Difference between revisions of "User:Slyowl45"
(I created my page.) |
m (I updated the page some.) |
||
| (5 intermediate revisions by 3 users not shown) | |||
| Line 1: | Line 1: | ||
<h1><b>Things about SlyOwl45:</b></h1> | <h1><b>Things about SlyOwl45:</b></h1> | ||
<b>1.</b> SlyOwl45 is (possibly) human. | <b>1.</b> SlyOwl45 is (possibly) human. | ||
| − | <br><b>2.</b> SlyOwl45's avatar looks like this: https://avatar.artofproblemsolving.com/avatar_562216.png. See? Isn't it pretty? | + | <br><b>2.</b> SlyOwl45's avatar looks like this: https://avatar.artofproblemsolving.com/avatar_562216.png. See? Isn't it pretty? |
<br><b>3.</b>SlyOwl45 (possibly) lives on Earth.</br> | <br><b>3.</b>SlyOwl45 (possibly) lives on Earth.</br> | ||
| − | <br><b>4.</b>SlyOwl45's blog, Asymptote Fun!, can be found by clicking that-->https://artofproblemsolving.com/community/c3065065</ | + | <br><b>4.</b>SlyOwl45's blog, Asymptote Fun!, can be found by clicking that-->https://artofproblemsolving.com/community/c3065065 At this blog, SlyOwl45 uses Asymptote to draw stuff, like this: |
| − | <br><b>5.</b>SlyOwl45 looks like this--> :) | + | <asy> |
| + | unitsize(2cm); | ||
| + | fill(Circle((0,0),1),p=red+1.5bp); | ||
| + | fill(Circle((-1,-0.6),0.6),p=red+1.5bp); | ||
| + | fill(Circle((1,-0.6),0.6),p=red+1.5bp); | ||
| + | fill(Circle((0,sqrt(3)-0.6),0.6),p=red+1.5bp); | ||
| + | fill(Circle((0,0),0.4),p=black+1.5bp); | ||
| + | fill(Circle((-1,-0.6),0.4),p=black+1.5bp); | ||
| + | fill(Circle((1,-0.6),0.4),p=black+1.5bp); | ||
| + | fill(Circle((0,sqrt(3)-0.6),0.4),p=black+1.5bp); | ||
| + | fill(Circle((-1,-0.6),0.2),p=white+1.5bp); | ||
| + | fill(Circle((1,-0.6),0.2),p=white+1.5bp); | ||
| + | fill(Circle((0, sqrt(3)-0.6),0.2),p=white+1.5bp); | ||
| + | fill(Circle((0,-1),0.48),p=white+1.5bp); | ||
| + | fill(Circle((0.875,0.485),0.48),p=white+1.5bp); | ||
| + | fill(Circle((-0.875,0.485),0.48),p=white+1.5bp); | ||
| + | </asy>. | ||
| + | <br><b>5.</b>SlyOwl45 looks like this--> 😁. (According our database, this isn't a <i>real</i> picture of SlyOwl45.) | ||
| + | <br><b>6.</b> If you click on this link <math>\Rrightarrow</math> https://cdn.artofproblemsolving.com/images/f/f/8/ff8efef3a0d2eb51254634e54bec215b948a1bba.jpg, or this link <math>\Rrightarrow</math> https://cdn.artofproblemsolving.com/school/crypt/00301-0c73c4b87027afe833e737ee22eee4251f7ac624/files/groofle1.png, you won't see a picture of SlyOwl45's pet. (They are very cute pictures nonetheless.) | ||
<h2>Note</h2> | <h2>Note</h2> | ||
If this is your first time being here, increase the number below by 1. | If this is your first time being here, increase the number below by 1. | ||
| − | <br><b> | + | <br><b><math>\boxed{3}</math></b> |
| − | <h3>Thanks for coming to SlyOwl45's Wiki page!<h3> | + | <h3><i>Thanks for coming to SlyOwl45's Wiki page!</i><h3> |
Latest revision as of 18:27, 17 March 2023
Things about SlyOwl45:
1. SlyOwl45 is (possibly) human.
2. SlyOwl45's avatar looks like this: https://avatar.artofproblemsolving.com/avatar_562216.png. See? Isn't it pretty?
3.SlyOwl45 (possibly) lives on Earth.
4.SlyOwl45's blog, Asymptote Fun!, can be found by clicking that-->https://artofproblemsolving.com/community/c3065065 At this blog, SlyOwl45 uses Asymptote to draw stuff, like this:
![[asy] unitsize(2cm); fill(Circle((0,0),1),p=red+1.5bp); fill(Circle((-1,-0.6),0.6),p=red+1.5bp); fill(Circle((1,-0.6),0.6),p=red+1.5bp); fill(Circle((0,sqrt(3)-0.6),0.6),p=red+1.5bp); fill(Circle((0,0),0.4),p=black+1.5bp); fill(Circle((-1,-0.6),0.4),p=black+1.5bp); fill(Circle((1,-0.6),0.4),p=black+1.5bp); fill(Circle((0,sqrt(3)-0.6),0.4),p=black+1.5bp); fill(Circle((-1,-0.6),0.2),p=white+1.5bp); fill(Circle((1,-0.6),0.2),p=white+1.5bp); fill(Circle((0, sqrt(3)-0.6),0.2),p=white+1.5bp); fill(Circle((0,-1),0.48),p=white+1.5bp); fill(Circle((0.875,0.485),0.48),p=white+1.5bp); fill(Circle((-0.875,0.485),0.48),p=white+1.5bp); [/asy]](http://latex.artofproblemsolving.com/a/0/b/a0b9bf1b4867e7aa4d2aa3d41e05ec63fc216f14.png)
.
5.SlyOwl45 looks like this--> 😁. (According our database, this isn't a real picture of SlyOwl45.)
6. If you click on this link 
https://cdn.artofproblemsolving.com/images/f/f/8/ff8efef3a0d2eb51254634e54bec215b948a1bba.jpg, or this link https://cdn.artofproblemsolving.com/school/crypt/00301-0c73c4b87027afe833e737ee22eee4251f7ac624/files/groofle1.png, you won't see a picture of SlyOwl45's pet. (They are very cute pictures nonetheless.)
Note
If this is your first time being here, increase the number below by 1.
