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Enter Calculation

Enter a valid DNA sequence using only A, T, G, and C characters. The sequence is not case-sensitive.
Example: ATGCATGCATGC
Note: GC content is the percentage of nitrogenous bases in a DNA sequence that are either guanine (G) or cytosine (C).

Formula

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Results

GC Content

50%
Input DNA Sequence ATGCATGCATGC
Valid DNA Sequence ATGCATGCATGC
Total Valid Bases 12
GC Count 6
AT Count 6
AT Content 50%
■ GC Content ■ AT Content

What the GC Content Calculator Does

This tool calculates the GC content of any DNA sequence — the percentage of bases that are either guanine (G) or cytosine (C). GC content is a fundamental measure in molecular biology used to compare genomes, design PCR primers, and predict the melting temperature and stability of double-stranded DNA. Because G–C pairs are joined by three hydrogen bonds (versus two for A–T pairs), sequences richer in G and C tend to be more thermally stable.

DNA ladder showing G-C and A-T base pairs in distinct colors
GC content counts the guanine (G) and cytosine (C) bases relative to all four bases.

How to Use It

  • DNA Sequence: Paste or type your sequence using the letters A, T, G and C.
  • The input is not case-sensitive — "atgc" and "ATGC" produce the same result.
  • Any characters that aren't A, T, G or C (spaces, numbers, N, line breaks) are automatically stripped out before calculation, and the calculator reports how many invalid characters it removed.

For example, entering ATGCATGCATGC gives an instant percentage.

The Formula

The calculator counts the G and C bases in your cleaned sequence and divides by the total number of valid bases:

$$\text{GC\%} = \frac{N_G + N_C}{N_G + N_A + N_T + N_C} \times 100$$

It also reports the complementary AT content using the same logic with A and T counts. If no valid bases are present, the result is simply 0.

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Pie chart showing proportion of GC bases versus AT bases
GC% is the fraction of the sequence made of G and C bases, shown as a percentage.

Worked Example

Take the example sequence ATGCATGCATGC:

  • Total bases = 12
  • Count of G = 3, Count of C = 3, so GC count = 6
  • GC Content = $$(6 \div 12) \times 100 = 50\%$$ 50%
  • AT count = 6, so AT Content = 50%

A balanced sequence like this has equal GC and AT content.

Frequently Asked Questions

Why does GC content matter? It affects DNA stability and melting temperature, helps identify gene-rich regions, and is used when designing primers so they bind reliably during PCR.

What happens to invalid characters? Letters like N, U, gaps or whitespace are removed automatically. Only A, T, G and C are kept and counted, so spaces in pasted sequences won't distort your result.

Does it accept RNA sequences? The calculator only recognises DNA bases (A, T, G, C). Uracil (U) from RNA would be filtered out, so convert U to T first for an accurate reading.

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