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JULIA SET COLLECTION Each point with an orbit that does not escape to infinity, nor is attracted by a cycle, forms the Julia Set

Each point with an orbit that does not escape to infinity, nor is attracted by a cycle, forms the Julia Set
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The site juliasetcollection.wordpress.com presently has a traffic classification of zero (the smaller the more users). We have analyzed eighteen pages within the web site juliasetcollection.wordpress.com and found eleven websites referencing juliasetcollection.wordpress.com. We have unearthed two mass network sites acquired by this website.
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18
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11
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2

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We found that the main root page on juliasetcollection.wordpress.com took two thousand eight hundred and ninety-one milliseconds to download. I detected a SSL certificate, so we consider this site secure.
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2.891 sec
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JULIA SET COLLECTION Each point with an orbit that does not escape to infinity, nor is attracted by a cycle, forms the Julia Set

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Each point with an orbit that does not escape to infinity, nor is attracted by a cycle, forms the Julia Set

PARSED CONTENT

The site had the following in the homepage, "Il contenuto è protetto da password." I noticed that the web site stated " Per visualizzarlo inserisci qui sotto la password." They also stated " Meanwhile in a world far, far away . This is a short film created during the Porgrave. Protoreaster linckii, Scolymia , Fungia, Trachyphyllia, Symphyllia, Euphyllia divisa wilde, Zoas mix, Alien eye zoas, Tridacna maxima."

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