Principle #5: Discernment is a powerful tool.
As I continuously wade through countless urls, phone calls, emails, introductions,
etc., I realize how useful the principle and skill of discernment
is to the process of facilitating an effective alliance and
designing a coherent and powerful program. The point is, while
there are many great prospective program elements and partners
for any program - if you focus on your authentic intentions
and objectives, on the needs of the program, and the needs
and capabilities of core partners, the right elements and partners will reveal themselves clearly.
Principle #6: Patience is an indispensable virtue.
Patience is clearly a key ingredient to building relationships,
and reflects a sensitivity to and respect for the process
of others. On the other hand,
identifying real time constraints and honestly communicating them to others
(reflecting real urgency) can help to overcome inertia and create a more energized
process. Finding the balance between the two is a fine art!
Principle #7: Persistence wins the race, especially the long ones.
Let’s face it. Accomplishing anything worthwhile requires
persistence. Persistence, balanced with patience, is paramount
to developing an optimally effective program, forging meaningful
relationships, and establishing formal alliances.
Principle #8: Commitment to service is essential.
The service you deliver, to all prospective and actual partners,
helps to build their confidence in the Program and to engage
them with the Program
and other
Partners. It also helps to reinforce the service nature of the program
and
imbue the process with this spirit of service.
Principle #9: Mutual benefit is
paramount for a successful alliance.
While
shared vision, commitment, and intention are key to a successful
alliance, the clincher
is genuine mutual
benefit. Since multiple parties are involved, and each must
benefit, all must benefit for the whole to hold together.
Understanding this, we are each encouraged
to consider the benefit of each other, since the whole is
greater than the sum of the parts.
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