Yes. I have 6 accounts with 1 coin in each account. I wait for 1600 confirmations (~11 days), now I have 1600 coin-confirmations in each account, 9600 coin-confirmations.
At the same time rest of hashing units (which act independently) each have about 100 confirmations on average, 94*100 = 9400 total.
I have a hashing power of 9600 and rest of network has hashing power of 9400 if each hashing unit is hashing on its own. Thus, I win having just ~50% of total coin-confirmations stock and 6% of hashing power.
So, again, a person owning 6% of coins and 6% of hashing power (which he can buy temporarily from Amazon, so only ownership of coins is required) can do 6-block deep reorg in 11 days.
Likewise a person having 5% of coins and 5% of hashing power can do a 50 block deep reorg in 138 days.
If a miner has 9400 coin-confirmations in one account and he has 94 units of hashing power, he has an apparent 883600 hashing power.
If there are 94 miners which have 100 coin-confirmations each on average, and each one uses 1 unit of hashing power, apparent hashing power of a system is 94*100 = 9400.
A model where there are 94 miners is correct because on the next block they have an apparent hash power of 9400 again, i.e. hashing power is stable.
But a single miner will have 0 coin-confirmations for the second block, so winning a string of blocks afterwards would be trivial.
Then when you say that rest of the network has 1% of coin-confirmations it means that each person has 0.001% of coin-confirmations. You need to plug this value into hash-target calculation, not the sum of coin-confirmations they have.
I find it rather strange that I have to explain that in a system where build-up of coin-confirmations compensates for lack of hashing power attacker can perform a double-spend if he waits enough. It is absolutely obvious.
I have no interest in further discussion. I've already demonstrated that your system if faulty with numbers. There is no need to explain me anything.
If you still don't get it please re-read my message enough times.