqCyPbJWMxJLSJDKIE6/Grr3tizas5vEM+UNdOZkYI7TqDB8JECInSKKovBFY44zaKk2wqwwfOveoQ6sBBBE7Eg+6rLe7P4bE4sFtbj21FoW82Xw3btu5cZiolv1mnLu58Uil8TfDyb1u5kK+MgKVlv2thJPrrVJx+EZV74X2sM733VlJIOZgyquUhkMF1Makg7g1Uc2D4mO7vKHJtTc7tTABXPaOgjQzPT9YT5Gs2kORySOo/GPu+FFcbLAEhtZ0IB1UiBygj7hT9jEg2whGqh9eRmI05c6o5Fc7SdZn3UpRsSPyKCQIPr+NDePf/5UR3Wbq/veUE/zoUyi6D88hQoq79ogRiL+n97c/wC41QWMwuK7wlHuBd1i4wAB+yNdK1LjHBrL3LhLkMWbksA5m8td+tQt3sqs6Ypo/wCnbrOKzDGcPe3DOIzTzk+c138A4Bee4jGw/djUlvBIg7SD8jV4xfY63c9q+xAOkKqsPQ7D4fCpfA8MyD9ZduHabjz9wAX3kTVqKevFuI2J73B23tz7ItKoJmAZtEMfzNNjtViOXC01/wCXid/89aEbG3h+Gv3g0P0b8waiqDb7aYwGBw60DrH1F0nX+KncLxbG3yLdzBLbRzq6YcoVMghszGdwJ8pq/phPT4HT76RieGlwoD5AOgaT783rQVLi2EuiWJ0JZvCZbM7ElhmA2md59efJhsJJRblxBMksG3ADQWbb9nYa78qtp7NsT+sJPodf/wBqexPBxhrF29cOfIpK28xXMeQZzt6DX12qqqh7PKyk99fZtfq1XKuvIXCrSPKBoTrT+EwwS4lq87WVuaHKB4cisRryknkB9nQRVnwnELV+2jWMMksiliVUgGNVXSXggjNoNOZkV14HgK5xcZEBUGD9oE+0dPZkDYaHy2ERwNhLL3ranEvdBVg7MSQkRlG0yTOmvOrPwzhtpPYMmNWMyR6mnljmJrotlRyqqP8ARx1pprC866Mg/Z+FJdQKI4uIY63h7TXbhhEEmNTy2G5qhdtcY99LYsX9rneZVywwDOytmPNTbWFB+1tU19JVmcGzSQbbrcEdQGA+BIb1UDnWT8OvW8q2gXJd4kplidN50HiU+40E3huB3TfsXP0dH1Hs6qSACZ0y6E8p1EaxJ0Tsrgb1izlurbUiBCQdAvMwJMk++dTNUrsjxZxcQXGYqGhFgnIApJJIHNipPQtyArTUuZ0DKZBAIPXzqKWj+H76oPGcEOIWTea6bCWC7ZGGbvGcs6gS6gtHh56+lXq5cCW2ZiAADvoPSTpvpVD4rwK7eyrhhbyF7mVQ+pIJAJOxhGAEmRDTQTnAyuEsYNGuEqVy6rlK5xbIU+IgQd4J18qtSt0j8+lZinAsStmzYxK50t3S+RSGDIAjZs+odJbKyxMhtYMjSeFOrWlK6IRKwIEHb005UQV3NsVBHq3ziqh27xz4a0l+zl74OCoY5g3hcHwzMwSNP2o51dwmu9UTt/ibSMXvssKuS2MjsxchiNnUADczvK+8M0HFb+JxDG8nivEBmgqBBDDTyyx6Grp2r4HdccPRTlDNbtMFBGWcgNwjVZjQH101qr8C42GuZLoSMwKk+GQuZiICkEmBEwOXPTZriWLii5dW2CpWC0eEyCIY+cQRQZz287JFR36asqeJQoAKqQSQBtAJJ8lqkWuD4h4C2GhhmViuVSrSQwYkCDWz9qxczWLVsAlzcVpGbw5BJiR5c6j8Z2bupZtpYvAtaQLlZfC4UAbiWU6aGTE7HkqMYxmEa22V1KsBqD5z8R5imbZ1Hv8Axqc7SWnGIy3LRtnQBSBJ6kFdCCZ1HShxXs+lqGs4q1dHMAlSOQ9oAEepHpVEdbPhH55ChTlvDtEFSDzBEHYcqFBvWLs/WOf3m+Zpg2PIfKpK8Tnb/EfnRR5VgRpw4/2oJhh5GpEoDQ7oRqRAk71Vcq4TpT64cjmfh/WuB+O4YCExFmdNS6dRIjMNxIB69dqj+J4m0xkYy2m/97cjWDoovqp1HQ1RPhDsfnTqp10rPr3FDhh9biC0+xkZgYhirOGu+AHKfKRzrjtdqr11xbw5zjMAoVXIBkCGc5jBE8+UxQrQ8dxlLJCKjXLhMC2mp6+I+yggzLR5TtVH7S2cViRZVrwGUqxUaBDGVGL/AGnY5huNSIAJqVx+FbC4UNBV9HuRAguShIIXxQWX3KAarGM4me9uLbuGO/eVCuNiSSy5ZkBfZMwY86Cw9gH/AEPvkvNNtiLiXCNyJRxuTIhRED2TzmL7dBidIidzPXp0rIMJxprDMwZWuFswLK2hFp0iMvIGdamV4rjIlr7qBbYn2IJKkLO+mYr8eVBoODulmnwkBViDp4vEdY10yfGpO2w5ge6o7gdsLZWASIBmDMEDLy3C5R7q7cx6H/Kf5VQ8z02zjafFqQNToNzH53pprsbyPcf5VSe2/ELuGv2sR3Fy7ZFq4rZQYWVujeDGrKZP7NAvtVxJEvuj3Vyt3bBWcZYygbExBIJ0n4zFfbFYZQWCW2jURkYiCTI08JGh06VGY+/iUW1dv4VMQtxFy94gaAEQAjLsMuWCxE66GAa5uI4xBdRRYtW1CW+8ZGRSGIzXQoLg6AhPW2NqCfwvE5uFbOUB7NxIyjKQbeUSRDaXMm3Ib1pAY5RmMmADGmvXc/M1j/YO81zFO4GY5mASJlbjs7EnWIIXXbUeta7cbTbnQN4jEJkKNcVSykQzAEySNPlVP4/x44YTma5Fpe7BI+2xtyZE+ybmw+yJio7t5xj6+1atZg9sN4olQzFG3nkBy1+Rp/aLGs93efCuXnHOI9SdPP3mC59iuP2xZgnu1tEW0DOuVpNy40lgXA8QBOojLryF64LdhFtiJRQG3HNpA9NP6VgfDGbMrMIBK8tNCR7/AOtap2FvubjhrhMWrR1KnMYYOeTRJmSZ1oL1cuxyLekfiRXDj+D4XEfrrFt9Z8Sg6wBPrGlP2rwInkaWjAn00n8KClcY4Tw3DX7aHBAZwv1lssotZma2WeG0USI3929