中国年度最佳高考满分作文 (v. 2.1)
googlover опубликовал приложение 2011-11-18
中国年度最佳高考满分作文,重点推荐收藏 |
Бесплатно
|
Smartkids 2011 (v. 1.1)
Convep Mobilogy опубликовал приложение 2011-11-18
As we celebrate our tenth anniversary as Malaysia's largest kids' education fair, we are building on our educational platform by enlarging the fair's scope to encompass holistic education. This means more avenues than ever before for players from the education field, health and F&B, leisure and lifestyle, parenting and brand building activities. |
Бесплатно
|
T. C. Walker 2011-2012 (v. 3.0)
Jacob Gsell опубликовал приложение 2011-11-18
This is the mobile application for T. C. Walker Elementary School. Thanks Dr. T! |
Бесплатно
|
BCC Tour (v. 1.6)
Healthcare Art Consulting LLC опубликовал приложение 2011-11-18
The BCC Tour app is the official app for the Baylor Charles A. Sammons Cancer Center at Dallas. Tour the facility’s artwork collection, learn about Leadership in Energy and Environmental Design (LEED) building information, and keep connected with event and contact information. |
Бесплатно
|
MyGov Free (v. 4.0)
youfoundjake опубликовал приложение 2011-11-18
MyGov Free is a simple quiz application designed to test your knowledge on the numerical order of the Presidents of the United States. The questions are completely random, as well as the answers which will include the correct President. |
Бесплатно
|
English Spanish Fruit Game v2 (v. 1.0)
Bill Porter, Android Developer 2011 опубликовал приложение 2011-11-17
This app was made quickly in App Inventor, it allows the user to learn the names for 10 fruits in english and spanish. |
Бесплатно
|
외국어울렁증극복 (v. 1.0)
mokwon опубликовал приложение 2011-11-17
스스로 만들어 학습하는 외국어 학습 카드입니다. 모르는 외국어 표현을 저장하였다가 검색해 볼수 있습니다. |
Бесплатно
|
Polygons (v. 1.2)
Haraweb опубликовал приложение 2011-11-17
An application to play with polygons. |
Бесплатно
|
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
|
雲林國中小 (v. 1.4)
S. H. Chen опубликовал приложение 2011-11-16
雲林縣國中、國小(含分校)共有200間,分布於20個鄉鎮中,有鑑於學校教師介聘分發、至各校洽公,以及教師參加各項研習頻繁,承辦學校不同,在前往該地點時,對地理位置無法立即熟悉時感困擾,往往需要同仁加以概述或隨手畫圖指示,還不盡詳細,到達時仍需到處詢問一番,才得以順利到達。 |
Бесплатно
|
|