@tishandsnooky vs @christian423: Instagram Profiles Compared

A side-by-side comparison of the Instagram profiles of Tish & Snooky® (@tishandsnooky) and Christian D. Green (@christian423) across 9 metrics — followers, engagement rate, average likes, best post, and more. Data is from IGDataHub's continuous data collection.

Verdict: @tishandsnooky leads in 6 of 9 metrics.
@christian423 has 28,230 Instagram followers — 14,862 more than @tishandsnooky (13,368).
@tishandsnooky

Tish & Snooky®

@tishandsnooky

OG’s of Creative Color® 🌈 The Fairy Godmothers of Punk 🪄 Entrepreneurs, Singers,🎤🎤Philanthropists, Authors, Founders of @manicpanicnyc

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@christian423

Christian D. Green

@christian423

📍Political Activist WLAC AF AM Prof | Author | Sociologist| LPAC ♦️ Civil Rights Leader 🌈 | Foster Youth Advocate | Poet | UCLA Alum | AFT member 💙💛

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@tishandsnooky Metric @christian423
13.4K Followers 28.2K
1.8K Total Posts 761
12 Recent Posts Analyzed 12
488 Avg Likes / Post 239
20 Avg Comments / Post 5
508 Avg Engagement / Post 244
3.0K Best Post Likes 883
3% Engagement Rate (%) 0%
8 Followers per Post 37
Methodology: Follower count, post count, and verification status come directly from each Instagram profile. Engagement metrics (likes, comments, engagement rate) are computed from a sample of each account's most recent posts captured by IGDataHub. Engagement rate = (likes + comments) / followers per post × 100.

Frequently Asked Questions

Who has more Instagram followers, @tishandsnooky or @christian423?

@christian423 has more Instagram followers than @tishandsnooky: 28,230 vs 13,368.

Which account has higher engagement, @tishandsnooky or @christian423?

@tishandsnooky has a higher Instagram engagement rate (3.8%) than @christian423 (0.86%).

How is this comparison calculated?

Follower count, post count, and verification status come directly from each Instagram profile. Engagement metrics (likes, comments, engagement rate) are computed from a sample of each account's most recent posts captured by IGDataHub. Engagement rate = (likes + comments) / followers per post × 100.

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