80611 réponses à ce sujet

[Dwailing]

BansheeOwnage wrote...

TSA_383 wrote...
No, it's because someone messaged him asking if the thread was going to get closed for length 

Who would do such a thing?

I was just about to post that!  And then I decided against it.  So, semi-'d by Banshee, I guess.

[Venomous Snake]

BansheeOwnage wrote...

Venomous Snake wrote...

Arian Dynas wrote...

1*(M^(-1)) 

Convergence formula.

Convergence, the place in a Cathode Ray tube where red, blue and green light meet to form a picture.

But yeah, 1M1 is a re-used asset from ME1. Yet more proof of Shepard building things from his mind. In this case, he'd likely associate 1M1 with a Reaper though, since it was on the tower climb in ME1.

I don't understand where this misconception comes from. The lens equation is: M=hi/ho=-di/do

Where M is magnification and h and d refer to the height and distance of the image and object.

1M1 does not refer to the Lens equation......or the convergence formula.

I know that equation too; I think the convergence one is something else? I haven't looked into it. Regardless, it's a dreadnaught cannon and I think even the game files say that much.

Convergence formula doesn't exist. What people mean when they say convergence formula and 1m1 is the lens equation and there is certainly no correlation between 1m1 and lens equation.

[D.Sharrah]

BansheeOwnage wrote...

byne wrote...

BansheeOwnage wrote...

byne wrote...

I tried the custom avatar trick with the Mac version of DA:O, but it didnt work. Just as well, I might change my avatar to something awful like Paxxton's new avatar.

I mean, no offense or anything, Paxxton, but if you thought that avatar was a good choice, I kind of understand why you think control is a good idea too.

No no NO! You have to leave it as Liara. You have to!

Oh, dont worry, I plan to.

Trying to change it wasnt something I did recently.

You scared me there.

The only way that it would be ok...was if it included Shep and Liara!

[BansheeOwnage]

Venomous Snake wrote...

BansheeOwnage wrote...

Venomous Snake wrote...

Arian Dynas wrote...

1*(M^(-1)) 

Convergence formula.

Convergence, the place in a Cathode Ray tube where red, blue and green light meet to form a picture.

But yeah, 1M1 is a re-used asset from ME1. Yet more proof of Shepard building things from his mind. In this case, he'd likely associate 1M1 with a Reaper though, since it was on the tower climb in ME1.

I don't understand where this misconception comes from. The lens equation is: M=hi/ho=-di/do

Where M is magnification and h and d refer to the height and distance of the image and object.

1M1 does not refer to the Lens equation......or the convergence formula.

I know that equation too; I think the convergence one is something else? I haven't looked into it. Regardless, it's a dreadnaught cannon and I think even the game files say that much.

Convergence formula doesn't exist. What people mean when they say convergence formula and 1m1 is the lens equation and there is certainly no correlation between 1m1 and lens equation.

It was a colour convergence equation I think. Red, green, and blue projector-style. People are just calling it the lens equation even though it isn't.

Modifié par BansheeOwnage, 01 août 2012 - 07:25 .

[BansheeOwnage]

Dwailing wrote...

BansheeOwnage wrote...

TSA_383 wrote...
No, it's because someone messaged him asking if the thread was going to get closed for length 

Who would do such a thing?

I was just about to post that!  And then I decided against it.  So, semi-'d by Banshee, I guess.

[TJBartlemus]

Proof Synthesis is not a good idea...yet people still choose it. 

Edit: Curses copy and paste...try again I say!!!

http://t3.gstatic.co..._kInZgbkd-JTtSA

http://t2.gstatic.co...Wl7j9V1dHCECRSm

Modifié par TJBartlemus, 01 août 2012 - 07:38 .

[Dwailing]

Also, I had a thought last night, and I feel like sharing. Synthesis sort of embodies the ending sequence on the whole. If you accept everything at face value, and don't dig any deeper into the symbolism of the ending, Synthesis seems like the best choice. However, when you dig deeper, you begin to realize that Synthesis is actually quite possibly the WORST choice out of all of them. And that kind of embodies the ending sequence as a whole, though it is the inverse. On the surface, they seem truly horrible pre-Ec, and only decent post-EC. But when you dig deeper, you realize the symbolism of everything, and you begin to realize that the ending of Mass Effect 3 is quite possibly the most brilliant ending ever. Of all time.

You could also argue that same for Control.  It seems like the ultimate outcome might be very good, but when you dig deeper, it's actually quite a bad idea.  And Destroy actually EPITOMIZES the ending sequence.  Out of all the choices, at face value, it seems to be the worst.  But then when you dig deeper, you suddenly realize that it is the BEST choice out of all of them.

