data:image/png;base64,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What is name of the first inexpensive industrial process for the mass-production of steel?","What was the name of the train route across the United States, finished in 1869. Connecting the east and West coast."," The exclusive possession or control of the supply of or trade in a commodity or service is ......"," What was the name for an economic system that has little or no government intervention or regulations?",What was the term used to describe the production of large quantities of a standardized article by an automated mechanical process?" Bessemer Process "," Transcontinental Railroad ",Monopoly,Laissez Faire ,Mass Production1false55000