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La subasta misteriosa: Dell SSD SAS Enterprise Drive with High Capacity Performance ya ha terminado

Felicidades Romyzahn

El usuario Romyzahn ha ganado la subasta con su puja por ₡ 12.84.

Dell SSD SAS Enterprise Drive with High Capacity Performance se ha vendido por ₡ 12.84

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Valor del producto

₡ 5,557,022.13

Valor de la puja

4 créditos de puja

Precio final

₡ 12.84

Tiempo final

16/10/2026 18:51

La lista de todas las pujas realizadas

Romyzahn — ₡ 12.84

Dias-Renard — ₡ 12.83

inespacheco — ₡ 12.82

AvanruyaYi — ₡ 12.81

Anatolehess — ₡ 12.80

Romyzahn — ₡ 12.79

Sumarrosmaggis — ₡ 12.78

Rezendeemil — ₡ 12.77

AvanruyaYi — ₡ 12.76

Terhi40 — ₡ 12.75

Dias-Renard — ₡ 12.74

Terhi40 — ₡ 12.73

Dias-Renard — ₡ 12.72

AvanruyaYi — ₡ 12.71

Johnssigfredur — ₡ 12.70

Sumarrosmaggis — ₡ 12.69

Terhi40 — ₡ 12.68

Dias-Renard — ₡ 12.67

GineahmedBr — ₡ 12.66

AvanruyaYi — ₡ 12.65

Johnssigfredur — ₡ 12.64

inespacheco — ₡ 12.63

Johnssigfredur — ₡ 12.62

inespacheco — ₡ 12.61

Romyzahn — ₡ 12.60

Anatolehess — ₡ 12.59

Sumarrosmaggis — ₡ 12.58

Johnssigfredur — ₡ 12.57

Romyzahn — ₡ 12.56

inespacheco — ₡ 12.55

Dias-Renard — ₡ 12.54

Terhi40 — ₡ 12.53

Johnssigfredur — ₡ 12.52

Anatolehess — ₡ 12.51

Johnssigfredur — ₡ 12.50

Anatolehess — ₡ 12.49

Dvoisinde — ₡ 12.48

Anatolehess — ₡ 12.47

AvanruyaYi — ₡ 12.46

GineahmedBr — ₡ 12.45

Rezendeemil — ₡ 12.44

GineahmedBr — ₡ 12.43

inespacheco — ₡ 12.42

Dias-Renard — ₡ 12.41

Romyzahn — ₡ 12.40

AvanruyaYi — ₡ 12.39

GineahmedBr — ₡ 12.38

Dvoisinde — ₡ 12.37

AvanruyaYi — ₡ 12.36

GineahmedBr — ₡ 12.35

Dvoisinde — ₡ 12.34

GineahmedBr — ₡ 12.33

Dvoisinde — ₡ 12.32

Rezendeemil — ₡ 12.31

inespacheco — ₡ 12.30

AvanruyaYi — ₡ 12.29

Terhi40 — ₡ 12.28

Dvoisinde — ₡ 12.27

Terhi40 — ₡ 12.26

Sumarrosmaggis — ₡ 12.25

inespacheco — ₡ 12.24

Anatolehess — ₡ 12.23

Rezendeemil — ₡ 12.22

Dvoisinde — ₡ 12.21

Johnssigfredur — ₡ 12.20

GineahmedBr — ₡ 12.19

Dias-Renard — ₡ 12.18

Sumarrosmaggis — ₡ 12.17

Rezendeemil — ₡ 12.16

Terhi40 — ₡ 12.15

Rezendeemil — ₡ 12.14

Johnssigfredur — ₡ 12.13

inespacheco — ₡ 12.12

Dvoisinde — ₡ 12.11

Sumarrosmaggis — ₡ 12.10

Johnssigfredur — ₡ 12.09

Dvoisinde — ₡ 12.08

AvanruyaYi — ₡ 12.07

inespacheco — ₡ 12.06

Rezendeemil — ₡ 12.05

Romyzahn — ₡ 12.04

Terhi40 — ₡ 12.03

Sumarrosmaggis — ₡ 12.02

AvanruyaYi — ₡ 12.01

GineahmedBr — ₡ 12.00

Dvoisinde — ₡ 11.99

inespacheco — ₡ 11.98

Romyzahn — ₡ 11.97

Anatolehess — ₡ 11.96

Rezendeemil — ₡ 11.95

AvanruyaYi — ₡ 11.94

Johnssigfredur — ₡ 11.93

Rezendeemil — ₡ 11.92

Dias-Renard — ₡ 11.91

Johnssigfredur — ₡ 11.90

Terhi40 — ₡ 11.89

Sumarrosmaggis — ₡ 11.88

Johnssigfredur — ₡ 11.87

AvanruyaYi — ₡ 11.86

Terhi40 — ₡ 11.85

AvanruyaYi — ₡ 11.84

inespacheco — ₡ 11.83

Terhi40 — ₡ 11.82

Romyzahn — ₡ 11.81

