Consensus Lost β
Smart money consensus was Viktor Frydrych β but Mathieu Scaglia won instead.

M15 Monastir: Mathieu Scaglia vs Viktor Frydrych
Resolved Mathieu Scaglia. 80% of the top Polymarket traders held Viktor Frydrych. The smart money was wrong.
π
Lost
5
Viktor Frydrych 75%
1 arb excluded
$93.84
$62.55
Smart Money Signal
4 of 5 top traders (80%)1 arbitrage trader dimmed4 hold an outcome priced under 50%3 small positions dimmed (<$100 invested)
Outcome Probabilities
Smart Money Breakdown by Outcome
| Trader | Position | Invested | Value | PnL | Record |
|---|---|---|---|---|---|
38 38791873984189 | Mathieu Scagliaavg 56.4Β’ | $184.51 | $66 | +$69.03 | 48% 2153-2339 (4492) |
KE keeptheblueflagflyinghighARB<$100 | Viktor Frydrychavg 26Β’ | $51.37 | $27.84 | -$23.53 | 51% 2054-1969 (4023) |
| β Viktor Frydrych leg | Viktor Frydrychavg 26Β’ | $36.06 | β | -$36.06 | |
| β Mathieu Scaglia leg | Mathieu Scagliaavg 55Β’ | $15.31 | $27.84 | +$12.53 | |
TO topdogbigboiCTR<$100 | Viktor Frydrychavg 12Β’ | $3.09 | β | -$3.09 | 37% 527-909 (1436) |
CI cigarettesCTR<$100 | Viktor Frydrychavg 25Β’ | $2.54 | β | -$2.54 | 53% 6080-5449 (11529) |
0X 0xdbdd45150249e229eB4cA8aa48A30Dca21Faa5de-1757094771846CTR<$100 | Viktor Frydrychavg 16Β’ | $0.8 | β | -$0.8 | 32% 294-619 (913) |
NO NotJumpCTR | Viktor Frydrychavg 50Β’ | $1.1K | β | -$0.05 | 54% 428-364 (792) |
Invested
$184.51
Value
$66
PnL
+$69.03
Record
48%
2153-2339 (4492)
Invested
$51.37
Value
$27.84
PnL
-$23.53
Record
51%
2054-1969 (4023)
Both legs:
Invested
$3.09
Value
β
PnL
-$3.09
Record
37%
527-909 (1436)
Invested
$2.54
Value
β
PnL
-$2.54
Record
53%
6080-5449 (11529)
Invested
$0.8
Value
β
PnL
-$0.8
Record
32%
294-619 (913)
Invested
$1,050
Value
β
PnL
-$0.05
Record
54%
428-364 (792)
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Market Info
Traders in this Market
38791873984189
Mathieu Scaglia β $66
keeptheblueflagflyinghigh
ARBArbitrage β excluded
topdogbigboi
CTRViktor Frydrych β $0
cigarettes
CTRViktor Frydrych β $0
0xdbdd45150249e229eB4cA8aa48A30Dca21Faa5de-1757094771846
CTRViktor Frydrych β $0
NotJump
CTRViktor Frydrych β $0