Whereas in most of Europe, sidewalk maintenance is considered the state's responsibility.
Construction maybe, but maintenance, certainly not. Case in point: In Luxembourg, residents are responsible for keeping "their" sidewalk snow and ice-free in the winter.
Here in Italy, the construction of a sidewalk in face of a new development is usually paid for (and built by) the developer. Maintenance could be up to the building owner for a number of years (it depends on the deal you stroke with the local municipality on the building permit) but is usually done by the municipality. In theory residents are responsible for keeping their sidewalk snow and ice-free, and where I live you can even get free salt in order to do that. In practice, either someone does it out of fun (as I do), or someone reminds the building manager that it would be him the one charged with criminal negligence in case sh*t happens.
Eating meat nearly raw is mostly an American custom (ok, and some aboriginal groups'). So is drinking beer so cold you can't feel any taste.
Actually what you call rare in the US, is called well done in continental Europe.
Sometimes I wish I lived in Europe where a 2 week vacation is not considered a bad thing.
In Europe a 2 week vacation is considered a bad thing: most people get three weeks in the summer. You are also required by law to take your vacation (usually 4 weeks) every single year, it cannot be exchanged for money.
- Slackware around '94: kernel was 1.2.3
- RedHat around '96 then Fedora when it was released
- OSX '10
Running Fedora and BusyBox on other machines.
The first refinement, which is only available in the five primes case, is to take advantage of the numerical verification of the even Goldbach conjecture up to some large (we take , using a verification of Richstein, although there are now much larger values of – as high as – for which the conjecture has been verified). As such, instead of trying to represent an odd number as the sum of five primes, we can represent it as the sum of three odd primes and a natural number between and . This effectively brings us back to the three primes problem, but with the significant additional boost that one can essentially restrict the frequency variable to be of size . In practice, this eliminates all of the major arcs except for the principal arc around . This is a significant simplification, in particular avoiding the need to deal with the prime number theorem in arithmetic progressions (and all the attendant theory of L-functions, Siegel zeroes, etc.). In a similar spirit, by taking advantage of the numerical verification of the Riemann hypothesis up to some height , and using the explicit formula relating the von Mangoldt function with the zeroes of the zeta function, one can safely deal with the principal major arc . For our specific application, we use the value , arising from the verification of the Riemann hypothesis of the first zeroes by van de Lune (unpublished) and Wedeniswki. (Such verifications have since been extended further, the latest being that the first zeroes lie on the line.)
But what I would really appreciate from columbia would be a clear and detailled explanation of what parts or "kind of parts" of kermit-95 and why ? cannot be open sourced ?
Just read TFA and follow links:
Regular Kermit 95 binaries can not be made openly available because they include cryptography functions whose distribution is restricted by United States export law. Kermit 95 binaries that include encryption (SSH, SSL/TLS, and Kerberos) will have to be purchased and licensed, as before. Single copies can be purchased from Amazon.com, E-Academy.com, and other retailers. If the stock of shrinkwrapped copies runs out, Kermit 95 will continue to be available from E-Academy.com in both cryptographic and non-cryptographic (safe for export) versions.