Luhui Dev
@luhuidev.bsky.social
A lifelong learning female developer, now the founder of Dino-GSP.
I made a dynamic visualization of the Power of a Point Theorem using Dino-GSP.
Watching the invariant stay constant as the circle and points move makes the theorem feel obvious in a way static diagrams never do.
▶️ Watch the animation here
Watching the invariant stay constant as the circle and points move makes the theorem feel obvious in a way static diagrams never do.
▶️ Watch the animation here
January 7, 2026 at 10:00 AM
I made a dynamic visualization of the Power of a Point Theorem using Dino-GSP.
Watching the invariant stay constant as the circle and points move makes the theorem feel obvious in a way static diagrams never do.
▶️ Watch the animation here
Watching the invariant stay constant as the circle and points move makes the theorem feel obvious in a way static diagrams never do.
▶️ Watch the animation here
You can memorize Simson’s Theorem.
Or you can watch it happen.
I built this dynamic visualization with Dino-GSP:
the point moves, the feet of perpendiculars move,
and the line is always there.
Geometry feels different when it’s alive.
▶️ Watch the video.
dajiaoai.com?inviter=685b...
Or you can watch it happen.
I built this dynamic visualization with Dino-GSP:
the point moves, the feet of perpendiculars move,
and the line is always there.
Geometry feels different when it’s alive.
▶️ Watch the video.
dajiaoai.com?inviter=685b...
January 5, 2026 at 12:47 PM
You can memorize Simson’s Theorem.
Or you can watch it happen.
I built this dynamic visualization with Dino-GSP:
the point moves, the feet of perpendiculars move,
and the line is always there.
Geometry feels different when it’s alive.
▶️ Watch the video.
dajiaoai.com?inviter=685b...
Or you can watch it happen.
I built this dynamic visualization with Dino-GSP:
the point moves, the feet of perpendiculars move,
and the line is always there.
Geometry feels different when it’s alive.
▶️ Watch the video.
dajiaoai.com?inviter=685b...
Struggling to visualize the Law of Sines? 🤔 My new video breaks it down with a crystal-clear, dynamic demonstration built with my software, Dino-GSP. Unlock a new way of understanding trigonometry. Watch now!
#Trigonometry #EdTech #MathHelp #DinoGSP #STEM
#Trigonometry #EdTech #MathHelp #DinoGSP #STEM
December 29, 2025 at 12:13 PM
Struggling to visualize the Law of Sines? 🤔 My new video breaks it down with a crystal-clear, dynamic demonstration built with my software, Dino-GSP. Unlock a new way of understanding trigonometry. Watch now!
#Trigonometry #EdTech #MathHelp #DinoGSP #STEM
#Trigonometry #EdTech #MathHelp #DinoGSP #STEM
Visualizing Ceva’s Theorem with a constraint-based geometry board.
Points move, ratios stay invariant, and concurrency emerges naturally.
This is how geometry proofs should be explored.
Points move, ratios stay invariant, and concurrency emerges naturally.
This is how geometry proofs should be explored.
December 24, 2025 at 8:14 AM
Visualizing Ceva’s Theorem with a constraint-based geometry board.
Points move, ratios stay invariant, and concurrency emerges naturally.
This is how geometry proofs should be explored.
Points move, ratios stay invariant, and concurrency emerges naturally.
This is how geometry proofs should be explored.
Ever heard of the Swallowtail Theorem?
🦋 It makes tricky triangle problems so much easier! Check out my new video for a clear, visual explanation.
#MathVideo #MathTricks #Geometry #Student
🦋 It makes tricky triangle problems so much easier! Check out my new video for a clear, visual explanation.
#MathVideo #MathTricks #Geometry #Student
December 19, 2025 at 6:59 AM
Ever heard of the Swallowtail Theorem?
🦋 It makes tricky triangle problems so much easier! Check out my new video for a clear, visual explanation.
#MathVideo #MathTricks #Geometry #Student
🦋 It makes tricky triangle problems so much easier! Check out my new video for a clear, visual explanation.
#MathVideo #MathTricks #Geometry #Student
A beautiful geometry invariant:
In an equilateral triangle, nomatter where a point moves, the sum of its perpendicular distances to the three sides never changes.
I made a short visual demo of Viviani’s Theorem that shows why this works at a glance.
▶️Watch t animation here
In an equilateral triangle, nomatter where a point moves, the sum of its perpendicular distances to the three sides never changes.
I made a short visual demo of Viviani’s Theorem that shows why this works at a glance.
