There are 88 parent pairs that hatch Killamari in Palworld 1.0, all of them ordinary maths, no special recipe: Killamari sits at breeding power 2,770, so any two parents whose powers average out to that number hatch Killamari. All of them are read straight from the 1.0 game files, not copied from an Early Access spreadsheet, and the table below sorts them by how easy the parents are to get. The most reachable is Cattiva + Fuddler; the calculator above already has Killamari selected if you want to filter by a parent you own.
Every pair that produces Killamari (88)
Sorted so the pairs with the commonest parents come first. Hover a name for its stat card; click it for that Pal's own breeding page.
| Parent A | Parent B | Breeding power | Route |
|---|---|---|---|
| Killamari | Killamari | 2,770 + 2,770 → 2,770 | Maths |
| Cattiva | Fuddler | 2,760 + 2,790 → 2,775 | Maths |
| Cattiva | Killamari | 2,760 + 2,770 → 2,765 | Maths |
| Mau Cryst | Fuddler | 2,750 + 2,790 → 2,770 | Maths |
| Mau Cryst | Mozzarina | 2,750 + 2,800 → 2,775 | Maths |
| Fuddler | Celaray | 2,790 + 2,740 → 2,765 | Maths |
| Kelpsea | Celaray | 2,810 + 2,740 → 2,775 | Maths |
| Mozzarina | Celaray | 2,800 + 2,740 → 2,770 | Maths |
| Tocotoco | Kelpsea | 2,730 + 2,810 → 2,770 | Maths |
| Tocotoco | Mozzarina | 2,730 + 2,800 → 2,765 | Maths |
| Tocotoco | Woolipop | 2,730 + 2,820 → 2,775 | Maths |
| Melpaca | Kelpsea | 2,720 + 2,810 → 2,765 | Maths |
| Melpaca | Tanzee Ignis | 2,720 + 2,830 → 2,775 | Maths |
| Woolipop | Melpaca | 2,820 + 2,720 → 2,770 | Maths |
| Eikthyrdeer | Swee | 2,710 + 2,840 → 2,775 | Maths |
| Eikthyrdeer | Tanzee Ignis | 2,710 + 2,830 → 2,770 | Maths |
| Eikthyrdeer | Woolipop | 2,710 + 2,820 → 2,765 | Maths |
| Jolthog Cryst | Flambelle | 2,850 + 2,700 → 2,775 | Maths |
| Swee | Flambelle | 2,840 + 2,700 → 2,770 | Maths |
| Tanzee Ignis | Flambelle | 2,830 + 2,700 → 2,765 | Maths |
| Bristla | Swee | 2,690 + 2,840 → 2,765 | Maths |
| Jolthog Cryst | Bristla | 2,850 + 2,690 → 2,770 | Maths |
| Direhowl | Jolthog Cryst | 2,680 + 2,850 → 2,765 | Maths |
| Direhowl | Ribbuny | 2,680 + 2,860 → 2,770 | Maths |
| Direhowl | Rooby | 2,680 + 2,870 → 2,775 | Maths |
| Leezpunk | Ribbuny | 2,670 + 2,860 → 2,765 | Maths |
| Leezpunk | Rooby | 2,670 + 2,870 → 2,770 | Maths |
| Rushoar | Leezpunk | 2,880 + 2,670 → 2,775 | Maths |
| Flopie | Cremis | 2,660 + 2,890 → 2,775 | Maths |
| Flopie | Rooby | 2,660 + 2,870 → 2,765 | Maths |
| Rushoar | Flopie | 2,880 + 2,660 → 2,770 | Maths |
| Cremis | Jelliette | 2,890 + 2,650 → 2,770 | Maths |
| Rushoar | Jelliette | 2,880 + 2,650 → 2,765 | Maths |
| Tanzee | Jelliette | 2,900 + 2,650 → 2,775 | Maths |
| Leezpunk Ignis | Cremis | 2,640 + 2,890 → 2,765 | Maths |
| Leezpunk Ignis | Daedream | 2,640 + 2,910 → 2,775 | Maths |
| Leezpunk Ignis | Tanzee | 2,640 + 2,900 → 2,770 | Maths |
| Daedream | Herbil | 2,910 + 2,630 → 2,770 | Maths |
| Nox | Herbil | 2,920 + 2,630 → 2,775 | Maths |
| Tanzee | Herbil | 2,900 + 2,630 → 2,765 | Maths |
| Cinnamoth | Pupperai | 2,620 + 2,930 → 2,775 | Maths |
| Daedream | Cinnamoth | 2,910 + 2,620 → 2,765 | Maths |
| Nox | Cinnamoth | 2,920 + 2,620 → 2,770 | Maths |
| Caprity | Hoocrates | 2,610 + 2,940 → 2,775 | Maths |
| Caprity | Nox | 2,610 + 2,920 → 2,765 | Maths |
| Caprity | Pupperai | 2,610 + 2,930 → 2,770 | Maths |
| Croajiro | Pupperai | 2,600 + 2,930 → 2,765 | Maths |
| Gumoss | Croajiro | 2,950 + 2,600 → 2,775 | Maths |
| Hoocrates | Croajiro | 2,940 + 2,600 → 2,770 | Maths |
| Gumoss | Jellroy | 2,950 + 2,590 → 2,770 | Maths |
| Hoocrates | Jellroy | 2,940 + 2,590 → 2,765 | Maths |
| Pengullet | Jellroy | 2,960 + 2,590 → 2,775 | Maths |
| Eikthyrdeer Terra | Clovee | 2,580 + 2,970 → 2,775 | Maths |
| Eikthyrdeer Terra | Gumoss | 2,580 + 2,950 → 2,765 | Maths |
