Talking Tom Camp - Epic Water Fight (Official Launch Trailer)
ฝัง
- เผยแพร่เมื่อ 7 มี.ค. 2018
- IT'S HERE! 🏝️🎉 My Talking Hank: Islands is here. Play now: o7n.co/ytgd-My-Talking-Hank-I...
Are you ready to join Talking Tom & Friends in the most epic water fight EVER? Then download Talking Tom Camp, grab your water weapons, and let’s go!
Download Talking Tom Camp: outfit7.com/apps/talking-tom-...
Subscribe to my TH-cam channel: th-cam.com/users/TalkingT...
I’m Talking Tom, and I’m the original talking tomcat. It’s great you’ve stopped by. If there’s fun to be had, this cool cat and my friends are probably having all of it!
You should definitely check out my shorts, trailers, and gameplay videos featuring me and my friends. Also, keep up to date with my crazy thoughts and ideas via my video blog Talking Tom Brainfarts. You could try looking, but you won’t find a funnier guy anywhere else! Stick around!
Don’t forget to explore the hilarious world of My Talking Tom. Adopt me as your very own virtual pet, dress me up the latest, greatest, and funniest outfits ever, play some really cool mini games and join in the fun. MyTalkingTom.com
New videos get uploaded all the time. But while you wait, check out my friends’ channels too! Talking Angela and Talking Ginger have some great stuff for you to watch, and you can find even more videos over on the Talking Tom & Friends channel.
Stay awesome guys,
Tom :)
For more fun…
▶︎ enjoy our Animated Series on Talking Tom & Friends channel: / talkingfriends
▶︎ here’s the very popular Talking Angela’s channel: / talkingtom
▶︎ don’t miss out on Talking Ginger's TH-cam channel: / talkingginger
Talking Tom is also known as: Sprechender Kater Tom, Tom qui parle, Tom Falante, Tom el gato parlante, Konuşan Tom, توم المتكلم - เกม
![[UNCUT] ที่นี่ที่แรก ปู - หาญส์ พูดถึงมหากาพย์หนี้สิ้น I คนดังนั่งเคลียร์ I 10 ก.ค.67](http://i.ytimg.com/vi/KDNA9DZ0p4U/mqdefault.jpg)
Awesome, right? What are you most excited about in Talking Tom Camp?
Talking Tom Hi!!!
Single
Hiiiii
Talking Tom Yeah, It's Awesome, Fighting Another Camp Players...
Talking Tom cuul
Please, bring this back, I know it's only been 3 years, but it's nostalgic to me already. I remember playing this game every day after school. And I was just opening up Play Store today to download it again and just realized that it's removed...
😕😕
Me to
I missed this game
Me too bro
same
Please bring this game back it was incredible
Please come back tom camp you were part of my life.
Tom camp isn't more playable
@@gapfmmadeira8339 why?
@@Scp-uv5pw Bc, talking tom camp actually got took over by avenger’s, thats why it isn’t available in the app store or google play :(
why is it goneeeee
@@limeplayzzz6778 huh?
Bring the game back I loved it soo much
The fact that no one play this game and pay it, so delete its server
Shut up
the fact that your watching a video that you hate LMAO
@@bloniq106 nothing is funny
@@bloniq106 dummy
sorry im late but please bring this back it has so many memories in our childhood please😔😢 #bringbacktomcamp
#bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp #bringbacktomcamp
Me to 😢😢😢😢😢😢😢😢
bring it back please. i used to play this game when it was released and its so nostalgic to me bc it reminds me of when i was little
Bring the game back, please... Its our childhood game
Yes
Yeah bring it back
J
Yeah , ithought I would get nostalgia but this game is gone now :(
Yes bring it back it plss
Man this game is now bringing back my childhood..
same bro..
@@Somelivingcreature same
The fact that no one play this game and pay it, so delete it
@@Charles-yr7sb sad
@@אאא same aswell
Please bring this game back, it was actually a best game i've played and still it...😢
Please can you please bring back this game we want this its been nostalgic since 3 years i played this, please bring this game back
BRING THE GAME BACK PLEASE, IT'S THE BEST GAME
The fact that no one play this game and pay it, so delete its server
Yes...the animation and art style for this trailer is absolutely beautiful...my life is complete...
0:27 Angela is super cute and beautiful! 😍
OMG I FINNALY FOUND IT IT'S BEEN ALMOST 9 YEAR SINCE I PLAYED THIS GAME AND IT GOT REMOVED I NEVER SAW IT FOR 7 YEARS STRIAGHT AND EVEN TOUGHT THIS GAME WAS A DREAM OMMMGMGGGGGGG TALKING TOM I BEG YOU PLS BRING THIS GOODNES BACK
PLS BRING IT BACK WE NEED IT WE WILL DIE
FR. I USED TO PLAY IT SO MUCH.
