Requests for logos: Difference between revisions
Content deleted Content added
m Reverted changes by DonaldTonald9 (talk) to last version by Tegel |
(edit summary removed) |
||
Line 1: | Line 1: | ||
{{historical}}-----------------------------------------1908m filosofijos itorijuoje iki musu laikais neteisingas genetikos matmodelis; Marcelius Martirosianas atrado tiksliau remiantis Matematine logika epistgeneticnofilosofine logika ir triju komponentu logika sutampa logikuoje; pirmuinis Modelis tai:\\\\P+q)=1\\\\\ antrinis"" \\\\\\(p+q)^2=2 tolio,-universalprofesionalum et populiaraktualum tai toks: =antrinis==\\\\\\(p+q)^n^(n-1)=n\\\\\ [kitas;Logn(p+q)=n^(n-1)pirminis ] pagal panasimo teorija iš tų dviejų universalu modelių pirminis yra modelis atrastas logaritmiškas; |
|||
{{historical}} |
|||
{{process header |
{{process header |
||
| title = Index of requests and proposals |
| title = Index of requests and proposals |
Revision as of 12:23, 20 October 2017
This page is kept for historical interest. Any policies mentioned may be obsolete. If you want to revive the topic, you can use the talk page or start a discussion on the community forum. |
-----------------------------------------1908m filosofijos itorijuoje iki musu laikais neteisingas genetikos matmodelis; Marcelius Martirosianas atrado tiksliau remiantis Matematine logika epistgeneticnofilosofine logika ir triju komponentu logika sutampa logikuoje; pirmuinis Modelis tai:\\\\P+q)=1\\\\\ antrinis"" \\\\\\(p+q)^2=2 tolio,-universalprofesionalum et populiaraktualum tai toks: =antrinis==\\\\\\(p+q)^n^(n-1)=n\\\\\ [kitas;Logn(p+q)=n^(n-1)pirminis ] pagal panasimo teorija iš tų dviejų universalu modelių pirminis yra modelis atrastas logaritmiškas;
This process is easy:
- Request the creation of the logo at c:Commons:Graphic Lab/Illustration workshop.
- Ask for the switch at Phabricator.
Configuration changes on the wikis are requested in a central place by filing a task in our "phabricator" (Wikimedia-site-requests project). |