▶️Watch t animation here
December 17, 2025 at 11:47 AM
A beautiful geometry invariant:
In an equilateral triangle, nomatter where a point moves, the sum of its perpendicular distances to the three sides never changes.
I made a short visual demo of Viviani’s Theorem that shows why this works at a glance.
▶️Watch t animation here
In an equilateral triangle, nomatter where a point moves, the sum of its perpendicular distances to the three sides never changes.
I made a short visual demo of Viviani’s Theorem that shows why this works at a glance.
▶️Watch t animation here
Menelaus’ Theorem = geometry’s hidden shortcut.
One line, clean ratios, no extra work.
The trick that turns high scores into perfect ones.
🎥 Inverse Theorem demo ↓
#Geometry #MathEducation #STEM #MathTips #MathTricks #MathIn60Seconds
One line, clean ratios, no extra work.
The trick that turns high scores into perfect ones.
🎥 Inverse Theorem demo ↓
#Geometry #MathEducation #STEM #MathTips #MathTricks #MathIn60Seconds
December 15, 2025 at 1:37 PM
Menelaus’ Theorem = geometry’s hidden shortcut.
One line, clean ratios, no extra work.
The trick that turns high scores into perfect ones.
🎥 Inverse Theorem demo ↓
#Geometry #MathEducation #STEM #MathTips #MathTricks #MathIn60Seconds
One line, clean ratios, no extra work.
The trick that turns high scores into perfect ones.
🎥 Inverse Theorem demo ↓
#Geometry #MathEducation #STEM #MathTips #MathTricks #MathIn60Seconds
Geometry AI just got smarter.
🆕 This week’s Dino-GSP updates #16 :
AI Drawing is now fully released — it can see, reason, and draw step by step from an image.
New Selection Tool — move and edit multiple shapes like a real drawing board.
algeo.easeplay.vip
#AI #geometry #edtech #aieducation
🆕 This week’s Dino-GSP updates #16 :
AI Drawing is now fully released — it can see, reason, and draw step by step from an image.
New Selection Tool — move and edit multiple shapes like a real drawing board.
algeo.easeplay.vip
#AI #geometry #edtech #aieducation
October 27, 2025 at 8:51 AM
Geometry AI just got smarter.
🆕 This week’s Dino-GSP updates #16 :
AI Drawing is now fully released — it can see, reason, and draw step by step from an image.
New Selection Tool — move and edit multiple shapes like a real drawing board.
algeo.easeplay.vip
#AI #geometry #edtech #aieducation
🆕 This week’s Dino-GSP updates #16 :
AI Drawing is now fully released — it can see, reason, and draw step by step from an image.
New Selection Tool — move and edit multiple shapes like a real drawing board.
algeo.easeplay.vip
#AI #geometry #edtech #aieducation
Most geometry tools are made for drawing.
Dino-GSP is made for thinking.
✅ Draft rough lines — AI auto-snap to perfect construction
✅ Ask “prove this / generalize this / what if…” — AI reasons visually
✅ Instantly explore variants — not redo from scratch
Dino-GSP is made for thinking.
✅ Draft rough lines — AI auto-snap to perfect construction
✅ Ask “prove this / generalize this / what if…” — AI reasons visually
✅ Instantly explore variants — not redo from scratch
October 20, 2025 at 10:03 AM
Most geometry tools are made for drawing.
Dino-GSP is made for thinking.
✅ Draft rough lines — AI auto-snap to perfect construction
✅ Ask “prove this / generalize this / what if…” — AI reasons visually
✅ Instantly explore variants — not redo from scratch
Dino-GSP is made for thinking.
✅ Draft rough lines — AI auto-snap to perfect construction
✅ Ask “prove this / generalize this / what if…” — AI reasons visually
✅ Instantly explore variants — not redo from scratch
🧠Become a Pro: 7 Principles for AI Geometry Drawing
#AIDrawing #Geometry #IndieDev #AIArtTools #ProductDesign #HumanAIInteraction #DinoGeometry #AICollaboration #DevLog #AIUX
#AIDrawing #Geometry #IndieDev #AIArtTools #ProductDesign #HumanAIInteraction #DinoGeometry #AICollaboration #DevLog #AIUX
October 13, 2025 at 9:37 AM
🧠Become a Pro: 7 Principles for AI Geometry Drawing
#AIDrawing #Geometry #IndieDev #AIArtTools #ProductDesign #HumanAIInteraction #DinoGeometry #AICollaboration #DevLog #AIUX
#AIDrawing #Geometry #IndieDev #AIArtTools #ProductDesign #HumanAIInteraction #DinoGeometry #AICollaboration #DevLog #AIUX