Felicidades izabella27
El usuario izabella27 ha ganado la subasta con su puja por ₡ 4.82.
Samsung TAB S3 32GB se ha vendido por ₡ 4.82
¿Desea buscar subastas activas de este producto?Valor del producto
₡ 258,582.01Valor de la puja
3 Monedas DaxdiPrecio final
₡ 4.82Tiempo final
25/09/2026 22:57La lista de todas las pujas realizadas
izabella27 — ₡ 4.82
marsudi89 — ₡ 4.81
Janetdongor — ₡ 4.80
RtrappPohl — ₡ 4.79
dermakov — ₡ 4.78
Janetdongor — ₡ 4.77
izabella27 — ₡ 4.76
RtrappPohl — ₡ 4.75
dermakov — ₡ 4.74
Jenningskohler — ₡ 4.73
RtrappPohl — ₡ 4.72
Artemisa09M — ₡ 4.71
dochiapetre — ₡ 4.70
RtrappPohl — ₡ 4.69
vonabigale — ₡ 4.68
Jenningskohler — ₡ 4.67
marsudi89 — ₡ 4.66
vonabigale — ₡ 4.65
Artemisa09M — ₡ 4.64
marsudi89 — ₡ 4.63
izabella27 — ₡ 4.62
Noel78Raymo — ₡ 4.61
dermakov — ₡ 4.60
izabella27 — ₡ 4.59
wasitafathonah — ₡ 4.58
Jenningskohler — ₡ 4.57
vonabigale — ₡ 4.56
RtrappPohl — ₡ 4.55
Artemisa09M — ₡ 4.54
Janetdongor — ₡ 4.53
vonabigale — ₡ 4.52
dermakov — ₡ 4.51
Artemisa09M — ₡ 4.50
izabella27 — ₡ 4.49
dermakov — ₡ 4.48
dochiapetre — ₡ 4.47
birnir21 — ₡ 4.46
dermakov — ₡ 4.45
marsudi89 — ₡ 4.44
wasitafathonah — ₡ 4.43
birnir21 — ₡ 4.42
Jenningskohler — ₡ 4.41
izabella27 — ₡ 4.40
wasitafathonah — ₡ 4.39
vonabigale — ₡ 4.38
dochiapetre — ₡ 4.37
dermakov — ₡ 4.36
Artemisa09M — ₡ 4.35
marsudi89 — ₡ 4.34
birnir21 — ₡ 4.33
vonabigale — ₡ 4.32
izabella27 — ₡ 4.31
vonabigale — ₡ 4.30
Artemisa09M — ₡ 4.29
marsudi89 — ₡ 4.28
Artemisa09M — ₡ 4.27
dermakov — ₡ 4.26
dochiapetre — ₡ 4.25
izabella27 — ₡ 4.24
Jenningskohler — ₡ 4.23
dermakov — ₡ 4.22
wasitafathonah — ₡ 4.21
Artemisa09M — ₡ 4.20
RtrappPohl — ₡ 4.19
marsudi89 — ₡ 4.18
Jenningskohler — ₡ 4.17
izabella27 — ₡ 4.16
Jenningskohler — ₡ 4.15
wasitafathonah — ₡ 4.14
Jenningskohler — ₡ 4.13
dochiapetre — ₡ 4.12
birnir21 — ₡ 4.11
marsudi89 — ₡ 4.10
vonabigale — ₡ 4.09
Jenningskohler — ₡ 4.08
Janetdongor — ₡ 4.07
Jenningskohler — ₡ 4.06
RtrappPohl — ₡ 4.05
wasitafathonah — ₡ 4.04
Artemisa09M — ₡ 4.03
RtrappPohl — ₡ 4.02
Janetdongor — ₡ 4.01
wasitafathonah — ₡ 4.00
