Comparación de perfiles de Instagram de Brilliant.org y Science Is Fun By Tomas Rosko. Seguidores, interacción, actividad y rendimiento comparados.
Resumen de Perfiles
Account size, health metrics, and growth indicators
Account Health
@brilliantorg
85
Excellent
Account Health
@sciencefunn
100
Excellent
436.1K
Seguidores
14%
59
Siguiendo
323
Publicaciones
24%
Healthy ratio

Science Is Fun By Tomas Rosko
@sciencefunn
Welcome to a place, where science is cool & fun.🤓 Check out our cool science gadgets store:
2.8M
Seguidores
86%
327
Siguiendo
1K
Publicaciones
76%
Healthy ratio
Métricas Clave Cara a Cara
Métricas Avanzadas
Nivel de Cuenta
436.1K followers
Range: 50K-500K
@brilliantorg
2.8M followers
Range: 1M-10M
@sciencefunn
Calidad de Engagement
@brilliantorg
0.06%
Benchmark: 1-3%
@sciencefunn
0.83%
Benchmark: 0.2-0.5%
Ratio Siguiendo/Seguidores
@brilliantorg
1:7.4K
Very influential
@sciencefunn
1:8.5K
Very influential
Comment-to-Like Ratio
Higher = more thoughtful engagement
Virality Potential
Engagement per 1K followers (0-100 scale)
Densidad de Contenido(posts per 1K followers)
@brilliantorg
0.74
Moderate@sciencefunn
0.38
ModerateJolygram Intelligence Metrics
Advanced analytics combining reach, engagement, content quality, and growth patterns
Growth Velocity Index
Recent growth momentum
Audience Quality Score
Quality of follower base
Content Performance Index
Engagement per follower
Overall Influence Index
Combined influence potential
Intelligence Metrics provide deeper insights into creator effectiveness, audience quality, and growth momentum beyond basic follower counts. These metrics help identify authentic influence and sustainable growth patterns.
Publicaciones Top

Exponential functions describe quantities that change by constant percentages rather than constant amounts. They take the form f(x) = a·b^x, where a is the initial value and b is the base. When b > 1, the function represents exponential growth, and when 0 < b < 1, it represents exponential decay. This means the function’s value multiplies by the same factor for each increase in x, producing a smooth curve that rises or falls quickly and approaches, but never touches, the x-axis. These functions appear in many real-world situations, such as population growth, compound interest, and radioactive decay, where change accelerates or slows over time. Their distinctive shape and consistent rate of change make exponential functions essential for modeling rapid processes and predicting how quantities evolve in both natural and human-made systems. I’ve always believed that understanding why each step works is far more meaningful than simply memorizing procedures. That’s why I enjoy using Brilliant - their interactive lessons don’t just hand you the answer; they help you uncover the reasoning behind it. When you get to manipulate the equations yourself and actually see how each transformation impacts the result, the concept becomes intuitive and memorable. It’s that hands-on exploration that transforms math from something you follow into something you truly understand. Like this video and follow @mathswithmuza for more! #math #maths #education #stem #learn #learning #function #foryou #coding #ai #chatgpt #physics #mathematics #reels #school #highschool #college #university

LEGO isn’t just a toy; it’s a masterclass in high-precision engineering and materials science. Here are some of the coolest science-based facts about those iconic plastic bricks. 1. The Physics of “Clutch Power” The reason LEGO bricks snap together and stay together is due to a mechanical property called clutch power. This is achieved through interference fits. The studs on top are slightly larger than the space between the tubes underneath. When you press them together, the plastic slightly deforms and then “hugs” the stud, creating friction. The tolerance for this fit is incredibly tight: 0.002 millimeters. If the mold varies by even a hair’s breadth, the bricks won’t click properly. 2. They Are Virtually Indestructible A study published in the journal Ecological Engineering estimated that a single LEGO brick could survive in the ocean for anywhere from 100 to 1,300 years before fully breaking down. This is due to the stability of ABS (Acrylonitrile Butadiene Styrene), a robust thermoplastic that resists chemical erosion and impact. 3. The Tower of Compression How many bricks can you stack before the bottom one gets crushed? The average 2x4 LEGO brick can withstand a force of about 4,240 Newtons (roughly 950 pounds). Mathematically, you could stack approximately 375,000 bricks on top of one another before the bottom brick structural integrity fails. That tower would be about 3.5 kilometers (2.17 miles) high—way taller than Mount Olympus! Are you looking for a cool science present? Check out the last slides (and for more in our bio). We share wholesome science content. Feel free to join us 👉 @sciencefunn for more.
sciencefunn has 68.3K more likes on their top post
Estrategia de Hashtags
6
Con Hashtags
6
Sin Hashtags
0
Con Hashtags
12
Sin Hashtags
@brilliantorg muestra mayor impacto de hashtags
Tendencias de Engagement
+2.9%
Cambio en engagement
Likes
Comentarios
-95.2%
Cambio en engagement
Likes
Comentarios
@brilliantorg muestra mejor momentum reciente
Ritmo de Publicación
@brilliantorg
@sciencefunn
La puntuación de consistencia refleja la regularidad de publicación. Más alta = horario más confiable para la audiencia.
Veredicto Experto
Veredicto General:
@sciencefunn lidera en la mayoría de las métricas clave.
Seguidores
@sciencefunn domina en alcance y volumen de seguidores.
Tasa de Engagement
@sciencefunn entrega mayor engagement en relación al tamaño de audiencia.
Resumen Rápido
Data updated based on recent public posts.
Comparaciones Populares
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