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| Six hundred | Seven hundred | Eight hundred | Nine hundred | THOUSAND |
| 600 | 700 | 800 | 900 | 1000 |
| thousand and one | thousand and two | thousand ten | thousand hundred ten | and one |
| 1001 | 1002 | five 1015 | 1111 | |
| two thousand | three thousand | ten thousand | thirty-three thou- | hundred thou- |
| sand, three hundred | sand | |||
| 2000 | 3000 | 10000 | thirty-three thou- | 100 000 |
| sand three hundred | ||||
| thirty-three men | ||||
| 456 567 | 1 000 000 | 10 000 000 | ||
| Thousand hundred thousand | Ten times hundred thousand | Hundred times hundred thousand | ||
| In Latin: once a thousand | In Latin: ten thousand | In Latin: hundred thousand | ||
| thousand; Logistically: | thousand; Logistically: | thousand; Logistically: | ||
| Million in French | ten Millions in French | hundred Millions in French | ||
| 100 000 000 | 3 2 1 564 234 965 |
17
Unclear: "osterna quatund 4."
The entire doctrine of COMPUTING is not to be distributed into more than four parts. The whole field turns upon either adding, multiplying, subtracting, or dividing. Indeed, if we consider the matter more attentively, only two parts of this discipline will be recognized. For he who computes performs one of two things: either he gathers many numbers into one number, or he leads some number down into two or more numbers. Thus, addition and multiplication appear to be one genus, while subtraction and division are another. Multiplication is the shortcut of addition, and division the shortcut of subtraction, as we shall demonstrate.