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For instance, the ancient Egyptians, whose numeral system lacked a zero, had an extremely cumbersome way of handling fractions: instead of thinking of 3/4 as a ratio of three to four (as we do today), they saw it as the sum of 1/2 and 1/4. The vast majority of Egyptian fractions were written as a sum of numbers as 1/n, where n is the counting number-these were called unit fractions. Without zero, long chains of unit fractions were necessary to handle larger and more complicated ratios (many of us remember the pain of converting fractions from our school days). With zero, we can easily convert fractions to decimal form (like 1/2 to 0.5), which obsoletes the need for complicated conversions when dealing with fractions. This is the 'unit of account' function of zero. Prices expressed in money are just exchange ratios converted into a money-denominated price decimal: instead of saying 'this house costs eleven cars' we say, 'this house costs $440,000,' which is equal to the price of eleven $40,000 cars. Money gives us the ability to better handle exchange ratios in the same way zero gives us the ability to better handle numeric ratios.bitcoin rpc ethereum динамика статистика bitcoin loan nicehash bitcoin poker карты bitcoin wmx вклады bitcoin ethereum wiki bitcoin matrix 20 bitcoin mail bitcoin cryptocurrency mining double bitcoin greenaddress разработчик bitcoin новости monero Simple cryptocurrency walletFirst things first. If you're only interested in owning litecoin, you should probably buy it from an exchange such as Coinbase. 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People at the time were able to get by without zero, but (little did they know) performing computation without zero was horribly inefficient. An apt analogy to keep in mind arises here: both math and money are possible without zero and Bitcoin, respectively-however both are tremendously more wasteful systems without these core elements. 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