Sumarrosmaggis — ₡ 11.80

Anatolehess — ₡ 11.79

Romyzahn — ₡ 11.78

Terhi40 — ₡ 11.77

AvanruyaYi — ₡ 11.76

inespacheco — ₡ 11.75

GineahmedBr — ₡ 11.74

Anatolehess — ₡ 11.73

Dvoisinde — ₡ 11.72

AvanruyaYi — ₡ 11.71

Dvoisinde — ₡ 11.70

AvanruyaYi — ₡ 11.69

Rezendeemil — ₡ 11.68

AvanruyaYi — ₡ 11.67

Romyzahn — ₡ 11.66

Dvoisinde — ₡ 11.65

Anatolehess — ₡ 11.64

GineahmedBr — ₡ 11.63

Anatolehess — ₡ 11.62

Johnssigfredur — ₡ 11.61

AvanruyaYi — ₡ 11.60

Sumarrosmaggis — ₡ 11.59

Rezendeemil — ₡ 11.58

AvanruyaYi — ₡ 11.57

Terhi40 — ₡ 11.56

Dias-Renard — ₡ 11.55

inespacheco — ₡ 11.54

Terhi40 — ₡ 11.53

Sumarrosmaggis — ₡ 11.52

Dvoisinde — ₡ 11.51

Johnssigfredur — ₡ 11.50

GineahmedBr — ₡ 11.49

Johnssigfredur — ₡ 11.48

Sumarrosmaggis — ₡ 11.47

Johnssigfredur — ₡ 11.46

AvanruyaYi — ₡ 11.45

Johnssigfredur — ₡ 11.44

Romyzahn — ₡ 11.43

Terhi40 — ₡ 11.42

Romyzahn — ₡ 11.41

Anatolehess — ₡ 11.40

Terhi40 — ₡ 11.39

Rezendeemil — ₡ 11.38

Sumarrosmaggis — ₡ 11.37

Rezendeemil — ₡ 11.36

AvanruyaYi — ₡ 11.35

Dvoisinde — ₡ 11.34

Rezendeemil — ₡ 11.33

Romyzahn — ₡ 11.32

Johnssigfredur — ₡ 11.31

GineahmedBr — ₡ 11.30

Dias-Renard — ₡ 11.29

Dvoisinde — ₡ 11.28

Anatolehess — ₡ 11.27

GineahmedBr — ₡ 11.26

Dias-Renard — ₡ 11.25

Anatolehess — ₡ 11.24

GineahmedBr — ₡ 11.23

Sumarrosmaggis — ₡ 11.22

Terhi40 — ₡ 11.21

inespacheco — ₡ 11.20

Sumarrosmaggis — ₡ 11.19

Anatolehess — ₡ 11.18

Romyzahn — ₡ 11.17

inespacheco — ₡ 11.16

Romyzahn — ₡ 11.15

Dias-Renard — ₡ 11.14

Terhi40 — ₡ 11.13

Anatolehess — ₡ 11.12

Sumarrosmaggis — ₡ 11.11

Anatolehess — ₡ 11.10

Sumarrosmaggis — ₡ 11.09

inespacheco — ₡ 11.08

Romyzahn — ₡ 11.07

Johnssigfredur — ₡ 11.06

Dias-Renard — ₡ 11.05

inespacheco — ₡ 11.04

Romyzahn — ₡ 11.03

GineahmedBr — ₡ 11.02

Rezendeemil — ₡ 11.01

Dias-Renard — ₡ 11.00

Anatolehess — ₡ 10.99

Sumarrosmaggis — ₡ 10.98

Rezendeemil — ₡ 10.97

Terhi40 — ₡ 10.96

Dias-Renard — ₡ 10.95

inespacheco — ₡ 10.94

GineahmedBr — ₡ 10.93

AvanruyaYi — ₡ 10.92

Johnssigfredur — ₡ 10.91

Anatolehess — ₡ 10.90

Sumarrosmaggis — ₡ 10.89

Romyzahn — ₡ 10.88

Dias-Renard — ₡ 10.87

Terhi40 — ₡ 10.86

Dvoisinde — ₡ 10.85

Rezendeemil — ₡ 10.84

GineahmedBr — ₡ 10.83

Anatolehess — ₡ 10.82

GineahmedBr — ₡ 10.81

Anatolehess — ₡ 10.80

AvanruyaYi — ₡ 10.79

Romyzahn — ₡ 10.78

inespacheco — ₡ 10.77

AvanruyaYi — ₡ 10.76

Sumarrosmaggis — ₡ 10.75

inespacheco — ₡ 10.74

Terhi40 — ₡ 10.73

Dvoisinde — ₡ 10.72

Johnssigfredur — ₡ 10.71

Anatolehess — ₡ 10.70

inespacheco — ₡ 10.69

Rezendeemil — ₡ 10.68

AvanruyaYi — ₡ 10.67

inespacheco — ₡ 10.66

Sumarrosmaggis — ₡ 10.65

inespacheco — ₡ 10.64

Dias-Renard — ₡ 10.63

Romyzahn — ₡ 10.62

inespacheco — ₡ 10.61

Terhi40 — ₡ 10.60

AvanruyaYi — ₡ 10.59

Terhi40 — ₡ 10.58

Romyzahn — ₡ 10.57

GineahmedBr — ₡ 10.56

AvanruyaYi — ₡ 10.55

Rezendeemil — ₡ 10.54

AvanruyaYi — ₡ 10.53

