Topic: remove thread - page 8. (Read 31183 times)
THis coin just released on cryptsy. Lol. Where will it go ?
Correct answer
Let me PM you about that coin of yours, that is a possibility. 
Correct answer
Three yes post and I release orbis coin, orbitcoin clone minus the premine
No, no, no. Enough?So you want his coin to thrive
Three yes post and I release orbis coin, orbitcoin clone minus the premine
No, no, no. Enough?So you want his coin to thrive
Three yes post and I release orbis coin, orbitcoin clone minus the premine
No, no, no. Enough?
Pool is down?
Three yes post and I release orbis coin, orbitcoin clone minus the premine
boycott coins-e, they must have been bribed big time to put that up, at least cryptsy took that crap down. Coins-e are enabling scams like this. That premine was a crazy %. I thought 1-2% max was allowed?
They have plenty of bribe money available though, i mean i see a few dev projects using that junk. I mean who has any of it anyway except the devs?
They have plenty of bribe money available though, i mean i see a few dev projects using that junk. I mean who has any of it anyway except the devs?
That red mist is a shitstain on cryptos. Fucking wanker
If it had no premine, correct math, it could have been something.
I think the currency pair advance 1,000,000 ORB no benefit, I do not dig the ORB. 
Can this coin be solo mined from the client with "setgenerate true -1"?
Probably, but I wouldn't even bother with this coin if I were you
Can this coin be solo mined from the client with "setgenerate true -1"?
Probably, but I wouldn't even bother with this coin if I were you
Can this coin be solo mined from the client with "setgenerate true -1"?
After running a simulation of the Block Reward over time (99 years), I found that maximum number of coins is 1,525,597.12385600. This is somewhat shy of the theoretical result of 1,525,600.00 (what would result from the infinite series). Integer math does have its limitations.
The reward does go to zero after 25 years. Using Microsoft Visual C++ 2008, nothing strange happened after 64 years.
The reward does go to zero after 25 years. Using Microsoft Visual C++ 2008, nothing strange happened after 64 years.
I quite simply shut down my coins e account and won't trade there. Scammer of the year has a new icon, the red mist
I can't decide if this is the worst scam coin ever or if you're just really bad at math.
With a 30 second block target, there will be 2 × 60 × 24 × 365 = 1,051,200 blocks per year.
The reward per block will have dropped to 0.00000001 ORB after 24 years, so 1,051,200 × 0.25 × 2 = 525,600 ORB will be minted in the first 25 years.
Since you've already pre-mined only 1,000,000 ORB, you have to wait until an additional 4,000,000 − 525,600 = 3,474,400 ORB have been minted to be able to reach your foundation's goal. At 0.00000001 ORB block reward, 1,051,200 × 0.00000001 = 0.010512 ORB will be minted each year, so this will take 3,474,400 ÷ 0.010512 = 330,517,504 = 330.5 million year if you buy all minted coins.
After 500 years, only 525,600 + (500 − 25) × 0.010512 = 525604.9932 ORB will have been mined. That means that 1,000,000 ÷ 1,525,604.9932 = 0.655477666 = 65.5 % of all ORB will come from the premine. It's also far off from the 30,000,000 ORB cap, which will be reached after (30,000,000 − 525,600) ÷ 0.010512 = 2,803,881,279 = 2.8 billion years...
COIN STATS
Orbitcoin [ORB]:
Max coin cap = 31,000,000 mined over the next 500 years,
...
Block Reward = 0.25 per block, halves yearly till 0.00000001 is reached then continues to be mined till the max coin cap on 31million is made.
30 Second Block Targets
Orbitcoin [ORB]:
Max coin cap = 31,000,000 mined over the next 500 years,
...
Block Reward = 0.25 per block, halves yearly till 0.00000001 is reached then continues to be mined till the max coin cap on 31million is made.
30 Second Block Targets
With a 30 second block target, there will be 2 × 60 × 24 × 365 = 1,051,200 blocks per year.
The reward per block will have dropped to 0.00000001 ORB after 24 years, so 1,051,200 × 0.25 × 2 = 525,600 ORB will be minted in the first 25 years.
Since you've already pre-mined only 1,000,000 ORB, you have to wait until an additional 4,000,000 − 525,600 = 3,474,400 ORB have been minted to be able to reach your foundation's goal. At 0.00000001 ORB block reward, 1,051,200 × 0.00000001 = 0.010512 ORB will be minted each year, so this will take 3,474,400 ÷ 0.010512 = 330,517,504 = 330.5 million year if you buy all minted coins.
After 500 years, only 525,600 + (500 − 25) × 0.010512 = 525604.9932 ORB will have been mined. That means that 1,000,000 ÷ 1,525,604.9932 = 0.655477666 = 65.5 % of all ORB will come from the premine. It's also far off from the 30,000,000 ORB cap, which will be reached after (30,000,000 − 525,600) ÷ 0.010512 = 2,803,881,279 = 2.8 billion years...
I must disagree with some of the math provided by redtwitz, as I think the long term prospects of this coin are "undefined."
Here is the code for the block reward.
Code:
// miner's coin base reward based on nBits
int64 GetProofOfWorkReward(int nHeight, int64 nFees, uint256 prevHash)
{
int64 nSubsidy = 0.25 * COIN;
if(nHeight < 11)
{
nSubsidy = 100000 * COIN;
}
nSubsidy >>= (nHeight / 1051200);
return nSubsidy + nFees;
}
int64 GetProofOfWorkReward(int nHeight, int64 nFees, uint256 prevHash)
{
int64 nSubsidy = 0.25 * COIN;
if(nHeight < 11)
{
nSubsidy = 100000 * COIN;
}
nSubsidy >>= (nHeight / 1051200);
return nSubsidy + nFees;
}
The math provided by redtwitz is certainly right for the first 25 full years. After that, the Block Reward will be zero (not 0.00000001). The block reward is calculated by a right shift operation. The default subsidy is 0.25, which is stored by the client as 25000000. This happens to be a 25 bit number. If you take a 25 bit number and right shift it by 25 bits (for 25 years), the result is zero. Therefore after 25 years, no ORB will be added to the money supply. The proof of stake is also 0% (no coins minted).
What gets really interesting is after 64 years. The subsidy is stored as a 64 bit number. The result of right shifting a 64 bit number by 64 bits is undefined. The windows 8 calculator gives this result for such an operation: "Result not defined." This could crash the program, or perhaps the result will be filled with garbage, which will be an arbitrarily large number (which will be larger than the MAX_MONEY). Who knows what will happen.
This coin gets funnier and funnier the more one thinks about it.
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