Skunk X Mazar Feminized Seeds (Bulk Seeds) - ELITE STRAIN

Skunk X Mazar is a celebrated cannabis strain, a product of crossing Mazar-I-Sharif with Skunk genetics. This feminized photoperiod strain leans heavily towards the Indica side, offering profound relaxation and tranquility. It is a cross between Mazar-I-Sharif and Skunk varieties. It has a unique genetic composition that provides exceptional qualities. This Indica-dominant strain is known for its relaxing and calming effects. With THC levels from 16% to 20% and approximately 2% CBD, it provides a potent experience. The buds are dense and compact, displaying vibrant green hues accented by orange pistils. The resinous trichomes covering the buds contribute to their frosty appearance. The flavor profile features citrusy undertones coupled with spicy and woody notes, delivering an enticing sensory experience when smoked or vaporized. The effects are a well-balanced combination, inducing relaxation and tranquility alongside an uplifting boost. This makes it versatile for both daytime and evening use, adaptable to individual preferences.

Growing Skunk X Mazar is generally straightforward. It thrives in both indoor and outdoor settings, though its bushy growth necessitates ample space. The flowering period lasts approximately 65 days, culminating in a plentiful harvest. Indoor cultivators can expect yields of 1.15 - 1.47 oz/ft² (350 - 450 gr/m²), while outdoor cultivation can yield up to 17 oz/plant (500 gr/plant). To germinate the seeds, use tried-and-tested methods such as placing seeds between damp paper towels or in a seedling tray with a quality germination medium. Ensure the seeds remain warm and moist until they sprout and develop roots.

The flowering phase for Skunk X Mazar lasts around 65 days from the beginning of flowering, during which the plants develop buds ready for harvest. Indoor cultivation can produce yields of 1.15 - 1.47 oz/ft² (350 - 450 gr/m²). Outdoor growing can achieve even greater yields, with up to 17 oz/plant (500 gr/plant) under optimal conditions.