EARTH PLANET
EARTH PLANET
  • Видео 404
  • Просмотров 192 371 807
Yellow Footed Rock Wallabies brutal fight #animaldocumentary #nature #wildlife #animals
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beauty of the laurel forests. 🌿🦉 #LaurelForests #WildlifeHaven #NatureRevealed
❤🌍✨ SUBSCRIBE TO EARTH PLANET: bit.ly/3aTM0kH
🐸 Jungle Planet series: bit.ly/Jungle_Planet
Welcome to the captivating world of @EARTHPLANET Explore prehistoric landscapes teeming with dinosaurs and mammoths, unraveling the myste...
Просмотров: 432

Видео

Tales of Avian Hunters 4K ep.1: The Butcher Bird - Nature's Fierce Predator | Wildlife DocumentariesTales of Avian Hunters 4K ep.1: The Butcher Bird - Nature's Fierce Predator | Wildlife Documentaries
Tales of Avian Hunters 4K ep.1: The Butcher Bird - Nature's Fierce Predator | Wildlife Documentaries
Просмотров 6284 дня назад
In this gripping episode of "Tales of Avian Hunters 4K," we delve into the life and hunting strategies of one of nature's most ruthless predators, the Butcher Bird. Known for its aggressive and cruel hunting techniques, the Butcher Bird earns its ominous nickname, the "Avian Angel of Death." Witness how this small yet formidable bird uses the thorns of Acacia and orange trees to impale its prey...
22 Documentaries 4K: Garden of the Gods: Mediterranean Pine Forest22 Documentaries 4K: Garden of the Gods: Mediterranean Pine Forest
22 Documentaries 4K: Garden of the Gods: Mediterranean Pine Forest
Просмотров 7845 дней назад
The coastal regions of the Old Continent are occupied by an evergreen forest that reach to the very edge of the sea. This forest is adapted to the lack of water and high temperatures and is inhabited by a special collection of fauna, such as chameleons. ❤🌍✨ SUBSCRIBE TO EARTH PLANET: bit.ly/3aTM0kH 🐸 Jungle Planet 4K Playlist: bit.ly/Jungle_Planet_4K Welcome to the captivating world of @EARTHPL...
How cute are these Koalas?❤ #animaldocumentary #wildlife #animals #wildplanet #nature #wildanimalsHow cute are these Koalas?❤ #animaldocumentary #wildlife #animals #wildplanet #nature #wildanimals
How cute are these Koalas?❤ #animaldocumentary #wildlife #animals #wildplanet #nature #wildanimals
Просмотров 3115 дней назад
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beau...
Impressing Skimmers Birds take off #animaldocumentary #animals #nature #birds #wildlifeImpressing Skimmers Birds take off #animaldocumentary #animals #nature #birds #wildlife
Impressing Skimmers Birds take off #animaldocumentary #animals #nature #birds #wildlife
Просмотров 1036 дней назад
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beau...
Galapagos 4K ep. 3: Harmony and Conflict - Nature and Human Impact | Wildlife DocumentaryGalapagos 4K ep. 3: Harmony and Conflict - Nature and Human Impact | Wildlife Documentary
Galapagos 4K ep. 3: Harmony and Conflict - Nature and Human Impact | Wildlife Documentary
Просмотров 1 тыс.7 дней назад
🐢Galapagos: The Edge of the World | Free Documentary Series | Nature & Wildlife | Animals🐢 In this intriguing episode of "Galapagos 4K," we explore the delicate balance between untouched nature and human influence in the Galapagos Islands. Once isolated and beyond human reach, the archipelago developed a unique ecosystem where species evolved without natural predators, adapting to harsh conditi...
Meet Yellow footed Rock Wallabies #animaldocumentary #nature #wildlife #wildplanet #animalsMeet Yellow footed Rock Wallabies #animaldocumentary #nature #wildlife #wildplanet #animals
Meet Yellow footed Rock Wallabies #animaldocumentary #nature #wildlife #wildplanet #animals
Просмотров 1198 дней назад
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beau...
The Rise and Fall of Life: Mass Extinctions and New Beginnings - History of Life 4K Episode 5The Rise and Fall of Life: Mass Extinctions and New Beginnings - History of Life 4K Episode 5
The Rise and Fall of Life: Mass Extinctions and New Beginnings - History of Life 4K Episode 5
Просмотров 3,9 тыс.11 дней назад
In this gripping episode of "History of Life 4K," we explore the profound impact of mass extinctions on the evolution of life on Earth. Discover how five major extinction events reshaped the planet, eliminating entire species while paving the way for new life forms to emerge. Journey with us to ancient landscapes and learn how catastrophic events turned into creative forces, driving the evoluti...