| Eikthyrdeer Terra | Pengullet | 2,580 + 2,960 → 2,770 | Maths |
| Galeclaw | Clovee | 2,570 + 2,970 → 2,770 | Maths |
| Galeclaw | Fuack | 2,570 + 2,980 → 2,775 | Maths |
| Galeclaw | Pengullet | 2,570 + 2,960 → 2,765 | Maths |
| Foxparks | Nitewing | 2,990 + 2,560 → 2,775 | Maths |
| Fuack | Nitewing | 2,980 + 2,560 → 2,770 | Maths |
| Nitewing | Clovee | 2,560 + 2,970 → 2,765 | Maths |
| Foxparks | Gobfin | 2,990 + 2,550 → 2,770 | Maths |
| Gobfin | Depresso | 2,550 + 3,000 → 2,775 | Maths |
| Gobfin | Fuack | 2,550 + 2,980 → 2,765 | Maths |
| Depresso | Killamari Primo | 3,000 + 2,540 → 2,770 | Maths |
| Foxparks | Killamari Primo | 2,990 + 2,540 → 2,765 | Maths |
| Sparkit | Killamari Primo | 3,010 + 2,540 → 2,775 | Maths |
| Depresso | Gloopie | 3,000 + 2,530 → 2,765 | Maths |
| Lifmunk | Gloopie | 3,020 + 2,530 → 2,775 | Maths |
| Sparkit | Gloopie | 3,010 + 2,530 → 2,770 | Maths |
| Jolthog | Amione | 3,030 + 2,520 → 2,775 | Maths |
| Lifmunk | Amione | 3,020 + 2,520 → 2,770 | Maths |
| Sparkit | Amione | 3,010 + 2,520 → 2,765 | Maths |
| Jolthog | Foxparks Cryst | 3,030 + 2,500 → 2,765 | Maths |
| Lamball | Foxparks Cryst | 3,050 + 2,500 → 2,775 | Maths |
| Mau | Foxparks Cryst | 3,040 + 2,500 → 2,770 | Maths |
| Mau | Pengullet Lux | 3,040 + 2,490 → 2,765 | Maths |
| Pengullet Lux | Lamball | 2,490 + 3,050 → 2,770 | Maths |
| Pengullet Lux | Vixy | 2,490 + 3,060 → 2,775 | Maths |
| Lamball | Muffly | 3,050 + 2,480 → 2,765 | Maths |
| Teafant | Muffly | 3,070 + 2,480 → 2,775 | Maths |
| Vixy | Muffly | 3,060 + 2,480 → 2,770 | Maths |
| Chikipi | Kelpsea Ignis | 3,080 + 2,470 → 2,775 | Maths |
| Teafant | Kelpsea Ignis | 3,070 + 2,470 → 2,770 | Maths |
| Vixy | Kelpsea Ignis | 3,060 + 2,470 → 2,765 | Maths |
| Chikipi | Ribbuny Botan | 3,080 + 2,460 → 2,770 | Maths |
| Teafant | Ribbuny Botan | 3,070 + 2,460 → 2,765 | Maths |
| Chikipi | Finsider | 3,080 + 2,450 → 2,765 | Maths |
How the maths gets to Killamari
Every Pal has a hidden breeding power; Killamari sits at 2,770. When two parents breed, the game adds their two numbers, halves the total rounding up, and hatches whichever Pal is nearest that result. So any pair whose numbers average out to 2,770 (or nearer to 2,770 than to any other Pal) gives Killamari: that is why so many different pairs land on the same egg, and why the pairs above cluster around parents whose powers straddle 2,770.
Worked examples from the table: Cattiva (2,760) + Fuddler (2,790) → 2,775; Cattiva (2,760) + Killamari (2,770) → 2,765. When two Pals sit at exactly the same distance from the average, a fixed priority order decides, which is why a few pairs that look like they should tie do not.
Killamari + Killamari always hatches Killamari: breeding two of the same species is how you farm passives once you have a pair.
What Killamari breeds into
Killamari as a parent, with a few common partners. The forward tab of the calculator does this for any pair.
Where to catch Killamari
Every Killamari spawn point, with the level range you meet it at. Click a point for coordinates; the full map has every other Pal, alpha and resource.
Open the full interactive map →
Frequently asked questions
How many pairs breed Killamari in Palworld 1.0?
88 unordered parent pairs, all ordinary maths (no special recipe), read from the 1.0 game files. The full table is above.
What is the easiest pair for Killamari?
By breeding power, Cattiva + Fuddler is the pair with the commonest parents in 1.0. Whether it is easy for you depends on what you own; the calculator above can filter the list by a parent you have.
What do two Killamari breed?
Killamari. Breeding two of the same species always hatches that species; it is how you farm passives once you have a pair.
