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CrFNLI4lkt9jOIflpdtDamwODO8raFFOGr8LFqdV68x8prADSHdBgZ9KYaQ226yodfh/+8rhz439OhvorPhCnXJCwkBbwOQOmio8hkkUxXaciBY5fhgXsEHDdLAa8EUEncoOGQukbJSpwvDwUEgA5UlL5DLE1Ki6NiFRAAKujbZx5si6nYIHhz7QJAFdGf+THMfgYOXIBOwcUFQtHxKNWcJrGqqNrrTQSAFgiMI5MrFLLdwY4LveaC3/QMNpmynzeSy2AVSaxeT5kTAQSAQFfS2WdKzZ9PNtNsvlZ+iR/5iPWc5Tx6lrHNZCt9XLqhWPst0+9LAAgEo+OC6d2RFPLobPpm3XZ2YsDAIAYYRTZvkCm9un6SfGMmtTjKpoAA0KTfbvJ43ATe28TxGI/QipZW6o4kgiSFJNayhcP7SgsAbWLuDLIEkghH3a6o3odS6a5YACij21vEMoNouzNySaylk12UMisgAHTCwrskMhoXP0Is2HJJAQGgglyOvvfmksrC2KECAkAVcKSRzmUuG3fnF0f5KiAAVKHnfuO+MQVMtJkfVFFUmCgoIAB0+gyYQ1N8eZhq/EIBdxg3/RBHeSrwfzsLp+RgJZgIAAAAAElFTkSuQmCCdata:image/png;base64,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Updated by Firstname Lastname 09/17/2019
1920 U2L4p2 Fractal Art (starter)
Unit 2 Lab 4: Dealing with Complexity > Fractal ArtIn this project, you will nest repeat blocks inside repeat blocks to generate complex pictures.36031.0 Start a new project. Save it as "U2L4p4 Fractal Art"2.0 Build a script that draws a red triangle, duplicate it twice, and make the two new scripts draw a blue triangle half the size of the red and green one half the size of the blue.
To duplicate a script, right-click (or control-click) on the first block of the script (in this case, the repeat block) and choose "duplicate".
Then, change the inputs as the video shows:360336033.0 Try each script by itself to be certain what it does. Then clear the stage.4.0 Now, insert the entire script for the blue triangle between the move and turn blocks of the red triangle, like this.1205.0 Talk with your partner. Predict what will happen when you run this script
6.0 Then, try this script to see what it does.7.0 Using the scripts you have, find a way to make this picture.1201208.0 If you like, embed one more triangle, half the size of the last one, in the same way.9.0 Create a nested triangle block.
9.1 Design the block with one input, size. For now, leave out the part about changing colors.
9.2 Use your first unnamed triangle script from problem 1 as a model. But add one condition: draw the triangle only if it's big enough:
9.3 Click the "Apply" button in the Block Editor so that the block appears in the palette on the left.
9.4 Try out this block giving at least the inputs 9, 18, 20 and 100 to make sure it works as you expect.10.0 In problem #4, you dragged a copy of the script between the move and turn blocks. You can do a similar thing with your block.
10.1 From the palette, drag a copy of that nested triangle block into the editor and insert it in the definition of nested triangle between the move and turn blocks. Make its size input half the current value of size.
nested triangle, size: (size/2)
10.2 Again try out your block with at least the inputs 9, 18, 20 and 100 to make sure it works as you expect.11.0 Use nested triangle as a model to define a recursive nested square block.12.0 Try adding a color input and using set-pen-color-to-number instead of set-pen-color-to-color-selector so that you can vary the color as you draw.
In the "recursive call"—the block that is embedded inside and that has the half-size input—try adding 10 to the color.
Before you try this block, use set-pen-color-to-color-selector to pick a colorful color, not nearly white or nearly black. Then you can use any color number as input to your new block.13.0 Examine this code without running it
13.1 Predict how many blue shapes it will draw.
13.2 Try to sketch what it will produce.
13.3 If one more copy of the basic script were embedded inside the blue, how many copies of that shape would be drawn360433120120120LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121cont3catchtagcontcatchtagSpriteSprite10This block will terminate when the size value is less than or equal to 2. Change this value to 40, 20, 10, 5 to see different levels of iteration.This recursive block will terminate when the size value is less than or equal to 2. Change this value to 40, 20, 10, 5 to see different levels of iteration.This recursive block will terminate when the size value is less than or equal to 2. Change this value to 40, 20, 10, 5 to see different levels of iteration.