Programmer Toolkit

The ultimate hexadecimal workspace for reverse engineers and low-level developers.

Smart Converter

Paste any value (Hex, Dec, Bin) and let us handle the rest.

Unknown
Popcount (Set Bits)
0
ASCII Preview
...
64-Bit Interactive GridClick bits to toggle
Big Endian (BE)
00 00 00 00 00 00 00 00
Little Endian (LE)
00 00 00 00 00 00 00 00
Hexadecimal
0
Decimal
0
Binary
0
Octal
0
C-Array / Shellcode
0

Arithmetic Calculator

Hex Result
0
Decimal
0
Binary
0

Bitwise 101

A: 000000000000000000000000000000000
B: 000000000000000000000000000000000
Result: 000000000000000000000000000000000

Offset Calculator

Resulting Offset
0x0

Data Type View

8-bit
Unsigned
0
Signed
0
16-bit
Unsigned
0
Signed
0
32-bit
Unsigned
0
Signed
0
64-bit
Unsigned
0
Signed
0

IDA Pro Tips

  • Use G to jump to a specific address.
  • Press H to toggle between Hex and Decimal view.
  • Offsets are key for ASLR bypass.

The Programmer's Essential Toolset

In the world of low-level programming, reverse engineering, and app development, the ability to quickly manipulate data across different bases is not just a convenience—it's a necessity. Our Programmer Calculator is designed to be the central hub for these operations, providing a "smart" interface that adapts to your workflow.

Whether you're analyzing a crash dump, writing a custom memory allocator, or reverse engineering a binary in IDA Pro, you constantly deal with hexadecimal addresses, bitwise flags, and signed/unsigned integer representations. This tool simplifies those tasks by providing instant feedback and precise calculations using BigInt logic.

Offset Calculation

Memory offsets are the backbone of reliable app development. By calculating the distance between a target instruction and the module's base address, you can create patches that are resilient to ASLR (Address Space Layout Randomization).

Bitwise Operations

Understanding bitwise logic is crucial for working with hardware registers and network protocols. Our calculator supports AND, OR, XOR, and Bit Shifting, allowing you to mask and manipulate individual bits with ease.

Data Type Analysis

A single hex value can represent many things depending on its context. Our Data Type View shows you how a value is interpreted as 8, 16, 32, or 64-bit signed and unsigned integers, helping you identify overflow issues and logic bugs.

Quick Reference Table

0x0
0
0x1
1
0x2
2
0x4
4
0x8
8
0xA
10
0xC
12
0xF
15
0x10
16
0x20
32
0x40
64
0x80
128
0x100
256
0x200
512
0x400
1024
0xFFFF
65535