This is my version of Conway's Game of Life! Here's how Conway's Game of Life works: There are eight cells next to one singular cell. If there are 2 or 3 neighboring cells next to a living cell, the cell will live. If there are three neighboring cells next to a dead cell, the cell will come to life. If there are fewer than two neighboring cells next to a living cell, the cell will die. If there are more than three neighboring cells next to a living cell, the cell will die. If there is a living cell where none of the above are true, the cell dies. Cool, right? You can toggle a cell's status by clicking on one it. Then press the space key on your keyboard to start the simulation! Holding down space will enter back into edit mode. If the simulation runs into an infinite loop it cannot escape from, it will stop the simulation automatically and enter edit mode. Color codes: The screen will flash colors to indicate the current status. Green means that the simulation has started. Orange means you have entered edit mode. Red means you are attempting to do something that you cannot do at that moment.data:image/png;base64,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This is my version of Conway's Game of Life! Here's how Conway's Game of Life works: There are eight cells next to one singular cell. If there are 2 or 3 neighboring cells next to a living cell, the cell will live. If there are three neighboring cells next to a dead cell, the cell will come to life. If there are fewer than two neighboring cells next to a living cell, the cell will die. If there are more than three neighboring cells next to a living cell, the cell will die. If there is a living cell where none of the above are true, the cell dies. Cool, right? You can toggle a cell's status by clicking on one it. Then press the space key on your keyboard to start the simulation! Holding down space will enter back into edit mode. If the simulation runs into an infinite loop it cannot escape from, it will stop the simulation automatically and enter edit mode. Color codes: The screen will flash colors to indicate the current status. Green means that the simulation has started. Orange means you have entered edit mode. Red means you are attempting to do something that you cannot do at that moment. reportJSFunction

.5neg.530,30,30,1neg.5.50,0,0,1.051neg.5.51214,214,214,11item

errorCatch errors. Runs the first script. If it succeeds, nothing else happens. But if it has an error (something that would otherwise result in a red halo around the block), then the second script is run, with the text of the error message that would have been shown in the variable ERROR.

pt:tenta executar _ e, em caso de erro _ , executa _ ca:prova de forma segura _ i si _ _

errorgolid

Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.

ca:elimina els duplicats de _ data:image/png;base64,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,245,0,1200,0,0,1243,100,0,1200,0,0,1255,51,26,1200,0,0,1