wattlebird github.io

Dedication

Yet another tech blog!

OVERVIEW

The site wattlebird.github.io presently has a traffic classification of zero (the lower the more traffic). We have crawled twenty pages within the web page wattlebird.github.io and found twenty websites referencing wattlebird.github.io. We have unearthed two public web sites acquired by wattlebird.github.io.
Pages Parsed
20
Links to this site
20
Social Links
2

WATTLEBIRD.GITHUB.IO TRAFFIC

The site wattlebird.github.io is seeing variant levels of traffic for the duration of the year.
Traffic for wattlebird.github.io

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Traffic ranking (by month) for wattlebird.github.io

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Traffic ranking by day of the week for wattlebird.github.io

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LINKS TO WATTLEBIRD.GITHUB.IO

WHAT DOES WATTLEBIRD.GITHUB.IO LOOK LIKE?

Desktop Screenshot of wattlebird.github.io Mobile Screenshot of wattlebird.github.io Tablet Screenshot of wattlebird.github.io

WATTLEBIRD.GITHUB.IO SERVER

We found that the main root page on wattlebird.github.io took five hundred and sixty-three milliseconds to come up. Our web crawlers could not observe a SSL certificate, so in conclusion our crawlers consider this site not secure.
Load time
0.563 sec
SSL
NOT SECURE
IP
151.101.192.133

SERVER SOFTWARE

We discovered that wattlebird.github.io is weilding the GitHub.com operating system.

SITE TITLE

Dedication

DESCRIPTION

Yet another tech blog!

PARSED CONTENT

The site had the following in the web page, "Then youd better prove youre right." I observed that the web site stated " Max flow, minimum cut." They also stated " 实际上这个是我在 算法导论 上看来看去都看不明白的一个章节 术语太多而且代码很少 我好菜啊 对于一个最大流问题其定义一般都是这样的 有一个有向图 G源点为 s汇点为 t每条边都有其对应的流最大容量 c源点 s 只有发出的流量汇点 t 只有汇入的流量求能从源点到汇点的最大可能流量 那么我先不想说证明过程我直接给出结论 我们用一种反复查找的方法试图在当前图 G 上找到一条从 s 到 t 的路径其边上允许的流量非零 我们一直持续这样的查找直到无法从 s 到 t 走出一条流量瓶颈大于 0 的路径 如果我们用 BFS 找到了 A-B-D-F 这条可行路径其瓶颈是 3减去该瓶颈之后无法找到更新的路径 然而其最大流是 5 由 B 分出的流量有一份到 D另外两份到 E然后 A-C-D 有一个流量为 2 的路径 While findAugmentPath 判断是否有增广路."

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