Wild Animals 4K: A Tropical Eden: American Jungles | Jungle Planet - documentary seriesWild Animals 4K: A Tropical Eden: American Jungles | Jungle Planet - documentary series
Wild Animals 4K: A Tropical Eden: American Jungles | Jungle Planet - documentary series
Просмотров 1,1 тыс.12 дней назад
The Neotropical forests of South America extend across huge territories with an incredible diversity of trees and plants. Orchids and bromeliads grow on branches, forming a hanging forest. ❤🌍✨ SUBSCRIBE TO EARTH PLANET: bit.ly/3aTM0kH 🐸 Jungle Planet 4K Playlist: bit.ly/Jungle_Planet_4K Welcome to the captivating world of @EARTHPLANET Explore prehistoric landscapes teeming with dinosaurs and ma...
Meet White Cockatoos #animaldocumentary #nature #birds #wildlife #wildanimals #animals #documentaryMeet White Cockatoos #animaldocumentary #nature #birds #wildlife #wildanimals #animals #documentary
Meet White Cockatoos #animaldocumentary #nature #birds #wildlife #wildanimals #animals #documentary
Просмотров 47012 дней назад
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beau...
Hilarious lemurs jumping travels #animaldocumentary #animals #nature #wildlife #wildanimalsHilarious lemurs jumping travels #animaldocumentary #animals #nature #wildlife #wildanimals
Hilarious lemurs jumping travels #animaldocumentary #animals #nature #wildlife #wildanimals
Просмотров 50213 дней назад
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beau...
Galapagos 4K ep. 2: Islands Born of Fire and Sea - A Unique Wildlife Haven | Wildlife documentaryGalapagos 4K ep. 2: Islands Born of Fire and Sea - A Unique Wildlife Haven | Wildlife documentary
Galapagos 4K ep. 2: Islands Born of Fire and Sea - A Unique Wildlife Haven | Wildlife documentary
Просмотров 2,1 тыс.14 дней назад
🐢Galapagos: The Edge of the World | Free Documentary Series | Nature & Wildlife | Animals🐢 In this captivating episode of "Galapagos 4K," delve into the origins and unique biodiversity of the Galapagos Islands. Formed by volcanic activity and located at the crossroads of four ocean currents, these islands have become a sanctuary for rare and diverse species. Discover how the mixing of cold and ...
Three-eyed lizard really exist! #animaldocumentary #animals #nature #wildlifeThree-eyed lizard really exist! #animaldocumentary #animals #nature #wildlife
Three-eyed lizard really exist! #animaldocumentary #animals #nature #wildlife
Просмотров 63515 дней назад
Embark on a journey into the mystical world of the laurel forests, where lush greenery and ancient trees provide a haven for a diverse array of wildlife. This short video captures the enchanting creatures that call these forests home. Delve into the rich biodiversity and discover the hidden wonders of these verdant landscapes. Join us as we unveil the captivating wildlife living amidst the beau...
Island of Giants: The Komodo Dragon's Domain - History of Life 4K Episode 4 | Wildlife documentaryIsland of Giants: The Komodo Dragon's Domain - History of Life 4K Episode 4 | Wildlife documentary
Island of Giants: The Komodo Dragon's Domain - History of Life 4K Episode 4 | Wildlife documentary
Просмотров 3,9 тыс.18 дней назад
"History of Life 4K," journey to the wild island of Indonesia, home to the formidable Komodo dragon. Witness the daily life of this apex predator, from its morning stirrings to its fearsome hunting techniques. Explore the unique ecosystem of Komodo National Park, a UNESCO World Heritage site, and learn about the dangers lurking in every shadow. Join us as we delve into the mysteries and marvels...
Documentaries 4K: Ephemeral Jungles: Deciduous Forests | Jungle Planet seriesDocumentaries 4K: Ephemeral Jungles: Deciduous Forests | Jungle Planet series
Documentaries 4K: Ephemeral Jungles: Deciduous Forests | Jungle Planet series
Просмотров 88219 дней назад
In the Northern Hemisphere, forests are adapted to the extreme seasonality of very cold winters and hot, humid summers. This is the deciduous forest, whose leaves change color throughout the year and are lost in winter. ❤🌍✨ SUBSCRIBE TO EARTH PLANET: bit.ly/3aTM0kH 🐸 Jungle Planet 4K Playlist: bit.ly/Jungle_Planet_4K Welcome to the captivating world of @EARTHPLANET Explore prehistoric landscape...

