How Aeroplanes Are Made.? <div dir="ltr" style="text-align: left;" trbidi="on"> <iframe allowfullscreen="" frameborder="0" height="270" src="//www.youtube.com/embed/-KAyvaVChN8" width="480"></iframe></div> How Aeroplanes Are Made.? Read more »
How do Airplanes Fly? <div dir="ltr" style="text-align: left;" trbidi="on"> <iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/bv3m57u6ViE" width="459"></iframe></div> How do Airplanes Fly? Read more »
How to Draw a Turtle? <div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: center;"> <img src="data:image/jpeg;base64,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"></div> </div> How to Draw a Turtle? 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How to draw a Chick and a Bird? <div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: center;"> <img src="data:image/jpeg;base64,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"></div> </div> How to draw a Chick and a Bird? 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How to Draw a Ladybug? <div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: center;"> <img src="data:image/jpeg;base64,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"></div> 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