Sumarrosmaggis — ₡ 10.52

Anatolehess — ₡ 10.51

Johnssigfredur — ₡ 10.50

GineahmedBr — ₡ 10.49

Johnssigfredur — ₡ 10.48

Romyzahn — ₡ 10.47

Rezendeemil — ₡ 10.46

Terhi40 — ₡ 10.45

Sumarrosmaggis — ₡ 10.44

inespacheco — ₡ 10.43

AvanruyaYi — ₡ 10.42

GineahmedBr — ₡ 10.41

Dvoisinde — ₡ 10.40

GineahmedBr — ₡ 10.39

Rezendeemil — ₡ 10.38

Dvoisinde — ₡ 10.37

Romyzahn — ₡ 10.36

Dias-Renard — ₡ 10.35

Terhi40 — ₡ 10.34

Romyzahn — ₡ 10.33

Terhi40 — ₡ 10.32

AvanruyaYi — ₡ 10.31

Johnssigfredur — ₡ 10.30

inespacheco — ₡ 10.29

GineahmedBr — ₡ 10.28

Sumarrosmaggis — ₡ 10.27

Rezendeemil — ₡ 10.26

GineahmedBr — ₡ 10.25

Romyzahn — ₡ 10.24

AvanruyaYi — ₡ 10.23

Dias-Renard — ₡ 10.22

GineahmedBr — ₡ 10.21

Sumarrosmaggis — ₡ 10.20

Johnssigfredur — ₡ 10.19

inespacheco — ₡ 10.18

GineahmedBr — ₡ 10.17

Johnssigfredur — ₡ 10.16

Sumarrosmaggis — ₡ 10.15

Johnssigfredur — ₡ 10.14

Terhi40 — ₡ 10.13

Romyzahn — ₡ 10.12

GineahmedBr — ₡ 10.11

inespacheco — ₡ 10.10

Johnssigfredur — ₡ 10.09

inespacheco — ₡ 10.08

AvanruyaYi — ₡ 10.07

Anatolehess — ₡ 10.06

Dvoisinde — ₡ 10.05

GineahmedBr — ₡ 10.04

Romyzahn — ₡ 10.03

Dias-Renard — ₡ 10.02

inespacheco — ₡ 10.01

Rezendeemil — ₡ 10.00

Dvoisinde — ₡ 9.99

inespacheco — ₡ 9.98

Dvoisinde — ₡ 9.97

GineahmedBr — ₡ 9.96

Sumarrosmaggis — ₡ 9.95

Dvoisinde — ₡ 9.94

Anatolehess — ₡ 9.93

Sumarrosmaggis — ₡ 9.92

Dias-Renard — ₡ 9.91

Rezendeemil — ₡ 9.90

Dias-Renard — ₡ 9.89

Romyzahn — ₡ 9.88

Dvoisinde — ₡ 9.87

inespacheco — ₡ 9.86

Dvoisinde — ₡ 9.85

Sumarrosmaggis — ₡ 9.84

AvanruyaYi — ₡ 9.83

Johnssigfredur — ₡ 9.82

inespacheco — ₡ 9.81

Johnssigfredur — ₡ 9.80

Dvoisinde — ₡ 9.79

inespacheco — ₡ 9.78

Romyzahn — ₡ 9.77

Dvoisinde — ₡ 9.76

Romyzahn — ₡ 9.75

AvanruyaYi — ₡ 9.74

Johnssigfredur — ₡ 9.73

Sumarrosmaggis — ₡ 9.72

Johnssigfredur — ₡ 9.71

Sumarrosmaggis — ₡ 9.70

GineahmedBr — ₡ 9.69

AvanruyaYi — ₡ 9.68

Dvoisinde — ₡ 9.67

Terhi40 — ₡ 9.66

Anatolehess — ₡ 9.65

Romyzahn — ₡ 9.64

Anatolehess — ₡ 9.63

Terhi40 — ₡ 9.62

GineahmedBr — ₡ 9.61

Dias-Renard — ₡ 9.60

inespacheco — ₡ 9.59

Johnssigfredur — ₡ 9.58

Anatolehess — ₡ 9.57

inespacheco — ₡ 9.56

Rezendeemil — ₡ 9.55

Terhi40 — ₡ 9.54

AvanruyaYi — ₡ 9.53

Sumarrosmaggis — ₡ 9.52

Anatolehess — ₡ 9.51

Dvoisinde — ₡ 9.50

Johnssigfredur — ₡ 9.49

AvanruyaYi — ₡ 9.48

Romyzahn — ₡ 9.47

Terhi40 — ₡ 9.46

GineahmedBr — ₡ 9.45

Johnssigfredur — ₡ 9.44

Rezendeemil — ₡ 9.43

Terhi40 — ₡ 9.42

AvanruyaYi — ₡ 9.41

Dias-Renard — ₡ 9.40

GineahmedBr — ₡ 9.39

Johnssigfredur — ₡ 9.38

Dias-Renard — ₡ 9.37

AvanruyaYi — ₡ 9.36

Romyzahn — ₡ 9.35

AvanruyaYi — ₡ 9.34

inespacheco — ₡ 9.33

Terhi40 — ₡ 9.32

Dvoisinde — ₡ 9.31

Terhi40 — ₡ 9.30

Anatolehess — ₡ 9.29

GineahmedBr — ₡ 9.28

AvanruyaYi — ₡ 9.27

Dias-Renard — ₡ 9.26

Dvoisinde — ₡ 9.25

inespacheco — ₡ 9.24

Anatolehess — ₡ 9.23

Johnssigfredur — ₡ 9.22

GineahmedBr — ₡ 9.21