R30h8dt2Gt2LfjBC3ZDExlYwsg6gwSZnn1qN7Z8a7zEXA6lchFpNealiT7yR6DrVYThLdw2JLoi51tkEwTOWGUfaEsf8AKaI07g3Fzjjg8V3cZRiFfKR4WIVToTMey25MNU9xDiC2jbBDN3txbSlQuhYEy0kQNDrWcfRrc7t7yh5ys8kE5WVSozBTuNzMTEctKtnE8I169hyg/VMt1hIgieQjfeDofjUga7T9mXxWKsO5tizbzZgWcO0xtA025MKrl+3cw7Pau2WfxHu3OdyynYShXWNwRPmRFaXJiKge2mMFrBXbjAkEBVglTmYgKQwMiDr7qUUC/Yt3NVtlRroNQDzEOxI1G1HU1wLgyYvC2b13FkGGXxZZBVjIJJlt5k6+IHnRVaLRiu1mFW46m4wKuykZHOoJB2Eb1x4jtzhEjxO0/srEeuePuqgPg2u4y+FW7Pe3ZaGdVBuMZhVJ9K727PtpN22B+/3iEf5kFSYsdl/6U7mYhcGpEws3N9dNk3pHEe2eOuDw4Tu4BgpdadRvA9qOlWLs9wLDWocXEu3P2symP8IB09dTVkDdKIxbggxqXABhXyk6hrV6PjIj7qt19MVELhfrDEeK/G/M5zl061omGwp3I93+1daYZegq1WXcB+jxnfvsa2Ylp7oag9MzT4o6eW5mtDwPDLdoQlpF0jwqq6DYbV3kCoftHfi2BnKBnVcy7qNyR7gRPnQRfbXCtfwt1bJJZVMBRrnBRlHSNDy3IrOuJcKV796419bbF5KMrGCyqxY5dNA3ntvrV74nxJVwdy5aMJdURJYqCVWBL6gmJ8jO+wod7AXnuoP0uy1+83iRrdtmBJAXkQdInQDTnTEcVzhneOgTE2iST45uBcrLH7MjRDI/eG/Kw4XgyWFR7mJFwMUBAzbBlbXUtGgOg2U9Kg8NZZLxBxFlir5CFVQdCUJyhYiToTrTQ4i2e8qqB45AJiMumoJgmBJ89d6o1bgvbTD91cIa662FTN4bVtfESoyrmkDn42nXrIErwDthh8YhuWRd00KsRmHqquYHQ+VYhxrFl8NZtIMoBuM65tHLOzofPKHYa+XWuLs1xFsJirV47I4zwfsN4WHwO3UCg9F4rD2bqFXDwd4JDe5plT5iD0qj9sca9pL1iyXy3bZZiYJIzQEAP7RYLprv0kXJ8SkxnWekifz/ADrOe1fHLZ4pYt5QBYe2GY6glrltzA8l0/ibpUUvs7wQ3rFo4sLCj6uQA6jQSSOZIB1113M6McS7KWmt4q9YUs4JFkZiS2VAHZRPtF+8gdbf71aAHBlgyydOR01H86ew1hQPCiEeSgbyT8TJ99EZh9GfCr3f5zbZLYlpK3FDaZYB2b0Om56Vql46CugLP+356UxiLeu9FxluO4ScRjrzo5FtbqFiRoWzWrJUajkWYdcnnXfxT6Orj3MyX7chR4WVlzEaasCY0y8jU5xvCFu6FnIgW+rtAbx6+PMeuZhqZHh1irOw8Y8wx+9aIyez9HGIOUm9aVM2wLNJkn9kaSAKunZvhq2C4eDcbLaBA1iTMaSBlKnpp5VPC0cno5+65PyqL4ymW7ZBB1uWo6SL1sa/wsRHMT00Cdy+dM43FrZtvcckIiyYEmPLqafVh+P5FRfaskYa5GWfDAYEhpZRGhB36Hl0kUVVeJYLDXruLDW4dLrKGB1LFFbNExqc40GydTUTxD6P3ICpiT3eaCjgwjgQCQpjUQM4GxBiuPjvEVXvroW4LnfYdhJXI5y4hvXKbbwY1BipS39IeFJGYOJEOMsgiPI66yPQ+VETnY3gQwWcsxZ20uGOpBDLpJUwffPSK6cbjkw+JZYYg2RcVVExl75yB1kBiF8tOlR1jtlhmtF1cnuyqklSCQxgAjfWNwDqoPM1yni1m7i7HdF2JdDcRkZMqZWAIzKPDDE+hMUFg4f2htOuYZusFcpHkVPsny99V7t3xmzcwr2YYMSjLIWGhwSN+gYdRPSpu7wBbZz20BPNSZBHvkg9G3HpoYLt/bt/o1u5lYEXAPYXQkbOQPCR8Dp7mDOrOMuKCFuOgknKrECdBMDnAA9woqVxG6veEpEGDsN4E8utFWhrQxt4FhawoVZPPKDqfFy3/GjOKxnMWUnzLH7iam1QSR+fdT1nBCZKj0/nXOqrTcOxN0+3bH73cIY8wW3qe4FwpcOrZWe4znM9y4ZLGI22XSNB0FSItwNI9KWs7RSodFw9PlRk+npSUUxED76MH87VVCaqn0guf0ZWUkMLqwYk+IOvwM1Zr18iPDPLQVDdo7ZvYe6oUhgpdSQIlRmHv8+U0NZzwjFW2s3MJi7j+G4ty1bCuZILC4nMoMuYbjcmTE1D8IxLJd72c3do7ZTnytClVHePz1BELrGtDjD3LYw+Uspe0t8tJDMzNdXNm9rYEb7GtA7FcLdrS/pIVmzE5XVMwEDKCRqRzg6nnpIOkZWmLnS3bRTIObR2B/bZoygfwihavu9wmNMjO0AnRUcDNM+QzbeKtc7O8KRrOIZkE3MTfcCAJVWKKug9khT5eKswwy3e+dWDA9zdtZQBoMhGUgdGIJ86Uc2DxytdDMJmM4aTm0EmTtJkn/EfKuxcZh1usVtu9sh1th3Ie3IInSQ0EnoDAnzVicAXZe5w/dlVAEBoaCPESZ1jc/d1JsATYDqoLZiPDqyjKkqQOjN0nQ0EWMHaInU+n+2ldnBbRXEWSxki7bIY6yoIA32AgenKlYPstinAa3afUkQSFPh1Yw0aaqR11iYNTfCuFPZvYdLqhmItkAHMQDfTSBIkCZnaKDUrAVtcoYxpEQeQ/Otd/d+HQAH3j5Hy++uTBIuYADZYHlFy6D6bCuxrUnRjodY+ER/OsqdsTEH+f303iDr7qft2z5dfz91M3gZoipdqGtB9XVH7m7dkC2DmRFVTmOzw2hOummlZge2WOWCMS+3MIdfetbniuF27wOcGTauWsymCFuAZgOU+FY9PM1TLn0VYaT9deAkwPBP+Yr+FXBRk+kHHrp3wYGJDInTX2QOc1NcI7UX8W9pr5Qi1ftsSFywCrxG+sg6fdFOdpuwVnCIlxXu3CzBQhynkxJhVBaACdI2J5V2djOxlq9ZN0XXXOApTKvhIdW0Yk7qIjo/pQaVaQBQNTAGrb7c9BQvgEFWggggg6gg7z1pdlYUACBEabaabbUkidI0H+4Hu0+6oM+7RdiLl83QhgEd5bkgLm9kWoGqwgAnbUHqKolzsZjgZOEuecZT8jW+O0UFhttvfSjz5/wABxiEH9Fv/APtXCCOhyj8auHDnv3sVavvYe3JtWQDbfwBY9okTDS4B22HWtSawCND+MU33JiA0dfDp86UEl8jdaYx1gOCQBqNVbxKwmYIM10sADqRPny3pDHzHuH8qiqdxLsfh8SwdALLDR1VUHoYkDrqN/dRVZMTwu25k6H0mhU5Ed+C9s+n8q6bX40dCs4aTz/PlT1jn6/gaKhWw6OdN2ufpQoUwNPv8Pka4uM/2e9/0rv8AooUKDKeM/wDyv/Qw/wArla7gf1Vr/CtChWvEQvZP+zn/APJ/3Hqtce/s4/8AubnzoUKb2M67Qex/EnyuVF3v1f8AEPk1ChUCuDfrR7vmK0zs3/acP6n5W6FCqL7w7Zv8Tf8Aeu1KYfnQoVA6+w93yNMYjf8APWhQoo7XtH+D50tufqfwoUKYMr7ff2pv8Kf6aun0e/2X+P8AAUKFMFgb/wAvxol5+p+dChRHPd3H55mumzz/ADyNChUUZ5etIv7+78DQoUHHiNz+eZphPs+j/I0KFZ0Lf8/dQoUKyr//2Q==" width="261" height="193"><figcaption class="caption"></figcaption><button type="button" title="Remove" class="remove icon">Remove</button></figure><strong>4.Traffic<br>&nbsp; &nbsp;Flat tyre ...</strong><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:757,&quot;url&quot;:&quot;https://i.ytimg.com/vi/Bq5To-ZH160/maxresdefault.jpg&quot;,&quot;width&quot;:1357}" data-trix-content-type="image"><img src="https://i.ytimg.com/vi/Bq5To-ZH160/maxresdefault.jpg" width="1357" height="757"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-28 16:09:12 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/163181190</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/163782808</link>
         <description><![CDATA[<div>1.it was build in the 1885          2.karl benz                                3.it needs a very fast engine and needs light wieght               4.traffic,out of petrol,flat tyre,acciden</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-30 17:38:18 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/163782808</guid>
      </item>
      <item>
         <title>bmw kydrogen</title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164109982</link>
         <description><![CDATA[<div>&nbsp;the bmw &nbsp; kydrogen car wos build in&nbsp; the 2000&nbsp;<br><br>It wos inventid by a very brave man named william&nbsp;<br>fenech that wos 75 yers old wos born in 1925 and died in 2005<br><br>the car in 2017 is very popular and expensiv thet the new bmw i8 is cost 1.89million euro thet in the united states of america is cased 2.99million dollars<br>&nbsp;<br>the car has 234 miles per our and has a&nbsp; twin&nbsp; terbo in the engin thet is way it goes 234 miles per our&nbsp; and if you press the terbo swic you will go 310 miles per oure<br><br><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:500,&quot;url&quot;:&quot;http://cdn.bmwblog.com/wp-content/uploads/2017/01/BMW-i8-Frozen-Red-Satin-Conform-Chrome-15-750x500.jpg&quot;,&quot;width&quot;:750}" data-trix-content-type="image" data-trix-attributes="{&quot;caption&quot;:&quot;this is a bmw i8&quot;}"><img src="http://cdn.bmwblog.com/wp-content/uploads/2017/01/BMW-i8-Frozen-Red-Satin-Conform-Chrome-15-750x500.jpg" width="750" height="500"><figcaption class="caption caption-edited">this is a bmw i8</figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-01 15:20:05 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164109982</guid>
