malinc.se valuation and analysis

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Title Malin Christersson’s Math
Description Make Fractals of Your browser does not support the canvas tag. non-Euclidean geometry digital mathematics miscellaneous my new site programming & mathematics in school (in
Keywords N/A
Server Information
WebSite malinc faviconmalinc.se
Host IP 46.30.215.83
Location Denmark
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malinc.se Valuation
US$48,086,207
Last updated: 2022-06-13 02:15:43

malinc.se has Semrush global rank of 220,111. malinc.se has an estimated worth of US$ 48,086,207, based on its estimated Ads revenue. malinc.se receives approximately 5,548,409 unique visitors each day. Its web server is located in Denmark, with IP address 46.30.215.83. According to SiteAdvisor, malinc.se is safe to visit.

Traffic & Worth Estimates
Purchase/Sale Value US$48,086,207
Daily Ads Revenue US$44,388
Monthly Ads Revenue US$1,331,619
Yearly Ads Revenue US$15,979,417
Daily Unique Visitors 369,894
Note: All traffic and earnings values are estimates.
DNS Records
Host Type TTL Data
malinc.se. A 3600 IP: 46.30.215.83
malinc.se. AAAA 3600 IPV6: 2a02:2350:5:105:9c:c1db:5fd0:f57a
malinc.se. NS 9934 NS Record: ns02.one.com.
malinc.se. NS 9934 NS Record: ns01.one.com.
malinc.se. MX 10800 MX Record: 10 mx1.pub.mailpod9-cph3.one.com.
malinc.se. MX 10800 MX Record: 10 mx4.pub.mailpod9-cph3.one.com.
malinc.se. MX 10800 MX Record: 10 mx2.pub.mailpod9-cph3.one.com.
malinc.se. MX 10800 MX Record: 10 mx3.pub.mailpod9-cph3.one.com.
HtmlToTextCheckTime:2022-06-13 02:15:43
Your browser does not support the canvas tag. non-Euclidean geometry digital mathematics miscellaneous my new site programming & mathematics in school (in Swedish) se även en väns Pythonlabbet Make Fractals of Images 2015-12-26 Select an image and then generate a Julia set or a Mandelbrot set. Orbit Trap Fractals 2015-12-14 Generate Julia sets and the Mandelbrot set using four different, and adjustable, orbit traps. Animate Julia Sets 2015-12-12 Interactive Julia set, animation bewteen two Julia sets, and basic information about Julia sets. Möbius Transformation of a Doyle Spiral 2015-12-04 Interactive Möbius transformation of a Doyle Spiral. Rolling Hypocycloids and Epicycloids 2015-11-18 Interactive examples of rolling hypocycloids, epicycloids and similar shapes. Focal Points, Ellipses and Ovals 2015-11-06 Interactive three-pins-and-a-string-blob, three-ellipse, and three foci variant of Cassini oval. Make Hyperbolic Tilings of Images 2015-04-19 Select an image, or take a photo if
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HTTP/1.1 301 Moved Permanently
Date: Wed, 20 Oct 2021 14:21:40 GMT
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malinc.se Whois Information
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state:            active
domain:           malinc.se
holder:           (not shown)
admin-c:          Onecom0000-00001
tech-c:           Onecom0000-00001
billing-c:        Onecom0000-00001
created:          2009-05-30
modified:         2021-05-28
expires:          2022-05-30
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registry-lock:    unlocked
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registrar:        One.com