Modifié par Dwailing, 01 août 2012 - 07:32 .

[Venomous Snake]

BansheeOwnage wrote...

Venomous Snake wrote...

BansheeOwnage wrote...

Venomous Snake wrote...

Arian Dynas wrote...

1*(M^(-1)) 

Convergence formula.

Convergence, the place in a Cathode Ray tube where red, blue and green light meet to form a picture.

But yeah, 1M1 is a re-used asset from ME1. Yet more proof of Shepard building things from his mind. In this case, he'd likely associate 1M1 with a Reaper though, since it was on the tower climb in ME1.

I don't understand where this misconception comes from. The lens equation is: M=hi/ho=-di/do

Where M is magnification and h and d refer to the height and distance of the image and object.

1M1 does not refer to the Lens equation......or the convergence formula.

I know that equation too; I think the convergence one is something else? I haven't looked into it. Regardless, it's a dreadnaught cannon and I think even the game files say that much.

Convergence formula doesn't exist. What people mean when they say convergence formula and 1m1 is the lens equation and there is certainly no correlation between 1m1 and lens equation.

It was a colour convergence equation I think. Red, green, and blue projector-style. People are just calling it the lens equation even though it isn't.

It still makes no sense to me that people see 1m1 and say "Convergence!" 1m1 has no relation to it.

[BansheeOwnage]

TJBartlemus wrote...

Proof Synthesis is not a good idea...yet people still choose it. 

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****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

So many in game examples of synthesis not being a good idea yet people still chose it...

No soul! Replaced! By tech!

Putting a VI in a lifeless body doesn't make it alive. Are reaper husks alive?

[BansheeOwnage]

Venomous Snake wrote...

It still makes no sense to me that people see 1m1 and say "Convergence!" 1m1 has no relation to it.

It doesn't matter. I think the important part is it's from a dreadnaught.

[Rosewind]

byne wrote...

TJBartlemus wrote...


Does BioWare have a thing about Tuesdays or something? What day of the week was EC released?

Tuesday is just the day games and DLC usually get released. Well, in the US anyways.

I hear they release games on different days in Europe.

Release dates are different here, but that's cause of the time zone thing. So something being released on Tuesday will be released on Wednesday because if was released on our Tuesday we will get it before the Americans and they hate that lol.

[Ageless Face]

So... You say that the whole "renegade" "paragon" thing is a trick, right? That control is actually renegade, and destroy is paragon. And control is indcotrination.

So what you're basically saying is, that people who played a renegade played wrong?

Really, shouldn't the whole "paragon "renegade" be thrown out of the window now that we have synthesis, a "neutral" choice?

Modifié par HagarIshay, 01 août 2012 - 07:39 .

[TJBartlemus]

BansheeOwnage wrote...

TJBartlemus wrote...

Proof Synthesis is not a good idea...yet people still choose it. 

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****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

So many in game examples of synthesis not being a good idea yet people still chose it...

No soul! Replaced! By tech!

Putting a VI in a lifeless body doesn't make it alive. Are reaper husks alive?

Do you guys see the pic? My computor doesn't seem to see it in the post. What's funny is that the Master in Fallout 1 actually speaks about a unity of machine and organics. Thus why I will never trust the Catalyst.

[BansheeOwnage]

Dwailing wrote...

Also, I had a thought last night, and I feel like sharing. Synthesis sort of embodies the ending sequence on the whole. If you accept everything at face value, and don't dig any deeper into the symbolism of the ending, Synthesis seems like the best choice. However, when you dig deeper, you begin to realize that Synthesis is actually quite possibly the WORST choice out of all of them. And that kind of embodies the ending sequence as a whole, though it is the inverse. On the surface, they seem truly horrible pre-Ec, and only decent post-EC. But when you dig deeper, you realize the symbolism of everything, and you begin to realize that the ending of Mass Effect 3 is quite possibly the most brilliant ending ever. Of all time.

Pretty much, because it actually tricks people in real life, which I love. But only if we're right (I don't see how we wouldn't be).

[Venomous Snake]

BansheeOwnage wrote...

Venomous Snake wrote...

It still makes no sense to me that people see 1m1 and say "Convergence!" 1m1 has no relation to it.

It doesn't matter. I think the important part is it's from a dreadnaught.

I can agree with that.

[Dwailing]

BansheeOwnage wrote...

TJBartlemus wrote...

Proof Synthesis is not a good idea...yet people still choose it. 

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****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

So many in game examples of synthesis not being a good idea yet people still chose it...

No soul! Replaced! By tech!

