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<P><FONT size=2><FONT face=Tahoma size=3>The official description from the rule
book is:<BR><BR>Reverse Split S and Split S Combo, 2/4-pt roll first, full roll
second, inverted exit.<BR><BR>From upright, perform 2 points of a 4-pt roll, and
push immediately to a half outside loop. Perform a full<BR>roll, followed
immediately by a half outside loop, to exit inverted.</FONT></FONT></P>
<DIV><FONT size=2><FONT face=Tahoma size=3>Judging notes:<BR>1. The
outside half loops must follow immediately after the 2/4-pt roll and
roll.</FONT></FONT></DIV>
<DIV><FONT size=2><FONT face=Tahoma size=3>2. The length of the upper
horizontal line (including roll) is equal to the diameter of the half
loops. The geometric shape is that of a Double
Immelmann.<BR><BR></FONT>-----Original Message-----<BR>From:
nsrca-dist7-bounces@lists.nsrca.org [<A
href="mailto:nsrca-dist7-bounces@lists.nsrca.org">mailto:nsrca-dist7-bounces@lists.nsrca.org</A>]
On Behalf Of Budd Engineering<BR>Sent: Friday, May 02, 2008 6:58 AM<BR>To: CA,
AZ, HI, NV, UT<BR>Subject: Re: [NSRCA-dist7] Clarification on FAI maneuver
1<BR><BR>Hi all,<BR><BR>I'm pretty sure the following isn't correct (IIRC Jason
and the Canucks corrected me on it at Phoenix), because the maneuver isn't a
Double Immelman. It's probably worth checking on though.<BR><BR>"the
lenght of the upper horizontal line (including roll) is equal tothe diameter of
the half loops.<BR>The geometric shape is that of of a Double
Immelmann."<BR><BR>Thx, Jerry<BR><BR>Budd
Engineering<BR>jerry@buddengineering.com<BR><A
href="http://www.buddengineering.com">http://www.buddengineering.com</A><BR><BR><BR>On
May 1, 2008, at 4:49 PM, Robert Gillespie wrote:<BR><BR>> the lenght of the
upper horizontal line (including roll) is equal<BR>> tothe diameter of the
half loops.<BR>> The geometric shape is that of of a Double
Immelmann.<BR><BR>_______________________________________________<BR>NSRCA-dist7
mailing list<BR>NSRCA-dist7@lists.nsrca.org<BR><A
href="http://lists.nsrca.org/mailman/listinfo/nsrca-dist7">http://lists.nsrca.org/mailman/listinfo/nsrca-dist7</A></FONT>
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