小金鼠

Hi

[M. @lasttargaryen0]

#Japanese #china
我是你的祖先

[K.K | 世界線クリエイター @KK_sekaisen]

また今日も国会中に新しい水着でプールに行く世界線の自民党高市総理と小泉防衛大臣

※パロディです

#国会 #小泉進次郎 #高市早苗 #プール #自民党

[小金鼠 @SmallGoldMouse]

@droidlegendyt 土豆要变成potato

[小金鼠 @SmallGoldMouse]

@droidlegendyt 单挑

[小金鼠 @SmallGoldMouse]

@schrodinnemu 买个成品号得了

[Ray Dalio @RayDalio]

Over long periods of time, debts tend to rise faster than incomes, creating the long-term debt cycle.

Even as people become more indebted, lenders freely extend credit because during economic booms, incomes rise, asset values soar, and the stock market thrives. People borrow more to buy financial assets, pushing prices higher and creating a bubble.

So long as incomes keep rising, the debt burden stays manageable. But this cannot continue forever. Over decades, debt burdens slowly accumulate until debt repayments grow faster than incomes. This forces people to cut back on spending, causing incomes to fall and borrowing to dry up—eventually reversing the entire cycle.
#RayDalio #Economy #LongTermDebtCycle #Finance

[LuJun Quan @QuanLujun]

历史只是在轮回，从未改变！

[JavaScript FAN @javascript_fan]

Trigonometry Table 0° to 360° ✍️

[Ruters乳透社 @Ruters0615]

《 东 方 中 国 乡 》

[JavaScript FAN @javascript_fan]

Parabola All Important Formulas ✍️

[KMEMKJP @kmemkjp]

@ototusn0 @Himiko_8964

[Tiny Reverie🇺🇸🇯🇵 @TReverie]

普丁和它的宠物习禁评悠闲地在大街上散步🥰🥰

[佐佐木淳平 @tycoon_114514]

@ototusn0 活到头了

[Bilim Dünyası @dunyasalbilim]

sin² + cos² = 1 eşitliğinin görsel anlatımı.

[jusir @bigjusir]

#爱苗TV

今天是国际猫猫节，也可以是爱苗节🤓

[KHALID @H0H0v]

Conic Sections.

[Math Magician @MathMagicianY]

Calculas math hack easy method ✅✍️

[小金鼠 @SmallGoldMouse]

@Ux_xU_noz 何のゲーム

[SolvingForZ 🧠 @SolvingForZ]

Often celebrated as one of the most elegant relationships in mathematics, Euler’s formula profoundly connects exponential growth with periodic waves. This visualization moves beyond abstract symbols to show exactly how that connection works geometrically. By tracing a point’s continuous journey around a unit circle within the complex number space, we see that its real-world horizontal component is perfectly captured by a cosine wave, while its purely imaginary vertical component manifests as a sine wave. This dynamic animation visually proves that what appears to be exponential growth in the complex plane is fundamentally a description of graceful circular motion, revealing the deep unity underlying seemingly #manim #calculus

[JavaScript FAN @javascript_fan]

Unrolling circle into trigonometric functions.