Backcross-to-Congenic Calculator

Compute how many backcross generations and how many months it takes to reach a target recipient genome proportion — with or without marker-assisted speed congenic.

Breeding & GeneticsSpeed CongenicClient-Side
Tool details, related tools, and citation

Try it out

Load example backcross-to-congenic calculator data to see the full workflow

Target & Strategy

Fraction of the genome that should match the recipient strain (0.51 – 0.9999).

Default 0.5 (F1 from donor × recipient). Override if you are continuing an in-progress backcross.

Mating to next mating. Default 11 weeks for B6-class strains.

Time to Congenic

Conventional backcrossing to N9 takes 22.8 months — consider speed congenic with MAS to cut this in half.
Conventional generations
N9
backcrosses to recipient
Final proportion
99.90%
recipient genome
Total time
22.8 mo
99 weeks
Saveable with MAS
4 gen
10 months

Per-Generation Convergence

GenerationConventionalSpeed (MAS)Weeks
N175.00%87.50%11
N287.50%96.88%22
N393.75%99.22%33
N496.88%99.80%44
N598.44%99.95%55
N699.22%99.99%66
N799.61%100.00%77
N899.80%100.00%88
N999.90%100.00%99
N1099.95%100.00%110
N1199.98%100.00%121
N1299.99%100.00%132

Green cells indicate the first generation to reach your target proportion on each path.

  • Planning a new knock-out, knock-in, or transgene transfer onto a clean inbred background
  • Estimating the time and cost to reach JAX-quality (>99.9%) congenic status
  • Comparing conventional vs speed congenic for budget justification
  • Onboarding rotation students to the math behind backcrossing
  • Forecasting when a congenic line will be ready for downstream experiments

Don't use for

  • For F2 intercross or recombinant inbred line setup (different goal)
  • For transgene rescue experiments where background is irrelevant
  • For consomic strain construction (whole-chromosome substitution — different math)

Backcross-to-Congenic Basics

The goal

Move a single gene, transgene, or chromosomal region from a donor strain onto a recipient strain background, *without* dragging along thousands of donor SNPs that could confound your phenotype.

The recipe

1. Cross donor ×\times recipient → F1 (50% recipient genome, all heterozygous at the target locus) 2. Backcross F1 carrier ×\times recipient → BC1 (75% recipient on average) 3. Genotype the offspring, pick carriers, repeat 4. After ~10 backcrosses, the donor genome outside the target locus is <0.1% 5. Intercross two carriers to get a homozygous congenic stock

The math

recipient proportion = 1 − (donor at start) ×\times (0.5)^N. With F1 starting at 50% recipient, donor halves every generation. Geometric, not linear.

Why it matters

A "knock-out on a 129 background" is a different mouse than the same knock-out on a B6 background. Behavioral, immunological, and metabolic phenotypes can flip sign on a different background. If you want your paper to replicate, your KO needs to be on the background everyone else uses — usually B6.

Speed Congenic with Marker-Assisted Selection

The bottleneck

Conventional backcrossing wastes time because you pick carriers blind. Even after 5 generations, the carrier you bred from might happen to have an unlucky 35% donor background — pulling the average back up.

The fix

Genotype 96-384 SNP markers spaced across the genome on every potential breeder. Pick the carrier whose *background* is most recipient — the one that "won" the random shuffle that generation. Markel et al. (1997) showed this gets you N10-equivalent in 4-5 generations instead of 10.

The cost
  • SNP panel per breeder per generation: ~$50-100
  • Per generation, 10-20 breeders typed: $500-2000
  • Total speed congenic: $3000-10000
  • Saved per-diem (5 generations × 11 weeks × ~$1.50/cage/day ×\times ~10 cages): ~$5,000
  • Saved postdoc time: 1+ year of waiting → priceless
When to skip MAS

If your target locus is on a chromosome with already-low recipient density, MAS gains less. If the line is a permanent backbone strain (not a one-shot project), the time savings dominate.

Frequently Asked Questions