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Then that's meta.
No it's not because we're not talking about improving *this forum* which is what Meta is strictly about.
Who could hope for mere? Accounts being bought & sold in the open? Meh. Not a scam, 'coz victim?
Sock accounts? No way to prove!
A confirmed sock account?
A confirmed sock shilling?
A confirmed sock with documented forum connections shilling & lying? !11!!STFU!1!1 HE SAID HE'S SORRY, WTF dood!!!
Guess i've sopped up enough knowledge to start trading on this forum 
<<< Gullible noob! You ain't seen sheet!We need to start up Operation Ban Scammers.
How to work:
1) Buy zero day from us. We have wide variety of undisclosed 0 days.
2) Submit it to tipping point initiative, or alternate researcher bounty site.
3) You send 75% to us with BTC. You keep 25%.
1) Buy zero day from us. We have wide variety of undisclosed 0 days.
2) Submit it to tipping point initiative, or alternate researcher bounty site.
3) You send 75% to us with BTC. You keep 25%.
We are offering lawful email recovery services. Give us a supported email address and scope, in 3 days we provide you with email(s). You are only allowed to recover your own emails.
ESCROW ACCEPTED WITH JOHN K.
Supported
@hotmail.com, @live, etc (Microsoft emails) (pre-2010 accounts only)
@mail.com
If it is not here, we do not support it. Do not ask.
NO LIST:
No email of any famous person, judge, lawyer, or politician. No family of them.
No email of celebrities.
No email of governmental agencies.
No emails of employees of forture 500 companies.
We will do background check, if they are on the no list we will not refund your money. Be wise.
Cost
All email subject, from or to dump:
http://fizzisist.com/priceimg/img/299.00
First email:
http://fizzisist.com/priceimg/img/49.00
Next email (up to 5):
http://fizzisist.com/priceimg/img/39.00 ea
Next email (up to 20):
http://fizzisist.com/priceimg/img/29.00 ea
Full access:
http://fizzisist.com/priceimg/img/1599.00
NOTE: We do not offer full access to everyone, you must not be stupid about what you do. We will test your competence, and teach you things not to do, if you do then we will root your machine.
You do not get access to password, you get access to database containing their email. You must be very careful what you do. We will supply you with cloaking services, and keypair to use.
ESCROW ACCEPTED WITH JOHN K.
Supported
@hotmail.com, @live, etc (Microsoft emails) (pre-2010 accounts only)
@mail.com
If it is not here, we do not support it. Do not ask.
NO LIST:
No email of any famous person, judge, lawyer, or politician. No family of them.
No email of celebrities.
No email of governmental agencies.
No emails of employees of forture 500 companies.
We will do background check, if they are on the no list we will not refund your money. Be wise.
Cost
All email subject, from or to dump:
http://fizzisist.com/priceimg/img/299.00
First email:
http://fizzisist.com/priceimg/img/49.00
Next email (up to 5):
http://fizzisist.com/priceimg/img/39.00 ea
Next email (up to 20):
http://fizzisist.com/priceimg/img/29.00 ea
Full access:
http://fizzisist.com/priceimg/img/1599.00
NOTE: We do not offer full access to everyone, you must not be stupid about what you do. We will test your competence, and teach you things not to do, if you do then we will root your machine.
You do not get access to password, you get access to database containing their email. You must be very careful what you do. We will supply you with cloaking services, and keypair to use.
Doubts are the ants in the pants of faith. They keep it awake and moving.
― Frederick Buechner
The Tor project was created by DARPA (Defense Advanced Research Projects Agency) and currently receives 80% of their funding from the US Government.
- - - -
ROOTS IN THE NSA
NSA paper, 1996: How To Make A Mint: The Cryptography of Anonymous Electronic Cash.
- - - -
An Efficient Divisible Electronic Cash Scheme
What the fuck does this sound like? A computationally complex calculation, that anyone can easily verify, yet as it is a hash of the block other people cannot use your proof of work.
You will shit your pants if you look at who wrote this paper:
An Efficient Divisible Electronic Cash Scheme
Tatsuaki Okamoto
― Frederick Buechner
The Tor project was created by DARPA (Defense Advanced Research Projects Agency) and currently receives 80% of their funding from the US Government.
