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THE Legit drops MISSION

Welcome to Legit drops, your hub for decoding the digital world. We provide concise, actionable advice on cyber security, cloud technologies, and future tech trends to elevate your digital lifestyle. Our mission is to empower you to navigate the complexities of the modern era with confidence and clarity.

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CYBER SECURITY

Tips, tools, and best practices to keep your digital life secure against evolving threats.

CLOUD COMPUTING

Demystifying the cloud and optimizing your remote workflows for maximum efficiency.

FUTURE TECH TRENDS

Analysis and insights into AI, Blockchain, and the next generation of digital innovation.

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LATEST FROM THE LAB

                                           
                                                                                                                                 

ASCII Code Encoder and Table

Interactive ASCII Encoder

ASCII Code Explorer

Type a phrase (max 36 characters) to see its Decimal, Hexadecimal, and Binary equivalents.

0 / 36 characters

Decimal (DEC) Equivalent:

Hexadecimal (HEX) Equivalent:

Binary (BIN) Equivalent:

Full ASCII (0-127) Table

DEC HEX BIN Character Symbol/Meaning
                                                                                 

Decimal to Hexadecimal and Hexadecimal to Decimal

Binary, Decimal & Hex Converter

BASE CONVERSION UTILITY

Secure your data streams: Convert between Decimal, Binary ($\text{Base 2}$), and Hexadecimal ($\text{Base 16}$) with step-by-step logic.

Decimal To Binary

Binary Equivalent:

0

Steps (Repeated Division by 2)

Enter a number above to see the calculation steps here.

Binary to Decimal

Decimal Equivalent:

0

Steps (Powers of 2)

Enter a binary number above to see the calculation steps here.

Decimal To Hexadecimal

Hexadecimal Equivalent:

0

Steps (Repeated Division by 16)

Enter a number above to see the calculation steps here.

Hexadecimal To Decimal

Decimal Equivalent:

0

Steps (Powers of 16)

Enter a hexadecimal number above to see the calculation steps here.

                                                                                 

Logic Gate Simulator

Digital Logic Gate Simulator

DIGITAL LOGIC GATE SIMULATOR

Visualize and experiment with fundamental logic gates in real-time

Select Logic Gate

AND Gate: Output is 1 only if both inputs (A AND B) are 1.


Gate Visualization

Input A

A = 0
AND

Input B

B = 0

Output Q

Q = 0


Truth Table

A B Q

Digital Logic Gate Simulator • Electronics Education Tool • Made with ❤️

                                                                                 

4-Bit Truth Table (0-15)

4-Bit Binary Truth Table Decoder

4-BIT BINARY TRUTH TABLE DECODER

Edit the binary bits in the table. The decimal value for each row updates automatically.

Binary to Decimal Conversion

8 ($2^3$) 4 ($2^2$) 2 ($2^1$) 1 ($2^0$) Decimal

Binary Number System

Binary Basics

Each bit represents a power of 2

From left to right: 8 (2³), 4 (2²), 2 (2¹), 1 (2⁰)

Decimal Range

0 to 15

4 bits can represent 16 unique values (2⁴ = 16)

4-Bit Binary Truth Table Decoder • Digital Logic Tool • Made with ❤️

                                                                                 

Color Mixer

Hex Color Mixer & Analyzer

HEX COLOR SYNTHESIZER

Analyze and adjust color values in real-time across Hex, RGB, and HSL ranges.

#

Color Name: Emerald

°

Real-Time Adjustment


Color Range and Equivalents

RGB (Red, Green, Blue)

RGB(16, 185, 129)

Range: 0 - 255 for each channel

HSL (Hue, Saturation, Lightness)

HSL(157°, 83%, 39%)

Range: H: 0° - 360°, S: 0% - 100%, L: 0% - 100%

Hex Color Synthesizer • Color Analysis Tool • Made with ❤️

                                                                                 

Interactive Calculator and Binary Converter

8-Bit Binary Calculator & Converter

8-Bit Binary Conversion & Arithmetic

A learning tool for 8-bit binary operations and decimal conversion.

Binary to Decimal (8-bit)

Decimal Result: 243

8-Bit Binary Arithmetic

Binary Result: 00001000

Decimal Result: 8

Step-by-Step Calculation:

Addition: 00000101 (5) + 00000011 (3) = 00001000 (8)