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Wiki
+ Features
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Precision
+ Abacus uses a mathematical tool called Taylor Series to determine values
+ as accurate as the user desires. Of course, this comes with some
+ performance issues with larger numbers. However, Abacus has been
+ tested to generate the value of e correctly to a thousand digits.
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Configurable and Customizable
+ The very first idea for Abacus was inspired by how difficult it was
+ to program a TI-84 calculator. Only two languages were available, TI-BASIC
+ and Assembly, the latter having virtually no documentation. Determined
+ to be better than a TI-84, Abacus implemented a plugin system that allows
+ users to easily create and add plugins written in the same programming
+ language as Abacus itself - Java. These plugins can access the full
+ power of the language, and implement their own ways of handling numbers,
+ as well as their own functions and even operators.
+ Besides the ability to add plugins, Abacus also adds some general
+ options that can be used to make the user's experience more pleasant.
+ For instance, it allows for a computation limit to be set in order
+ to prevent excessively long evaluation: 8!!! is, for example, an expression
+ that even Wolfram Alpha doesn't compute accurately, and will never finish
+ on Abacus (it's simply too large). The computation limit will allow Abacus
+ to kill a computation if it takes too long. Support for user-definable
+ precision is also planned.
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Built-in Documentation
+ Abacus plugins are given a mechanism to register documentation for
+ the functions that they provide. The Abacus GUI displays these
+ functions in a searchable list, allowing the user to read the parameters
+ that have to be supplied to each function, as well as learn about
+ its return value.
+ The search finds functions not only by their names, but also by relevant
+ terms mentioned in the function's description, thus allowing related
+ functions to be displayed together.
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