Trade

buy - TUT

Status

win

2025-03-27 17:24:34

35 minutes

PNL

12.40

Entry: 0.03873

Last: 0.04350000

Results

Status:

win

Trade Type:

buy

Prediction Score:

Prediction 1	Accuracy
	n/a

Prediction 2	Accuracy
	n/a

ML Trade Score: 70

Signal

CatchTheWave Signal - buy

Indicators:

long_trend: 1
short_kc: True
short_kc_percentage: 0.29
atr: 0.002098127527466

Details

score: 2.29

Long Trade on TUT

The 27 Mar 2025 at 17:24:34

With 2542 TUT at 0.03873$ per unit.

Position size of 98.45 $

Take profit at 0.04345 (12 %) and Stop Loss at 0.03558 (8.1 %)

That's a 1.5 RR Trade

📌 Similar Trades

Similar Trade Score: -71.11 %

Symbol	Start at	Seach Score	Trade Score	Trades Count
SWEAT	2025-06-21 12:41:20	0.9803	-100	2
CARV	2025-03-26 00:54:49	0.9805	-100	1
PEPE	2025-06-29 22:08:13	0.9784	-100	2
WAXP	2025-04-19 00:00:56	0.9779	30	1
BNB	2025-05-09 23:10:44	0.9754	-100	3
BROCCOLI	2025-03-27 17:14:38	0.9761	30	1
RARE	2025-04-16 06:31:24	0.9756	-100	1
GALA	2025-06-29 21:59:54	0.9738	-100	1
GPS	2025-06-08 08:38:06	0.9721	-100	1

📌 Time Data

Start at	Closed at	Duration
27 Mar 2025 17:24:34	27 Mar 2025 18:00:00	35 minutes

📌 Entry & Exit

Entry	Stop Loss	Take Profit	RR	Current Price
0.03873	0.03558	0.04345	1.5	0.05901

Details

Click the "Sign Up" button in the top right corner and follow the registration process.

Pour calculer le Risk-Reward Ratio (RRR) sur un trade short, on utilise la formule :

RRR = Distance jusqu'au Take Profit ÷ Distance jusqu'au Stop Loss

Détails du trade:

Entry 0.03873
Stop Loss: 0.03558
Take Profit: 0.04345

Calcul:

Risque (distance jusqu'au stop loss) :

SL - E = 0.03558 - 0.03873 = -0.00315
Récompense (distance jusqu'au take profit):

E - TP = 0.03873 - 0.04345 = -0.00472
Risk-Reward Ratio:

RRR = TP_DIST / SL_DIST = -0.00472 / -0.00315 = 1.4984

📌 Position Size

Amount	Margin	Quantity	Leverage
98.45	98.45	2542	1.00

Details

1. Déterminer le montant risqué sur ce trade

Risk Amount = Capital x Risk per trade

Paramètres:

Account Size 100
Risk per trade 8 %

Risk Amount = 100 x 0.08 = 8

Donc, tu es prêt à perdre 8$ maximum sur ce trade

2. Calcul Risk per Share / Nombre d'unité à acheter

Taille de position = Risk Amount / Distance Stop Loss

Taille de position USD = Taille de position x Entry Price

Paramètres:

Risk Amount 8
Distance Stop Loss -0.00315

Taille de position = 8 / -0.00315 = -2539.68

Taille de position USD = -2539.68 x 0.03873 = -98.36

Donc, tu peux acheter -2539.68 avec un stoploss a 0.03558

Avec un position size USD de -98.36$

3. Calcul de la PERTE potentielle

Perte = Taille de position x Distance Stop Loss

Perte = -2539.68 x -0.00315 = 8

Si Stop Loss atteint, tu perdras 8$

4. Calcul du GAIN potentielle

Gain = Taille de position x Distance Take Profit

Perte = -2539.68 x -0.00472 = 11.99

Si Take Profit atteint, tu gagneras 11.99$

Résumé

Taille de position -2539.68
Taille de position USD -98.36
Perte potentielle 8
Gain potentiel 11.99
Risk-Reward Ratio 1.4984

📌 Peformances

TP % Target	TP $ Target
12 %	12 $

SL % Target	SL $ Target
8.1 %	8 $

PNL	PNL %
12 $	12.40

Max Drawdown	Max Drawdown / SL Ratio	Candles in Entry
0 %	0 %	0

📌 ML Extra Data

Extra TP Data


                              Array
(
    [2] => Array
        (
            [take_profit] => 0.04503
            [stop_loss] => 0.03558
            [rr_ratio] => 2
            [closed_at] => 2025-03-27 18:05:00
            [result] => win
        )

    [2.5] => Array
        (
            [take_profit] => 0.046605
            [stop_loss] => 0.03558
            [rr_ratio] => 2.5
            [closed_at] => 2025-03-27 18:15:00
            [result] => win
        )

    [3] => Array
        (
            [take_profit] => 0.04818
            [stop_loss] => 0.03558
            [rr_ratio] => 3
            [closed_at] => 2025-03-27 21:05:00
            [result] => win
        )

    [3.5] => Array
        (
            [take_profit] => 0.049755
            [stop_loss] => 0.03558
            [rr_ratio] => 3.5
            [closed_at] => 2025-03-27 21:15:00
            [result] => win
        )

)

Extra SL data


                              Array
(
)