izabella27 — ₡ 3.99
birnir21 — ₡ 3.98
vonabigale — ₡ 3.97
Artemisa09M — ₡ 3.96
Janetdongor — ₡ 3.95
izabella27 — ₡ 3.94
dermakov — ₡ 3.93
izabella27 — ₡ 3.92
RtrappPohl — ₡ 3.91
izabella27 — ₡ 3.90
Janetdongor — ₡ 3.89
Jenningskohler — ₡ 3.88
RtrappPohl — ₡ 3.87
Jenningskohler — ₡ 3.86
wasitafathonah — ₡ 3.85
Artemisa09M — ₡ 3.84
Janetdongor — ₡ 3.83
dermakov — ₡ 3.82
izabella27 — ₡ 3.81
RtrappPohl — ₡ 3.80
Noel78Raymo — ₡ 3.79
Artemisa09M — ₡ 3.78
Jenningskohler — ₡ 3.77
wasitafathonah — ₡ 3.76
izabella27 — ₡ 3.75
RtrappPohl — ₡ 3.74
vonabigale — ₡ 3.73
Janetdongor — ₡ 3.72
marsudi89 — ₡ 3.71
Janetdongor — ₡ 3.70
wasitafathonah — ₡ 3.69
dermakov — ₡ 3.68
Jenningskohler — ₡ 3.67
Noel78Raymo — ₡ 3.66
izabella27 — ₡ 3.65
RtrappPohl — ₡ 3.64
dermakov — ₡ 3.63
RtrappPohl — ₡ 3.62
marsudi89 — ₡ 3.61
izabella27 — ₡ 3.60
vonabigale — ₡ 3.59
Artemisa09M — ₡ 3.58
Noel78Raymo — ₡ 3.57
vonabigale — ₡ 3.56
wasitafathonah — ₡ 3.55
dochiapetre — ₡ 3.54
RtrappPohl — ₡ 3.53
izabella27 — ₡ 3.52
birnir21 — ₡ 3.51
vonabigale — ₡ 3.50
Jenningskohler — ₡ 3.49
Janetdongor — ₡ 3.48
dermakov — ₡ 3.47
Noel78Raymo — ₡ 3.46
Janetdongor — ₡ 3.45
dermakov — ₡ 3.44
Jenningskohler — ₡ 3.43
Janetdongor — ₡ 3.42
wasitafathonah — ₡ 3.41
Jenningskohler — ₡ 3.40
Artemisa09M — ₡ 3.39
vonabigale — ₡ 3.38
marsudi89 — ₡ 3.37
birnir21 — ₡ 3.36
RtrappPohl — ₡ 3.35
marsudi89 — ₡ 3.34
birnir21 — ₡ 3.33
Jenningskohler — ₡ 3.32
birnir21 — ₡ 3.31
izabella27 — ₡ 3.30
Janetdongor — ₡ 3.29
dermakov — ₡ 3.28
birnir21 — ₡ 3.27
marsudi89 — ₡ 3.26
Janetdongor — ₡ 3.25
vonabigale — ₡ 3.24
dermakov — ₡ 3.23
wasitafathonah — ₡ 3.22
dochiapetre — ₡ 3.21
wasitafathonah — ₡ 3.20
Jenningskohler — ₡ 3.19
vonabigale — ₡ 3.18
Noel78Raymo — ₡ 3.17
dermakov — ₡ 3.16
vonabigale — ₡ 3.15
marsudi89 — ₡ 3.14
dermakov — ₡ 3.13
wasitafathonah — ₡ 3.12
Jenningskohler — ₡ 3.11
dermakov — ₡ 3.10
Janetdongor — ₡ 3.09
marsudi89 — ₡ 3.08
Noel78Raymo — ₡ 3.07
dochiapetre — ₡ 3.06
vonabigale — ₡ 3.05
Artemisa09M — ₡ 3.04
marsudi89 — ₡ 3.03
Janetdongor — ₡ 3.02
izabella27 — ₡ 3.01
dermakov — ₡ 3.00
