# $PONS Social Sentiment & Intelligence — 2026-08-29 17:10 UTC

> **Asset:** $PONS  
> **Momentum Status:** Stable  
> **Timestamp:** 2026-08-29 17:10 UTC (2026-08-29T17:10:00Z)  
> **Canonical URL:** https://cryptitalk.com/2026-08-29-17-10/crypto/PONS  
> **Overview Brief:** https://cryptitalk.com/2026-08-29-17-10/crypto.md  

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## 10-Minute Social Metrics
- **Posts Analyzed:** 1
- **Total Impressions:** 1.9K
- **Likes:** 45
- **Retweets:** 1
- **Comments:** 21

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## Momentum & Sentiment Analysis
Total Engagement - Comments: 21, Retweets: 1, Likes: 45, Impressions: 1904


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## Cited Community Posts & Evidence


### Post #1 by @reddit
> **Author:** [@reddit](https://x.com/reddit)  
> **Metrics:** 1 likes · 0 retweets · 0 comments · 100 views  


> **Source Link:** [https://x.com/reddit/status/17144ace345218162d0f7eae460268fc4d279ec7733cafaf28082fd43dee18d0](https://x.com/reddit/status/17144ace345218162d0f7eae460268fc4d279ec7733cafaf28082fd43dee18d0)  


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> "Secp256k1: Solving Partial WIF vs Decimal

I have a question that I can’t seem to find an answer to, although I have an idea of what the answer might be. Context: I have the public key. I have a missing part of the private key in decimal, for example: 1234567891011121314151617\*\*\*\*\*\*\*\*\*00000000000000000 The WIF will show me the beginning, but the end will be uncertain since the missing digits are in the middle. However, in decimal, I know that the ending 00000000000000000 means that the number is a multiple of 10¹⁷. Is there any way to reduce the number of possible candidates for the ending of the WIF? Or does that information not help at all?"




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## Contributing Accounts

- `@_kate_lv` (https://x.com/_kate_lv)