#bringbacktomcamp spread the word out everybody
#bringbacktomcamp
No
Bring this game back that game was so awesome
The fact that no one play this game and pay it, so delete its server
@@Charles-yr7sbshut up bot
This game was incredible when it came out it was a really fun game but the servers shut down but this game will forever hold up in my heart. Farewell Talking Tom Camp i'll miss you 10000000/10
Hey Tom I want talking tom camp back
Me too
Same
Same as you
Same
Please bring this back it brings back memories
i miss this game i had a big camp :(
Me too bring it back
@@safallamsal9215 me too I had everything maxed out
@@lithmiperera2818 pppp
Me too I have fully maxed out camp 😭😭😭😭😭
Mee too😭 rip
Bring it back!! If you see my older videos, then you know that I'm a Big Fan of Outfit7. They made almost my childhood, and now at the age of 13. I still miss this game, even when I play my favorite games (codm dancerail 3 and coc). I still wanted to play this in my lifetime
No one care
@@Charles-yr7sb shut its everyone childhood game
@@Charles-yr7sb literally everyone does. i miss this game, shut the heck up.
@@Charles-yr7sb I got 2 words for you SHUT UP
@@Charles-yr7sb It litteraly everyone's childhood game.
Please bring this back
I miss this game. I hope it comes back one day.
Cats throwing water bombs!! Soooo cute!!💖💖
Ella Vesper some shot water not throw
Ok then
This should be a series
Bring it back. So nostalgic. I'll download an APK.
Bring back the game please it's my child hood as well
*Who is watching in 2019?
Hit like for Tom and his Friends...👍👍👍
I am!
YeS
NIEN
Iii
A
One
Pls bring this game back
i need this game back
I miss this game pls bring it back
add tom camp back pls it's was the best childhood game ever seen now it's gone I was shocked I still miss my best camp
Talking Tom camp is now finished
Tmo
Man, I really miss this game. It was so good. It was my childhood
miss so much please bring back that game 😢
Wowww 👍👌🏼😍😂💚💚
Hi...
MECHA IS SO STRONG
I MUST UNLOCK IT
;-(
BRING IT BACK!
Clash of Clans: am I a joke to you?
Please bring the game back
0:04 [Spash]
Please Bring this Game Back.
Bring it back it was my favorite game and always will be!!!
👍thanks
This game copy coc
Haha almost except every troop is ranged
Idc this game if much more fun than coc
PLS BRING IT BACK PLSSSS THIS GAME IS SO FUN PLS BRING IT BACK
We want this game again
Já tô fazendo o download,tô louca pra jogar
Um Br kk
The medic blaster is a hair dryer to dry the water
Bring this game back
Please bring back this game it was fun please bring it back please please please 🥺🥺🥺🥺🥺🥺🥺🥺🥺😭😭😭😭😭
You can only say please 1 time.
this is so cool animation, very nice!
I wish this game come back
Why do people keep begging Talking Tom to bring Talking Tom Camp back?
1. Childhood game
2. Keeps staying at 70%
@@thisisnotyaret yep
We all loved this game
Because it's their Childhood Game, so they are Begging for this game to be brang Back
Thank you for helping me to play talking tom camp :)
1:00
Tom: How the heck did I do that?
Ben (from off screen): You didn't.
You're right😆
Ray Kniga-Bartlett
Iegg3y3
True
1:012
0:45 saving private ryan refference
PLEASSEEE BRING IT BACK!!!
pls bring this game back😢
For me this is better than clash of clans
Well its the same thing as clash of clans
I’m new! And this is my first little series! Highly recommended this game
PLEASE BRING BACK THIS GAME
I'm very sad because it used to be talking tom camp and now it's some other game please bring back talking tom camp we all care so much please ❤️ ❤️ ❤️ ❤️ ❤️ ❤️ ❤️
BRING IT BACK!!!
This game is basically team fortress but whit water and animals
Wow this game cool :D
uau
Let's play some good games even all of the outfit7
The dream of evryone rg is for the game to come back even tho it fell off in 2020 i think. Even if not alot of pepole will play it. Some pepole will and will even LOVE it please bring back the game to us...😢
I love this game!
Please get back the game that is our childhood game
I like Talking Tom camp!
Hv8
Pls bring this game back it was fantastic pls i loved it other people want it back too pls bring Talking Tom Camp back😢😢😢
This game was awesome and fun i Like that
WOW Tom that was awesome! I am going to download it right now!
Is it still in your mobile
No
@@Angel1743YTGR I'm asking because this game is cancelled
I know that's why I don't have it anymore.
cute... I played the games as well water fight !!
This was the best game talking tom ever made
Please bring the game back its worth my life
THE ANIMATION IS SO GOOD
Aninmation my a$$
@@seansebastian3085 who asked?
