the Passing DataBase

The context is that of patterns that can be put into classic siteswap notation, in which one's hands throw one after the other.

Hurry: definition

A hurry comes about when a club (or ball) is thrown one count sooner than normal.

Consequences, examples, and other aspects of the problem:

All that was to give you an idea of the principle; to be able to go on to discover your own passing patterns.
In passing, to create a hurry (we will later see how to get out of them using various passes), one throws a crossing pass which otherwise should have been straight pass (or vice versa).

Let's take a classic 4-count, for example:

Classic 4-count:
< 3p 3 3 3 | 3p 3 3 3>

With a hurry on the last pass:
< 3px 3 3 3 | 3p 3* 3 3 >

The bottom juggler makes their last pass a crossing single (in blue, R to R).  The hurry (in red) comes from the fact that the top juggler makes a pass with their right hand at the same time.  They must free their right hand right afterward in order to receive the crossing pass.  It's easy to see that the alternation between Right and Left (RLRLRL) is broken--we have RLRL RR LRLR.

Thus we can create new patterns based upon most classic patterns; all that needs to happen is for one juggler to cross all his passes that he previously threw straight across.  The two jugglers can then continue on with the same rhythm.  In the example above, the top juggler starts a 4-count left-handed cycle after the hurry.

Continuous 4-count with a hurry: <3px 3 3 3 3px 3* 3 3 | 3p 3* 3 3 3p 3 3 3>

Thus we get a pattern with one juggler who crosses all their passes (in blue).  The two jugglers alternate 2 cycles of left-handed 4-count and then 2 cycles of right-handed 4-count.  The hurry (in red) switches from one juggler to the other.

3-count with a hurry (Jim's 3-count): <3px 3 3 3px 3* 3 | 3p 3* 3 3p 3 3 >

So that's how we get new patterns!  Consult the hurry section on the rhythms page to see more.
See also Martin's Madness, which uses a hand-across to alter the basic pattern.

This is only a modest introduction.  Those who would like more in-depth explanations of hurries (definition, mathematical aspect, etc.) can look at Christophe's article on the subject.  For applications, see also the following pages: self hurries, pass hurries.