"Harmonic Convergence", Open edition Print on canvas, signed by Calby Boss. Available in 7 colors & 3 sizes.

Title: "Harmonic Convergence"
Artist: Calby Boss
Original Design: Mark Burrows
Medium: Acrylic

Description: "Harmonic Convergence" is a striking geometric abstract painting available in seven vibrant color varieties. Each variation explores the interplay of shapes and hues to evoke different moods and atmospheres.

1. Blue: A serene composition featuring various shades of blue, from deep navy to soft sky blue. Triangles, squares, and circles intersect harmoniously, creating a calming yet dynamic visual experience.

2. Yellow: Radiant and energetic, this variation utilizes bright yellows and purple tones. The geometric shapes are sharp and lively, radiating warmth and positivity.

3. Green: Inspired by nature, this version combines lush greens with hints of lime and emerald. The geometric patterns are organic and flowing, reminiscent of leaves and natural forms.

4. Black & White: A bold and timeless option, this black-and-white variation emphasizes contrast and balance. The stark shapes and sharp lines create a powerful and sophisticated aesthetic.

5. Teal: Cool and refreshing, the teal variation blends turquoise, aqua, and seafoam green. The geometric shapes are smooth and fluid, evoking a sense of tranquility and depth.

6. Pink & Purple: Playful and whimsical, this version features vibrant pinks and rich purples. The geometric patterns are dynamic and expressive, creating a lively and joyful composition.

7. Blue & White: A crisp and clean palette, this variation pairs different shades of blue with pure white. The geometric shapes are precise and elegant, offering a fresh and modern look.

Sizes Available:

• 16 x 20 inches
• 24 x 36 inches
• 30 x 40 inches

Details: Each piece is meticulously crafted by Calby Boss, following the original design by Mark Burrows. The acrylic medium brings out the vividness of the colors and the texture of the brushstrokes, making "Harmonic Convergence" a captivating addition to any space.