This works better in the editor. Try stopping and then clicking the green flag again if it messes up. This is just a fun animation where a hippo and some other sprites fly in front of and then behind a pen-draw mountain but always in front of a pen-draw sun. This project is a remix of a Scratch project by scratcher yeetboyjoe called Mountain Landscape Creator | 100% Pen (https://scratch.mit.edu/projects/664051504/) My program switches back and forth when drawing the taller mountain. It is either draw on the back or the front. The sprites either fly behind the mountain or in front of it. This is my second program written to support the suggestion of including a “set pen layer to front” block to allow the pen to draw on the first layer. 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works better in the editor. Try stopping and then clicking the green flag again if it messes up. This is just a fun animation where a hippo and some other sprites fly in front of and then behind a pen-draw mountain but always in front of a pen-draw sun. This project is a remix of a Scratch project by scratcher yeetboyjoe called Mountain Landscape Creator | 100% Pen (https://scratch.mit.edu/projects/664051504/) My program switches back and forth when drawing the taller mountain. It is either draw on the back or the front. The sprites either fly behind the mountain or in front of it. This is my second program written to support the suggestion of including a “set pen layer to front” block to allow the pen to draw on the first layer. a simple way to set some costume attributes: 1: width 2: height 3: back color red 4: back color green 5: back color blue 6: left offset for Image position on stage 7: upper offset for Image position on stage
40030024524524500thisSpritethisSprite theStage anotherSpriteStage
thisSpritethisSprite theStage anotherSpriteTests the value of a property.
falsetypeOfConfigurationMathPadAdds a new entry to SciSnap!Messages and shows the error message.
something wrong!Shows the message with headline in the middle of the window.
headlinetheMessageSets the value of an existing property or inserts it anew.
costumePropertiestypeOfConfiguration typeOfData costumeProperties lineProperties dataProperties imageProperties gridProperties gridColorsthisSpritethisSprite theStage anotherSpritename1 donefalsehmyPropertiesmyPropertiesCreates a new empty costume of the specified size and color and sets local properties
thisSpritethisSprite theStage anotherSprite400300245245245costumeWidthcostumeHeightStagecostume properties: 1: width 2: height 3: back color red 4: back color green 5: back color blue 6: left offset for Image position on stage 7: upper offset for Image position on stage line properties: 1: lineWidth 2: line color red 3: line color green 4: lineColor blue data properties: 1: minValue 2: maxValue 3: columns 4: rows image properties: 1: type (RGB,FITS) 2: imageWidth 3: imageHeight grid colors: list of usable colors: 1:black 2:gray 3:white 4: red 5:yellow 6:magenta 7:green 8:cyan 9:blue Creates global variables "SciSnap!Properties", "SciSnap!Data", and "SciSnap!Messages". Sets the default values of global SciSnap!-properties for items typeOfData width height minValue maxValue columns rows maxSetValue
Sets the value of an existing global SciSnap!-property or inserts it anew. Items: typeOfData width height minValue maxValue columns rows maxSetValue
minValuetypeOfData width height minValue maxValue columns rows maxSetValueInitialization of SciSnap!
Changes the Snap!-Logo. ;-)
Draws a line on present costume using line properties. Attention: JS coordinates are used.
1010100100thisSpritethisSprite theStage anotherSpriteReads the value of an existing property.
costumePropertiestypeOfConfiguration typeOfData costumeProperties lineProperties dataProperties imageProperties gridProperties gridColorsthisSpritethisSprite theStage anotherSpriteresultnot foundname1 hmyPropertiesThis is an awful hack but I count not get the equations right.
Fills a circle on present costume using surface properties. Attention: JS coordinates are used.
10010020thisSpritethisSprite theStage anotherSpriteSciS_fillCircleOnImagepad(costume,x,y,radius,lineAttributes)linePropertiesa simple way to set some net attributes: line properties: 1: line style 2: lineWidth 3: line color red 4: line color green 5: lineColor blue 6: fill color red 6: fill color green 8: fill color blue
continuouscontinuous dashed dash-dot dot-dot1000180180180thisSpritethisSprite theStage anotherSpritelineProperties
Allows reading global settings programmatically. Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.
pt:o valor da configuração _ ca:paràmetre _ Project notes Project name User Presentation mode Language Zoom blocks Stage size Stage scale Retina display support Long form input dialog Plain prototype labels Input sliders Execute on slider change Clicking sound Turbo mode Flat design Keyboard editing Visible stepping Thread safe scripts Prefer smooth animations Flat line ends Codification support Inheritance support Hyper blocks support Visible paletteAllows changing global settings programmatically. This block is for Boolean (checkbox) settings; use SET VALUE for numeric or text values. Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.
pt:altera o valor da configuração _ para _ ca:fixa el paràmetre _ a _ Presentation mode Retina display support Long form input dialog Plain prototype labels Input sliders Execute on slider change Clicking sound Turbo mode Flat design Keyboard editing Visible stepping Thread safe scripts Prefer smooth animations Flat line ends Codification support Inheritance support Hyper blocks supportAllows changing global settings programmatically. This block is for numeric or text settings; use SET FLAG for Boolean (checkbox) values. Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.
pt:altera o valor da configuração _ para _ ca:fixa el valor de _ a _ Project notes Project name Language Zoom blocks Stage size Stage scale Visible 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 End Point.5-180.5mountainrange2Draw Mountain Front.5Taller mountain is rgba(80,0,0,255)Draw the mountains in front using my custom blocks.90-1092-1656-1251229784897typeOfData,not setwidth,not setheight,not setminValue,not setmaxValue,not setcolumns,0rows,0maxSetValue,500false244,-104-43