      </item>
      <item>
         <title>1 it was built in 1885</title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164110194</link>
         <description><![CDATA[<div>2 Karl benz<br>3 the shape and the engine<br>4 traffic, petrol and the surface &nbsp;<br>By Rick</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-01 15:24:22 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164110194</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164111767</link>
         <description><![CDATA[]]></description>
         <enclosure url="http://cdn.bmwblog.com/wp-content/uploads/2017/01/BMW-i8-Frozen-Red-Satin-Conform-Chrome-15-750x500.jpg" />
         <pubDate>2017-04-01 15:54:37 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164111767</guid>
      </item>
      <item>
         <title>Catrina Gatt                        </title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164662137</link>
         <description><![CDATA[<div><br>1.It was built between 1885-1886 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 2.Karl Benz<br>3.The shape and the engine<br>4.It takes time for a driver to react to a situation and start to apply the brakes. The car carries on moving during this reaction time. The <strong>thinking distance</strong> is the distance travelled in this reaction time. The thinking distance increases if the reaction time increases. This can happen if the driver is:<br><br></div><ul><li>Tired</li><li>Distracted</li><li>Under the influence of alcohol or other drugs</li><li><br></li></ul>]]></description>
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         <pubDate>2017-04-04 16:20:17 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164662137</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164689050</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-04 17:39:07 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/164689050</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165709642</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-10 15:58:04 UTC</pubDate>
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      <item>
         <title>1. It was built in 1885.</title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165712272</link>
         <description><![CDATA[<div>2.Karl Benz.<br>3.Shape and engine.<br>4.Fuel and surface. <br>                  By Daniela</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-10 16:05:43 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165712272</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165714072</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-10 16:11:56 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165714072</guid>
      </item>
      <item>
         <title>Information about cars</title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165726248</link>
