data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCC75highSumtemperaturesIndex1averageHighday0temperaturesIndex1What is the low temperature today?day of weekWhat is the low temperature tomorrow?day of week71day1225lowSumtemperaturesIndex1averageLowrangeThe high temperature for the week is degrees3The low temperature for the week is degrees3The average high temperature for the week is degrees3The average low temperature for the week is degrees3There were days over 75 degrees3There were days under 25 degrees3The difference between the highest and lowest temperature is degrees3If you want to clear the values and start over, click the green flag at the upper right hand corner of the screen.75,75,74,74,76,76,7626,26,24,24,25,25,267624352Sunday,Monday,Tuesday,Wednesday,Thursday,Friday,Saturday675.1428571428571452617625.14285714285714282