1) <img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTdzK8NRmZsrpZxeXu9xrUJeagIa8ED7xu2KQ&usqp=CAU" alt="Introduction - Effects of the Seasons"/> 2) <img src="data:image/jpeg;base64,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" alt="Bubbles And Empty Seats: How Each Pro Sport Plans To Come Back Amid Pandemic : NPR"/> 3) <img 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alt="On the Money: Everything You Ever Wanted to Know About Coin Portraits | Mental Floss"/> 7) https://www.google.com/imgres?imgurl=https%3A%2F%2Fgrainger-prod.adobecqms.net%2Fcontent%2Fgrainger%2Fknow-how%2Fus%2Fen%2Fequipment-information%2Fkh-hand-tools-businesses-should-have%2F_jcr_content%2Froot%2Fresponsivegrid%2Fresponsivegrid%2Farticleheader%2FarticleHeaderImage.img.jpg%2F1592924940786.jpg&imgrefurl=https%3A%2F%2Fwww.grainger.com%2Fknow-how%2Fequipment-information%2Fkh-hand-tools-businesses-should-have&tbnid=ePSlVmpXe7vNTM&vet=12ahUKEwjwrP6QvNjvAhWTgYQIHfznCO8QMygCegUIARDUAg..i&docid=-Wv7CXorET9odM&w=1280&h=853&q=tools&hl=en&ved=2ahUKEwjwrP6QvNjvAhWTgYQIHfznCO8QMygCegUIARDUAg 8) 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