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Author Topic: [XPM] [ANN] Primecoin Release - First Scientific Computing Cryptocurrency  (Read 687909 times)
Zalfrin
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July 07, 2013, 08:35:02 PM
 #161

Is there anything I'm doing wrong?
I go into the debug console and type:
setgenerate true 1

then I type
getprimespersec
and it is 0

but typing getgenerate
outputs true

using "setgenerate true 1" means you're limited to a single CPU core, but if that's what you want it's fine. -1 instead of 1, or just leaving it blank altogether will use all CPU cores.

as for primespersec being 0... not sure, what sort of CPU are you mining on?
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July 07, 2013, 08:37:11 PM
 #162

I have 40.78 XPM. How much do you have? DId I just get really lucky here? o_o

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July 07, 2013, 08:38:46 PM
 #163

Looks like it's going to take 2-3 days for that first block to mature.

 Cheesy
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July 07, 2013, 08:39:09 PM
 #164

I have 40.78 XPM. How much do you have? DId I just get really lucky here? o_o

Got the same as you, on my laptop.
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July 07, 2013, 08:39:27 PM
 #165

Will this actually be able to discover any new prime numbers? The paper suggests to me that it won't but I could be wrong. Since its proof-of-work is less secure than Bitcoin it's pretty pointless otherwise.

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July 07, 2013, 08:39:37 PM
 #166

AFzSZwxm5meFc7CY5dL6iYubZ6L42Bpoex
irritant
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July 07, 2013, 08:40:58 PM
 #167

@Philogus

Yes I know there is 1 block / minute on the network. I was interested in, if it would be possible to calculate the average time to find a block, with X primespersec, for single miners, not for the complete network

I see.  I think that it would constantly change because the total network hashrate is constantly changing. However, we could calculate a formula that would give you your average time to find a block for one instant in time given your current primespersec. The formula would look something like this:

T = K(N/L)

T= the average time (in minutes) to find a block on our computer system for a given instant in time.
K = some constant.
N = the total network hashrate for a given instant in time.
L = your local hashrate for a given instant in time.

As more people mine for longer periods of time, the value of K should become apparent.


I see, so N would be something like the difficulty I guess
Zalfrin
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July 07, 2013, 08:44:41 PM
 #168

Will this actually be able to discover any new prime numbers? The paper suggests to me that it won't but I could be wrong. Since its proof-of-work is less secure than Bitcoin it's pretty pointless otherwise.

I'm curious about this myself... What is the scientific value eluded to in the paper and forum topic subject? I agree, it doesn't sound like this is doing any actual prime number discovery.

Here's the paper: http://ppcoin.org/static/primecoin-paper.pdf
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July 07, 2013, 08:44:55 PM
 #169

I have 40.78 XPM. How much do you have? DId I just get really lucky here? o_o
Still at 0 XPM Sad
OnkelPaul
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July 07, 2013, 08:45:10 PM
 #170

It is already built. Just click on primecoin-qt in the primecoin folder.

Ok I see that's what I get for trying to build from the github source... As you explained later, the tar file contains a pre-built binary, so I'll probably switch to that.
With the sources, I managed to build the primecoind and get it running (it's mining, but no luck yet).
I probably need to perform some qmake trickery to build the GUI...

Onkel Paul

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July 07, 2013, 08:48:00 PM
 #171

@Philogus

Yes I know there is 1 block / minute on the network. I was interested in, if it would be possible to calculate the average time to find a block, with X primespersec, for single miners, not for the complete network

I see.  I think that it would constantly change because the total network hashrate is constantly changing. However, we could calculate a formula that would give you your average time to find a block for one instant in time given your current primespersec. The formula would look something like this:

T = K(N/L)

T= the average time (in minutes) to find a block on our computer system for a given instant in time.
K = some constant.
N = the total network hashrate for a given instant in time.
L = your local hashrate for a given instant in time.

As more people mine for longer periods of time, the value of K should become apparent.


I see, so N would be something like the difficulty I guess
Yes, N should be directly proportional to difficulty. You could also use the total network hashrate (this might be the wrong term, I guess it would be the total network primerate). The only diffence between using the two would the the units that the constant is represented in.
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July 07, 2013, 08:48:33 PM
 #172

Holy crap, mining for 2,5 hours on 4-core phenom = 0 coins.

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July 07, 2013, 08:49:49 PM
 #173

Very dependant on luck it seems. A pool would distribute this luck more evenly/fairly.

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July 07, 2013, 08:49:58 PM
 #174

Holy crap, mining for 2,5 hours on 4-core phenom = 0 coins.
Same man...nothing on my Phenom II 955 x4 and nothing even with all cores for hours.

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July 07, 2013, 08:50:36 PM
 #175

Holy crap, mining for 2,5 hours on 4-core phenom = 0 coins.

Same here only FX8120 = 0 coins.

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July 07, 2013, 08:51:25 PM
 #176

This coin is going to be really rough on the 1 CPU owners. No non-client miner so no pools. =/
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July 07, 2013, 08:53:10 PM
 #177

Holy crap, mining for 2,5 hours on 4-core phenom = 0 coins.
@irritant...This proves that the average time to find a block really is almost completely random. It is very much like a lottery, you could find a block in 10 seconds or 10 years. We could calculate the most probable amount of time that it would take you to find a block for given network conditions, but that time could be VERY far off from what you actually get.
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July 07, 2013, 08:53:59 PM
 #178

Holy crap, mining for 2,5 hours on 4-core phenom = 0 coins.
Same man...nothing on my Phenom II 955 x4 and nothing even with all cores for hours.

Mining since launch with my i7-3820 and still nothing...
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July 07, 2013, 08:55:40 PM
 #179

I will buy your xpm, if you want to sell shoot me a pm with how much so I can offer you a price in ltc.

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July 07, 2013, 08:56:17 PM
 #180

got my first block - an AMD CPU did it  Cool
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