Function Magnets
Description: A dark background displays a series of mathematical equations demonstrating the derivative of a function. The steps include rewriting the function with an exponent, applying the chain rule and power rule, and finally arriving at the derivative formula. The text "Power Rule" and "Chain Rule" are also present.
Description: A visual representation of Python code. It displays imported libraries like pandas and numpy, a function 'clean_data' for dataset preprocessing including dropping nulls and converting 'date' to datetime, and a class 'VectorModel' with initialization and optimization methods. The code also includes print statements for data transformation completion and displaying the head of the cleaned data.
Description: A dark background with lines of computer code. Key phrases include "const displayElement =", "let userCount = 1024;", "function processData(input)", "// abstract digital representation", "return input.toUpperCase();", and "processData('Vector Art');". The code is displayed in a monospaced font with different colors for keywords and strings.
Description: A black background with white mathematical equations arranged in a circular pattern resembling a clock face. White clock hands are positioned at the center. Equations include "x² + y² = z²", "lim (1/x)", "∫ e^x dx", "f(x) = mx + c", "d/dx sin(x)", "e^(iπ) + 1 = 0", "log10(100)", "2³ - 1", "√(16+2)", "(3+2)²", "√144", "Σ n/n!", and "π ≈ 3.14159".
Description: A circular seal-style layout features a brain illustration in the center. The text "HIGH FUNCTIONING" arches across the top, with two stars flanking it. The text "OVERTHINKER" is positioned below the brain. The design is rendered in a tan color on a black background, giving it a rustic look.
Description: A dark-themed visual representation of programming code with line numbers on the left. At the center, highlighted in white bold text, reads 'It worked on my local'. The code contains various function calls, variable declarations, and comments, with some lines displaying subtle orange and yellow gradients.
Description: A graphic featuring mathematical diagrams of a parabola and a cone. The text reads "MY PARABOLA DON'T WANT NONE" in yellow and white, and "UNLESS YOU GOT CONES HUN" in white and yellow. The parabola is shown on a coordinate plane, and the cone has labeled points and dashed lines.
Description: A black background features white text stating "MATH PUNS" at the top. Below this is a yellow and white waveform graphic. The next line reads "ARE THE THE" in white. Prominently displayed are the words "FIRST" in white and "SINE" in yellow. The bottom line reads "OF MADNESS" in white. Small tick marks resembling rulers appear on the left and right sides of the design.
Description: A white line diagram on a black background illustrating a control system. It features a summation circle with inputs 'r' and 'e', and outputs 'r', 'e', and 'u'. Two blocks labeled 'C' and 'F' are connected, receiving and sending 'y' signals. Another block labeled 'P' is grounded. Below the diagram, the equation 'H(s) = H(s) / 2' is displayed.
Description: A monochrome text-based representation of the Fourier transform formula. The top line reads 'Fourier transform' in a bold, sans-serif font. Below, the mathematical equation F(\xi) = \int_{-\infty}^{\infty} f(x)e^{-i2\pi x\xi} dx is displayed.
Fourier transform F(\xi) = Integral of f(x)e^{-i2\pi x\xi} dx Magnet
by Pastel Dream Nostalgia
$4.75
Description: A dark background displays lines of Python code in various bright colors. Key elements include function definitions like 'def process_data(data):', variable assignments like 'index = "Initialize"[]', and conditional statements like 'if check(item):'. The code appears to be processing data and computing results.
Description: A black background displays a white control system block diagram. It includes labels 'r', 'e', 'C', 'u', 'P', 'y', and 'F'. Below the diagram is a mathematical formula for H(s) with 's' as the variable, showing the transfer function of the system.
Control System Diagram with Formula H(s) = P(s)C(s) / (1 + P(s)C(s)F(s)) Magnet
by funnymushroomz
$4.75