They're all weighted equally.

Methodology for deriving weighted ranges

Weighted ranges (baseline and variants)

Accordingly, the weighted membership factor is 93,288 points (40 per cent of 233,219), the weighted population factor is 11,611 points (5 per cent) and the weighted contribution factor is 128,270 points (55 per cent).

The weighted baseline is variant 0w, which is the transposition of the current system from non weighted to weighted (base figure 2,700, membership 40 per cent, population 5 per cent, contribution 55 per cent).

Screencast your keys

Passwords and Keys

Here are your keys.

Here are your keys.

Where are your keys?

Note that keys are preserved.

How many keys? asked Pepperberg.

Do you need the keys?

Tom has lost his keys.

Tom has lost his keys.

Tom lost his car keys.

Oh, I forgot my keys.

I might've forgotten my keys.

The resulting figure is weighted by the gross salary per annum in United States dollars divided by 1,000 (ibid., fourth column) to produce a weighted base figure (ibid., fifth column).

However, the main (non weighted) system of desirable ranges remains applicable.

All numerical array keys will be modified to start counting from zero while literal keys won 't be touched.

All numerical array keys will be modified to start counting from zero while literal keys won 't be touched.

The keys are the attribute names.

Send keys to multiple windows simultaneously

Manage your passwords and encryption keys

Finding the Keys to National Prosperity

The keys are on the table.

I think I lost my keys.

I can't find my keys anywhere.

I might have forgotten my keys.

The weighted midpoint in table 4 represents the sum of the weighted membership, population and contribution factors, and the weighted range is calculated as 15 per cent upwards and downwards (but not less than 415 points up and down (4.8 times 86.37), with the upper limit being not less than 1,209 points (14 times 86.37).

She is looking for her car keys.

It seems that I've lost my keys.

Tom put his keys in his pocket.

(c) Changes to geographical distribution by application of the weighted system of ranges.

Different methods have been used to calculate the weighted ranges over the years.

In case of an even distribution of staff of a Member State from the P 2 to the D 2 grade and beyond, the difference between the weighted and non weighted systems of ranges is minimal, and an application of the weighted system will not lead to changes in the representation status of that Member State.

For public keys only an X.509 resource

Other keys in associative arrays dependant on 'type'

Would you help me look for my keys?

It seems that I have lost my keys.

Tom took his keys out of his pocket.

Tom doesn't remember where he put his keys.

The application of the weighted system on the current population of staff in posts subject to geographical distribution as at 31 December 2004 indicates variations when compared with the baseline for the non weighted variant (variant 0).

Any difference in Member States' representation between the weighted and the non weighted systems of ranges is determined by the way the staff of any country is distributed over the different grades in the Professional and higher categories.