data:image/png;base64,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got this many vocab words right: 22bear2 bThanks for playing! Click the green flag to play again. 2Your final score was...12Your total score was..12Click Back to return to the home screen25data:image/png;base64,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 buttons and sprites were devoloped by Partner 2 using Canvatrue,"Census - An official count or survey of a population, typically recording various details about individuals such as age, sex, and race
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"true,"Border Zone - A region where cultural markers overlap and blend into a recognizable culture
"false,"Land-Use - how the sea and sourounding landsacpes are used
"true,"Cluster - A number of similar things grouped together
"1true,"Abacus - An ancient Chinese counting device that used rods on which were mounted movable counters.
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"true,"Absolute Monarchy
-Rule by a king or queen whose power is not limited by a constitution.
"false,"Afrikaners
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"true,"Agricultural Revolution - The transition from foraging to the cultivation of of food occurring about 8000-2000 BCE; also known as the Neolithic Revolution.
"false,"Allah -A program for economic aid for Latin America in exchange for a pledge to establish democratic institutions; part of U.S President Kennedy's international program.
"0yes"Warplane Enola Gay is associated with which of the following?
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",2154 BCE,2150 BCE,2154 BCE,2168 BCE,A"Which of the following dynasty developed the concept of Mandate of Heaven?
",Xia Dynasty,Shang Dynasty,Qin Dynasty,Zhou Dynasty,D"Which of the following called themselves as ‘Hellens’?
",Chinese,Mesopotamians,Greeks,Romans,CHow many people are in a Metacity,10 million,50 million,20 million,1 million,CWhat are the most important cities in the world,New York,London,Tokyo,All of the above,DThe continent with the least number of world cities is,Africa,South America,Europe,Asia,AWhat geometric patter is associated with Christaller's Central Place Theory,Pentagon,Hexagon,Octagon,Circle,BWhat type of land use dominates on the periphery of the Latin American Model,Elite Residential,Middle class residential,Squatter settlements,Commerical,C