wasitafathonah — ₡ 2.99
marsudi89 — ₡ 2.98
wasitafathonah — ₡ 2.97
birnir21 — ₡ 2.96
Artemisa09M — ₡ 2.95
RtrappPohl — ₡ 2.94
izabella27 — ₡ 2.93
Noel78Raymo — ₡ 2.92
dochiapetre — ₡ 2.91
Jenningskohler — ₡ 2.90
dochiapetre — ₡ 2.89
birnir21 — ₡ 2.88
Noel78Raymo — ₡ 2.87
dochiapetre — ₡ 2.86
dermakov — ₡ 2.85
RtrappPohl — ₡ 2.84
vonabigale — ₡ 2.83
wasitafathonah — ₡ 2.82
vonabigale — ₡ 2.81
RtrappPohl — ₡ 2.80
wasitafathonah — ₡ 2.79
dochiapetre — ₡ 2.78
Janetdongor — ₡ 2.77
Jenningskohler — ₡ 2.76
dochiapetre — ₡ 2.75
Artemisa09M — ₡ 2.74
RtrappPohl — ₡ 2.73
Noel78Raymo — ₡ 2.72
RtrappPohl — ₡ 2.71
marsudi89 — ₡ 2.70
wasitafathonah — ₡ 2.69
Artemisa09M — ₡ 2.68
Noel78Raymo — ₡ 2.67
RtrappPohl — ₡ 2.66
izabella27 — ₡ 2.65
RtrappPohl — ₡ 2.64
izabella27 — ₡ 2.63
dermakov — ₡ 2.62
Jenningskohler — ₡ 2.61
dochiapetre — ₡ 2.60
dermakov — ₡ 2.59
Artemisa09M — ₡ 2.58
vonabigale — ₡ 2.57
birnir21 — ₡ 2.56
marsudi89 — ₡ 2.55
vonabigale — ₡ 2.54
RtrappPohl — ₡ 2.53
wasitafathonah — ₡ 2.52
RtrappPohl — ₡ 2.51
vonabigale — ₡ 2.50
Noel78Raymo — ₡ 2.49
wasitafathonah — ₡ 2.48
birnir21 — ₡ 2.47
izabella27 — ₡ 2.46
RtrappPohl — ₡ 2.45
Artemisa09M — ₡ 2.44
marsudi89 — ₡ 2.43
Noel78Raymo — ₡ 2.42
Jenningskohler — ₡ 2.41
Artemisa09M — ₡ 2.40
dochiapetre — ₡ 2.39
Artemisa09M — ₡ 2.38
Janetdongor — ₡ 2.37
marsudi89 — ₡ 2.36
Jenningskohler — ₡ 2.35
dermakov — ₡ 2.34
vonabigale — ₡ 2.33
Janetdongor — ₡ 2.32
RtrappPohl — ₡ 2.31
Janetdongor — ₡ 2.30
wasitafathonah — ₡ 2.29
Jenningskohler — ₡ 2.28
marsudi89 — ₡ 2.27
RtrappPohl — ₡ 2.26
Artemisa09M — ₡ 2.25
vonabigale — ₡ 2.24
birnir21 — ₡ 2.23
marsudi89 — ₡ 2.22
Artemisa09M — ₡ 2.21
birnir21 — ₡ 2.20
vonabigale — ₡ 2.19
Artemisa09M — ₡ 2.18
wasitafathonah — ₡ 2.17
dochiapetre — ₡ 2.16
birnir21 — ₡ 2.15
dermakov — ₡ 2.14
izabella27 — ₡ 2.13
wasitafathonah — ₡ 2.12
Jenningskohler — ₡ 2.11
marsudi89 — ₡ 2.10
izabella27 — ₡ 2.09
birnir21 — ₡ 2.08
Janetdongor — ₡ 2.07
vonabigale — ₡ 2.06
Noel78Raymo — ₡ 2.05
RtrappPohl — ₡ 2.04
dochiapetre — ₡ 2.03
dermakov — ₡ 2.02
Janetdongor — ₡ 2.01
