be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
be achieved by means of the accommodative power.Lens made of high quality silicate.All Eschenbach Optik bright-field magnifiers are supplied in a microfibre pouch which can also be used to clean the magnifiers
Product PropertiesBinocular readers with a higher addition and prismatic convergence support.Eschenbach Optik prismatic BINO Comfort is available in five different strengths with convergence-supporting prisms