Комментарии

  • @davidh5276
    @davidh5276 7 часов назад

    Ahhh excuse my lack of mammal mastery...but WHEN and HOW did (Procyon-Rigby-raccoony) get to the rainforest ⁉️

  • @pango-y8j
    @pango-y8j 10 часов назад

    Humans will One Day too,be a Failed Experiment 🍄🧬🍄🌍🍄

  • @user-nc6kl6ni7p
    @user-nc6kl6ni7p День назад

    Why I'm crying to see dinosaur dying and get eaten😫😫😭😭😭

  • @user-ip6mg2ru7u
    @user-ip6mg2ru7u День назад

    This video saved me so much time. Thank you!

  • @user-se2xm5yp6u
    @user-se2xm5yp6u День назад

    There he is, my cousin again.

  • @darksony2.015
    @darksony2.015 2 дня назад

    🥲🥲

  • @UjangSutrisman98
    @UjangSutrisman98 2 дня назад

    Cerita fiktif tidak terlalu percaya

  • @user-dy2cl1ss8d
    @user-dy2cl1ss8d 3 дня назад

    Who came here from Rickraptor?😂

  • @gaylejensen2640
    @gaylejensen2640 3 дня назад

    Amazing video, learned a lot, fascinating!

  • @Lmwpitt
    @Lmwpitt 3 дня назад

    Is this narrator AI? He/it is incapable stringing together a full sentence coherently.

  • @portalopener7759
    @portalopener7759 3 дня назад

    More information saying that traditional Pi = 3.141592653589793 is false part 2 - kloka: Pi is also defined as the ratio of the area of a circle divided by the area of the square that is located on the radius of the circle. If a circle is created with a diameter that is the same measure as the longer edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle then one-quarter of the circle’s circumference is the same measure as the shorter edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle, plus both the surface area of the circle and the surface area of the Square root of the golden ratio √φ = 1.272019649514069 rectangle have the same surface area. A Square root of the golden ratio √φ = 1.272019649514069 rectangle can be divided into 8 Kepler right triangles and if the shortest edge length of a Kepler right triangle is reduced to 1 then the hypotenuse is equal to the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895, while the second longest edge length of the Kepler right triangle is equal to the Square root of the golden ratio √φ = 1.272019649514069, according to the Pythagorean theorem. A Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles has a surface area equal to 4 times √φ = 5.088078598056276. A circle with a diameter that is equal to the longer edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles also has a surface area equal to 4 times √φ = 5.088078598056276. The longer edge length of the Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles has a surface area equal to 4 times √φ = 5.088078598056276 is also equal to 2 times √φ = 2.544039299028138. The shorter edge length of the Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles has a surface area equal to 4 times √φ = 5.088078598056276 is also equal to 2. A circle with a diameter that is equal to the longer edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles also has a radius that is equal to the Square root of the golden ratio √φ = 1.272019649514069. √φ times √φ = the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895. Circumference of the circle = 8. 1-quarter of the circle’s circumference = 2. Diameter of the circle = 2 times √φ = 2.544039299028138. Radius of the circle = the Square root of the golden ratio √φ = 1.272019649514069. The surface area of the circle divided the surface area of the square that is located on the radius of the circle = 4/√φ = 3.144605511029693144, because 4/√φ times √φ times √φ = 4 times √φ/((φ)) = 4/√φ = 3.144605511029693144. Surface area of the circle = 4/√φ times √φ times √φ = 4 times √φ = 5.088078598056276. Radius of the circle = the Square root of the golden ratio √φ = 1.272019649514069. Radius of the circle squared = √φ times √φ = the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895. Pi is also defined as the surface area of the circle divided the surface area of the square that is located on the radius of the circle.

