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![Digital-Messschieber / Schieblehre zur Messung von Bogen und Radius](https://wepo24.de/media/image/e7/g0/98/67065a93cd0be4480_600x600.jpg)
- Artikel-Nr.: M6706-02026120
Digital-Messschieber / Schieblehre zur Messung von Bogen und Radius aus rostfreiem Stahl,... mehr
Produktinformationen "Digital-Messschieber / Schieblehre zur Messung von Bogen und Radius"
Digital-Messschieber / Schieblehre zur Messung von Bogen und Radius
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper for measuring of outside arc and radius
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
![](data:image/png;base64,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)
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YDhRMXL148f/785AOAT0pKivbJ5PGIjIyccMYEYzJMgbtisRiHw6HY3yo7OxvdBtyTJD4+HsWIr0KhoFAoGpswYOiQKXCXTCaj2BFDLpdTKJRJpg2gY2hoCNrPDym1tbVYz0F/GNrd/Px8dJliwcHB+ttLb0J4PF5gYCCK7K2IiIj79+/rIyQMg7orFArDw8OR1gIAICYmBk7Sgl4pLCw8d+4c0lpDQ0NEIhHRUZgYMIHl7vHjx6F17ZGRkah7nL29vevWrevq6kJasaSkhMFgoGtUt4SHh6MYjR4YGIBWceojpOkMLHeLiopSUlKIROKtW7cuXLiAopmRkZHAwEAUR25AxwsbyaLC3t5ef39/FBkL9+/fP3v2rD5Cms7A7TM8f/78+PHjINo+w+XLl2/evImiIp1Of/v2LYqKeqKmpoZAIKDI8T116tSNGzf0EdK0BZa7KSkpbDbbyckpKSkpLi4OaRuvXr1CMRMGgmBRURHS44UNwM2bN//880+ktUZGRmxsbJ49e6aPkKYnsNxNS0u7evXqtWvXsrOzkaZm9/T02Nvbo1jJAyVzGefCrD/++APdK0K3LgNjTPQ7zjAyMnLkyBH4mYoqOjo67O3tUVQ0DNApDCgyFurr6//44w99hDQN0a+7WVlZBQUFSJsAQdDX1xdFDpchqa6unnCB55hERUVVVlbqPJ5piB7dffv2rZ+fH4qxoYqKCnS5s4YEAICLFy+i2E1iYGCAQCBgOb6TR1/uKpVKHx8fiUSC9PqNjY1kMtlUOoVxcXEoUh2Gh4f9/PywRb+TRC/uAgAQEREBbSOOCKlU+tNPPxnVoJh2ent7vb29UXy3NDY2njlzRh8hTR/04u7169dDQkJQDBEwGIyQkJDDhw+jSzs0JK2trRs3bly2bNmNGzdIJBKKhRIsFuvBgwf6iG2aoHt3xWJxcHAwilC4XG5ubq5cLl+6dCl0YgqKixgG6JDNs2fPhoaGgiBYUlJy+vRppBcZHh728fGZ8FQFjPHQvbtkMhnFTgu9vb2enp7Q44GBAblcXlxcjCLH1zDU1tb29fWBIKj6uA0LC2ttbUVxKSKRaJxj2MaPjt2NiYlBkeLY09Oza9cujRRHAAAaGhpQ5L7olZcvX/L5/N7eXo3npVKp6nwARFRXV6NIT8MAdetuamoqukwdJpMJHXg9GplMJhQKjWGs982bNwKBQMvggEAgcHd3R6Hv+fPnYZ4OgqGOztyVSqXQyQ5IKSkpmTBpoaWlpa6uDsWSXRAEb926FRsbq3F4LyIGBgZKSkrgdIQKCgpOnTqF9PoAADg7O09hZr2Joht3oQFLFJ+OnZ2dXl5ecH6WKRSKmpoagUCANAP47NmzAABozwAeHh52dnYePTYnFoufPHlSW1sLP+8xKirq+fPniCIEQVAulzMYDCNJ9TQVdOAuZAaKfZk6OjpcXFwQjeYCAPD69euGhgaRSKThEwAAra2tra2tbW1tAACIxWKoV8rlcnNycqB9oVX9VKVSqd5nvXnz5tGjR1V/9vf319XVNTY2vnr1CumLkslkXl5eozvEE9LY2IjtB4UIHbj79OlTdEsRmUwm6mmI/v7+hw8flpaWqn6kK5VKMpns6elpaWl56dIlNze3JUuWqO9dIhQKmUwm9Dg6Olq9az4wMKD6zHv16tXTp08nM+klEAhcXV1RjB6EhYVhy+LhowN36+rqaDQa0uuUl5dP/ig1mUymMad15syZ58+fi0Si5uZmDw+Px48fQ8/L5fJjx44FBQWBIPj333//9ttv6A6YgMnly5dR7CMB7dmvj3jMEt246+XlhegiLS0tYWFhSJuekI6ODtXXLp/PDwkJycnJAUFQoVC4u7tzuVwikQidR56YmHjs2DG99i9jY2ORzjucOXMGcxc+U+BuX1/fpk2b9DHvkJmZCekSHx/f09NTWloKZcr39/eTyWQSiWRhYQGdSLVjx44NGzbodW8ohUJBIBAQ9RwwdxExBe5GRkai2CkaDsXFxTKZDATB9vb2wMBANputnh4OAIAqPUgoFBpg24Ty8nJEy0wwdxFhaHezs7Nv376NtFHTJSEhAf7JPJi7iDCouxKJxN/fH2mLJo1cLt+5cyfMEV/MXUQYzt3u7m48Ht/W1oa0RVOno6ODTCbDmd3A3EWEgdwFACAwMNBo107qG6FQOPqU49Fg7iLCQO6WlJRkZWUhbcucCAkJmXBXMsxdRBjC3c7OTnSLLs2J3t5eR0dH7R1fzF1E6N3d169fu7i4GGyXfWMGWtymJUkScxcRmLuGA3NXt+jdXQqFIpVKEcdlpjx58uTEiRPj/SvmLiL0625hYSG6Xc7NGBaLpcoQ0gBzFxF6dFcsFsM8qHpaIZPJ9u/fP2aaDuYuIvToLplMxnoLY6JQKIhE4ujVIpi7iNCXu/Hx8Ua4da7xUF5ePjrBF3MXEXpxNzU1NTExcVJxTQNOnDihcTMxdxGhe3elUimJRJpsXNMApVJpbW2tvrgfcxcRiN0dvaZSw10mk4liieL0RCKReHt7qzbXwdxFBDJ34+Pjv/nmm+jo6OjoaNWTKncBAAgODkaxYHg6U1tbq9rSAXMXEcjcbW1t/fDDD3k8Ho/HUz1ZV1cHHYWSn58PnQWEgYjw8HBoQ8j4+HjMXfgg7jNgYBgJmLsYpgrmLoap8v8U6108ibfBIgAAAABJRU5ErkJgggA=)
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital caliper for measuring of outside arc and radius
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
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