shingboiii

蝶拍髻雲輕，顰笑不知情。 她前路自遠，唯我知己凝。

Check out my profile on Simcluster: a social network for the S.L.O.P era! simcluster.ai/?invite=shingb…

OCTANEEE

cold af but my fits even cooler

drinking Pepsi is a second thought deriving from choosing Cola as a drink then you lure yourself by retrieving the best memory of drinking Pepsi, possible with montages of ads, exps relevant to Pepsi and foster the decision making of choosing Pepsi in KFC where you don’t even have a choice of taking Cola over Pepsi but you have successfully unconsciously forgone other choices of drinks available at present with Miranda and other unfortunate flankers

Good Easter

@AMAN_TANG_ @0xinfini 帥

@shingboiii @0xinfini 看在誇我的份上 下次拿我卡去刷

ᯓ★ Infini Earn + U卡，躺賺利息還能全球刷卡消費？ 最近有很多好朋友問我的小尾巴Infini是什麼，怎麼選擇不同卡之類的問題。本篇是本人讀完官方指南后親自整理的一份解答小全！如果你感興趣的話就幫我收藏按讚一下吧！（本篇不含自拍><） #加密貨幣 #InfiniEarn #理財新手 —————— ฅ՞• •՞ฅ ——————— 🌳Infini Earn 是什麼？ 簡單說，就是個「加密版餘額寶」！存入 USDT/USDC 穩定幣，自動幫你跑收益，0 操作門檻！ ↓ 吸引我的點 ⟡ 每日利息：UTC 00:00 準時到帳，複利滾起來！ ⟡ 超穩策略：用的是「delta-neutral」策略，風險低，收益穩。 ⟡ 無需鎖倉：想花錢隨時提，消費+理財兩不誤！ —————— ฅ՞• •՞ฅ ——————— 🌳怎麼加入 Infini Earn？ ↓ 三步搞定： ① 去 infini.money 註冊帳號（郵箱/Google 登錄都行，怕鏈接有問題可以從官推進入網頁 @0xinfini ）。 ② 存入 USDT/USDC（支援 BNB Chain、Solana、ETH 等，選對網絡別手滑！）。 ③ 啥都不用幹，自動開始賺！ （梯子不要選香港，不要問我為什麼😭） —————— ฅ՞• •՞ฅ ——————— 🌳Infini U卡，加密界的「支付寶」！ 存的穩定幣不僅能賺利息，還能直接刷卡消費，全球百萬商户都可以用！ ↓ U卡硬核功能： ⟡ 虛擬卡秒開：Meow Card（手續費最低）、Rabbit Card（有X藍標和續費GPT需求可以優先考慮） 隨便挑，啟動費一次付清，無年費！ ⟡ 0 轉換費：USDT/USDC 秒變 USD，匯率即時透明，查 Google 就懂。 ⟡ 支援 Apple Pay/支付寶：買咖啡、充 ChatGPT，隨手一刷就行！ ⟡ 消費還能賺：卡裏餘額繼續生利息，邊花邊賺!! —————— ฅ՞• •՞ฅ ——————— 🌳適合誰？ 想讓閒錢增值，但怕麻煩的小白朋友們。 愛全球消費，嫌換匯費貴的「數位遊民」。 對加密市場有興趣，但不敢追高拋低的新手。 Infini Earn + U卡 = 低風險理財 + 超靈活消費（*不代表無風險~） —————— ฅ՞• •՞ฅ ——————— 🌳注意什麼？ ⟡ KYC 認證：想解鎖 U卡大額消費？老老實實驗證身份，安全第一。（ $500 u 內可以不需要 KYC，我個人KYC 時間只花了不到一分鐘, 蠻絲滑的！） ⟡ 小額交易別太碎：1-4 元的消費可能有最低手續費，攢著點刷！ ⟡ 區域限制：部分國家不能用卡，申請前看清官網說明。 🍀－－－－－－－－－－－－🍀 🍬TANG的個人Tips： 別把雞蛋全放一個籃子！Infini Earn 收益穩，但也別梭哈。可以先放 1000 USDT試水，感受下每天利息到帳的快樂，再決定加倉！U卡先開個 Meow Card，日常消費試試水，省下的換匯費夠你喝杯星巴克了！ 如果有內容寫錯歡迎 @0xsexybanana @Christianeth @0xinfini 幫我指正><，其它問題我們可以一齊評論區討論~ #Web3 #穩定幣 #YEP #KaitoAI @KaitoAI

youtube.com/watch?v=WdqkoG… this definitely marked sth

@bgc400 what about pussies

@shingboiii it works the same way with male genitals btw

a friend just taught me a skill: if you put ur mouth to the speaker of the phone, open it up when you pay music, you’ll actually feel the music

missed the lecture this morning, figure I’d do sth else to learn

@hamptonism gm

I’m testing something Please reply if you can see this post.

on modularity

lowkey wanna live Kermit’s life

living another day to play the game Evidential decision theory: an act is ratifiable if given that you perform it, it is not the case that the evidence is that you perform a different act would have been better.”This means an action is considered “ratifiable” if, after you choose it, you don’t end up with evidence suggesting another option would have been preferable. •“Roughly speaking, an act is ratifiable if, having performed it, you would not regret having performed it.”In simpler terms, a ratifiable act is one you won’t regret after doing it. •“No-regret decision theory says: don’t perform acts such that you know in advance that as soon as you have performed them, you will regret them.”This suggests a decision-making approach that avoids choices you’ll immediately wish you hadn’t made.

The map illustrates key concepts in decision theory, organized into three main sections: Newcomb's Problem (top, blue) - Shows the classic decision theory problem with Evidential Decision Theory (EDT) and Causal Decision Theory (CDT) approaches Causal Decision Theory (middle, green) - Breaks down the key components of CDT including causal dependence, expected utility, counterfactuals, and causal graphs Decision Process (bottom, yellow) - Demonstrates how decisions are structured with actions, states, outcomes, and expected utility calculations

Understanding Causal Decision Theory: A Comprehensive Breakdown of the Stanford Encyclopedia of Philosophy Entry

Ariel Rubinstein's paper, "Comments on the Interpretation of Game Theory," published in Econometrica (Vol. 59, No. 4, July 1991, pp. 909-924)