  • @portalopener7759
    @portalopener7759 3 дня назад

    More information saying that traditional Pi = 3.141592653589793 is false part 1 - kloka: The currently accepted value of Pi = (10 ^ 12)/(16255123/10213395)/(2)/(10 ^ 11) = 3.141592653589793 and is called regular Pi by some mathematicians. Regular Pi = (10 ^ 12)/(16255123/10213395)/(2)/(10 ^ 11) = 3.141592653589793 is wrong and does NOT belong to a circle but belongs to a polygon with many edges instead and you MUST always remember that a circle does NOT have any edges so that further proves that Traditional Pi = (10 ^ 12)/(16255123/10213395)/(2)/(10 ^ 11) = 3.141592653589793 is false. Traditional Π = Pi = 51066975/16255123 = 3.141592653589793 is false. Traditional Pi = ((10 ^ 42)/(30685681/9640191)) = 3.141592653589793 is false. Traditional Pi = (4/√(48908982/30169519)) = 3.141592653589793 is false. Common sense should tell you that a polygon and a circle are NOT the same thing but you are acting as if a circle and a polygon are the same thing when a circle is different from a polygon. A circle is defined by my dictionary as a plane figure with points that are equally distant from a central point. My dictionary says that a polygon is a plane figure with a minimum of 3 edges. A polygon can have many edges. It is impossible for a polygon to become a circle and that means that Pi MUST be larger than 3.141. 3.141 belongs to a polygon with more than a trillion edges but a circle does NOT have any edges. A polygon is identified and known by the number of edges that the polygon has got for example a Decagon is a polygon with 10 edges. It is impossible for a polygon with an infinite amount of edges to exist because a polygon is identified and known by a limited amount of edges. I repeat a circle does NOT have any edges. There will forever be a gap between the edge of the polygon and the curvature of the circle that contains the polygon it does NOT matter if the polygon has 10 ^ 98 edges because the gap between the edge of the polygon and the curvature of the circle that contains the polygon will forever remain. There can only be 1 Pi and that Pi MUST full-fill the following criteria: 1. That Pi MUST fit the definition of Pi from the dictionary the ratio of a circle's circumference divided by a circle's diameter. 2. That value of Pi Must have a physical counterpart. So that means the real value of Pi cannot be transcendental because transcendental numbers do NOT exist in the real world period. Transcendental numbers are only found on calculators. 3. There must be more than 1 geometric proof for the true value of Pi including the squaring of the circle and that involves both the creation of a circle that has a circumference that is the same measure as the perimeter of a square with just the aid of compass and straight edge alone and also the creation of a circle and a square with the same surface area with just the aid of compass and straight edge alone. Only Golden Pi = 4/√φ = 3.144605511029693144 can be used to square a circle with just compass and straight edge alone. To calculate Pi accurately get a piece of foam board that is larger than A0 such as 2A0 and create upon the surface of the foam board that is larger than A0 such as 2A0 a circle with 1-meter diameter by using a beam compass with a radius of 50 centimeters. After the circle with a 1-meter diameter has been created upon the flat surface of the piece of foam board that is larger than A0 such as 2A0 use a Rotary circle cutter with a metal blade and a radius of also 50 centimeters to cut around the contours of the circumference of the circle with a 1-meter diameter that was created upon the flat surface of the foam board that is larger than A0 such as 2A0. The length of the tape measure should be a minimum of 3200 millimeters. Wrap the length of the tape measure around the contours of the circumference of the circle with a 1-meter diameter that was created upon the piece of foam board that is larger than A0 such as 2A0. Make sure that the measurements are facing towards your eyes by measuring inwards around the circumference of the circle. The measurement should go all around the circumference of the circle finishing back at the starting position. The diameter of the circle MUST be equal to a minimum of 1-meter = 1000 millimeters or 100 centimeters. Do NOT use a circle with a diameter that is smaller than 1-meter. If the diameter of the circle is reduced to 1 then the circumference of the circle is Pi. Count the amount of times the diameter of the circle fits around the circumference of the circle and then divide the measure for the circumference of the circle by the diameter of the circle to discover the true value of Pi = 3.1446. If the diameter of a circle is 1-meter = 1000 millimeters then the circumference of the circle has a measure of 3144.6 millimeters. 3144.6 divided by 1000 = 3.1446. 4 divided by 3.1446 = the ratio 1.272021878776315. The ratio 1.272021878776315 is an approximation of the square root of the Golden ratio = √φ = 1.272019649514069 because if the ratio 1.272021878776315 is squared the result is the ratio 1.618039660085626. The ratio 1.618039660085626 is an approximation of the Golden ratio = (√(5) plus 1)/2 = (φ) = 1.618033988749895. The ratio 1.618039660085626 squared = the ratio 2.618052341610009. The Golden ratio = (φ) = 1.618033988749895 squared = (√(5) plus 3)/2 = 2.618033988749895. Proof that the Kepler right triangle is the key to the true value of Pi can also be demonstrated if the length of the measuring tape is a minimum of 4 meters = 4000 millimeters, because if the circumference of the 1-meter diameter circle = 3144.6 millimeters is marked and placed on a horizontal straight line while the 1-meter diameter of the circle = 1000 millimeters is multiplied 4 equal times on a vertical straight line the result is the circumference of the 1-meter diameter circle = 3144.6 millimeters is the shortest edge length of a Kepler right triangle while the multiplication of the 1-meter diameter of the circle = 1000 millimeters = 4000 millimeters is the second longest edge length of a Kepler right triangle. The multiplication of the 1-meter diameter of the circle = 1000 millimeters by 4 equal parts is 4000 millimeters. 4000 divided by 3144.6 = the ratio 1.2720218787763. The ratio 1.2720218787763 is an approximation of the square root of the golden ratio of √φ = 1.272019649514069, because the ratio 1.2720218787763 squared meaning that the ratio 1.2720218787763 times the ratio 1.2720218787763 = the ratio 1.6180396600856. Apply the Pythagorean theorem to the 2 right angles that are created from the results of the diameter of the circle being multiplied 4 equal times upon a vertical straight line while the circumference of the circle is placed upon a horizontal straight line, to get the hypotenuse of a Kepler right triangle. We can find the correct decimal expansion for Pi as 4/√φ = 3.144605511029693144 and that is to 18 decimal places. We can have as many decimal places for Pi that are larger than 18 as long as we remember that the exact value for Pi = 4/√φ = 3.144605511029693144.