Dias-Renard — ₡ 9.20

Rezendeemil — ₡ 9.19

Johnssigfredur — ₡ 9.18

Romyzahn — ₡ 9.17

inespacheco — ₡ 9.16

Terhi40 — ₡ 9.15

Dvoisinde — ₡ 9.14

Sumarrosmaggis — ₡ 9.13

Romyzahn — ₡ 9.12

Sumarrosmaggis — ₡ 9.11

inespacheco — ₡ 9.10

Romyzahn — ₡ 9.09

Anatolehess — ₡ 9.08

inespacheco — ₡ 9.07

Johnssigfredur — ₡ 9.06

inespacheco — ₡ 9.05

Terhi40 — ₡ 9.04

GineahmedBr — ₡ 9.03

Anatolehess — ₡ 9.02

inespacheco — ₡ 9.01

Terhi40 — ₡ 9.00

inespacheco — ₡ 8.99

Rezendeemil — ₡ 8.98

inespacheco — ₡ 8.97

Romyzahn — ₡ 8.96

GineahmedBr — ₡ 8.95

Romyzahn — ₡ 8.94

AvanruyaYi — ₡ 8.93

Romyzahn — ₡ 8.92

Dvoisinde — ₡ 8.91

Romyzahn — ₡ 8.90

Terhi40 — ₡ 8.89

GineahmedBr — ₡ 8.88

Dias-Renard — ₡ 8.87

Dvoisinde — ₡ 8.86

Johnssigfredur — ₡ 8.85

inespacheco — ₡ 8.84

Terhi40 — ₡ 8.83

Dvoisinde — ₡ 8.82

Rezendeemil — ₡ 8.81

inespacheco — ₡ 8.80

Dias-Renard — ₡ 8.79

AvanruyaYi — ₡ 8.78

GineahmedBr — ₡ 8.77

Dvoisinde — ₡ 8.76

Anatolehess — ₡ 8.75

Dvoisinde — ₡ 8.74

GineahmedBr — ₡ 8.73

Johnssigfredur — ₡ 8.72

Romyzahn — ₡ 8.71

Johnssigfredur — ₡ 8.70

Sumarrosmaggis — ₡ 8.69

Rezendeemil — ₡ 8.68

Sumarrosmaggis — ₡ 8.67

Rezendeemil — ₡ 8.66

Dvoisinde — ₡ 8.65

Romyzahn — ₡ 8.64

Anatolehess — ₡ 8.63

Romyzahn — ₡ 8.62

AvanruyaYi — ₡ 8.61

Dias-Renard — ₡ 8.60

inespacheco — ₡ 8.59

Romyzahn — ₡ 8.58

Dias-Renard — ₡ 8.57

GineahmedBr — ₡ 8.56

Anatolehess — ₡ 8.55

inespacheco — ₡ 8.54

Anatolehess — ₡ 8.53

Terhi40 — ₡ 8.52

Johnssigfredur — ₡ 8.51

Dvoisinde — ₡ 8.50

Dias-Renard — ₡ 8.49

inespacheco — ₡ 8.48

Dias-Renard — ₡ 8.47

Dvoisinde — ₡ 8.46

inespacheco — ₡ 8.45

Sumarrosmaggis — ₡ 8.44

Dias-Renard — ₡ 8.43

Rezendeemil — ₡ 8.42

Anatolehess — ₡ 8.41

Romyzahn — ₡ 8.40

Rezendeemil — ₡ 8.39

GineahmedBr — ₡ 8.38

Dvoisinde — ₡ 8.37

AvanruyaYi — ₡ 8.36

Dias-Renard — ₡ 8.35

GineahmedBr — ₡ 8.34

Anatolehess — ₡ 8.33

Rezendeemil — ₡ 8.32

Terhi40 — ₡ 8.31

Sumarrosmaggis — ₡ 8.30

Terhi40 — ₡ 8.29

inespacheco — ₡ 8.28

GineahmedBr — ₡ 8.27

Romyzahn — ₡ 8.26

GineahmedBr — ₡ 8.25

Sumarrosmaggis — ₡ 8.24

Johnssigfredur — ₡ 8.23

GineahmedBr — ₡ 8.22

Terhi40 — ₡ 8.21

AvanruyaYi — ₡ 8.20

Terhi40 — ₡ 8.19

Romyzahn — ₡ 8.18

Dias-Renard — ₡ 8.17

inespacheco — ₡ 8.16

Dvoisinde — ₡ 8.15

GineahmedBr — ₡ 8.14

inespacheco — ₡ 8.13

Romyzahn — ₡ 8.12

AvanruyaYi — ₡ 8.11

Romyzahn — ₡ 8.10

Rezendeemil — ₡ 8.09

Johnssigfredur — ₡ 8.08

AvanruyaYi — ₡ 8.07

Sumarrosmaggis — ₡ 8.06

Dias-Renard — ₡ 8.05

Dvoisinde — ₡ 8.04

Anatolehess — ₡ 8.03

Romyzahn — ₡ 8.02

Johnssigfredur — ₡ 8.01

Rezendeemil — ₡ 8.00

inespacheco — ₡ 7.99

Dias-Renard — ₡ 7.98

Sumarrosmaggis — ₡ 7.97

Dvoisinde — ₡ 7.96

GineahmedBr — ₡ 7.95

Dvoisinde — ₡ 7.94

Terhi40 — ₡ 7.93

GineahmedBr — ₡ 7.92

Anatolehess — ₡ 7.91

Johnssigfredur — ₡ 7.90

inespacheco — ₡ 7.89

Terhi40 — ₡ 7.88

Sumarrosmaggis — ₡ 7.87

Dias-Renard — ₡ 7.86

