Portuguese Hello-Hello (Phone) (v. 1.1.1)
Hello-Hello опубликовал приложение 2011-11-19
Hello-Hello Portuguese is the FUN way to learn a Language on the Go! |
Бесплатно
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保育士試験問題集 (v. 1.5.0)
edusoft опубликовал приложение 2011-11-19
保育士試験の問題集です。 |
Бесплатно
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KORLINK (v. 1.0.2)
James Ashe опубликовал приложение 2011-11-19
KORLINK is an app for people that want to follow the Korean lessons found on talktomeinkorean.com on their Android phone. |
Бесплатно
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Periodic Table Complete (v. 1.0)
apptotem опубликовал приложение 2011-11-18
Periodic Table Complete is the most logical and complete Periodic Table app available. It is architected as a reference database, sortable on key data items, for quick and easy access to the relevant topic you are looking to find. |
Бесплатно
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Kids Logic (Preview) (v. 1.0)
Explore In Android опубликовал приложение 2011-11-17
Kids love to learn with online games. This app (Kids Logic Preview) is all about providing fun & entertaining games to kids to build their logic & reasoning skills. This app provides hundreds of puzzles under following activities:- |
Бесплатно
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CFA Level I: Portfolio Managem (v. 1.1)
D&H опубликовал приложение 2011-11-17
50+ High quality slides by London based Quartic Training on CFA Level I Equity Investment for June 2011 exam. |
US$8.04
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Kids Logic (v. 1.0)
Explore In Android опубликовал приложение 2011-11-17
Kids love to learn with online games. This app (Kids Logic) is all about providing fun & entertaining games to kids to build their logic & reasoning skills. This app provides hundreds of puzzles under following activities:- |
US$0.99
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Webchin Mobile (v. 1.0)
Aso Naderi опубликовал приложение 2011-11-17
Mobile version of leading Kurdish web development community. www.webchin.org |
Бесплатно
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Car Logos (v. 1.0.2)
yutao опубликовал приложение 2011-11-17
Introduce car logo history |
Бесплатно
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L-System 2D Fractal Toolkit (v. 1.0.1)
Karre.mobi опубликовал приложение 2011-11-17
The L-System 2D Fractal Toolkit lets you create and share fractal representations of plants and other designs. L-system fractals are a type of fractal in which a parallel rewriting system is used to generate a fractal image. In an L-system, a simple grammar is used to recursively define a structure that contains self-similarity, such as a plant in which each of the plant's branches are miniatures of the larger plant. Aristid Lindenmayer, a Hungarian biologist, developed the L-system as a way to provide a formal description of the growth pattern of simple organisms. L-systems can be used to define drawings that look like plants, snowflakes, and other fractal patterns in which subsets of the structure are similar to the larger structure. This program includes several examples that you can edit using L-System parameters. A help page is included in the application. |
Бесплатно
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