data:image/png;base64,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data:image/png;base64,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Welcome to Snap! We have pre-loaded the Finch blocks for you. Blocks that move the Finch wheels are located in the Motion category. Blocks that control the beak LED are in the Looks category. Blocks that control the Finch buzzer are in the Sound category. Blocks that read sensor data are in the Sensing category. All Finch blocks are located at the end of the list of blocks in a given category, and they all contain the word “Finch”.
If a block does not contain the word Finch, it is a regular Snap! block. You can right click on most regular Snap! blocks and select help… to find out how they work. Visit www.finchrobot.com/software/snap to find out how the Finch blocks work, or just try them! You can test any block just by clicking on it. For example, click on the Finch LED block, or change the numbers to generate different colors.
We’ve included a brief example as well to help you get started ------------------->
Cover the left Finch obstacle sensor to turn on the LED, cover the right one to turn it off. See if you can make it flash. Happy coding!
LightAverageTempAverage255255255Hello!00050044050044050020,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,20,21,21,21,21,21,21,21,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,21,21,22,22,22,21,21,22,21,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,22,22,22,22,22,22,22,22,22,22,23,23,23,23,23,23,23,2324.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.58,24.16,24.16,24.16,24.16,23.75,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,23.75,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.58,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,23.75,24.16,23.75,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16,24.16003734818430