♠ | K Q J 6 |
♥ | 7 5 2 |
♦ | K 9 5 4 |
♣ | Q 3 |
That's 11 HCP on the 4-3-2-1 scale and only 9.6 on the 11-7-4-2-1 scale (7+7+4+4+2=24 * 4/10 = 9.6). That's before adjusting for the doubleton queen. The spades are worth a bit extra due to the honours working together, but still the hand is clearly weaker than an average 10 HCP when evaluated correctly. The Kaplan/Rubens hand evaluator calls it 9.75.
Most players wouldn't open the hand anyway, but I think most would wrongly invite game opposite a weak notrump.
The full deal is below, though it doesn't really prove much as South has a good hand and North's gets better when South bids clubs so the values for game are there. Only the misfit in diamonds and hearts makes it poor.
♠ | K Q J 6 | ||||
♥ | 7 5 2 | ||||
♦ | K 9 5 4 | ||||
♣ | Q 3 | ||||
♠ | 8 4 | ♠ | 10 5 2 | ||
♥ | K Q J 9 | ♥ | A 6 3 | ||
♦ | 10 8 2 | ♦ | A Q J 7 6 | ||
♣ | 9 5 4 2 | ♣ | 10 6 | ||
♠ | A 9 7 3 | ||||
♥ | 10 8 4 | ||||
♦ | 3 | ||||
♣ | A K J 8 7 |
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