199 Followers, 311 Following, 26 Posts - See Instagram photos and videos from Sidon (@sidons_abs)

2023年4月14日 · 2.5M subscribers in the zelda community. /r/Zelda is the unofficial hub for anything and everything The Legend of Zelda - the iconic Nintendo series…

Welcome to the stream! Feel free to chat and chill. I can only understand English and Filipino so please try to use these two languages for easy communicatio...

2023年4月14日 · Hot Ganondorf, Sidon got hotter, and the artbook shows a hot new character and a redesign for an existing one. Horny folks eating good. see THIS is the real news. …

Sidon is the prince of the Zora, the son of King Dorephan and the brother of Mipha. He first encounters Link in Breath of the Wild at Inogo Bridge while on his way to Zora's Domain.

2017年3月18日 · Breath of the Wild's Prince Sidon has quickly become a favorite in the Zelda community, and for good reason. His killer smile, those abs, and charisma have everyone swooning over him like the Bimbettes do over Gaston from Walt Disney's Beauty and the Beast.

2017年12月20日 · I’m over the Sidon praise. I get it, he’s enthusiastic, his abs are impeccable, and he’s got a grin for days. But I just can’t jump on that bandwagon. I mean the original gerudo champion has enough abs to share but I've only heard people swooning for Sidon. Self explanatory, but I don't get why people are swooning over this guys. I'm just curious.

2024年11月19日 · A Sidon set M is a subset of Ft2 such that the sum of four distinct elements of M is never 0. The goal is to find Sidon sets of large size. In this note we show that the graphs of almost perfect nonlinear (APN) functions with high linearity can …

2023年3月30日 · Sidon spaces have been introduced by Bachoc, Serra and Zémor in 2017 as the $q$-analogue of Sidon sets. The interest on Sidon spaces has increased quickly, especially after the work of Roth, Raviv and Tamo in 2018, in which they highlighted the correspondence between Sidon spaces and cyclic subspace codes.

2019年9月4日 · We say a set A of positive integers is an asymptotic basis of order k if every large enough positive integer can be represented as the sum of k terms from A. A set of positive …