Anatolehess — ₡ 7.85

Rezendeemil — ₡ 7.84

Romyzahn — ₡ 7.83

Dvoisinde — ₡ 7.82

inespacheco — ₡ 7.81

GineahmedBr — ₡ 7.80

Dias-Renard — ₡ 7.79

GineahmedBr — ₡ 7.78

Terhi40 — ₡ 7.77

Sumarrosmaggis — ₡ 7.76

Terhi40 — ₡ 7.75

Sumarrosmaggis — ₡ 7.74

Terhi40 — ₡ 7.73

inespacheco — ₡ 7.72

Dias-Renard — ₡ 7.71

Johnssigfredur — ₡ 7.70

Dvoisinde — ₡ 7.69

Romyzahn — ₡ 7.68

Terhi40 — ₡ 7.67

GineahmedBr — ₡ 7.66

Anatolehess — ₡ 7.65

Romyzahn — ₡ 7.64

Terhi40 — ₡ 7.63

GineahmedBr — ₡ 7.62

Anatolehess — ₡ 7.61

Rezendeemil — ₡ 7.60

Johnssigfredur — ₡ 7.59

Rezendeemil — ₡ 7.58

Dvoisinde — ₡ 7.57

Dias-Renard — ₡ 7.56

Anatolehess — ₡ 7.55

AvanruyaYi — ₡ 7.54

Anatolehess — ₡ 7.53

inespacheco — ₡ 7.52

Rezendeemil — ₡ 7.51

Dvoisinde — ₡ 7.50

Sumarrosmaggis — ₡ 7.49

Romyzahn — ₡ 7.48

AvanruyaYi — ₡ 7.47

Sumarrosmaggis — ₡ 7.46

Dias-Renard — ₡ 7.45

Johnssigfredur — ₡ 7.44

Dvoisinde — ₡ 7.43

AvanruyaYi — ₡ 7.42

Dvoisinde — ₡ 7.41

GineahmedBr — ₡ 7.40

AvanruyaYi — ₡ 7.39

Johnssigfredur — ₡ 7.38

Romyzahn — ₡ 7.37

Johnssigfredur — ₡ 7.36

AvanruyaYi — ₡ 7.35

Anatolehess — ₡ 7.34

inespacheco — ₡ 7.33

GineahmedBr — ₡ 7.32

AvanruyaYi — ₡ 7.31

Rezendeemil — ₡ 7.30

GineahmedBr — ₡ 7.29

Sumarrosmaggis — ₡ 7.28

Anatolehess — ₡ 7.27

Terhi40 — ₡ 7.26

Rezendeemil — ₡ 7.25

Johnssigfredur — ₡ 7.24

Sumarrosmaggis — ₡ 7.23

Anatolehess — ₡ 7.22

AvanruyaYi — ₡ 7.21

Romyzahn — ₡ 7.20

Dvoisinde — ₡ 7.19

Anatolehess — ₡ 7.18

Johnssigfredur — ₡ 7.17

Dias-Renard — ₡ 7.16

Dvoisinde — ₡ 7.15

Terhi40 — ₡ 7.14

Romyzahn — ₡ 7.13

Rezendeemil — ₡ 7.12

Romyzahn — ₡ 7.11

inespacheco — ₡ 7.10

Johnssigfredur — ₡ 7.09

Dvoisinde — ₡ 7.08

Sumarrosmaggis — ₡ 7.07

AvanruyaYi — ₡ 7.06

Rezendeemil — ₡ 7.05

Anatolehess — ₡ 7.04

GineahmedBr — ₡ 7.03

Dias-Renard — ₡ 7.02

GineahmedBr — ₡ 7.01

Johnssigfredur — ₡ 7.00

Dvoisinde — ₡ 6.99

AvanruyaYi — ₡ 6.98

GineahmedBr — ₡ 6.97

AvanruyaYi — ₡ 6.96

Romyzahn — ₡ 6.95

Anatolehess — ₡ 6.94

Romyzahn — ₡ 6.93

Rezendeemil — ₡ 6.92

Sumarrosmaggis — ₡ 6.91

Dvoisinde — ₡ 6.90

Terhi40 — ₡ 6.89

Sumarrosmaggis — ₡ 6.88

Dias-Renard — ₡ 6.87

inespacheco — ₡ 6.86

Terhi40 — ₡ 6.85

inespacheco — ₡ 6.84

GineahmedBr — ₡ 6.83

Romyzahn — ₡ 6.82

GineahmedBr — ₡ 6.81

Romyzahn — ₡ 6.80

GineahmedBr — ₡ 6.79

Romyzahn — ₡ 6.78

AvanruyaYi — ₡ 6.77

Romyzahn — ₡ 6.76

inespacheco — ₡ 6.75

AvanruyaYi — ₡ 6.74

inespacheco — ₡ 6.73

Dias-Renard — ₡ 6.72

inespacheco — ₡ 6.71

GineahmedBr — ₡ 6.70

Sumarrosmaggis — ₡ 6.69

GineahmedBr — ₡ 6.68

Romyzahn — ₡ 6.67

Anatolehess — ₡ 6.66

GineahmedBr — ₡ 6.65

AvanruyaYi — ₡ 6.64

inespacheco — ₡ 6.63

Terhi40 — ₡ 6.62

Dvoisinde — ₡ 6.61

AvanruyaYi — ₡ 6.60

Anatolehess — ₡ 6.59

Rezendeemil — ₡ 6.58

GineahmedBr — ₡ 6.57

Rezendeemil — ₡ 6.56

Anatolehess — ₡ 6.55

Johnssigfredur — ₡ 6.54

Romyzahn — ₡ 6.53

Dvoisinde — ₡ 6.52

GineahmedBr — ₡ 6.51