marsudi89 — ₡ 2.00
vonabigale — ₡ 1.99
dochiapetre — ₡ 1.98
vonabigale — ₡ 1.97
marsudi89 — ₡ 1.96
birnir21 — ₡ 1.95
Janetdongor — ₡ 1.94
marsudi89 — ₡ 1.93
wasitafathonah — ₡ 1.92
birnir21 — ₡ 1.91
dochiapetre — ₡ 1.90
marsudi89 — ₡ 1.89
dermakov — ₡ 1.88
dochiapetre — ₡ 1.87
marsudi89 — ₡ 1.86
Noel78Raymo — ₡ 1.85
izabella27 — ₡ 1.84
Noel78Raymo — ₡ 1.83
izabella27 — ₡ 1.82
Janetdongor — ₡ 1.81
marsudi89 — ₡ 1.80
Noel78Raymo — ₡ 1.79
wasitafathonah — ₡ 1.78
vonabigale — ₡ 1.77
wasitafathonah — ₡ 1.76
Artemisa09M — ₡ 1.75
Janetdongor — ₡ 1.74
RtrappPohl — ₡ 1.73
vonabigale — ₡ 1.72
dochiapetre — ₡ 1.71
Jenningskohler — ₡ 1.70
Noel78Raymo — ₡ 1.69
RtrappPohl — ₡ 1.68
birnir21 — ₡ 1.67
Artemisa09M — ₡ 1.66
birnir21 — ₡ 1.65
Artemisa09M — ₡ 1.64
wasitafathonah — ₡ 1.63
dermakov — ₡ 1.62
dochiapetre — ₡ 1.61
izabella27 — ₡ 1.60
Jenningskohler — ₡ 1.59
marsudi89 — ₡ 1.58
dochiapetre — ₡ 1.57
Janetdongor — ₡ 1.56
Noel78Raymo — ₡ 1.55
RtrappPohl — ₡ 1.54
dermakov — ₡ 1.53
RtrappPohl — ₡ 1.52
Noel78Raymo — ₡ 1.51
Artemisa09M — ₡ 1.50
dermakov — ₡ 1.49
birnir21 — ₡ 1.48
vonabigale — ₡ 1.47
marsudi89 — ₡ 1.46
Noel78Raymo — ₡ 1.45
marsudi89 — ₡ 1.44
Noel78Raymo — ₡ 1.43
Janetdongor — ₡ 1.42
Noel78Raymo — ₡ 1.41
wasitafathonah — ₡ 1.40
marsudi89 — ₡ 1.39
Artemisa09M — ₡ 1.38
wasitafathonah — ₡ 1.37
Jenningskohler — ₡ 1.36
dermakov — ₡ 1.35
Janetdongor — ₡ 1.34
birnir21 — ₡ 1.33
Jenningskohler — ₡ 1.32
marsudi89 — ₡ 1.31
vonabigale — ₡ 1.30
marsudi89 — ₡ 1.29
izabella27 — ₡ 1.28
marsudi89 — ₡ 1.27
Jenningskohler — ₡ 1.26
izabella27 — ₡ 1.25
vonabigale — ₡ 1.24
Artemisa09M — ₡ 1.23
wasitafathonah — ₡ 1.22
Jenningskohler — ₡ 1.21
Noel78Raymo — ₡ 1.20
birnir21 — ₡ 1.19
Janetdongor — ₡ 1.18
marsudi89 — ₡ 1.17
vonabigale — ₡ 1.16
marsudi89 — ₡ 1.15
Jenningskohler — ₡ 1.14
dermakov — ₡ 1.13
Noel78Raymo — ₡ 1.12
Jenningskohler — ₡ 1.11
birnir21 — ₡ 1.10
wasitafathonah — ₡ 1.09
Janetdongor — ₡ 1.08
izabella27 — ₡ 1.07
Janetdongor — ₡ 1.06
wasitafathonah — ₡ 1.05
birnir21 — ₡ 1.04
Artemisa09M — ₡ 1.03
dochiapetre — ₡ 1.02
