Wall Observer BTC/USD - Bitcoin price movement tracking & discussion

[podyx]

And of course, my $289 sell order that I pulled would of been perfect

Always this shit...

Dont worry you'll probably get another chance to sell at 289 on the next surge upwards

At which point he will be gagging to re-buy at $310 

wow

https://www.youtube.com/watch?v=WBsxLMCA8R8

https://www.youtube.com/watch?v=olbcteCpMqM

seems like he's a clown to me

[pjviitas]

And of course, my $289 sell order that I pulled would of been perfect

Always this shit...

Dont worry you'll probably get another chance to sell at 289 on the next surge upwards

At which point he will be gagging to re-buy at $310  

wow

https://www.youtube.com/watch?v=WBsxLMCA8R8

Internet too slow, whats the jist of it?

"the next 72 hours are critical"

(edit: said some time on friday)

The next 2 weeks is critical...if this doesn't hold...buh bye buy

[JamesBrown]

we seem to be giving this guy a whole lot of attention. He has proven to be a shithead.

[podyx]

we seem to be giving this guy a whole lot of attention. He has proven to be a shithead.

Are we still talking about that fat taxi driver guy?

Guy who made one or two lucky calls and thinks he's something new
He brags about his mass spam event

It's a joke but it isn't even entertaining Ok, maybe a little bit

He do feed homeless though, so props for that

[JorgeStolfi]

it really is an interesting approach. It shifts the curve by pi/2, and normalises (by A) creating a normalised even function.

Sorry, I could not get beyond that.  However,  I found a formula (attributed to Euler) for sin(x) as an infinite product

sin(\pi z) = \pi z \prod_{n=1}^\oo (1 - \frac{z^2}{n^2})

It looks similar enough to your function shifted and scaled as before

f(\pi (z + 1/2)) = A g(z)

where z = x/\pi - 1/2,

A = \prod_{m=1}^\oo \frac{(4m-1)^2}{4m(4m-2)}

and

g(z) = \prod_{m=1}^\oo (1 - \frac{4z^2}{(4m-1)^2})

Maybe you can get some inspiration out of it...

[ChartBuddy]

Explanation

[JimboToronto]

Don't know if this is a repost:

Coinbase’s founders say they have been working for five months to win licenses from state financial regulators. They have regulatory approval in half of U.S. states, including large population centers such as New York and California. For now, Coinbase can do business only with account holders in states where it has approval.

Coinbase will take a small percentage, 0.25%, of most transactions and will take no fees for the first two months, said Fred Ehrsam, 26 years old, a co-founder. The exchange will initially be limited to users in the U.S., but Chief Executive Brian Armstrong, 32, said he plans to expand overseas.

Mr. Armstrong said he expected to attract both individuals and businesses looking to trade bitcoin. “Our goal is to become the world’s largest exchange,” he said.

0.25% transaction fees, no fees for first 2 months.

Oh you lucky Americans.

[JamesBrown]

it really is an interesting approach. It shifts the curve by pi/2, and normalises (by A) creating a normalised even function.

Sorry, I could not get beyond that.  However,  I found a formula (attributed to Euler) for sin(x) as an infinite product

sin(\pi z) = \pi z \prod_{n=1}^\oo (1 - \frac{z^2}{n^2})

It looks similar enough to your function shifted and scaled as before

f(\pi (z + 1/2)) = A g(z)

where z = x/\pi - 1/2,

A = \prod_{m=1}^\oo \frac{(4m-1)^2}{4m(4m-2)}

and

g(z) = \prod_{m=1}^\oo (1 - \frac{4z^2}{(4m-1)^2})

Maybe you can get some inspiration out of it...

[damiano]

Closed my position at 292

Yup looks like others are doing the same. Price is stagnating while longs take their profit. All we've been seeing is current traders trading and taking leverage, the real pump will be when the new money starts coming in which should happen after this coinbase announcement goes mainstream. This week should be very interesting

I saw the stagnation as well and I figured there would of been a dump sooner than later so I exited.

I jumped back in at 281 which I feel is ok. 

[YourMother]

it really is an interesting approach. It shifts the curve by pi/2, and normalises (by A) creating a normalised even function.

Sorry, I could not get beyond that.  However,  I found a formula (attributed to Euler) for sin(x) as an infinite product

sin(\pi z) = \pi z \prod_{n=1}^\oo (1 - \frac{z^2}{n^2})

It looks similar enough to your function shifted and scaled as before

f(\pi (z + 1/2)) = A g(z)

where z = x/\pi - 1/2,

A = \prod_{m=1}^\oo \frac{(4m-1)^2}{4m(4m-2)}

and

g(z) = \prod_{m=1}^\oo (1 - \frac{4z^2}{(4m-1)^2})

Maybe you can get some inspiration out of it...

Hahahaha!

I was about to write some random python code in here or something. It looks like a showdown between the biggest douchebags of 2015. Why not get involved ?

[Dilla]

Fuck that Adam guy. He stated two pieces of info that could change the price. He was super vague as usual. Anyone with half a brain could have made money recently in short term upwards market.

[Blazin604]

What is this www.coinbase.com/lunar thing? are they going to be accepting any ALT coins?

[JamesBrown]

What is this www.coinbase.com/lunar thing? are they going to be accepting any ALT coins?

probably, but it wont be the one you've been hyping here for weeks!

[ChartBuddy]

Explanation

[Blazin604]

What is this www.coinbase.com/lunar thing? are they going to be accepting any ALT coins?

probably, but it wont be the one you've been hyping here for weeks!

One ive been hyping? The fuck are u talkin about

[cbeast]

What is this www.coinbase.com/lunar thing? are they going to be accepting any ALT coins?

probably, but it wont be the one you've been hyping here for weeks!

If I were to venture a wild guess, I would say Realcoin I mean Tether.

[findftp]

Where are the rockets?

[findftp]

Ok, let me give a little start.

[cbeast]

[DaRude]

Where are the rockets?

Not till 600s