data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCCGebruik deze blokken om de auto van A naar G te rijden.