0:21 N A R U T O R U N
maybe it should be away from us forever, and turns into yours memory
Please bring back this awesome game
i love the game camp
Bring back this game pls
PLEASEEEEEEE BRING THIS GE BACK ITS BEEN 4 YEARS PLEASEEE I MISS THIS GAME
Energy - Elixir
Coins - Coins
Purple Diamonds - Green Gems
Talking Tom Camp - Clash Of Clans
Love this game!
Please the love of God bring back this game it is my favorite
Its sad that the game is no longer available anymore i miss it a lot
Same
Same. I want to play it again.
BEST VIDEO EVER AND BEST GAME
0:45 Tom’s Vietnam War Flashback
Gfky
☺☺☺☺☺☺☺☺☺
Charles's law (also known as the law of volumes) is an experimental gas law that describes how gases tend to expand when heated. A modern statement of Charles's law is:
When the pressure on a sample of a dry gas is held constant, the Kelvin temperature and the volume will be in direct proportion.[1]
This relationship of direct proportion can be written as:
V ∝ T {\displaystyle V\propto T}
{\displaystyle V\propto T}
So this means:
V T = k , or V = k T {\displaystyle {\frac {V}{T}}=k,\quad {\text{or}}\quad V=kT}
{\displaystyle {\frac {V}{T}}=k,\quad {\text{or}}\quad V=kT}
where:
V is the volume of the gas,
T is the temperature of the gas (measured in kelvins), and
k is a non-zero constant.
This law describes how a gas expands as the temperature increases; conversely, a decrease in temperature will lead to a decrease in volume. For comparing the same substance under two different sets of conditions, the law can be written as:
The equation shows that, as absolute temperature increases, the volume of the gas also increases in proportion.
Contents
1 History
2 Relation to absolute zero
3 Relation to kinetic theory
4 See also
5 References
6 Further reading
7 External links
History
The law was named after scientist Jacques Charles, who formulated the original law in his unpublished work from the 1780s.
In two of a series of four essays presented between 2 and 30 October 1801,[2] John Dalton demonstrated by experiment that all the gases and vapours that he studied expanded by the same amount between two fixed points of temperature. The French natural philosopher Joseph Louis Gay-Lussac confirmed the discovery in a presentation to the French National Institute on 31 Jan 1802,[3] although he credited the discovery to unpublished work from the 1780s by Jacques Charles. The basic principles had already been described by Guillaume Amontons[4] and Francis Hauksbee[5] a century earlier.
Dalton was the first to demonstrate that the law applied generally to all gases, and to the vapours of volatile liquids if the temperature was well above the boiling point. Gay-Lussac concurred.[6] With measurements only at the two thermometric fixed points of water, Gay-Lussac was unable to show that the equation relating volume to temperature was a linear function. On mathematical grounds alone, Gay-Lussac's paper does not permit the assignment of any law stating the linear relation. Both Dalton's and Gay-Lussac's main conclusions can be expressed mathematically as:
V 100 − V 0 = k V 0 {\displaystyle V_{100}-V_{0}=kV_{0}\,} V_{{100}}-V_{0}=kV_{0}\,
where V100 is the volume occupied by a given sample of gas at 100 °C; V0 is the volume occupied by the same sample of gas at 0 °C; and k is a constant which is the same for all gases at constant pressure. This equation does not contain the temperature and so is not what became known as Charles's Law. Gay-Lussac's value for k (1⁄2.6666), was identical to Dalton's earlier value for vapours and remarkably close to the present-day value of 1⁄2.7315. Gay-Lussac gave credit for this equation to unpublished statements by his fellow Republican citizen J. Charles in 1787. In the absence of a firm record, the gas law relating volume to temperature cannot be attributed to Charles. Dalton's measurements had much more scope regarding temperature than Gay-Lussac, not only measuring the volume at the fixed points of water but also at two intermediate points. Unaware of the inaccuracies of mercury thermometers at the time, which were divided into equal portions between the fixed points, Dalton, after concluding in Essay II that in the case of vapours, “any elastic fluid expands nearly in a uniform manner into 1370 or 1380 parts by 180 degrees (Fahrenheit) of heat”, was unable to confirm it for gases.
