Child Template
A preview of the Online Portal's look-and-feel.
This page demonstrates some design features of the Online Portal, and is regularly updated to reflect the latest changes. It was significant when the Online Portal had no children pages.
Lorem Ipsum
Industry's standard dummy text ever since the 1500s
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There is no one who loves pain itself, who seeks after it and wants to have it, simply because it is pain…
Compact Disc
It's not compact anymore, but we still don't call it D.
The Compact Disc Digital Audio System offers the best possible sound
reproduction — on a small, convenient[1]
sound-carrier unit. The Compact Disc's superior performance is the result of
laser-optical scanning combined with digital
playback, and is independent of the technology used in making the
original recording. This recording technology is identified on the back cover by
a three-letter code.
- DDD
- digital tape recorder used during session recording, mixing and/or editing, and mastering (transcription).[2]
- ADD
- analogue tape recorder used during session recording; digital tape recorder used during subsequent mixing and/or editing, and during mastering (transcription).
- AAD
- analogue tape recorder used during session recording and subsequent mixing and/or editing; digital tape recorder used during mastering (transcription).
In storing and handling the Compact Disc, you should apply the same care as with conventional records. No further cleaning will be necessary if the Compact Disc is always held by the edges and is replaced in its case directly after playing. Should the Compact Disc become soiled by fingerprints, dust, or dirt, it can be wiped (always in a straight line, from center to edge) with a clean and lint-free, soft, dry cloth. No solvent or abrasive cleaner should ever be used on the disc. If you follow these suggestions, the Compact Disc will provide a lifetime of pure listening enjoyment.
- Not anymore.
- Most 21st-century recordings go here and without tape.
Recursion
in Computer Science.
Recursion is a way to solve a problem by solving a smaller instance of it; divide and conquer. Observe the following procedure:
factorial
passes a smaller n to itself recursively,
until n is 0, with which the base case is reached. 1
--the factorial for 0--is then returned to the caller, to be multiplied
with its n of 1. The result is then retuned to its caller, to be
multiplied with its n of 2. This continues until the original caller
returns the final result.