_cr0_tab
@cr0tab.bsky.social
buddhist gardener; professional number wrestler; infosec artist; bougie Tejanx (they/them)
Boneregard, the resident library skeleton, got a new fall hairdo and I think it's rather fetching
November 3, 2023 at 7:11 PM
Boneregard, the resident library skeleton, got a new fall hairdo and I think it's rather fetching
Show me a picture on your phone that has your energy. Not a selfie.
August 10, 2023 at 1:03 PM
Show me a picture on your phone that has your energy. Not a selfie.
That cat does not agree that it is too early. According to him, it's the exact right time to be fed.
August 10, 2023 at 12:45 PM
That cat does not agree that it is too early. According to him, it's the exact right time to be fed.
The more stressed the less I can word
August 9, 2023 at 5:05 AM
The more stressed the less I can word
The Criterion Collections box art for Repo Man is intense. I really need to get a non-VHS copy, but my tape certainly has sentimental value.
August 9, 2023 at 4:57 AM
The Criterion Collections box art for Repo Man is intense. I really need to get a non-VHS copy, but my tape certainly has sentimental value.
Mornin' y'all.
Planning out the morning's vibe
Planning out the morning's vibe
August 8, 2023 at 12:13 PM
Mornin' y'all.
Planning out the morning's vibe
Planning out the morning's vibe
God of Cookery (1996) great film or greatest film?
August 4, 2023 at 4:34 AM
God of Cookery (1996) great film or greatest film?
Euclidean construction of the square roots of the integers.
August 3, 2023 at 10:48 PM
Euclidean construction of the square roots of the integers.
Modular multiplication. Take the numberline, wind it around a circle like a clock face. Draw a line from each number to the product of itself times a constant. Here's what it looks like for n*1, n*2, ... n*12
August 3, 2023 at 10:35 PM
Modular multiplication. Take the numberline, wind it around a circle like a clock face. Draw a line from each number to the product of itself times a constant. Here's what it looks like for n*1, n*2, ... n*12
Jigoku-dayū
Kawanabe Kyōsai
1831 – 1889
Kawanabe Kyōsai
1831 – 1889
August 2, 2023 at 11:57 AM
Jigoku-dayū
Kawanabe Kyōsai
1831 – 1889
Kawanabe Kyōsai
1831 – 1889
7.) Given a point (P) and two lines (L1, L2) there is a unique fold that places P1 onto L1 while being perpendicular to L2.
Constructing the Trisection of the Angle is impossible with the traditional method of compass and straight edge, but trivial when including the rule of origami.
Constructing the Trisection of the Angle is impossible with the traditional method of compass and straight edge, but trivial when including the rule of origami.
August 1, 2023 at 8:13 PM
7.) Given a point (P) and two lines (L1, L2) there is a unique fold that places P1 onto L1 while being perpendicular to L2.
Constructing the Trisection of the Angle is impossible with the traditional method of compass and straight edge, but trivial when including the rule of origami.
Constructing the Trisection of the Angle is impossible with the traditional method of compass and straight edge, but trivial when including the rule of origami.
5.) Given two point (P1, P2) and a line (L1) there are 0, 1, or 2 folds that place P1 onto L1 while passing through P2.
6.) Given two points (P1, P2) and two lines (L1, L2) there are 0, 1, 2, or 3 folds that place P1 onto L1 and P2 onto L2 simultaneously.
(3/4)
6.) Given two points (P1, P2) and two lines (L1, L2) there are 0, 1, 2, or 3 folds that place P1 onto L1 and P2 onto L2 simultaneously.
(3/4)
August 1, 2023 at 7:13 AM
5.) Given two point (P1, P2) and a line (L1) there are 0, 1, or 2 folds that place P1 onto L1 while passing through P2.
6.) Given two points (P1, P2) and two lines (L1, L2) there are 0, 1, 2, or 3 folds that place P1 onto L1 and P2 onto L2 simultaneously.
(3/4)
6.) Given two points (P1, P2) and two lines (L1, L2) there are 0, 1, 2, or 3 folds that place P1 onto L1 and P2 onto L2 simultaneously.
(3/4)
3.) Given two distinct lines (L1, L2) there is a unique fold that places L1 on L2.
4.) Given a point (P1) and a line (L2) there is a unique fold perpendicular to L2 that passes through P1.
(2/4)
4.) Given a point (P1) and a line (L2) there is a unique fold perpendicular to L2 that passes through P1.
(2/4)
August 1, 2023 at 7:12 AM
3.) Given two distinct lines (L1, L2) there is a unique fold that places L1 on L2.
4.) Given a point (P1) and a line (L2) there is a unique fold perpendicular to L2 that passes through P1.
(2/4)
4.) Given a point (P1) and a line (L2) there is a unique fold perpendicular to L2 that passes through P1.
(2/4)
The 7 Hazita-Hatori axioms of paper folding geometry:
1.) Given two distinct points (P1, P2) there is a unique fold that passes through both.
2.) Given two distinct points (P1, P2) there is a unique fold that places P1 on P2.
(1/4)
1.) Given two distinct points (P1, P2) there is a unique fold that passes through both.
2.) Given two distinct points (P1, P2) there is a unique fold that places P1 on P2.
(1/4)
August 1, 2023 at 7:10 AM
The 7 Hazita-Hatori axioms of paper folding geometry:
1.) Given two distinct points (P1, P2) there is a unique fold that passes through both.
2.) Given two distinct points (P1, P2) there is a unique fold that places P1 on P2.
(1/4)
1.) Given two distinct points (P1, P2) there is a unique fold that passes through both.
2.) Given two distinct points (P1, P2) there is a unique fold that places P1 on P2.
(1/4)
Sometimes you have to blow up pager duty just to let Cloud Engineering know you're watching them, and that next time they better put that shit in Jira first.
#ItsAboutSendingAMessage #BlueTeam #WhyAreYouDoingThatShitOnAFriday #GoHome
#ItsAboutSendingAMessage #BlueTeam #WhyAreYouDoingThatShitOnAFriday #GoHome
July 28, 2023 at 10:13 PM
Sometimes you have to blow up pager duty just to let Cloud Engineering know you're watching them, and that next time they better put that shit in Jira first.
#ItsAboutSendingAMessage #BlueTeam #WhyAreYouDoingThatShitOnAFriday #GoHome
#ItsAboutSendingAMessage #BlueTeam #WhyAreYouDoingThatShitOnAFriday #GoHome
Thursday night, waiting for the rest of the gang
July 28, 2023 at 12:19 AM
Thursday night, waiting for the rest of the gang