Relation to absolute zero
Charles's law appears to imply that the volume of a gas will descend to zero at a certain temperature (−266.66 °C according to Gay-Lussac's figures) or −273.15 °C. Gay-Lussac was clear in his description that the law was not applicable at low temperatures:
but I may mention that this last conclusion cannot be true except so long as the compressed vapours remain entirely in the elastic state; and this requires that their temperature shall be sufficiently elevated to enable them to resist the pressure which tends to make them assume the liquid state.[3]
At absolute zero temperature, the gas possesses zero energy and hence the molecules restrict motion. Gay-Lussac had no experience of liquid air (first prepared in 1877), although he appears to have believed (as did Dalton) that the "permanent gases" such as air and hydrogen could be liquified. Gay-Lussac had also worked with the vapours of volatile liquids in demonstrating Charles's law, and was aware that the law does not apply just above the boiling point of the liquid:
I may, however, remark that when the temperature of the ether is only a little above its boiling point, its condensation is a little more rapid than that of atmospheric air. This fact is related to a phenomenon which is exhibited by a great many bodies when passing from the liquid to the solid-state, but which is no longer sensible at temperatures a few degrees above that at which the transition occurs.[3]
The first mention of a temperature at which the volume of a gas might descend to zero was by William Thomson (later known as Lord Kelvin) in 1848:[7]
This is what we might anticipate when we reflect that infinite cold must correspond to a finite number of degrees of the air-thermometer below zero; since if we push the strict principle of graduation, stated above, sufficiently far, we should arrive at a point corresponding to the volume of air being reduced to nothing, which would be marked as −273° of the scale (−100/.366, if .366 be the coefficient of expansion); and therefore −273° of the air-thermometer is a point which cannot be reached at any finite temperature, however low.
However, the "absolute zero" on the Kelvin temperature scale was originally defined in terms of the second law of thermodynamics, which Thomson himself described in 1852.[8] Thomson did not assume that this was equal to the "zero-volume point" of Charles's law, merely that Charles's law provided the minimum temperature which could be attained. The two can be shown to be equivalent by Ludwig Boltzmann's statistical view of entropy (1870).
However, Charles also stated:
The volume of a fixed mass of dry gas increases or decreases by 1⁄273 times the volume at 0 °C for every 1 °C rise or fall in temperature. Thus:
V T = V 0 + ( 1 273 × V 0 ) × T {\displaystyle V_{T}=V_{0}+({\tfrac {1}{273}}\times V_{0})\times T} {\displaystyle V_{T}=V_{0}+({\tfrac {1}{273}}\times V_{0})\times T}
V T = V 0 ( 1 + T 273 ) {\displaystyle V_{T}=V_{0}(1+{\tfrac {T}{273}})} {\displaystyle V_{T}=V_{0}(1+{\tfrac {T}{273}})}
where VT is the volume of gas at temperature T, V0 is the volume at 0 °C.
Relation to kinetic theory
The kinetic theory of gases relates the macroscopic properties of gases, such as pressure and volume, to the microscopic properties of the molecules which make up the gas, particularly the mass and speed of the molecules. To derive Charles's law from kinetic theory, it is necessary to have a microscopic definition of temperature: this can be conveniently taken as the temperature being proportional to the average kinetic energy of the gas molecules, Ek:
T ∝ E k ¯ . {\displaystyle T\propto {\bar {E_{
m {k}}}}.\,} T\propto {\bar {E_{{{
m {k}}}}}}.\,
Under this definition, the demonstration of Charles's law is almost trivial. The kinetic theory equivalent of the ideal gas law relates PV to the average kinetic energy:
P V = 2 3 N E k ¯ {\displaystyle PV={\frac {2}{3}}N{\bar {E_{
m {k}}}}\,} {\displaystyle PV={\frac {2}{3}}N{\bar {E_{
m {k}}}}\,}
See also
Boyle's law - Relationship between pressure and volume in a gas at constant temperature
Combined gas law - Combination of Charles', Boyle's and Gay-Lussac's gas laws
Gay-Lussac's law - Relationship between pressure and temperature of a gas at constant volume.
Avogadro's law - Relationship between volume and number of moles of a gas at constant temperature and pressure.
Ideal gas law - Equation of the state of a hypothetical ideal gas
Hand boiler
Thermal expansion - Tendency of matter to change volume in response to a change in temperat
Tom be all like "I don't even know my own strength."
Edeaian Gaming yea lol
Antonella.delgaudio@istruzione.it
This Animation Is Cool As I Thought...
I love it this game
Tricky Lioi
Tricky Lover k
J
H
Much more better than clash of clan.
Gummadi
I agree
Yea
Yes at least in this game you can progress faster
Tom:fight
Troops
Ben:take this
Ginger:Thats how would you do it
0:46 WAR… WAR ARE FOR CHANGES
Dont make me beg.... OKAY IM BEGGING YOU PLEASE BRING THIS GAME BACK THIS IS SO NOSTALGIC
BEING BACK TALKING TOM CAMP100%
Very nice cartoon! I love Talking Tom very mach! =))))
My Talking Friends Adventure Game hrhfhgfkie
👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕
👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕💕
th-cam.com/video/YLQkb_sCap4/w-d-xo.html
+Isaac Farfán 8777777777777