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Author Topic: Peerguardian block SFML site  (Read 28566 times)

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fixus971

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Peerguardian block SFML site
« on: September 15, 2008, 10:51:20 am »
Hi I have installed PeerGuardian2
and now I can't see SFML site as if it offline.
In blocking list I see
213.186.33.2:  Copyright-agency.com/co-peer-right agency
If I give permission to it all go ok.
Why?
Thanks.
^_^=>Il calcolatore è straordinariamente veloce, accurato e stupido. Gli uomini sono incredibilmente lenti, imprecisi e creativi. L'insieme dei due costituisce una forza incalcolabile. (Albert Einstein)

Laurent

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Peerguardian block SFML site
« Reply #1 on: September 15, 2008, 07:09:42 pm »
Absolutely no idea :?
Laurent Gomila - SFML developer

quasius

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Peerguardian block SFML site
« Reply #2 on: September 15, 2008, 07:42:53 pm »
SFML is a mighty tool for pirates, apparently.

fixus971

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Peerguardian block SFML site
« Reply #3 on: September 16, 2008, 07:53:08 am »
Hi. I fond 2 post in a p2p forum where spoke about that problem..
not for SFML but other case.
The story isn't clear and no solution was found.
Looking in PeerGuardian I found that the packet
is signed as outgoing packet vs 213.186.33.2: Copyright-agency.com/co-peer-right agency.
I don't know well PeerGuardian but see that slow down many sites but..
for now blocking onli SFML.
Today PeerGuardian announce me that it was auto killed ^_^ (internal problem) booo
Have a Good day.. bye-bye
^_^=>Il calcolatore è straordinariamente veloce, accurato e stupido. Gli uomini sono incredibilmente lenti, imprecisi e creativi. L'insieme dei due costituisce una forza incalcolabile. (Albert Einstein)

fixus971

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Peerguardian block SFML site
« Reply #4 on: September 18, 2008, 11:42:48 am »
Other sites have this problem because are all on a server in France where Agency operate(or is an error)
See:
http://forums.phoenixlabs.org/showthread.php?t=2490
Connection Rejected: 213.186.33.2 - copyright-agency.com
^_^=>Il calcolatore è straordinariamente veloce, accurato e stupido. Gli uomini sono incredibilmente lenti, imprecisi e creativi. L'insieme dei due costituisce una forza incalcolabile. (Albert Einstein)

 

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