TCG Playability
Creature — Phyrexian Insect
Flying This creature enters with two oil counters on it. This creature gets +1/+1 for each oil counter on it. Whenever another creature or artifact you control is put into a graveyard from the battlefield, put an oil counter on this creature.
Necrosquito is a versatile flying creature from Magic's ONE set that offers consistent growth mechanics through oil counter accumulation, making it an excellent addition to graveyard-focused strategies and sacrifice-heavy deck archetypes. This black creature enters the battlefield as a 2/2 flyer thanks to its two initial oil counters, immediately providing evasive pressure while the real power lies in its triggered ability. Every time another creature or artifact you control is put into a graveyard from the battlefield—whether through sacrifice outlets, board wipes, or natural attrition—Necrosquito gains another oil counter and becomes +1/+1 larger. This makes the card exceptionally strong in shells that already want to fill graveyards and sacrifice permanents, such as Rakdos sacrifice decks, aristocrat strategies, artifact-focused brews, and self-mill strategies that benefit from filling the graveyard while generating explosive board growth simultaneously. The card's flexibility across multiple formats adds significant value for collectors and competitive players alike. Legal in Pioneer, Modern, Legacy, Vintage, and Commander among others, Necrosquito fits naturally into both casual and competitive environments. In Commander specifically, it synergizes beautifully with sacrifice outlets and commanders that reward graveyard interactions. The flying keyword provides immediate evasion, meaning Necrosquito can pressure opponents while safely growing in the background. For players building sacrifice decks or looking to maximize graveyard synergies, this creature represents efficient mana-to-value ratio and a genuine threat that accelerates out of hand, making it a smart inclusion for anyone looking to upgrade their black-based strategies with repeatable growth potential.
Illustrated by Abz J Harding