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Date: May 12, 1986 17:24
From: KIM::MARGOLIN
To: MONCRIEF,MARGOLIN
Summary for Turnkey Gate Array (prices include NRE)
Atari would be responsible for supplying the
schematic and the Test Vectors.
1K 2.5K 5K
--- ---- ----
Oops Board $13. $13. $13.
Fujitsu $24.43 $12.71 $8.50
AMI not quoted $6.16
If we only sell 1,000 we don't need anybody's Gate Array.
If we sell 2,500 it is a toss-up.
If we sell 5,000, AMI's Gate Array is the most cost effective.
(Assuming they can actually deliver it.)
5/12/86 Offer from Norcomp for Fujitsu gate array.
A. Initiation of Program $10,000.
B. Schematic Conversion included
C. Simulation/Layout/Validation $4,080.
D. Prototypes and final approval $5,450.
E. Additional samples (max 650 pcs) $46.
F. Qualification samples (max 250 pcs) $120.
Production: 1K 5K
---- -----
$4.90 $4.60
Contract says that the buyer is responsible for the test vectors.
Therefore: 1K = 19,530 NRE + 4,900 = 24,430 which is $24.43 each.
5K = 19,530 NRE + 23,000 = 42,530 which is $8.50 each.
For oops board = $13 (approximately)
Breakeven Point:
n * 13 = 19,530 + (n * 4.90)
(n * 13) - (n * 4.90) = 19,530
n * 8.10 = 19,530
n = 2,411 pcs
Even if the oops board costs $18
Breakeven Point:
n * 18 = 19,530 + (n * 4.90)
(n * 18) - (n * 4.90) = 19,530
n * 13.10 = 19,530
n = 1,490 pcs
The AMI quote was:
Design complete circuit from scratch in 3 micron or 2 micron
double metal gate array. We supply schematic and test vectors.
(Unfortunately they did not give a price for 1K quantity)
Lead time: 10 weeks
NRE: $13.5K
Unit Price: $3.46 (5K)
The breakeven point for a $13 oops board is
n * 13 = 13,500 + (n * 3.46)
(n * 13) - (n * 3.46) = 13,500
n * 9.54 = 13,500
n = 1415 pcs
Summary for Turnkey Gate Array (prices include NRE)
Atari would be responsible for supplying the
schematic and the Test Vectors.
1K 2.5K 5K
--- ---- ----
Oops Board $13. $13. $13.
Fujitsu $24.43 $12.71 $8.50
AMI not quoted $6.16
If we only sell 1,000 we don't need anybody's Gate Array.
If we sell 2,500 it is a toss-up.
If we sell 5,000, AMI's Gate Array is the most cost effective.
(Assuming they can actually deliver it.)
Jed
May 12, 1986