data:image/png;base64,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

HarrisOk, next one. What about alabama?TrumpHarrisOk, next one. What about Alaska?TrumpHarrisOk, next one. What about Arizona?TrumpHarrisOk, next one. What about Arkansas?TrumpHarrisOk, next one. What about California?TrumpHarrisOk, next one. What about Colorado?TrumpHarrisOk, next one. What about conneticut?TrumpHarrisOk, next one. What about Deleware?TrumpHarrisOk, next one. What about the District of Columbia??TrumpHarrisOk, next one. What about Florida?TrumpHarrisOk, next one. What about Georgia?TrumpHarrisOk, next one. What about oregon?TrumpHarrisOk, next one. What about Hawaii?TrumpHarrisOk, next one. What about Idaho?TrumpHarrisOk, next one. What about Indiana??TrumpHarrisOk, next one. What about illinois?TrumpHarrisOk, next one. What about Iowa?TrumpHarrisOk, next one. What about Kansas?TrumpHarrisOk, next one. What about kentucky?TrumpHarrisOk, next one. What about Louisiana?TrumpHarrisOk, next one. What about Maine?TrumpHarrisOk, next one. What about Maryland?TrumpHarrisOk, next one. What about Massacheusetts?TrumpHarrisOk, next one. What about Michigan?TrumpHarrisOk, next one. What about minnesota??TrumpHarrisOk, next one. What about Mississippi?TrumpHarrisOk, next one. What about Missouri?TrumpHarrisOk, next one. What about Montana?TrumpHarrisOk, next one. What about Nebraska?TrumpHarrisOk, next one. What about Nevada?TrumpHarrisOk, next one. What about New Hampshire??TrumpHarrisOk, next one. What about New Jersey?TrumpHarrisOk, next one. What about New Mexico?TrumpHarrisOk, next one. What about New York?TrumpHarrisOk, next one. What about North Carolina?TrumpHarrisOk, next one. What about North Dakota?TrumpHarrisOk, next one. What about Ohio??TrumpHarrisOk, next one. What about Oklahoma?TrumpHarrisOk, next one. What about Pennsylvania?TrumpHarrisOk, next one. What about Rhode Island?TrumpHarrisOk, next one. What about South Carolina?TrumpHarrisOk, next one. What about South Dakota?TrumpHarrisOk, next one. What about Tennessee??TrumpHarrisOk, next one. What about Texas?TrumpHarrisOk, next one. What about Utah?TrumpHarrisOk, next one. What about Vermont?TrumpHarrisOk, next one. What about Virginia?TrumpHarrisOk, next one. What about West Virginia?TrumpHarrisOk, next one. What about Wisconsin??TrumpHarrisOk, next one. What about Wyoming?TrumpHarrisdata:image/png;base64,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Thank you all for watching and good night America!1noOk, It looks like all the results are in! The winner is....1Thank you all for watching and good night America!100