Johnssigfredur — ₡ 6.50

Dvoisinde — ₡ 6.49

GineahmedBr — ₡ 6.48

Anatolehess — ₡ 6.47

Terhi40 — ₡ 6.46

inespacheco — ₡ 6.45

Rezendeemil — ₡ 6.44

AvanruyaYi — ₡ 6.43

GineahmedBr — ₡ 6.42

Anatolehess — ₡ 6.41

Terhi40 — ₡ 6.40

GineahmedBr — ₡ 6.39

Anatolehess — ₡ 6.38

Rezendeemil — ₡ 6.37

Terhi40 — ₡ 6.36

Rezendeemil — ₡ 6.35

Terhi40 — ₡ 6.34

inespacheco — ₡ 6.33

Romyzahn — ₡ 6.32

Terhi40 — ₡ 6.31

Dias-Renard — ₡ 6.30

Anatolehess — ₡ 6.29

inespacheco — ₡ 6.28

Terhi40 — ₡ 6.27

Anatolehess — ₡ 6.26

Terhi40 — ₡ 6.25

Johnssigfredur — ₡ 6.24

Dias-Renard — ₡ 6.23

Sumarrosmaggis — ₡ 6.22

AvanruyaYi — ₡ 6.21

Dvoisinde — ₡ 6.20

inespacheco — ₡ 6.19

Dias-Renard — ₡ 6.18

inespacheco — ₡ 6.17

GineahmedBr — ₡ 6.16

Terhi40 — ₡ 6.15

Dvoisinde — ₡ 6.14

Sumarrosmaggis — ₡ 6.13

Dvoisinde — ₡ 6.12

inespacheco — ₡ 6.11

GineahmedBr — ₡ 6.10

Rezendeemil — ₡ 6.09

inespacheco — ₡ 6.08

AvanruyaYi — ₡ 6.07

Rezendeemil — ₡ 6.06

AvanruyaYi — ₡ 6.05

Romyzahn — ₡ 6.04

AvanruyaYi — ₡ 6.03

Johnssigfredur — ₡ 6.02

Dias-Renard — ₡ 6.01

AvanruyaYi — ₡ 6.00

GineahmedBr — ₡ 5.99

AvanruyaYi — ₡ 5.98

Dvoisinde — ₡ 5.97

Anatolehess — ₡ 5.96

AvanruyaYi — ₡ 5.95

inespacheco — ₡ 5.94

AvanruyaYi — ₡ 5.93

GineahmedBr — ₡ 5.92

Terhi40 — ₡ 5.91

Sumarrosmaggis — ₡ 5.90

Rezendeemil — ₡ 5.89

GineahmedBr — ₡ 5.88

Rezendeemil — ₡ 5.87

Anatolehess — ₡ 5.86

Dias-Renard — ₡ 5.85

Rezendeemil — ₡ 5.84

AvanruyaYi — ₡ 5.83

GineahmedBr — ₡ 5.82

Anatolehess — ₡ 5.81

Dvoisinde — ₡ 5.80

Sumarrosmaggis — ₡ 5.79

Terhi40 — ₡ 5.78

Romyzahn — ₡ 5.77

inespacheco — ₡ 5.76

Johnssigfredur — ₡ 5.75

AvanruyaYi — ₡ 5.74

Dias-Renard — ₡ 5.73

Sumarrosmaggis — ₡ 5.72

Dvoisinde — ₡ 5.71

Rezendeemil — ₡ 5.70

GineahmedBr — ₡ 5.69

Romyzahn — ₡ 5.68

Dias-Renard — ₡ 5.67

Anatolehess — ₡ 5.66

AvanruyaYi — ₡ 5.65

Anatolehess — ₡ 5.64

Terhi40 — ₡ 5.63

Dvoisinde — ₡ 5.62

Rezendeemil — ₡ 5.61

Dias-Renard — ₡ 5.60

Dvoisinde — ₡ 5.59

Johnssigfredur — ₡ 5.58

Terhi40 — ₡ 5.57

Johnssigfredur — ₡ 5.56

Dias-Renard — ₡ 5.55

AvanruyaYi — ₡ 5.54

Dias-Renard — ₡ 5.53

GineahmedBr — ₡ 5.52

Johnssigfredur — ₡ 5.51

AvanruyaYi — ₡ 5.50

Johnssigfredur — ₡ 5.49

Rezendeemil — ₡ 5.48

Sumarrosmaggis — ₡ 5.47

Dias-Renard — ₡ 5.46

Romyzahn — ₡ 5.45

Dvoisinde — ₡ 5.44

AvanruyaYi — ₡ 5.43

Dias-Renard — ₡ 5.42

Anatolehess — ₡ 5.41

Dvoisinde — ₡ 5.40

Anatolehess — ₡ 5.39

AvanruyaYi — ₡ 5.38

Terhi40 — ₡ 5.37

AvanruyaYi — ₡ 5.36

Johnssigfredur — ₡ 5.35

GineahmedBr — ₡ 5.34

Anatolehess — ₡ 5.33

Sumarrosmaggis — ₡ 5.32

GineahmedBr — ₡ 5.31

Dvoisinde — ₡ 5.30

Terhi40 — ₡ 5.29

inespacheco — ₡ 5.28

Johnssigfredur — ₡ 5.27

Rezendeemil — ₡ 5.26

Romyzahn — ₡ 5.25

inespacheco — ₡ 5.24

AvanruyaYi — ₡ 5.23

Terhi40 — ₡ 5.22

GineahmedBr — ₡ 5.21

Rezendeemil — ₡ 5.20

Dias-Renard — ₡ 5.19

GineahmedBr — ₡ 5.18

Sumarrosmaggis — ₡ 5.17

GineahmedBr — ₡ 5.16

