Current Average Pricing:

The average price for a National Match is as follows:

New: 1150 Login / Register to view pricing

Used: 865 Login / Register to view pricing

These values are based on current market data and can vary depending on the specific features and condition of the firearm.

Estimated Value Breakdown:

To help you further understand the value of a National Match, we provide a breakdown based on the firearm's condition:

100% (New, unfired): 1150 Login / Register to view pricing

98% (Like new, minor wear): 1005 Login / Register to view pricing

95% (Minimal wear, well-maintained): 865 Login / Register to view pricing

80% (Moderate wear, functional): 780 Login / Register to view pricing

70% (Significant wear, may require minor repairs): 635 Login / Register to view pricing

*Please note that the estimated values are based on the standard National Match without any additional features or accessories.

Comprehensive Pricing Information for the National Match

In this article, we provide a detailed analysis of the current market prices and trends for the National Match. We've gathered data on new and used prices, fluctuations over the past year, and demand trends to help you make an informed decision when purchasing or selling this firearm. Please note that variations in caliber, barrel length, generations, and sub-models may affect the item's price, so make sure your search is specific enough to obtain the correct value.

Factors Affecting Pricing:

Several factors can influence the value of a National Match:

Caliber: Different calibers can affect the firearm's price, as some calibers may be more popular or harder to find. Barrel Length: The length of the barrel can impact the firearm's price, as certain lengths may be more desirable or practical for specific purposes. Generations: Different generations of the firearm may have improvements or changes that could affect the value. Sub-models: Specific sub-models or variations, such as limited editions or unique features, can also impact the firearm's value.