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Your Price / Overview
One selection, five levels, one hundred and twenty accounts

Your Price: the price your own account is quoted

A selection has a price on the screen, and that price is not necessarily the price your account is offered. This desk is about the second one: where a quote comes from, the four mechanisms that move it away from the market price, what stake size does to it, when it stops existing, and which of the two prices actually governs the bet.

Desk spec
samples
10 invented
accounts quoted
120
market price
1.90
quoted range
1.88-2.00
the market priceThe price shown beside a selection before an account is considered. On the samples it is 1.90 on every screen, and it is the price the receipt is measured against.
the quoteThe price your own account is offered. Across 120 accounts on one selection it ran from 1.88 to 2.00, a spread of 6.4%, and 42 of the 120 accounts were offered the market price exactly.
the receiptThe price at the moment you accept governs the bet. Of 100 disputed quotes the receipt price governed 100 and the headline price governed none of them.
1.888 accounts 1.9042 accounts 1.9234 accounts 1.9526 accounts 2.0010 accounts

One selection, one market price of 1.90, and one hundred and twenty accounts quoted in a month across five levels from 1.88 to 2.00. The accent tick is the market price, which 42 of the 120 accounts were offered; the lowest tick is the only level below it; and the three positive ticks above it carry 70 of the 120 accounts between them. The spread between the two ends is 6.4% in price terms, and on a 25.00 stake it is 3.00 of potential return.

line on the receiptaccount Aaccount Bdifference
the selectionidenticalidentical-
the market price shown1.901.900.00
the price quoted to the account1.882.00+0.12
the stake25.0025.000.00
the potential return47.0050.00+3.00
the margin against the market price-1.053%+5.263%+6.316 pts

Two accounts, one bet, one moment. The selection is the same, the market price shown to both is the same, and the stake is the same; the price quoted to each account is not. The whole difference is 0.12 of price - a spread of 6.4% between the two ends of the sample - and on the same 25.00 stake it is 3.00 of potential return. The margin line is the same 0.12 expressed against the market price, which is the form that shows how small a price difference looks in odds and how large it looks in money.

Direct answer

Two prices exist on one selection: the market price shown beside the bet, and the price your own account is quoted. On the samples they were frequently not the same - one selection with a market price of 1.90 was quoted to 120 accounts across five levels from 1.88 to 2.00, a spread of 6.4% and 3.00 of potential return on a 25.00 stake.

What the samples show

The desk's central figure is one selection in one month. The market price was 1.90 on every screen, and the 120 accounts that took the bet were quoted at five different levels between 1.88 and 2.00. The spread between the two ends is 6.4% in price terms; on a 25.00 stake the same bet returns 47.00 at one end and 50.00 at the other, a difference of 3.00.

Two findings do most of the work. First, the market price is not a price the operator is obliged to give anyone: it is a displayed price, and the quote is an offer. Second, a price is not one number with one cause; on the samples the whole spread is explained by four mechanisms - the stake band, the account segment, the capped price, and the price the reader chose for themselves - and three of the four are decisions the reader can influence.

None of the samples describes a real operator, product, account or market. They are ten invented sets of counts, bands, tiers and durations, defined on this page, and every other figure on the site is derived from them.

Ten samples

Sample A
The spread

One selection quoted to 120 accounts across five levels.

market price
1.90
range
1.88-2.00
spread
6.4%
Sample B
The mechanisms

What explains each of the 120 quotes.

stake band
46
segment
31
capped price
27
chosen price
16
Sample C
The stake bands

Five bands and the price each was quoted.

bands
5
bottom
1.86
top
1.98
Sample D
The account tiers

Five tiers and the price each was quoted.

tiers
5
new
1.90
hosted
1.98
Sample E
The capped price

A headline price with a condition and a cap.

headline
2.20
market
1.90
max stake
10.00
Sample F
The chosen price

Three prices a reader may pick, each with its own ceiling.

prices
1.70 / 1.90 / 2.10
max stakes
100 / 50 / 20
max returns
170 / 95 / 42
Sample G
The month's arithmetic

What the spread is worth across the 120 quotes.

staked
3,000.00
mean deviation
+0.0235
in money
70.50
Sample H
The record

Which of the two prices governs a disputed bet.

disputes
100
receipt governed
100
headline governed
0

Two further samples are defined on the pages that use them: sample I on when a quote stops existing, and sample J on the reader's own four-number check.

The five levels in one table

The clearest place to start is the distribution itself, because it answers the question a reader actually has: is my price unusual?

Sample A - one selection, market price 1.90, quoted to 120 accounts in thirty days
Quoted priceAccountsShareReturn on 25.00What the level is
1.8886.7%47.00the only level below the market price
1.904235.0%47.50the market price, which is the modal quote
1.923428.3%48.00a small improvement on the displayed price
1.952621.7%48.75a level reached on stake size or tier
2.00108.3%50.00the top of the sample, reached on a condition
one selection120100.0%47.00-50.00five levels, one market price
sample A - the spread on one selection market price shown to every account = 1.90 the five quoted levels = 1.88 / 1.90 / 1.92 / 1.95 / 2.00 the two ends = 2.00 / 1.88 = 1.0638 -> 6.4% on a 25.00 stake: 1.88 -> 25.00 x 1.88 = 47.00 2.00 -> 25.00 x 2.00 = 50.00 difference = 50.00 - 47.00 = 3.00 accounts quoted the market price = 42 of 120 = 35.0% accounts quoted away from it = 78 of 120 = 65.0% so the displayed price was the exception, not the rule.

The quote against the market price

The second figure is the one that decides whether any of this matters in money rather than in odds.

sample G - the spread across a month quotes = 120 at an average stake of 25.00 total staked = 120 x 25.00 = 3,000.00 deviation from the market price, per level: 8 accounts at 1.88 -> 8 x -0.02 = -0.16 42 accounts at 1.90 -> 42 x 0.00 = 0.00 34 accounts at 1.92 -> 34 x +0.02 = +0.68 26 accounts at 1.95 -> 26 x +0.05 = +1.30 10 accounts at 2.00 -> 10 x +0.10 = +1.00 sum of the deviations = +2.82 of price mean deviation = 2.82 / 120 = +0.0235 mean quote = 1.90 + 0.0235 = 1.9235 as a share of the market price = 0.0235 / 1.90 = 1.24% in money across the month = 25.00 x 2.82 = 70.50 which is additional potential return before the outcome, not a gain.
Every figure on this site is illustrative and derives from the ten samples defined on this page. No real operator, product, market, account or person is quoted or described, and no price is reproduced. The desk explains how a mechanism works; it names no product, recommends nothing, rates nothing, and gives no selection and no prediction. A better price on a market with a margin in the operator's favour is still a price with a margin in the operator's favour.

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