data:image/png;base64,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110iCorrect!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move644Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move533Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move644Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move422Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move644Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move533Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move644Correct!1move8Splendid! You're now a space expert!2Correct!1move755Correct!1move8Splendid! You're now a space expert!2Correct!1move3Congratulations! You finished the game!2Correct!1move233Correct!1move3Congratulations! You finished the game!2Correct!1move22Correct!1move3Congratulations! You finished the game!2Correct!1move233Correct!1move3Congratulations! You finished the game!2Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1144Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1033Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1144Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move922Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1144Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1033Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1144Correct!1move13I can't believe it! You're better than NASA!2Correct!1move1255Correct!1move13I can't believe it! You're better than NASA!2data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==i1100Space Trivia9800i1100i1100startHow many planets are in our solar system?,8What is the name of our planet?,EarthHow many moons does the earth have?,1How many phases of the moon exist?,8What is the name of our galaxy?,Milky wayWhich planet is not considered to be a planet anymore?,PlutoWhich way does the moon orbit around the Earth?,CounterclockwiseHow many planets in the solar system have rings?,4What year was the moon landing?,1969What is the fifth planet in the solar system?,JupiterWho was the 2nd man to walk on the moon?,Buzz AldrinDoes sound travel in space?,NoWhat is the color of the sun?,WhiteWhich planet rotates on its side?,Uranus40140,-1401,1,0,0,0,0,0,00,1,1,1,1,1,1,10,0,0,0,0,0,0,10,1,1,1,1,1,1,10,1,0,0,0,0,0,00,1,0,1,1,1,1,00,1,1,1,0,0,1,10,0,0,0,0,0,0,13