nude edit when
https://www.youtube.com/watch?v=oYusx_4CucESubject? that's funny silly even
ITT i will make your wishes come true.. kinda but kinda notI always fuck it up no matter what
Hoi zaryans, I just wanted to vent about my current status, currently failing my uni classes and just had a clash with my little brother (last time it happened I went to court but even he agreed it was bullshit so we settled).zellig desktop dancer
i was going through some old project files and i found the source code for a desktop buddy similar to that konata dancer thing. it was never finished because i cant into art or anything like that. supposed to play a gif at the corner of the windows taskbar.Anyone else in a situation like this?
I geniuenly feel some kind of connection between me and Maya. I want to protect her and provide her a safe place where she can be loved. I'd love to caress her hair as she rests her head on my chest and we're hugging each other tightly. I'd tell her various compliments which would make her face go red and that would be such a heart-warming sight.Minecraft Server for the Soysphere
+=DE 'ZARTY HAS BEEN OFFICIALLY INVITED TO McSoy=+"Agugu" music video found
https://m.youtube.com/watch?v=04sX7m1BKxY&pp=ygUFYWd1Z3U%3DRequest Roulette
Zaryans, this is an experimental drawthread. This concept usually works with post numbers, but in a slow board like zarty, I think we can make it work with Unix timestamps instead.PARTICIPATE IN ZEMMY RAID
Basically, there is a project called "The Inked Link". A woman has a qr code tattoo on her arm which redirects to a site chosen by popular voteSOYSPHERE MINECRAFT SERVER
>CRACKED MINECRAFT SERVER101 Ways Massa Could've Made More Money+Exposure With Zellig (or any project of his)
>Making 'tok/YTShortsRunning in the 60's - Liedje van C (Ongezellig fan song)
I cordially invite all Zaryans to listen to the song by Running in the 60'sRace mixing
Kinship coefficient \(F\) describes how more probable it is that a related person has the same gene as you when compared to an unrelated person. By definition \(p_y = F_{xy} + (1 - F_{xy})p\), where \(p_y\) - probabilty that the person y has a given gene, \(p\) - frequency of that gene in general population. Fixation index \(F_{ST}\) describes the same thing, but between subpopulations, so if you take a person from the same subpopulation as you, \(p_{same} = F_{ST} + (1 - F_{ST})p\) and if you take a person from a different subpopulation, \(p_{other} = - F_{ST} + (1 + F_{ST})p\) (at least in case of subpopulations of identical size, we are doing the simplest case here), which means that your kinship with a person from the same subpopulation is \(F_{ST}\) and with a person from from different subpopulation is \(-F_{ST}\).