with friends like these, who needs enemies?
he wasn't even looking at me and he found me
One Nice Bug Per Day
noise dept.
Monterey Bay Aquarium
sheepfilms
Misplaced Lens Cap
AnasAbdin
$LAYYYTER

祝日 / Permanent Vacation

pixel skylines

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Sweet Seals For You, Always

oozey mess
No title available
Three Goblin Art
TVSTRANGERTHINGS
todays bird

Product Placement

⁂
Lint Roller? I Barely Know Her
seen from United States
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seen from Oman

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seen from Japan

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@moon-unit-zappa
with friends like these, who needs enemies?
“I want to decompose in a bog” well you clearly don’t know the first thing about bogs. Clout chaser
Huge fan of the phrase "get pickled, idiot"
GET A LOAD OF THAT DOG
[distantly] THAT DOG
This is hands down my favorite video on the internet and I am so happy it showed back up on my dash!
she has. leg warmers
shout out to marketplace.tf for sending me 2 of the funniest emails ill ever receive in my lifetime
tf2 heritage post
This is the most German comic I have ever seen. And it’s not even about Germans.
Ok I just now noticed the birds. I thought this was just a comic about bread and respectful distance. I stand with my point though.
that’s just science
I can't stop watching this omg 🥺💞💞💞
voiceover, quietly, in a New Zealand accent: When I was taking this little guy's photos, I noticed that he was having difficulties getting into the poses and wasn't feeling a hundred percent comfortable. So I scooped him up, un-swaddled him, and gave him a little back massage. Because I knew that he had had a little bit of a hard birth, little bit of a hard entry into the world, and quite often things like a C-section, forceps, or a tight birth canal can often result in a pulled muscle or a knot in their back, shoulders, or neck. And look at that, when I hit the spot, he lets me know, with [voice goes up an octave] a beautiful big SMI-YILE!!! Isn't it gorgeous!! [normal voice] And he was totally comfortable after that.
fantastic
It’s the little things.
I think about the line from the Muppet Movie, “there’s not a word yet, for old friends who just met” constantly. Sometimes I’ll hear a song or see a piece of art, and I had just found it, never seen or heard it before, but I’ll be overcome with such intense emotion cause it feels like it’s a beloved memory from my childhood that I never had. Like I just met you, but it feels like I haven’t seen you in years and we’re finally meeting again and I’ve missed you so much. I know “having nostalgia for something you’re just now seeing” is basically “just liking it.” But I don’t know, I wish there was a word for “something I felt like I’ve known forever but I’m just now experiencing it.”
thank you tumblr urser bowsersex
I’m sorry can a man who loves Bowser Sex not be emotional every once in awhile? I might have the tumblr url Bowser Sex, but I experience other emotions too…
5000 years ago, 6 feet tall made her a giantess
No bless yous for Giacomo?
An important message from the National Lawyers Guild - Detroit & Michigan Chapter
My favourite math fact is that 0.9999999.. is equal to 1. Exactly. Not approximately. Not as a rounded number. 0.9999 (recurring) is exactly 1.
Question. How the fuck does that work?
I tried explaining it here:
Here’s another perspective on why .999… repeating is exactly equal to 1.
For any two distinct real numbers, we can always find a rational number strictly between them, i.e. that rational number must be able to be expressed as a terminating decimal or a repeating decimal. To be clear, that rational number is strictly between the two values; it is not allowed to be equal to either.
Suppose k is a rational number strictly between 1 and 0.9999…. If this is possible, then, I can write k exactly as either a decimal with finite digits, or I can write k as a repeating decimal. The problem is, there are no decimals with finite digits between 1 and 0.999… , and there is no way to write a repeating decimal that is greater than 0.999… and still less than 1. Either way, a k strictly between 1 and 0.999… does not exist. The only way this can be true is if those two numbers are not actually distinct. That is to say, 1 = 0.999…..
i truly appreciate how math seems like it’s this infallible always-true only-one-answer thing, when in reality math is just like:
I mean, I always thought it was easier to just go
If 1/3 = 0.33333 repeating
and 1/3 + 1/3 + 1/3 = 3/3 = 1
and 0.33333 repeating + 0.33333 repeating + 0.33333 repeating = 0.99999 repeating
then 0.99999 repeating must equal 1
okay but in her defence
OUGH what a beautiful bear....