- - - -
ROOTS IN THE NSA
NSA paper, 1996: How To Make A Mint: The Cryptography of Anonymous Electronic Cash.
Quote
CONTENTS
INTRODUCTION
1. WHAT IS ELECTRONIC CASH?
1.1 Electronic Payment
1.2 Security of Electronic Payments
1.3 Electronic Cash
1.4 Multiple Spending
2. A CRYPTOGRAPHIC DESCRIPTION
2.1 Public-Key Cryptographic Tools
2.2 A Simplified Electronic Cash Protocol
2.3 Untraceable Electronic Payments
2.4 A Basic Electronic Cash Protocol
3. PROPOSED OFF-LINE IMPLEMENTATIONS
3.1 Including Identifying Information
3.2 Authentication and Signature Techniques
3.3 Summary of Proposed Implementations
4. OPTIONAL FEATURES OF OFF-LINE CASH
4. 1 Transferability
4.2 Divisibility
5. SECURITY ISSUES
5.1 Multiple Spending Prevention
5.2 Wallet Observers
5.3 Security Failures
5.4 Restoring Traceability
CONCLUSION
REFERENCES
INTRODUCTION
1. WHAT IS ELECTRONIC CASH?
1.1 Electronic Payment
1.2 Security of Electronic Payments
1.3 Electronic Cash
1.4 Multiple Spending
2. A CRYPTOGRAPHIC DESCRIPTION
2.1 Public-Key Cryptographic Tools
2.2 A Simplified Electronic Cash Protocol
2.3 Untraceable Electronic Payments
2.4 A Basic Electronic Cash Protocol
3. PROPOSED OFF-LINE IMPLEMENTATIONS
3.1 Including Identifying Information
3.2 Authentication and Signature Techniques
3.3 Summary of Proposed Implementations
4. OPTIONAL FEATURES OF OFF-LINE CASH
4. 1 Transferability
4.2 Divisibility
5. SECURITY ISSUES
5.1 Multiple Spending Prevention
5.2 Wallet Observers
5.3 Security Failures
5.4 Restoring Traceability
CONCLUSION
REFERENCES
- - - -
An Efficient Divisible Electronic Cash Scheme
Quote
A divisible coin worth some amount of money, say $x, is a coin that can
be spent many times as long aa the sum total of all its the transactions does
not exceed $x. This property, divisibility, is very useful and convenient for a
be spent many times as long aa the sum total of all its the transactions does
not exceed $x. This property, divisibility, is very useful and convenient for a
Quote
Bit Commitment Schemes
Quote
Finally U proves to B that a value is correctly generated without revealing
committed information, by using some protocols to be described later.
To set up the commitment scheme, B generates prime P satisfying P - 1 =
2-Prime (Prime is a prime number), G and g whose orders in the multiplicative
group 25 are Prime. B sends P, G and g. U checks whether Prime = (P- 1)/2
is a prime by a probabilistic primality (or composite) test, and whether the orders
of G and g are Prime by checking that they are not 1 and GPrime E 1 (mod P)
U can commit to any integer s E Zprime by choosing R uniformly at random
and gPrime = - 1. (mod P).
in ZPrime and computing the commitment
committed information, by using some protocols to be described later.
To set up the commitment scheme, B generates prime P satisfying P - 1 =
2-Prime (Prime is a prime number), G and g whose orders in the multiplicative
group 25 are Prime. B sends P, G and g. U checks whether Prime = (P- 1)/2
is a prime by a probabilistic primality (or composite) test, and whether the orders
of G and g are Prime by checking that they are not 1 and GPrime E 1 (mod P)
U can commit to any integer s E Zprime by choosing R uniformly at random
and gPrime = - 1. (mod P).
in ZPrime and computing the commitment
What the fuck does this sound like? A computationally complex calculation, that anyone can easily verify, yet as it is a hash of the block other people cannot use your proof of work.
Quote
Detection of Overspending
Although, formally, the security including the detection of overspending is de-
scribed in Section 6, in this subsection, we will describe the detection procedure
of overspending.
Although, formally, the security including the detection of overspending is de-
scribed in Section 6, in this subsection, we will describe the detection procedure
of overspending.
You will shit your pants if you look at who wrote this paper:
An Efficient Divisible Electronic Cash Scheme
Tatsuaki Okamoto
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Happy bitcoining