Antimartingala

MQL5 Experts

Specification

nesecito un robot que habra una operacion solo compra o solo venta que aumente la operacion ganadora cada cierto numero de  pips y obtenga ganancia cada cierto numero de pips, cuando la posicion ganadora no logra obtener beneficios se habrira otra posicion pero de menor lotaje en cierto numero de pips. debe tener parada de perdidas, todas las posiciones cerraran en toma de ganancias o parada de perdidas

parametros

solo compra o solo venta

lotaje

porsentaje del aumento o disminucion

toma de ganancias 

parada de perdidas

distancia de las posiciones

Responded

1
Developer 1
Rating
(405)
Projects
644
33%
Arbitration
30
73% / 7%
Overdue
19
3%
Working
2
Developer 2
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0
0%
Arbitration
0
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0
Free
3
Developer 3
Rating
(1)
Projects
1
0%
Arbitration
0
Overdue
0
Free
Published: 2 codes
4
Developer 4
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(2235)
Projects
2820
62%
Arbitration
118
46% / 25%
Overdue
427
15%
Working
5
Developer 5
Rating
(505)
Projects
540
53%
Arbitration
13
69% / 15%
Overdue
3
1%
Free
6
Developer 6
Rating
(393)
Projects
569
53%
Arbitration
29
55% / 21%
Overdue
6
1%
Loaded
7
Developer 7
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(535)
Projects
613
34%
Arbitration
33
39% / 45%
Overdue
9
1%
Busy
8
Developer 8
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(284)
Projects
459
39%
Arbitration
95
43% / 18%
Overdue
73
16%
Working
Published: 2 codes
9
Developer 9
Rating
(139)
Projects
180
42%
Arbitration
23
61% / 17%
Overdue
10
6%
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10
Developer 10
Rating
(180)
Projects
307
24%
Arbitration
20
35% / 5%
Overdue
23
7%
Working
Published: 3 codes
11
Developer 11
Rating
(61)
Projects
90
17%
Arbitration
3
0% / 0%
Overdue
2
2%
Free
12
Developer 12
Rating
(2588)
Projects
3263
67%
Arbitration
77
48% / 14%
Overdue
341
10%
Free
Published: 1 code
13
Developer 13
Rating
Projects
1
0%
Arbitration
0
Overdue
0
Free
14
Developer 14
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(44)
Projects
90
13%
Arbitration
34
26% / 59%
Overdue
37
41%
Free
15
Developer 15
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0
0%
Arbitration
0
Overdue
0
Free
16
Developer 16
Rating
(571)
Projects
942
47%
Arbitration
303
59% / 25%
Overdue
125
13%
Free

Project information

Budget
50 - 100 USD
For the developer
45 - 90 USD
Deadline
to 1 day(s)