  • @Liay_
    @Liay_ 3 дня назад

    No matter how the Triceratops attacked the tyrannosaurus, it also used its horns. Triceratops has a fragile skull, and its horns are also fragile. But the tyrannosaurus wouldn’t fly on its horns, it’s not that stupid. Triceratops would most likely bite with its beak. The combat is not very realistic.😐

  • @Rebelwolf4
    @Rebelwolf4 4 дня назад

    Awesome Dinosaurs 🦕 Who ever made this did an excellent job!

  • @Rebelwolf4
    @Rebelwolf4 4 дня назад

    Impressive Dinosaurs 🦕 learning all about Dinosaurs 🦕

  • @sandrakiefler4649
    @sandrakiefler4649 4 дня назад

    @12:55 ish 🤦‍♀️ Ok, there are many people at fault here, cause like seriously!? Why……just freaking WHY!? Who the hell thought of this and then when the idea was presented… Like WTF is happening right now my dudes!? I can’t with this..🤷‍♀️😳😅😂

  • @RingokuKyojiro
    @RingokuKyojiro 4 дня назад

    Cảm ơn bạn rất nhiều! 🇻🇳

  • @Fazetrikkzy
    @Fazetrikkzy 4 дня назад

    those are trexes

  • @Bluethegamer29
    @Bluethegamer29 5 дней назад

    The raptors showing up made my heart break to pieces

  • @wildlifeisthewealthofnatur5457
    @wildlifeisthewealthofnatur5457 5 дней назад

    That's like showing a few grasshopper mice hunting down an Impala. Stop showing hadrosaurs to be walking balls of meat

  • @Galaxy_edits790
    @Galaxy_edits790 5 дней назад

    56:28

  • @user-hi8nf3uo6n
    @user-hi8nf3uo6n 5 дней назад

    You always provide such great content. Thanks!

  • @user-es9do8ro1w
    @user-es9do8ro1w 6 дней назад

    I believe that the issue of dinosaurs is a lie fabricated by scientists. This distorted anatomy of the muscular structure is unreasonable. The Creator who built the most beautiful muscular designs cannot possibly have created these monsters, otherwise they are nothing but imagination.😅😅😅

  • @Turdfergusen382
    @Turdfergusen382 6 дней назад

    Kingfishers are such beautiful and impressive creatures

  • @clint-zj3cl
    @clint-zj3cl 7 дней назад

    Church says this is the devils work dinosaurs dun didly dont exist.

  • @ShoreLined08
    @ShoreLined08 7 дней назад

    I'm tired of watching docs where the music volume is louder than the narrator's voice, & music playing while the narrator speaks....

