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
| Management number | 253506054 | Release Date | 2026/10/24 | List Price | CA$27.60 | Model Number | 253506054 | ||
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The Global Ceramic Water Sharpener consists of two ceramic wheels. One coarse and one fine. Due to the fact that the sharpening groove is not parallel, the oblique angle of the ceramic wheel is able to restore the razor sharpness of the knife.
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