On 2 Sep 2005 at 0:19, John Howell wrote:
At 6:34 PM +0200 9/1/05, Johannes Gebauer wrote:
On 18:07 Uhr Brad Beyenhof wrote:
Life would be so much easier if only (3/2)12=(2/1)7.
Have you heard about the recently discovered Bach tuning,
which is
hidden on the title page of the
At 6:34 PM +0200 9/1/05, Johannes Gebauer wrote:
On 18:07 Uhr Brad Beyenhof wrote:
Life would be so much easier if only (3/2)12=(2/1)7.
Have you heard about the recently discovered Bach tuning, which is
hidden on the title page of the well-tempered manuscript?
This has been much
On 18:07 Uhr Brad Beyenhof wrote:
Life would be so much easier if only (3/2)12=(2/1)7.
Have you heard about the recently discovered Bach tuning, which is
hidden on the title page of the well-tempered manuscript?
No... do you have a reference (preferably online) where I can read
about
On 9/1/05, Johannes Gebauer [EMAIL PROTECTED] wrote:
On 18:07 Uhr Brad Beyenhof wrote:
Life would be so much easier if only (3/2)^12=(2/1)^7.
Have you heard about the recently discovered Bach tuning, which is
hidden on the title page of the well-tempered manuscript?
No... do you have a
On 1 Sep 2005 at 18:34, Johannes Gebauer wrote:
On 18:07 Uhr Brad Beyenhof wrote:
Life would be so much easier if only (3/2)12=(2/1)7.
Have you heard about the recently discovered Bach tuning, which
is hidden on the title page of the well-tempered manuscript?
No... do you have a
On 23:03 Uhr David W. Fenton wrote:
It's clearly not real scholarship, because real scholars don't make
claims like:
[snip]
David,
I don't doubt you are right, yet that doesn't actually say anything
about the findings, it just says something about the scholar. His
methods may be
On 1 Sep 2005 at 23:43, Johannes Gebauer wrote:
On 23:03 Uhr David W. Fenton wrote:
It's clearly not real scholarship, because real scholars don't make
claims like:
[snip]
David,
I don't doubt you are right, yet that doesn't actually say anything
about the findings, it just says
