data:image/png;base64,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:image/png;base64,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 this "list from x through y" block to build the following blocks: Also make a factorial block.Use the "time function" block to determine which algorithms (from above and below) can be executed in "reasonable time".
Also, run the "time function" multiple times on all the algorithms to determine if they are constant, linear, quadratic, cubic, exponential, or log time.Custom Block: nth fibonacci number1datamapmany1data listsSpriteSpriteThe list of 2-digit numbers goes from 10 to 99. There's a math operations block that can give you powers of 10. You don't need to include zero in 1 digit numbers.LABEL 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!1211110i121cont3catchtagcontcatchtag110115 factorial -> 5! = 5x4x3x2x1
You can choose to worry about zero/negative numbers or not i1NILNo match found48770,35154,32470,93505,73173,67944,5251,51538,33167,75744,73563,10926,18474,47784,40261,19578,8904,88147,8104,79552,37534,9936,46014,15360,91312,90898,67100,71720,5734,91048,83799,1786,18626,65023,6111,63172,51050,4076,94539,63702,201,91071,37423,93067,88829,45507,42034,64624,62432,299021,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45