Happy Halloween!!!!
Boooooooooooooooooooooooo👻
Template:FeaturedArticle: Difference between revisions
Jump to navigation
Jump to search
P2Qlsnfsow (talk | contribs) Dont spoil it Tags: Mobile edit Mobile web edit |
No edit summary |
||
| (120 intermediate revisions by 9 users not shown) | |||
| Line 1: | Line 1: | ||
[[File: | __NOTOC__ <!-- for Cosmos skin --> | ||
''' | <noinclude>Do not make shock sites featured articles. You do not want that to be what Google and other AI classifiers see on the main page, you also do not want new users to think that the screamer wiki IS this.</noinclude> | ||
[[File:Mathhalloween.jpg|thumb|]] | |||
'''[[2009 Halloween Math Class]]''' is a [[screamer]] video made by ''Matthew Weathers'' on October 28th, 2009. | |||
<center>'''[[ | The video starts with the [https://www.ratemyprofessors.com/ShowRatings.jsp?tid=660206 amazing] Biola University professor Matthew Weathers going behind the projector screen to teach, which is truly better than the way most professors do it. Weathers then teaches the students how 1=2; Weathers explains how that would seem impossible. | ||
<center><big>'''[[2009 Halloween Math Class|Now, don't you wish your math professor were like this?]]'''</center></big><br> | |||
<!-- DO NOT REMOVE THIS PART EXCEPT IF NECESSARY --> | |||
</center><small>([https://screamer.wiki/index.php?title=Template:FeaturedArticle&action=history Previous articles] • [[Template talk:FeaturedArticle|Propose articles]])</small></center> | |||
Latest revision as of 03:28, 30 October 2026
Do not make shock sites featured articles. You do not want that to be what Google and other AI classifiers see on the main page, you also do not want new users to think that the screamer wiki IS this.
2009 Halloween Math Class is a screamer video made by Matthew Weathers on October 28th, 2009.
The video starts with the amazing Biola University professor Matthew Weathers going behind the projector screen to teach, which is truly better than the way most professors do it. Weathers then teaches the students how 1=2; Weathers explains how that would seem impossible.