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Tag Market GuideEXPLANATION & GUIDE

Scenarios

12-month compounding scenarios

24X scenario illustration — assumed returns, not a forecast

See how a constant daily return compounds when profit is reinvested every trading weekday. Change the inputs and the chart, totals and table update together.
Starting balance
Assumed net daily return
0.9%

Derived from the cited record, after the 30% fee, at 24X

SONIC’s cited Myfxbook record shows 1.13% per month as of Nov 15, 2026 — before the 30% performance fee and before any multiplier. After the fee (you keep 70% of profits), that works out to roughly 0.9% per trading day on a 24X account. That is arithmetic on one historical figure, not a forecast: the daily rates here are assumptions you choose, not SONIC’s results or returns you should expect, and 24X magnifies losses by the same factor. See the evidence.

Trading weekdays per year

After 12 months

$9,563

Gain

+$8,563

First day

+$9

A mathematical illustration, not a forecast. It assumes the same net return every trading weekday, after the advertised 30% performance split; profit reinvested immediately; no withdrawals or new deposits; no losing days in positive scenarios.

This is not a SONIC forecast, and not the public Myfxbook record translated to a 24X client account. Real account results vary day to day, and 24X magnifies losses as well as gains.

Illustrated balance, months 0–12 · $1,000 at 0.9% per trading day, 252 days
Month-by-month illustrated balance
MonthTrading daysBalanceChange in month
00$1,000—
121$1,207+$207
242$1,457+$250
363$1,759+$302
484$2,123+$364
5105$2,562+$439
6126$3,092+$530
7147$3,733+$640
8168$4,505+$773
9189$5,438+$933
10210$6,564+$1,126
11231$7,922+$1,359
12252$9,563+$1,640

How it’s calculated

Balance after n trading days = starting balance × (1 + r)n, where r is the net daily return as a decimal. The year’s trading days are spread evenly across the 12 months (for 252 days, each month is 21 trading days).

What to compare it with

For real history, read the SONIC trading record. For what amplification does to gains and losses, see 12X and 24X explained.