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The result is 3.3% of the population make up 10% of the arrests, so your figure is the wrong way round.
You seem to be struggling with numbers

Forget the % of the population - thats relevant to the proportionality or otherwise of S&S. Just consider the number of people stopped.

The numbers of people stopped in each group are absolute. Irrespective of how much of the population is in each group, 59% of those stopped were white, 22% black and so on.

If the propensity for those stopped to be found to be arrestable was the same in each group one would expect 59% of those arrested to be white, 22% to be black, and so on.

But they arent. A far higher, by a factor of nearly 3, proportion of white people ended up being arrested than black.

Try a worked example - it doesnt matter if the absolute numbers are real, as the comparisons between %ges will still work.

Lets assume that there were 1 million S&Ss, and out of those there were 100,000 arrests.

No of whites stopped 590,000 (59% of 1,000,000)

No of blacks stopped 220,000 (22% of 1,000,000)

No of whites arrested 78,000 (78% of 100,000)

No of blacks arrested 10,000 (10% of 100,000)

White: 590,000 stopped, 78,000 arrested, i.e. 13.22% of those stopped.

Black: 220,000 stopped, 10,000 arrested, i.e. 4.55% of those stopped.

13.22 ÷ 4.55 = 2.91.

in any group of people, white ones are almost 3x more likely to be found to be doing something arrestable than black.
 
Yes, but you are using the wrong numbers leading to an invalid result -
it is not the proportion of arrests to S&Ss that is the relevant figure
especially as the S&Ss are claimed to disproportionately pick on black people; seemingly borne out by the figures of 3.3% of the population with 22% of the S&Ss.

It is the number of arrests to population.
78,000 of 58,000,000 is 0.13% and
10,000 of 2,244,000 is 0.45%; so ~3.5 times higher.


in any group of people, white ones are almost 3x more likely to be found to be doing something arrestable than black.
Imagine if everyone in the country was stopped; do you really think that the number of white arrests would still be 13.22%; i.e. ~7,700,000 and black arrests still 4.55%; i.e. ~100,000?

Wouldn't that mean whites are 77 times as likely to be arrested?
There aren't enough black people for it still to be only three times.
 
Yes, but you are using the wrong numbers leading to an invalid result -
Im using the numbers from that chart.

So unless the numbers it shows are wrong, it is impossible for me to be using wrong numbers.

The result may not be what you would like, but you cannot argue with the arithmetic unless you want to be seen advancing an argument which is just as correct as the world is flat or the sky is green


it is not the proportion of arrests to S&Ss that is the relevant figure
Not relevant to what? To the proportion of people who were stopped and then arrested as a result? Of course it is relevant - how can it not be relevant when it is precisely the proportion of people who were stopped and then arrested as a result that Im examining.


especially as the S&Ss are claimed to disproportionately pick on black people; seemingly borne out by the figures of 3.3% of the population with 22% of the S&Ss.
That is a separate issue, and not what I am looking at.


It is the number of arrests to population.
78,000 of 58,000,000 is 0.13% and
10,000 of 2,244,000 is 0.45%; so ~3.5 times higher.
Thats about the disproportionality of who is stopped.

Which is a separate issue, and not what I am looking at.

What I am looking at is the percentages of those who were stopped who were then arrested.

In 2018 there were X stops and Y arrests.

We know from that chart that of the X stops, 59% were of whites, 22% were of blacks, and so on.

We know from that chart that of the Y arrests, 78% were of whites, 10% were of blacks, and so on.

The actual numbers are not needed for a comparison.

If 59% of the stops resulted in 78% of the arrests, not 59% of them, then clearly the people in that group were more likely to be found to be arrestable than the average.

If 22% of the stops resulted in 10% of the arrests, not 22% of them, then clearly the people in that group were less likely to be found to be arrestable than the average.
 
They are not irrelevant to the percentage of white targets who were found to be in need of arrest compared to the percentage of black ones.

But I accept that you are utterly determined not to discuss that.

I wonder why you are so opposed to looking at the fact that when black people are stopped they are less likely to be found to be doing/have done something arrestable than when white people are.

What could possibly be your motive for that?
 
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I have already explained.
Sort of.

The figures in that chart cover unrelated comparisons.

You "explained" that you didnt want to consider one of those comparisons.

You may not realise it, but your refusal to recognise the existence of one of them fully explains why.

And its horrific, and genuinely insulting that you think people arent going to realise your motivation.
 
It doesn't matter what you pretend to think.
I dont "pretend" to think anything. I do it for real.

*************
I will not rise to your ridiculous taunting.
Of course not.

Just like you will not rise to an analysis of the relative number of white people found to be arrestable compared to the relative number of black people because it doesnt fit the narrative you want.

Unfortunately for you you can do nothing about the fact that 59% of the stops resulted in 78% of the arrests.

************ deleted. Mod
 
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