Here is the second piece in my Nintendo wedding series (That is in no way related to my love of designing wedding dresses)
Daisy and Luigi are so cute and I pitcured that they would go for a more casual wedding vibe.
Lint Roller? I Barely Know Her
PUT YOUR BEARD IN MY MOUTH
Sade Olutola
I'd rather be in outer space 🛸
KIROKAZE
No title available
No title available
d e v o n
let's talk about Bridgerton tea, my ask is open
Aqua Utopia|海の底で記憶を紡ぐ
Jules of Nature

No title available

pixel skylines

tannertan36
DEAR READER

Love Begins
wallacepolsom
Cosmic Funnies
2025 on Tumblr: Trends That Defined the Year
Sweet Seals For You, Always

seen from Australia
seen from United States
seen from Canada
seen from Malaysia
seen from T1
seen from United States

seen from Venezuela
seen from T1

seen from United States
seen from United States
seen from United States
seen from United States
seen from United States

seen from United States

seen from United States
seen from United States
seen from United States
seen from United States

seen from United States

seen from United States
@paintbooksandtea
Here is the second piece in my Nintendo wedding series (That is in no way related to my love of designing wedding dresses)
Daisy and Luigi are so cute and I pitcured that they would go for a more casual wedding vibe.
So I have decided to make some Nintendo themed wedding sketches because I love desiging wedding dresses. I figured I start out by making one for my favorite rare pair, Samus and Anthony :)
Above is actual footage of me discovering that I could choose the color that my chat heads are displayed in on my android phone. Do my apple using friends who have longed blamed me for making our group chats green get to do this? No, only me the android user can blissfully change the color scheme to my favorite color.
Russell's paradox
I just wanted to take the time to talk about my favorite paradox.
So in math we call a group of numbers a set. For example the set of all even numbers. Certain sets can be contained by other sets. Such as how even numbers are contained in the set of rational numbers, which are contained in the set of real numbers.
So one day this fellow named Bertrand Russell, discovered this contradiction, that is if he had a set that contained all sets that do not contain itself.
The problem with this set is that it must not contain itself in order to contain itself. Which is not posible.
These may not be ball gowns, but I still love all of these “day dresses” from Time Princess:)
My most favorite ball gowns, evening gowns, and facncy formal dresses from Time Princess:)