Putting a VI in a lifeless body doesn't make it alive. Are reaper husks alive?

I should point out that I don't oppose the idea of transhumanism, and I personally kind of like the idea of Synthesis, but what I DON'T like is that Synthesis forces the change on EVERYONE IN THE GALAXY without their consent.

[RavenEyry]

TJBartlemus wrote...

Do you guys see the pic? My computor doesn't seem to see it in the post. What's funny is that the Master in Fallout 1 actually speaks about a unity of machine and organics. Thus why I will never trust the Catalyst.

I don't see the pic, just a jumble of code.

[masster blaster]

TJBartlemus wrote...

Proof Synthesis is not a good idea...yet people still choose it. 

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****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

????????????????????

It does not work.

[BansheeOwnage]

TJBartlemus wrote...

BansheeOwnage wrote...

TJBartlemus wrote...

Proof Synthesis is not a good idea...yet people still choose it. 

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****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

So many in game examples of synthesis not being a good idea yet people still chose it...

No soul! Replaced! By tech!

Putting a VI in a lifeless body doesn't make it alive. Are reaper husks alive?

Do you guys see the pic? My computor doesn't seem to see it in the post. What's funny is that the Master in Fallout 1 actually speaks about a unity of machine and organics. Thus why I will never trust the Catalyst.

Sorry no pic

[byne]

BansheeOwnage wrote...

So many in game examples of synthesis not being a good idea yet people still chose it...

No soul! Replaced! By tech!

Putting a VI in a lifeless body doesn't make it alive. Are reaper husks alive?

Theres really only one quote you need to know synthesis is a bad idea. Its when the godchild straight up tells you synthesis cannot be forced.

I mean, come on, even godchild admits synthesis is bull****. Why would you still choose it?

Plus, godchild says that now that he knows synthesis is possible, it is inevitable that it will happen. If thats the case, why pick it at all? Let it happen naturally and pick one of the other options.

[Rosewind]

RavenEyry wrote...

TJBartlemus wrote...

Do you guys see the pic? My computor doesn't seem to see it in the post. What's funny is that the Master in Fallout 1 actually speaks about a unity of machine and organics. Thus why I will never trust the Catalyst.

I don't see the pic, just a jumble of code.

Same and every time some on quotes it I have to scroll down a while....

[BansheeOwnage]

Dwailing wrote...

BansheeOwnage wrote...

TJBartlemus wrote...

Proof Synthesis is not a good idea...yet people still choose it. 

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****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

So many in game examples of synthesis not being a good idea yet people still chose it...

No soul! Replaced! By tech!

Putting a VI in a lifeless body doesn't make it alive. Are reaper husks alive?

I should point out that I don't oppose the idea of transhumanism, and I personally kind of like the idea of Synthesis, but what I DON'T like is that Synthesis forces the change on EVERYONE IN THE GALAXY without their consent.

Yes. That at least should be reason enough for anyone not to choose it. Like Shepard can say:
"You want me to change everything; everyone. I can't make that decision. I won't."

[RavenEyry]

HagarIshay wrote...

So... You say that the whole "renegade" "paragon" thing is a trick, right? That control is actually renegade, and destroy is paragon. And control is indcotrination.

So what you're basically saying is, that people who played a renegade played wrong?

Really, shouldn't the whole "paragon "renegade" be thrown out of the window now that we have synthesis, a "natural" choice?

I've never said that anyway. I think control and destroy are presented as paragon and renegade respectively, but the whole thing doesn't really fit in decisions like this. Like how save geth/save quarians wasn't paragon or renegade, just a choice.

[Dwailing]

HagarIshay wrote...

So... You say that the whole "renegade" "paragon" thing is a trick, right? That control is actually renegade, and destroy is paragon. And control is indcotrination.

So what you're basically saying is, that people who played a renegade played wrong?

Really, shouldn't the whole "paragon "renegade" be thrown out of the window now that we have synthesis, a "natural" choice?

I'm not saying that Renegade is wrong (Though how Renegades can make some of those choices is something I will NEVER understand.), but what I AM saying is that anything but Destroy is a betrayal of everything Shepard has fought for up until now.  Paragon or Renegade, Shepard has ALWAYS wanted to destroy the Reapers, whatever the cost.

Modifié par Dwailing, 01 août 2012 - 07:38 .

[Dwailing]

RavenEyry wrote...

TJBartlemus wrote...

Do you guys see the pic? My computor doesn't seem to see it in the post. What's funny is that the Master in Fallout 1 actually speaks about a unity of machine and organics. Thus why I will never trust the Catalyst.

I don't see the pic, just a jumble of code.

I don't see anything.