forthecommonpeople joaocarmo.com
for the common people
For the common people. Sunday, June 5, 2016. Why you should not be surprised when you meet two people who share the same birthday. This article is written with a coworker of mine in mind, given the disbelief shown when I presented what is know as the birthday problem. Or the birthday paradox. 8212; which is not a paradox, it just feels. Like it due to our weak probability intuition. Lets start easy with the pigeonhole principle. Figure 1 Visual representation of 5 red balls and 4 boxes. Just have all .
OVERVIEW
The domain forthecommonpeople.joaocarmo.com currently has an average traffic classification of zero (the lower the better). We have traversed six pages within the site forthecommonpeople.joaocarmo.com and found one website associating themselves with forthecommonpeople.joaocarmo.com.
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1FORTHECOMMONPEOPLE.JOAOCARMO.COM TRAFFIC
The domain forthecommonpeople.joaocarmo.com has seen variant quantities of traffic all over the year.
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João Carmo Photography
Domingo, 5 de março de 2017. Não sei bem quanto a vocês, mas eu sempre gostei de ver o antes e o depois de tudo. Eu quero estar lá! Por isso, apresento esta peça neste formato, para que possam ver que há sempre algo mais escondido que os nossos olhos não vêem, ainda que seja só na nossa imaginação.
WHAT DOES FORTHECOMMONPEOPLE.JOAOCARMO.COM LOOK LIKE?
FORTHECOMMONPEOPLE.JOAOCARMO.COM SERVER
We detected that a lone root page on forthecommonpeople.joaocarmo.com took seven hundred and nineteen milliseconds to load. We could not find a SSL certificate, so therefore our crawlers consider forthecommonpeople.joaocarmo.com not secure.
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0.719 sec
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NOT SECURE
IP
74.125.29.121
SERVER SOFTWARE
We observed that this website is employing the GSE operating system.HTML TITLE
for the common peopleDESCRIPTION
For the common people. Sunday, June 5, 2016. Why you should not be surprised when you meet two people who share the same birthday. This article is written with a coworker of mine in mind, given the disbelief shown when I presented what is know as the birthday problem. Or the birthday paradox. 8212; which is not a paradox, it just feels. Like it due to our weak probability intuition. Lets start easy with the pigeonhole principle. Figure 1 Visual representation of 5 red balls and 4 boxes. Just have all .PARSED CONTENT
The domain forthecommonpeople.joaocarmo.com states the following, "Sunday, June 5, 2016." I observed that the website also stated " Why you should not be surprised when you meet two people who share the same birthday." They also stated " This article is written with a coworker of mine in mind, given the disbelief shown when I presented what is know as the birthday problem. 8212; which is not a paradox, it just feels. Like it due to our weak probability intuition. Lets start easy with the pigeonhole principle. Figure 1 Visual representation of 5 red balls and 4 boxes."ANALYZE OTHER WEBSITES
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