望月しいな🍣 engagement report
@siina_motiduki - 220K followers on X
Measured over 2 original posts from a 30-day window, last computed on October 3, 2026.
Engagement
Early reading. We have captured 2 original posts for this account, below the 8 we require before treating a median as settled. The numbers above describe what we have seen so far, not a finished profile of the account.
A typical post picks up 1.8K interactions against 220K followers, an engagement rate of 0.815%. Posts are seen about 23K times each, and 7.93% of those impressions turn into an interaction. That is about 10.3% of the follower count, which is the gap between an audience on paper and an audience in a timeline. Posting runs at about 0.17 posts a day over the last 30 days, though only 7% of days saw any activity at all. Most posts go out around 09:00 UTC, and Wednesday is the busiest day of the week. Of the 2 posts sampled, 50% carry an image or video and 50% are part of a thread. The account's strongest tracked post pulled 5.1K interactions, about 2.9x its own typical post. Only 2 original posts have been captured so far, fewer than the 8 posts we want behind a median before treating it as settled. Read the figures above as an early measurement of this account, not as a finished profile of it.
Measured over 2 original posts from a 30-day window, last computed on October 3, 2026.
Where this sits in the catalog
At 0.815%, 望月しいな🍣 sits above the 75th percentile of the 205,048 accounts in this comparison. That places it in the top 25% band, which runs 0.678% to 2.55%.
Show the percentile table
| Percentile | Engagement rate |
|---|---|
| 10th percentile | 0.004% |
| 25th percentile | 0.024% |
| 50th percentile | 0.143% |
| 75th percentile | 0.678% |
| 90th percentile | 2.55% |
| 99th percentile | 82.4% |
This ruler is the whole measured catalog, not a size-matched group: it shows where the raw rate falls across every account we can measure, all of which are large. For a like-for-like comparison, read the size-band percentile above instead. See how the bands are built
Posting timing
This account posts most often around 09:00 UTC, and Wednesday is its busiest day of the week. The bars below are the catalog-wide pattern, with this account's own busiest slot marked. They do not show how this account performs at each hour: we keep one aggregate per account, not one per hour, so that measurement does not exist in our data.
Show engagement by hour posted, utc as a table
| Hour (UTC) | Vs author median | Posts |
|---|---|---|
| 00:00 UTC | -1% | 89K |
| 01:00 UTC | -2% | 90K |
| 02:00 UTC | -3% | 88K |
| 03:00 UTC | -4% | 94K |
| 04:00 UTC | -5% | 76K |
| 05:00 UTC | -4% | 75K |
| 06:00 UTC | -5% | 86K |
| 07:00 UTC | -5% | 93K |
| 08:00 UTC | -4% | 108K |
| 09:00 UTC | -4% | 124K |
| 10:00 UTC | -3% | 129K |
| 11:00 UTC | -3% | 141K |
| 12:00 UTC | -3% | 154K |
| 13:00 UTC | -3% | 167K |
| 14:00 UTC | -4% | 173K |
| 15:00 UTC | -2% | 176K |
| 16:00 UTC | -3% | 171K |
| 17:00 UTC | -3% | 159K |
| 18:00 UTC | -2% | 149K |
| 19:00 UTC | -2% | 141K |
| 20:00 UTC | -1% | 131K |
| 21:00 UTC | 0% | 116K |
| 22:00 UTC | -2% | 100K |
| 23:00 UTC | -1% | 90K |
Show engagement by day of week as a table
| Day | Vs author median | Posts |
|---|---|---|
| Sunday | +5% | 393K |
| Monday | +1% | 483K |
| Tuesday | -2% | 520K |
| Wednesday | -3% | 472K |
| Thursday | -2% | 430K |
| Friday | -3% | 447K |
| Saturday | +2% | 393K |
Formats this account uses
Its own posting mix on the left, and what each of those formats does across every account we track on the right. Only formats where the effect clears our publish test appear here, so an empty row is a format we could not measure rather than one that does nothing.
| Format | This account | Catalog effect | 95% interval | Accounts behind it |
|---|---|---|---|---|
| Image or video | 50% of posts | +111% | +108% to +115% | 34K |
| Outbound link | 0% of posts | -41% | -42% to -40% | 32K |
| Typical length | - | -8% | -9% to -7% | 41K |
- 50% of this account's sampled posts carry an image or video. Across the catalog, posts with an image or video run 111% above the same accounts' other posts.
- 0% of its posts carry a link off X. Across the catalog, posts with an outbound link run 41% below the same accounts' other posts.
- Its average post runs 24 characters, which falls in the under 80 characters band. Across the catalog, posts under 80 characters run 8% below the same accounts' other posts.
These are catalog-wide differences applied to this account's own posting mix, not a measurement of how each format performs for this account specifically. We keep one median per account, not one per format per account, so the second thing is not something this data can tell you.
