thats only pansy whos biased when fnatic plays

cloud is #2 initiator itw after LEO

gives me flashbacks of pearl b site, just plant 1 spot run back main and spam through smokes. how long before a rework?

he used to play duelist before ini

w na fan

like this doesnt happen across all the leagues lmao its a riot issue

losing 1 game is falling off lmao

6 man roster lmao youre just asking to lose atp

just say you dont know val

я буду смотреть

same as u

0/8

chronicle a single player has more trophies than your whole region, we dont need our orgs in this shitty franchising system haha

flag

seems like theyre finally waking up

w

HORRIBLE BAIT

chat gpt says

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https://www.vlr.gg/180100/babysasuke

chat gpt says

Yes, that's correct. The Redlich-Kwong equation of state is suitable for high-pressure systems, so you can use it in this case. Here's how you can proceed with using the Redlich-Kwong equation of state to calculate the fugacity of each component in the gas mixture:

1. Convert the mole fractions of each component to mole fractions (yi).
2. Calculate the parameters ( a ) and ( b ) for the Redlich-Kwong equation of state for each component.
3. Calculate the fugacity coefficient (φi) for each component using the Redlich-Kwong equation of state.
4. Calculate the fugacity (fi) of each component.

Given:

• Mixture composition: 70 mol% N2, 20% O2, 10% CO2
• Pressure: 100 bar
• Temperature: 150°C (convert to Kelvin: 150°C + 273.15 = 423.15 K)

First, convert the mole fractions to mole fractions:

• N2: yi_N2 = 0.70
• O2: yi_O2 = 0.20
• CO2: yi_CO2 = 0.10

For the Redlich-Kwong equation of state, the parameters ( a ) and ( b ) are calculated as follows:

[ a_i = 0.42748 \frac{{(R T_c)^2}}{{P_c}} ]
[ b_i = 0.08664 \frac{{R T_c}}{{P_c}} ]

Where:

• ( R ) is the gas constant (8.314 J/mol·K)
• ( T_c ) is the critical temperature (in Kelvin)
• ( P_c ) is the critical pressure (in bar)

For N2:

• ( T_c ) for N2 is approximately 126.2 K
• ( P_c ) for N2 is approximately 34.0 bar

For O2:

• ( T_c ) for O2 is approximately 154.6 K
• ( P_c ) for O2 is approximately 50.4 bar

For CO2:

• ( T_c ) for CO2 is approximately 304.2 K
• ( P_c ) for CO2 is approximately 73.8 bar

Once you have calculated ( a ) and ( b ) for each component, you can use the Redlich-Kwong equation of state to calculate the fugacity coefficient (φi) for each component. Finally, use the fugacity equation mentioned earlier to calculate the fugacity (fi) of each component.

exactly no way these guys think they havent been cooking since they lost to kc

chat gpt says

To calculate the fugacity of each component in a gas mixture, you can use an appropriate equation of state, such as the Van der Waals equation, Redlich-Kwong equation, or Peng-Robinson equation. The fugacity of each component is dependent on the composition of the mixture, temperature, pressure, and the equation of state used.

Here's a general outline of the steps to calculate fugacity for each component using the Peng-Robinson equation of state:

1. Convert the mole fractions of each component to mole fractions (yi).
2. Calculate the compressibility factor (Z) using the Peng-Robinson equation of state.
3. Calculate the fugacity coefficient (φi) for each component using the Peng-Robinson equation of state.
4. Calculate the fugacity (fi) of each component.

Given:

• Mixture composition: 70 mol% N2, 20% O2, 10% CO2
• Pressure: 100 bar
• Temperature: 150°C (convert to Kelvin: 150°C + 273.15 = 423.15 K)

First, convert the mole fractions to mole fractions:

• N2: yi_N2 = 0.70
• O2: yi_O2 = 0.20
• CO2: yi_CO2 = 0.10

Then, using the Peng-Robinson equation of state, you would calculate Z for the given temperature and pressure. Once you have Z, you can calculate the fugacity coefficient (φi) for each component.

Finally, calculate the fugacity (fi) for each component using the following equation:

[ f_i = \phi_i \cdot P ]

Where:

• ( f_i ) is the fugacity of component i
• ( \phi_i ) is the fugacity coefficient of component i
• ( P ) is the pressure

Perform these calculations for each component, substituting the appropriate values into the Peng-Robinson equation of state and the fugacity equation, to obtain the fugacity of each component in the gas mixture.

i dont understand the obsession with demonizing straight men man wtf

100t is the only na team I want to see succeed

You are 100% right

Because faceit 3rd party platform that everyone who plays ranked seriously plays on for the better anticheat

Did you watch the major? The crowd was deffo a 50/50 with men and women and at least a quarter of the crowd was Chinese people

https://www.hltv.org/results?team=4991 32

crazy how fnatic cs team which is barely tier 2 atp has played 30+ officials this year while the val team has played 2...

w

thats what makes it better, do you not want teams to improve?

https://www.reddit.com/r/ValorantCompetitive/comments/18hvow4/kangkang_talks_about_burnout/

https://dotesports.com/valorant/news/fnatic-valorant-coachs-departure-only-enforces-the-teams-warning-about-burnout-in-vct

https://x.com/counterscottGO/status/1748069803691003924?s=20

never happening bro CS will always be king fps here

https://x.com/s1mpleO/status/1774856340852146612?s=20

why is it in val players complain about burnout while theres only 3 internatioal tournaments?

scam website

haha

bro tarik wasnt even in hltv top 20 for 2018 even though he was major mvp as igl

akinator gave me s1mple after 26 questions, niko after 47. haha it gave up

• 1

they forgot how mid he was last year

no stop with the wonderlul hype, m0NESY is lightyears ahead of this guy

m0NESY>>

free for faze

hltv is clear

bro act like each comment is an essay that take an hour to type up haha he thought he did something here

each comment take 5 secs to post do the math buddy

riot should stick to league they have no business being in charge of a competitive fps

Top G has good takes 80% of the time

??

love him or hate him you cant deny hes only speaking facts in this video https://youtu.be/qUpCBe-kPvc?si=WFIU0lG7r9WgMHS7 valorant will be dead in 5 years time if riot games keep going down this path mark my words