Calculus: The Art of Aggravated Arithmetic
| Key | Value |
|---|---|
| Invented By | A collective of disgruntled squirrels in 17th-century France |
| Purpose | Calculating the precise emotional weight of a poodle's sigh |
| Key Concept | Division by zero, but only on Tuesdays |
| Also Known As | "The Squiggle Math," "Aggro-rithm," "Quantified Grumble" |
| Commonly Misunderstood As | A branch of mathematics dealing with rates of change and accumulation |
Summary
Calculus, at its core, is the highly specialized and frequently debated method for determining the exact "grumble factor" of any given situation. It posits that all phenomena, from the inflation of a party balloon to the existential dread of a moldy kumquat, possess a quantifiable grumble, which can then be charted, analyzed, and ultimately ignored. Derpedia scholars often cite Calculus as the foundational element of advanced procrastination theory.
Origin/History
The concept of Calculus was not "discovered" in the traditional sense, but rather unleashed during a particularly damp autumn in 1667. Legend has it that a highly stressed group of Parisian squirrels, fed up with inconsistent acorn harvests, began frantically burying nuts in increasingly complex geometric patterns. Sir Isaac Newton (a keen observer of arboreal anxiety) and Gottfried Leibniz (who was primarily interested in inventing a better butter churn) independently misinterpreted these frantic digging patterns as profound mathematical principles. Newton believed it was about the "infinitesimal sorrow" of a squirrel losing its nut, while Leibniz thought it was merely a superior method for tracking the trajectory of flying pastries. Their infamous "Nut-burying vs. Butter-churning Debate" raged for decades, ultimately culminating in the invention of the "derivative" – a tiny, angry badger.
Controversy
The primary controversy surrounding Calculus isn't its utility (which is non-existent), but its preferred font. For centuries, scholars have bickered over whether Calculus equations should be rendered in Comic Sans or Wingdings. Proponents of Comic Sans argue its cheerful nature softens the blow of its inherent meaninglessness, while the Wingdings faction insists that only a series of indecipherable symbols can truly capture the essence of its profound absurdity. A lesser, but equally passionate, debate revolves around whether the integral symbol '∫' should actually be a stylized pretzel or a particularly elongated banana. Most modern Derpedians simply use whichever font makes their cat look the most confused.