Best tweets
- Dec 17, 20252.9x their median
𝔾𝔸ℝ𝔻𝔼ℕ 🌿 https://t.co/WfNGadOAIJ
- Sep 30, 20262.0x their median
燈が昇る頃 https://t.co/M5msL1XMc1
- May 8, 2026
来週月曜日(5/11)の18時に、Colosoの講座が完全公開されます! これを記念して、6,000円割引クーポンをいただきました! 今回公開される後半パートは、線画・着色の全工程や、絵が映える仕上げの技など、の内容になってます!!✨ 私の普段の作業の様子(独り言のようなものも)丸々収録されております🤣 公開直前が一番お得なので、ぜひチェックしてみてください👇
- May 29, 2026
仮初執事がアニメ化しました😘 (※盛大なる大嘘です!) ⚠️音量注意です!!⚠️ https://t.co/vVp2YJtISB
- Dec 29, 2025
🌹 Comic Market107 ✧ お品書き 🌹 2025.12.31(水) 西1 め-23ab / はるもち ※この度から当日スペースにてのサインはFANBOX会員様特典とさせて頂きます🙇♀️ ※『某公爵からのお礼状』は数に限りがあります。なくなり次第終了いたします。 https://t.co/K5pEEXgH1B
- Jan 13, 2026
この度、Coloso様にて講座を開設して頂ける運びとなりました! ┈┈┈┈┈┈┈┈┈┈ ⚜️講座テーマ⚜️ 『 読者の想像を膨らませる1枚絵の描き方 』 ┈┈┈┈┈┈┈┈┈┈ ✧ ざっくりダイジェスト ✧ ・絵を描く目的 ・世界観の構築方法 ・キャラデザについて ・イラストラフ~完成&仕上げ ・スランプについて等のTips ┈┈┈┈┈┈┈┈┈┈ また、Colosoで2日後に「読者の想像を膨らませる一枚絵の描き方」講座の予約販売が始まります📢 フォロワー様限定で7,000円割引クーポンを頂きました! 💡登録リンク(100名限定): https://t.co/ESIf3wj2fZ 💡コード : 7000_mochizuki_sns_tw_1 💡登録期限:1/15 10:59まで 💡使用期限:1/15~1/17 23:59 マイページで事前にクーポン登録して お得にご受講ください! 予告はこちらで始まってます👇 https://t.co/xUuDmH7gdJ (↑必ずこちらのリンクのご利用をお願い致します。)
- Nov 29, 2025
ふぁぼくり公開記念* 望月しいなさん(@siina_motiduki)コラボ リリーワンピースセット 商品詳細はこちら 🔗https://t.co/SQtBxm0NE9 #イラストがお気に入りの一着に #Favoriteコラボ https://t.co/pEP99qfxv8
- Apr 1, 2026
桜🌸 https://t.co/KtoBwI7gYd
- Jan 1, 2026
ド深夜にこんばんは!! そして、元日は例年通り寝正月をぶちかましました!! ご挨拶が遅れましたが、新年明けましておめでとうございます!! ことよろです🎍🐴🎍
- Dec 23, 2025
概念グッズいっぱいコレクション(自己満) ※置くのボックスと手前の懐中時計は個展の時のやつです! https://t.co/FIlQ9KStc2
Ranked by total interactions across everything we have tracked for this account, which is a longer history than the 30-day window the rates above use. The multiple compares each post to this account's own median.
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Reading these numbers
A typical post picks up 1.8K interactions against 220K followers, an engagement rate of 0.815%. Posts are seen about 23K times each, and 7.93% of those impressions turn into an interaction. That is about 10.3% of the follower count, which is the gap between an audience on paper and an audience in a timeline. Posting runs at about 0.17 posts a day over the last 30 days, though only 7% of days saw any activity at all. Most posts go out around 09:00 UTC, and Wednesday is the busiest day of the week. Of the 2 posts sampled, 50% carry an image or video and 50% are part of a thread. The account's strongest tracked post pulled 5.1K interactions, about 2.9x its own typical post. Only 2 original posts have been captured so far, fewer than the 8 posts we want behind a median before treating it as settled. Read the figures above as an early measurement of this account, not as a finished profile of it.
- What is 望月しいな🍣's engagement rate on X?
- 望月しいな🍣 (@siina_motiduki) has an engagement rate of 0.815%, based on the median interactions across 2 original posts from the last 30 days against 219,895 followers. Replies, reposts and quote-posts of other people are excluded from that sample.
- Is that a good engagement rate?
- At 0.815%, 望月しいな🍣 sits above the 75th percentile of the 205,048 accounts in this comparison. Those comparison accounts are all large ones, because our scanning cadence is weighted towards big accounts, so this is a ranking among peers of similar scale rather than a ranking across X.
- Does @siina_motiduki have real engagement?
- There is not yet enough sample to rank this account against others of its size.
- When does @siina_motiduki post?
- Most posts go out around 09:00 UTC, and Wednesday is its busiest day, at roughly 0.17 posts per day across the measured window.