Johnssigfredur — ₡ 5.15

Dias-Renard — ₡ 5.14

Terhi40 — ₡ 5.13

Johnssigfredur — ₡ 5.12

Romyzahn — ₡ 5.11

AvanruyaYi — ₡ 5.10

inespacheco — ₡ 5.09

Romyzahn — ₡ 5.08

Sumarrosmaggis — ₡ 5.07

Rezendeemil — ₡ 5.06

Terhi40 — ₡ 5.05

Sumarrosmaggis — ₡ 5.04

AvanruyaYi — ₡ 5.03

Terhi40 — ₡ 5.02

AvanruyaYi — ₡ 5.01

Dias-Renard — ₡ 5.00

Terhi40 — ₡ 4.99

Anatolehess — ₡ 4.98

GineahmedBr — ₡ 4.97

Terhi40 — ₡ 4.96

GineahmedBr — ₡ 4.95

inespacheco — ₡ 4.94

Rezendeemil — ₡ 4.93

Terhi40 — ₡ 4.92

Sumarrosmaggis — ₡ 4.91

Johnssigfredur — ₡ 4.90

Sumarrosmaggis — ₡ 4.89

Anatolehess — ₡ 4.88

Dias-Renard — ₡ 4.87

Dvoisinde — ₡ 4.86

GineahmedBr — ₡ 4.85

inespacheco — ₡ 4.84

Johnssigfredur — ₡ 4.83

Anatolehess — ₡ 4.82

Johnssigfredur — ₡ 4.81

Dvoisinde — ₡ 4.80

Romyzahn — ₡ 4.79

Terhi40 — ₡ 4.78

Dias-Renard — ₡ 4.77

Anatolehess — ₡ 4.76

Rezendeemil — ₡ 4.75

inespacheco — ₡ 4.74

GineahmedBr — ₡ 4.73

Dvoisinde — ₡ 4.72

GineahmedBr — ₡ 4.71

Rezendeemil — ₡ 4.70

Terhi40 — ₡ 4.69

Dias-Renard — ₡ 4.68

AvanruyaYi — ₡ 4.67

Dvoisinde — ₡ 4.66

Terhi40 — ₡ 4.65

Romyzahn — ₡ 4.64

Anatolehess — ₡ 4.63

Romyzahn — ₡ 4.62

AvanruyaYi — ₡ 4.61

inespacheco — ₡ 4.60

GineahmedBr — ₡ 4.59

Dvoisinde — ₡ 4.58

Anatolehess — ₡ 4.57

inespacheco — ₡ 4.56

Johnssigfredur — ₡ 4.55

inespacheco — ₡ 4.54

GineahmedBr — ₡ 4.53

AvanruyaYi — ₡ 4.52

Rezendeemil — ₡ 4.51

inespacheco — ₡ 4.50

AvanruyaYi — ₡ 4.49

Dvoisinde — ₡ 4.48

Terhi40 — ₡ 4.47

Dias-Renard — ₡ 4.46

Dvoisinde — ₡ 4.45

GineahmedBr — ₡ 4.44

Romyzahn — ₡ 4.43

Dvoisinde — ₡ 4.42

inespacheco — ₡ 4.41

Dias-Renard — ₡ 4.40

Romyzahn — ₡ 4.39

Rezendeemil — ₡ 4.38

Terhi40 — ₡ 4.37

Anatolehess — ₡ 4.36

Terhi40 — ₡ 4.35

Sumarrosmaggis — ₡ 4.34

GineahmedBr — ₡ 4.33

Dias-Renard — ₡ 4.32

GineahmedBr — ₡ 4.31

Anatolehess — ₡ 4.30

Rezendeemil — ₡ 4.29

Dvoisinde — ₡ 4.28

Anatolehess — ₡ 4.27

Dvoisinde — ₡ 4.26

AvanruyaYi — ₡ 4.25

Anatolehess — ₡ 4.24

AvanruyaYi — ₡ 4.23

Dvoisinde — ₡ 4.22

Rezendeemil — ₡ 4.21

Johnssigfredur — ₡ 4.20

Dias-Renard — ₡ 4.19

Dvoisinde — ₡ 4.18

Terhi40 — ₡ 4.17

Johnssigfredur — ₡ 4.16

Dvoisinde — ₡ 4.15

Johnssigfredur — ₡ 4.14

Romyzahn — ₡ 4.13

Anatolehess — ₡ 4.12

inespacheco — ₡ 4.11

Dvoisinde — ₡ 4.10

Dias-Renard — ₡ 4.09

Sumarrosmaggis — ₡ 4.08

Romyzahn — ₡ 4.07

Johnssigfredur — ₡ 4.06

GineahmedBr — ₡ 4.05

inespacheco — ₡ 4.04

Romyzahn — ₡ 4.03

Sumarrosmaggis — ₡ 4.02

Johnssigfredur — ₡ 4.01

Sumarrosmaggis — ₡ 4.00

Rezendeemil — ₡ 3.99

Anatolehess — ₡ 3.98

GineahmedBr — ₡ 3.97

Anatolehess — ₡ 3.96

Romyzahn — ₡ 3.95

Dias-Renard — ₡ 3.94

inespacheco — ₡ 3.93

Romyzahn — ₡ 3.92

Anatolehess — ₡ 3.91

Dias-Renard — ₡ 3.90

Dvoisinde — ₡ 3.89

inespacheco — ₡ 3.88

Johnssigfredur — ₡ 3.87

GineahmedBr — ₡ 3.86

Dias-Renard — ₡ 3.85

Johnssigfredur — ₡ 3.84

inespacheco — ₡ 3.83

Sumarrosmaggis — ₡ 3.82