Artemisa09M — ₡ 1.01
RtrappPohl — ₡ 1.00
dermakov — ₡ 0.99
dochiapetre — ₡ 0.98
RtrappPohl — ₡ 0.97
Janetdongor — ₡ 0.96
marsudi89 — ₡ 0.95
vonabigale — ₡ 0.94
wasitafathonah — ₡ 0.93
dermakov — ₡ 0.92
marsudi89 — ₡ 0.91
Jenningskohler — ₡ 0.90
marsudi89 — ₡ 0.89
dochiapetre — ₡ 0.88
izabella27 — ₡ 0.87
wasitafathonah — ₡ 0.86
Noel78Raymo — ₡ 0.85
RtrappPohl — ₡ 0.84
izabella27 — ₡ 0.83
Janetdongor — ₡ 0.82
Noel78Raymo — ₡ 0.81
dochiapetre — ₡ 0.80
Artemisa09M — ₡ 0.79
birnir21 — ₡ 0.78
vonabigale — ₡ 0.77
dermakov — ₡ 0.76
izabella27 — ₡ 0.75
wasitafathonah — ₡ 0.74
RtrappPohl — ₡ 0.73
izabella27 — ₡ 0.72
birnir21 — ₡ 0.71
Artemisa09M — ₡ 0.70
Janetdongor — ₡ 0.69
izabella27 — ₡ 0.68
Janetdongor — ₡ 0.67
vonabigale — ₡ 0.66
wasitafathonah — ₡ 0.65
Noel78Raymo — ₡ 0.64
marsudi89 — ₡ 0.63
birnir21 — ₡ 0.62
Noel78Raymo — ₡ 0.61
marsudi89 — ₡ 0.60
Janetdongor — ₡ 0.59
Jenningskohler — ₡ 0.58
dochiapetre — ₡ 0.57
dermakov — ₡ 0.56
wasitafathonah — ₡ 0.55
dochiapetre — ₡ 0.54
Noel78Raymo — ₡ 0.53
marsudi89 — ₡ 0.52
Jenningskohler — ₡ 0.51
marsudi89 — ₡ 0.50
izabella27 — ₡ 0.49
vonabigale — ₡ 0.48
Janetdongor — ₡ 0.47
izabella27 — ₡ 0.46
vonabigale — ₡ 0.45
wasitafathonah — ₡ 0.44
birnir21 — ₡ 0.43
dermakov — ₡ 0.42
dochiapetre — ₡ 0.41
Noel78Raymo — ₡ 0.40
izabella27 — ₡ 0.39
wasitafathonah — ₡ 0.38
Artemisa09M — ₡ 0.37
wasitafathonah — ₡ 0.36
izabella27 — ₡ 0.35
Jenningskohler — ₡ 0.34
RtrappPohl — ₡ 0.33
Artemisa09M — ₡ 0.32
izabella27 — ₡ 0.31
wasitafathonah — ₡ 0.30
vonabigale — ₡ 0.29
birnir21 — ₡ 0.28
vonabigale — ₡ 0.27
marsudi89 — ₡ 0.26
vonabigale — ₡ 0.25
marsudi89 — ₡ 0.24
izabella27 — ₡ 0.23
birnir21 — ₡ 0.22
Artemisa09M — ₡ 0.21
vonabigale — ₡ 0.20
marsudi89 — ₡ 0.19
Jenningskohler — ₡ 0.18
Janetdongor — ₡ 0.17
dermakov — ₡ 0.16
marsudi89 — ₡ 0.15
Jenningskohler — ₡ 0.14
Artemisa09M — ₡ 0.13
Jenningskohler — ₡ 0.12
wasitafathonah — ₡ 0.11
Artemisa09M — ₡ 0.10
izabella27 — ₡ 0.09
marsudi89 — ₡ 0.08
birnir21 — ₡ 0.07
dermakov — ₡ 0.06
Noel78Raymo — ₡ 0.05
vonabigale — ₡ 0.04
Jenningskohler — ₡ 0.03
dermakov — ₡ 0.02
