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"},{"src":"data:image/png;base64,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are loaded\nLesson 5: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations\n\ufeffCollocations are words that often sit next to each other. They're the key to better English!\nClick\nNext\nto learn a bunch.\nReturn to Video\nBack\nViewing\n1\nof\n11\nNext\nClose\nBack\nNext\nClose\nViewing\n1\nof\n11","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"\n \n \n \n
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\n \n Lesson 5: Collocations\n
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ejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo/iCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej+IIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq+jxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo/iCBAgQIAAAQIECBAgQIAAAQIEBFjuAAECBAgQIECAAAECBAgQIECAQNECAqyix6M4AgQIECBAgAABAgQIECBAgAABAZY7QIAAAQIECBAgQIAAAQIECBAgULSAAKvo8SiOAAECBAgQIECAAAECBAgQIEBAgOUOECBAgAABAgQIECBAgAABAgQIFC0gwCp6PIojQIAAAQIECBAgQIAAAQIECBAQYLkDBAgQIECAAAECBAgQIECAAAECRQsIsIoej+IIECBAgAABAgQIECBAgAABAgQEWO4AAQIECBAgQIAAAQIECBAgQIBA0QICrKLHozgCBAgQIECAAAECBAgQIECAAAEBljtAgAABAgQIECBAgAABAgQIECBQtIAAq+jxKI4AAQIECBAgQIAAAQIECBAgQECA5Q4QIECAAAECBAgQIECAAAECBAgULSDAKno8iiNAgAABAgQIECBAgAABAgQIEBBguQMECBAgQIAAAQIECBAgQIAAAQJFCwiwih6P4ggQIECAAAECBAgQIECAAAECBARY7gABAgQIECBAgAABAgQIECBAgEDRAgKsosejOAIECBAgQIAAAQIECBAgQIAAAQGWO0CAAAECBAgQIECAAAECBAgQIFC0gACr6PEojgABAgQIECBAgAABAgQIECBAQIDlDhAgQIAAAQIECBAgQIAAAQIECBQtIMAqejyKI0CAAAECBAgQIECAAAECBAgQEGC5AwQIECBAgAABAgQIECBAgAABAkULCLCKHo/iCBAgQIDAaAtc0L7qIbeMHbt5LC1vbqTO5rQ0tnkldTaPNTqdHI3DOTcOdzrLh4/dvOlwJ447vOfZp9002mK6J0CAAAECBAjUU0CAVc+56ooAAQIECAyNwK4rFh86tpyaK2lla4q0NSJW//WMFHFiN03kiOsiYjEiX52jcXWMxeKmR27+9J7TTrutm/2sIUCAAAECBAgQGLyAAGvwM1ABAQIECBAYKYHpgwvPzDm3IqedEXl7ivSojQDIOT4XKX8ypWivdPLf7G+d/sWNONcZBAgQIECAAAECvQsIsHo3tAMBAgQIECBwFIHdOTeuv2JxIjp5MiJaOcfzU0onlQCWI38xRbRzSnNjnfibPa3mV0uoSw0ECBAgQIAAAQL3FhBguRUECBAgQIBApQKrodXX5z69o5M6Z6YcPxspHlHpAX3bLF+TU3r32KbGO/acsfULfTvGxgQIECBAgAABAusWEGCtm8wCAgQIECBA4J4Cwxta3fcsc+T5HOndm8Yb7xZmue8ECBAgQIAAgcELCLAGPwMVECBAgACBoRSoW2h1tCEIs4byeiqaAAECBAgQqJmAAKtmA9UOAQIECBDYCIHz2wuP6TTiV6ITr4wUJ2zEmQWc8dWc4k23dB588WWtJ9xaQD1KIECAAAECBAiMjIAAa2RGrVECBAgQINC7wK4PLTylsZxfnSN+PkUa733HIdwhx9eikd+8dMKD9l+y/UnfGsIOlEyAAAECBAgQGDoBAdbQjUzBBAgQIEBg4wV+6SOHTj72tqXfSSm9MiIaG19BkSfe0Mn51x4x2bxkd0qdIitUFAECBAgQIECgJgICrJoMUhsECBAgQKAfAqvvubr+wOI5EfHbEXFyP84Y+j1zXlgZi7P375j4xND3ogECBAgQIECAQKECAqxCB6MsAgQIECAwaIFzD87/4NhKXBIpNQddS+nn54gcEX/UGY9f3X9G87rS61UfAQIECBAgQGDYBARYwzYx9RIgQIAAgT4LnPvhhVPHluJNd7znKvxZYV3e+aYcjd2n5q17drfS8rqWepgAAQIECBAgQOCoAv5Q6nIQIECAAAEC3xWYPrj4gtzJl6aIh2LpXiDn+N95U3rxvudv+7vud7GSAAECBAgQIEDgLgEBlrtAgAABAgQIxNlXXjk+fvP4WyJiF45qBHLEzZHSubM7t/1xNTvahQABAgQIECAwugICrNGdvc4JECBAgMDtAruuWHxiWs7vTim+H0n1AjnyO8YefcK/3XPaabdVv7sdCRAgQIAAAQKjISDAGo0565IAAQIECNynwNSBxZdFzvtTxImI+iiQ86HlsfEXX7xjyzV9PMXWBAgQIECAAIHaCgiwajtajREgQIAAgfsRyDlNH7h6d0T+TU4bI5Aj3xI5/exsq/mBjTnRKQQIECBAgACB+ggIsOozS50QIECAAIE1CZx56NAxp16//I6IOHNNCzxUmUDOeSWnxiv3TW67tLJNbUSAAAECBAgQGAEBAdYIDFmLBAgQIEDgLoHzP/b5B68cvuW/pRQ7qQxSIL9uZnLiPwyyAmcTIECAAAECBIZJQIA1TNNSKwECBAgQ6EHg3I/MP3rstvjLSGlLD9tYWplAftspO5uv3J1Sp7ItbUSAAAECBAgQqKmAAKumg9UWAQIECBC4u8A5Bw89fVNn+S8j4jFkyhHIEX9x7DEn/+ybn/vYw+VUpRICBAgQIECAQHkCAqzyZqIiAgQIECBQqcB5BxaekDvxyUjxsEo3tllVAn9z3c5tP3p5SitVbWgfAgQIECBAgEDdBARYdZuofggQIECAwN0Ezj54zaM2dZY+lCKeCKZcgRz5HbM7m78QKeVyq1QZAQIECBAgQGBwAgKswdk7mQABAgQI9FVgqn3oxBRLH/POq74yV7Z5zvGW2Vbzgso2tBEBAgQIECBAoEYCAqwaDVMrBAgQIEDgLoHzP//5Yzt//50PRKRJKsMjkHN+7Wxr4g3DU7FKCRAgQIAAAQIbIyDA2hhnpxAgQIAAgY0TyDlNH1j4bxHppzfuUCdVJZBT+vnZndv+uKr97EOAAAECBAgQqIOAAKsOU9QDAQIECBC4m8BUe2F3SvE6KEMrcGSlkZ+/f8fEJ4a2A4UTIECAAAECBCoWEGBVDGo7AgQIECAwSIGpuU//QIqVj0VEY5B1OLtngWuXTlx6xiXbt9/S8042IECAAAECBAjUQECAVYMhaoEAAQIECKwKnH3lF07adPO351OkxxOpgUCOt8+0mmfVoBMtECBAgAABAgR6FhBg9UxoAwIECBAgUIbAVHv+XSmlnyujGlVUIpDjpTOt5rsq2csmBAgQIECAAIEhFhBgDfHwlE6AAAECBO4SmGovnpVSvpRIvQRyxDc7ufPM/a3Tv1ivznRDgAABAgQIEFifgABrfV6eJkCAAAECxQmcc/DQ08c6S59MkY4vrjgF9S6Q4+NLD1p6/iXbty/1vpkdCBAgQIAAAQLDKSDAGs65qZoAAQIECNwucPaVV46Pf3vTVZHSFiQ1Fsj5jTOtidfUuEOtESBAgAABAgTuV0CA5YIQIECAAIEhFtjVnj+3kdK+IW5B6WsRyHFbI+LJe1rNr67lcc8QIECAAAECBOomIMCq20T1Q4AAAQIjIzD98c88LB++7bMp0sNHpukRbjTneP9sq/nCESbQOgECBAgQIDDCAgKsER6+1gkQIEBguAWm2vP7U0rnDHcXql+PQCenF+1rbXvfetZ4lgABAgQIECBQBwEBVh2mqAcCBAgQGDmBXVcsfn9a7nw8pTQ2cs2PcMM54ivXn7LpyZdv2XJkhBm0ToAAAQIECIyggABrBIeuZQIECBAYboHdOTeuP7D48YjYPtydqL4bgZzj9bOt5u5u1lpDgAABAgQIEBhWAQHWsE5O3QQIECAwsgLT7YWXRIp3jizAyDeeDy81jnnSJTue/n9HngIAAQIECBAgMDICAqyRGbVGCRAgQKAuAlNz859KkU6vSz/66EIg5zfOtCZe08VKSwgQIECAAAECQykgwBrKsSmaAAECBEZVYFd78YWNlN87qv3r+w6BHPHNY3LniRe1Tr+RCQECBAgQIEBgFAQEWKMwZT0SIECAQG0EfPqqNqPsuRHvwuqZ0AYECBAgQIDAEAkIsIZoWEolQIAAgdEWmGov/HhK8RejraD7uwR8CstdIECAAAECB","label":"step_1","questions":[{"options":["If","you","knock","on","any","front","door","around","the","world,","you","will","probably","find","a","cat","or","dog","living","there","with","its","human","family.","I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\n \n \n E2School Lesson 5: Collocations \n\n \n \n \n\n \n\n \n\n\n\n \n\n \n\n \n\n\n \n \n\n\n\n
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All good?
Let's work on remembering these collocations now.
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\n \ufeff\ufeff\ufeff\ufeff\ufeff\ufeff
Listen and Write
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\n Last Access:
\n \ufeff\ufeff\ufeff\ufeff\ufeff\ufeff
Listen and Write
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\ufeff\ufeff\ufeff\ufeff\ufeffComplete the collocations
Write the correct word to complete the collocations from this lesson.
(Click ! to see the options)
\n \n \n E2School Lesson 5: Collocations \n\n \n \n \n\n \n\n \n\n\n\n \n\n \n\n \n\n\n \n \n\n\n\n
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","label":"step_6","questions":[{"options":["1.","2."],"text":"Short)
\n \n \n E2School Lesson 5: Collocations \n\n \n \n \n\n \n\n \n\n\n\n \n\n \n\n \n\n\n \n \n\n\n\n
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\n \n Lesson 5: Collocations\n
\n\n \n \n Total Score: \n 0.00 / 100.00\n \n
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\n \n Lesson 5: Collocations\n
\n\n \n \n Total Score: \n 0.00 / 100.00\n \n
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\ufeff\ufeffCollocations in Context\ufeff
Add a suitable collocation to each sentence below.
You may need to change the word form.
Click ! for a hint