GineahmedBr — ₡ 3.81

Johnssigfredur — ₡ 3.80

AvanruyaYi — ₡ 3.79

Terhi40 — ₡ 3.78

Anatolehess — ₡ 3.77

Rezendeemil — ₡ 3.76

Sumarrosmaggis — ₡ 3.75

GineahmedBr — ₡ 3.74

Dvoisinde — ₡ 3.73

Johnssigfredur — ₡ 3.72

Anatolehess — ₡ 3.71

inespacheco — ₡ 3.70

AvanruyaYi — ₡ 3.69

Anatolehess — ₡ 3.68

inespacheco — ₡ 3.67

Terhi40 — ₡ 3.66

GineahmedBr — ₡ 3.65

AvanruyaYi — ₡ 3.64

Sumarrosmaggis — ₡ 3.63

AvanruyaYi — ₡ 3.62

GineahmedBr — ₡ 3.61

inespacheco — ₡ 3.60

Terhi40 — ₡ 3.59

AvanruyaYi — ₡ 3.58

Johnssigfredur — ₡ 3.57

Sumarrosmaggis — ₡ 3.56

inespacheco — ₡ 3.55

GineahmedBr — ₡ 3.54

Dvoisinde — ₡ 3.53

Rezendeemil — ₡ 3.52

Johnssigfredur — ₡ 3.51

Rezendeemil — ₡ 3.50

Terhi40 — ₡ 3.49

Johnssigfredur — ₡ 3.48

AvanruyaYi — ₡ 3.47

Dias-Renard — ₡ 3.46

Rezendeemil — ₡ 3.45

GineahmedBr — ₡ 3.44

Dvoisinde — ₡ 3.43

AvanruyaYi — ₡ 3.42

Anatolehess — ₡ 3.41

Dvoisinde — ₡ 3.40

Romyzahn — ₡ 3.39

Sumarrosmaggis — ₡ 3.38

Dias-Renard — ₡ 3.37

Anatolehess — ₡ 3.36

Dvoisinde — ₡ 3.35

Terhi40 — ₡ 3.34

inespacheco — ₡ 3.33

Johnssigfredur — ₡ 3.32

Romyzahn — ₡ 3.31

Dias-Renard — ₡ 3.30

Anatolehess — ₡ 3.29

GineahmedBr — ₡ 3.28

Romyzahn — ₡ 3.27

Dias-Renard — ₡ 3.26

Terhi40 — ₡ 3.25

Dvoisinde — ₡ 3.24

AvanruyaYi — ₡ 3.23

Rezendeemil — ₡ 3.22

Dvoisinde — ₡ 3.21

Terhi40 — ₡ 3.20

inespacheco — ₡ 3.19

Sumarrosmaggis — ₡ 3.18

Rezendeemil — ₡ 3.17

Johnssigfredur — ₡ 3.16

inespacheco — ₡ 3.15

Sumarrosmaggis — ₡ 3.14

Rezendeemil — ₡ 3.13

AvanruyaYi — ₡ 3.12

Terhi40 — ₡ 3.11

AvanruyaYi — ₡ 3.10

Anatolehess — ₡ 3.09

AvanruyaYi — ₡ 3.08

GineahmedBr — ₡ 3.07

Romyzahn — ₡ 3.06

AvanruyaYi — ₡ 3.05

Dias-Renard — ₡ 3.04

AvanruyaYi — ₡ 3.03

Terhi40 — ₡ 3.02

inespacheco — ₡ 3.01

Rezendeemil — ₡ 3.00

GineahmedBr — ₡ 2.99

Rezendeemil — ₡ 2.98

inespacheco — ₡ 2.97

Sumarrosmaggis — ₡ 2.96

AvanruyaYi — ₡ 2.95

Anatolehess — ₡ 2.94

Dias-Renard — ₡ 2.93

Anatolehess — ₡ 2.92

Romyzahn — ₡ 2.91

Terhi40 — ₡ 2.90

Rezendeemil — ₡ 2.89

Dvoisinde — ₡ 2.88

Anatolehess — ₡ 2.87

Romyzahn — ₡ 2.86

Dias-Renard — ₡ 2.85

Información general de la subasta

Precio de subasta
₡ 12.84
Valor del producto
₡ 5,557,022.13
RRP
₡ 40.00
Valor de la puja
4 créditos de puja
ID de la subasta
2147506437
Hora de inicio
13/10/2026 02:00
Hora final
16/10/2026 18:51

Dell SSD SAS Enterprise Drive with High Capacity Performance

Dell presenta su SSD de 7.68TB SAS 24Gb/s, una unidad de estado sólido de lectura intensiva diseñada para maximizar la capacidad y el rendimiento de tu sistema. Con una interfaz SAS de alta velocidad, ofrece transferencias rápidas y fiables para grandes volúmenes de datos. Su formato híbrido 2.5"/3.5" garantiza compatibilidad y facilidad de integración. Gracias a su tecnología NAND, ofrece durabilidad, silencio, bajo consumo energético y una velocidad de acceso superior, ideal para entornos empresariales de alto rendimiento.