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Doc2
- 时光惹事人格化燃放感恢复大会如同恢复恢复润滑油突然忽然头发后-time to stir up trouble personification discharge flu revitalization of the General Assembly as lubricants recover hair suddenly suddenly
haha.doc2
- 1． 本程序演示在国际象棋中马在8×8的棋盘中的任一个方格,按马走棋规则进行移动,每个方格只进入一次,走遍盘上全部64个方格,将求得的路线用数字表示在一个8×8的方阵中,并输出这个方阵
Doc2
- 时光惹事人格化燃放感恢复大会如同恢复恢复润滑油突然忽然头发后-time to stir up trouble personification discharge flu revitalization of the General Assembly as lubricants recover hair suddenly suddenly
haha.doc2
- 1． 本程序演示在国际象棋中马在8×8的棋盘中的任一个方格,按马走棋规则进行移动,每个方格只进入一次,走遍盘上全部64个方格,将求得的路线用数字表示在一个8×8的方阵中,并输出这个方阵-1. Demonstration of this procedure in the international chess China and Malaysia in 8 × 8 chessboard in any one box, according
H323
- 有关H323的相关技术参考资料 1、H0323协议书E.DOC 2、H.323与SIP的比较.pdf 3、基于H.323的MCU技术.doc 4、基于MPEG与H 323doc.doc-H323 on the relevant technical reference 1, H0323 agreement E.DOC2, H.323 and SIP comparison. Pdf3, the MCU-based H.323
Mary
- 文件夹包含： 1. 超级玛丽制作揭秘.doc 2. 超级玛丽增强版 3. 增强版源码 作者 CSDN社区 programking 博客 http://blog.csdn.net/programking-Folder contains: 1. Super Secret Mary production. Doc2. Enhanced version of Super Mario 3. Enhanced versio
doc2
- This project demonstrates the use of secure hash functions technique to implement a file encryption / decryption system. This implemented application can encrypt / decrypt multiple files on the fly using a password
doc2
- mtk 1389l的各种相关资料。有需要的人去看看，很有用的-mtk
doc2
- license plate recognition
Doc2
- this a document that decribes very good the trajectory of-this is a document that decribes very good the trajectory of
kaifaliucheng
- 软件开发流程。1.任务申请.doc2.可行性与计划阶段--可行性研究报告.doc-Software development process. 1. The task to apply. Doc2. Feasibility and planning stage- feasibility study report. Doc. . . .
Doc2
- fault alalysis in power system analysis
Doc2
- QAM comunication simulation
doc2
- the original source code for QPSK transmission over AWGN channel with results and ber plots in detail is given. Here too much inbuilt functions of matlab are not used.
Doc2
- 在VC++中，用Open CV函数读入多种格式图像的方法-reading image
Doc2
- 有1、2、3、4个数字，能组成多少个互不相同且无重复数字的三位数？都是多少？ -1, 2, 3, 4 figures, can be formed with each other with no duplicate numbers three-digit number? How many are?
Doc2
- this is new approach for fuel cell control.it is really helpfull.
doc2
- doc2 about physique and mecanique
Doc2
- nice doc. very interesting
crimson
- doc2 zip files can be downloaded for free