Appearance of the Plants

This strain grows into a medium-to-tall plant, standing 100-140 cm indoors and stretching up to 160-220 cm outdoors. The buds are dense, heavy, and coated in an icy layer of trichomes, making them look like they were dipped in sugar. As flowering progresses, deep purple hues begin to emerge beneath the frost, adding to its stunning visual appeal. The strong side branches provide excellent support for its chunky flowers, making it a sturdy choice for growers looking for a high-yielding, resilient plant.

The Taste & Smell

Jealousy Dankness is as flavorful as it is potent. Sweet blueberry notes hit first, followed by a smooth vanilla creaminess that lingers on the tongue. On exhale, a slight citrus kick rounds out the experience, creating a rich and complex flavor profile. The aroma is strong and fruity, filling the air with a mix of fresh berries and sugary sweetness, making it a strain that’s as enjoyable to smell as it is to smoke.

Effects

With a THC level reaching up to 33%, Jealousy Dankness is not for the faint-hearted. The first hit brings an instant wave of euphoria, filling the mind with creative energy and uplifting vibes. This is followed by a focused, clear-headed buzz—perfect for tackling creative projects or enjoying the outdoors. As time passes, the effects transition into a deep body relaxation, melting away stress and tension. Ideal for unwinding after a long day, but be warned—newcomers should approach with caution, as this strain’s potency can easily knock you off your feet.

Growing Characteristics/Yield

Jealousy Dankness is a vigorous grower with a flowering time of around 9 weeks indoors, and outdoor harvests ready by the end of September. It produces exceptionally high yields, offering 550-600 g/m² indoors and up to a staggering 900-1000 g per plant outdoors. It thrives in warm, moderate climates and benefits from occasional leaf pruning to allow more light penetration to lower bud sites. Expect compact, heavy flowers that will weigh down branches, so some support may be necessary for optimal growth.