         <description><![CDATA[<div>By Kyra Zammit </div>]]></description>
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         <pubDate>2017-04-10 16:58:33 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/165726248</guid>
      </item>
      <item>
         <title>Mireya Camilleri </title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166387125</link>
         <description><![CDATA[<div>1.1885<br>2. Karl Benz<br>3. Power,power train,engine and weight&nbsp;<br>4.Traffic,flat tyre and car accsidents </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-14 16:28:42 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166387125</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166425676</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-15 11:36:28 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166425676</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166708566</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-18 09:50:16 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166708566</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166708572</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-18 09:50:19 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166708572</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166708629</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-04-18 09:50:46 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/166708629</guid>
      </item>
      <item>
         <title> by Keith Azzopardi</title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/169001911</link>
         <description><![CDATA[<div>1 It was built in 1886<br>2 Karl benz<br>3 The Engine<br>4 Fuel and Tyres</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-04-29 09:16:55 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/169001911</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/171022091</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-05-10 14:31:19 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/171022091</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/177218444</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-06-22 15:19:29 UTC</pubDate>
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         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/177218445</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-06-22 15:19:31 UTC</pubDate>
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         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/177218450</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-06-22 15:19:36 UTC</pubDate>
         <guid>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/177218450</guid>
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         <title></title>
         <author></author>
         <link>https://padlet.com/mattcassar1993/bg6ndwu3tqfi/wish/177218471</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-06-22 15:19:51 UTC</pubDate>
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