Immutable X (IMX) Has Shown Positive Momentum

Immutable X (IMX) has shown positive momentum in the past month, pushing the altcoin to a critical juncture in its price action.

Immutable X (IMX) has shown signs of positive momentum in the past month, pushing the altcoin to a critical juncture in its price action.

Currently trading at $0.72, IMX is attempting to break past a long-standing resistance level. However, it faces challenges as a significant portion of the token’s supply, about 117 million IMX worth over $84 million, remains unprofitable and could potentially cause further price resistance.

Immutable Investors Await Profits

About 117 million IMX tokens, valued at over $84 million, are currently awaiting profitability, falling within the price range of $0.81 and $0.84. This sizable supply zone has created a resistance level that Immutable X has struggled to breach for the past three months.

As a result, the chances of selling at this point are high, with many holders likely to liquidate their positions as the price approaches this zone.

This selling pressure could prevent IMX from sustaining upward movement unless stronger support from long-term holders and new buyers emerges. The resistance at this price range could also lead to the formation of price consolidation.

Looking at the broader market momentum, IMX is showing positive signs. The Chaikin Money Flow (CMF) has recently breached above the zero line for the first time since the beginning of 2025.

This indicates that IMX is experiencing its strongest inflows of the year, which could help maintain the altcoin’s rally.

Monomials are single terms in a polynomial that are separated by addition or subtraction. A monomial is a term in an algebraic expression that is a product of variables raised to nonnegative integer powers. For instance, the expression 8x⁶y³z is a monomial because it includes a single term with variables x, y, and z raised to the powers 6, 3, and 1, respectively. However, the expression 3x² + 2y is a binomial, not a monomial, because it has two terms that are added together.

A monomial can be any constant, variable, or product of a constant and one or more variables raised to non-negative integral powers. For example, 5, x,