Team Umizoomi is a preschool educational TV show that follows a sibling team, Milli, Geo, and their robot friend, Bot, as they use their math and problem-solving skills to help people in Umi City. With the help of their tool belts, they can transform into a superhero team and go on exciting adventures to solve math problems and save the day. Along the way, they encounter various shapes, patterns, and mathematical concepts, teaching young viewers about math in a fun and interactive way.
Kirie tries to escape from her town Kurouzu-cho, where the residents get obsessed with spirals due to an unexplained curse.
In this dark and unsettling movie, a girl's nightmare comes to life as she experiences a series of bizarre and frightening events. The film explores themes of fear, dreams, and the subconscious mind through its haunting visuals and operatic singing.
In this video, children see how Tad and Lily use what they know about 2D shapes to learn about 3D shapes. Sharing food provides a meaningful context to introduce fractions as equal parts of a whole. Children also observe many different ways to measure things.
A spec observation showcasing the movement, shutters, and potential thoughts
In Star Games, a group of kids stumble upon a mysterious pyramid in the woods. Little did they know that it would transport them into a thrilling intergalactic game where they must use their wits and skills to survive. With spaceships, laser guns, and strange shapes lurking around every corner, the kids must band together to overcome the challenges and find their way back home.
An Optical Poem is an avant-garde experimental film that combines abstract shapes and forms with classical music. The film explores the relationship between music and visuals in a unique and visually stunning way. Through intricate geometric patterns and fluid movements, An Optical Poem creates a mesmerizing and immersive experience for the audience.
Tarantella is a short animated film from 1940 that combines abstract shapes and visuals with music. It is considered to be a masterpiece of modernism and avant-garde filmmaking. The film explores the concept of visual music and showcases the creativity and innovation of abstract animation.
Excerpt from Dr. Malcom J Backer's Hyperexpiology Companion [revision 2b]: "...the destructive system is self replicating and self propelling . Functioning like a clock . Systematically . Efficiently . Relentlessly . A mindless machine. It will never be enough . The clockmaker eventually loses control . We are dreaming of a new day when a new day isn't coming . "
This animated short is about a elipse who was made an outcast of the circle tribe, but he was exiled from his tribe, and he goes on a journey to get back to his tribe. He makes friends with a traveling triangle and the hippie hyberbolies who give him some mint to help him learn how to change shapes so he can be perfect once for all so he can return to the Circle tribe for good.
Mamori transports us into a black-and-white universe of fluid shapes, dappled and striated with shadows and light, where the texture of the visuals and of the celluloid itself have been transformed through the filmmaker’s artistry. The raw material of images and sounds was captured in the Amazon rainforest by filmmaker Karl Lemieux and avant-garde composer Francisco López, a specialist in field recordings. Re-filming the photographs on 16 mm stock, then developing the film stock itself and digitally editing the whole, Lemieux transmutes the raw images and accompanying sounds into an intense sensory experience at the outer limits of representation and abstraction. Fragmented musical phrases filter through the soundtrack, evoking in our imagination the clamour of the tropical rainforest in this remote Amazonian location called Mamori.
A computer-animated juggler.
The GO Train entering and leaving Rutherford Station.
During the 1995 Summer Institute at The Geometry Center, a team of undergraduates, middle and high school mathematics teachers and Center staff developed curriculum materials supporting The Shape of Space video. The team developed a comprehensive curriculum, covering many areas related to the video. The following materials were selected for distribution based on their direct relevence to understanding the video itself.
Not Knot is a guided tour into computer-animated hyperbolic space. It proceeds from the world of knots to their complementary spaces -- what's not a knot. Profound theorems of recent mathematics show that most known complements carry the structure of hyperbolic geometry, a geometry in which the sum of three angles of a triangle always is less than 180 degrees.
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