  • @kimhienduongthi5407
    @kimhienduongthi5407 7 дней назад

    😢😭

  • @waxychicohio
    @waxychicohio 8 дней назад

    Theriznosaurus is a HERBIVORE!! They definitely wouldn't have eaten the baby

  • @timdreske3000
    @timdreske3000 8 дней назад

    Highest vantage point gets the most grubb ✌️😎

  • @user-hl8oj8iz5o
    @user-hl8oj8iz5o 8 дней назад

    Sea❤

  • @billyboasiako1775
    @billyboasiako1775 8 дней назад

    Two hearts 💕 living in a separate world 🌍 Human and mankind Human are heru or Horus Mankind are neanderthal Human are hue Mankind are apes Human are black people Mankind are white Arab Chinese India and other Planet of the apes 😮😅

  • @billyboasiako1775
    @billyboasiako1775 8 дней назад

    Two hearts 💕 living in a separate world Human and mankind Human are heru or Horus Mankind are neanderthal Human are hue Mankind are apes Human are black people Mankind are white Arab Chinese India and other Planet of the apes 😮

  • @lucillechristinerevillas2674
    @lucillechristinerevillas2674 9 дней назад

    7w8w6s6sydyxid8e5w42😇🥹😍😚

  • @MartinVergara-xi1cu
    @MartinVergara-xi1cu 9 дней назад

    Yo cuando traicionó a mi mejor amigo 😂😂

  • @chadgorosaurus4898
    @chadgorosaurus4898 9 дней назад

    Is nobody gonna talk about how good the animation is?

  • @alantasman8273
    @alantasman8273 9 дней назад

    What idiocy...Birds were contemporaries of dinosaurs in the fossil record and yet now they are teaching that birds originated from dinosaurs. The fact is there is no evidence in the fossil record of dinosaurs transitioning into birds and macro evolution has never been observed in nature. Stephen Jay Gould put it this way: “The extreme rarity of transitional forms in the fossil record persists as the trade secret of paleontology. The evolutionary trees that adorn our text- books have data only at the tips and nodes of their branches; the rest is inference, however reasonable, not the evidence of fossils."

  • @oobrocks
    @oobrocks 10 дней назад

    One thing I love about this channel is the narration: it sometimes pauses, to let us absorb the information (some bad channels the narration doesn’t pause and can’t absorb the information) 😊

  • @scaryfascinating9256
    @scaryfascinating9256 10 дней назад

    This channel normally gets far more than this. There should be countless comments.

  • @sp1761
    @sp1761 11 дней назад

    That's me!

  • @sandrakiefler4649
    @sandrakiefler4649 11 дней назад

    Uhh…wait, WHAT!? First comment 🤨 really!? Well damn 😅🤷‍♀️

  • @its_me_rikichi
    @its_me_rikichi 11 дней назад

    almost all of the information is extremely outdated, unfortunately.

  • @A.Steeeve
    @A.Steeeve 11 дней назад

    Visiting these islands is one of my lifetime dreamsI 😍 I find it very cool and interesting, even the narrator's voice is ok! Thanks 🙏 For whoever not liking it, then simply scroll away and watch something else without leaving traces of your nasty character behind!

  • @damienmcleod2622
    @damienmcleod2622 11 дней назад

    Love Mother Earth and protect her.

  • @mundizlevicampos1232
    @mundizlevicampos1232 12 дней назад

    6,000 year's Ago! Not 80 Millions of year's

  • @user-rl2vr2qt8c
    @user-rl2vr2qt8c 12 дней назад

    So BEAUTIFUL ❤

  • @NhanHai-nh4uj
    @NhanHai-nh4uj 12 дней назад

    🎉😮😮😮😮

  • @HurricaneQueen777
    @HurricaneQueen777 12 дней назад

    🩷❤️💙

  • @tedlofland3446
    @tedlofland3446 12 дней назад

    Raptors are ninjas. No way humans could survive or live in that environment. Well except bigfoot, but he hasn't got his own cellphone yet and done a selfie on FB. I know dinosaurs lived my favorite thing very young was making paper TREX paper hand puppets in preschool and 1st grade.

  • @srisyahraningsih1693
    @srisyahraningsih1693 13 дней назад

    Itu adekmu mas izzuk

  • @srisyahraningsih1693
    @srisyahraningsih1693 13 дней назад

    Dinosurus train sedang dalam perjalanan kelaboratorium kota tokyo dan ke laboratirium dan perumahan sukolilo dian regency kota surabaya