This combination does not exist.
K22-X-ADAPTER 3/8"AG / MES. STEK 11 mm (Inox)
/9j/4AAQSkZJRgABAQEAYABgAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBxdWFsaXR5ID0gNjAK/9sAQwANCQoLCggNCwoLDg4NDxMgFRMSEhMnHB4XIC4pMTAuKS0sMzpKPjM2RjcsLUBXQUZMTlJTUjI+WmFaUGBKUVJP/9sAQwEODg4TERMmFRUmTzUtNU9PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09P/8AAEQgBLAEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9OooooAKKKKACiiigAopGYKCWIAHUmsi+8SafaZVHM7jtH0/OgDYoyK4i88V302RbqluvqBuP5n/AArndQ1q4dsT3Mkh9GYn9KnmA9Rlv7OH/W3UK/VxVKXxFpUXW6Df7qk/0rzS21YI2TCsh/2ulPutZuJI9qxxIP8AZSlzMZ3kvjHS4+gmb6KB/Wqb+O7IHCW0jfVgK84eeRzlmzQG5ouwPQG8d7jiKw/Nyf6UDxdqMpxDYJ+RNcVaudwya6PT396LsRqjxDrjH5bKL/vk/wCNQTeJtcizutYhj/Z/+vVoMNtZmotx1ouMjk8ZawP+Wca/8BFRDxlrJPVf++F/wrGuG+Y81DG3zCi4jqYfE+uSdFQ/8BWra+INdC5MMZ/4CKxtP5AzWuD8mKVwA+KtWjH7y2j/AO+T/jSL43uVOJLWMn8RVK7PBrDuidxouwO0g8ZtIcGwyf8AZf8A+tV9PEykZksLhR7YNeZeY6nKsQfY1Zh1W+i4S6kA9Cc0czGekxeJtNc4d5Ij/tof6Vfh1Kxn/wBVdwsfTeM15RNq11IuJWV/ciqqakyt854/OmpBY9ryD0NFeXWWoXCKHtriRP8AdY4rbtfFN/EQJwkyjrkbT+YqrhY7aisaz8S2FxhZWMDns/T862EdXUMjBlPQg5Bp3ELRRRQAUUUUAFFFFABRRRQAUUUUAFV7+drWwnuEUM0UbOAe+BViqesDOj3g/wCmD/8AoJoA841LxDfXz4nc7P7inCj8Koi6G8gA/nVSXiSkQDk5zWZRorcoeuRVWeyguHLrIUY/iKaDS4NK4DV0+VOjKw/Kkmt5sfcJ+lWY5WjGBgg9iM0jsGGVYofTPFAjLaOQHlGH4UDIPIq7uuO24/QZpwF0xxsP4imBDbnDCt/T5MEVmLb3J/gQfUVZjt7tejop9ADQB0Qk+XrWbqEmc81AsV5nH2np7UyS3mYfPMT+FAGTcHLGoojzWrJYqBydx70wWkKsQVPT0oEWdPbAFa+/5OtYqw7MbZCAfSkbzeQJ39qQy5dP1rEuclquG2kcbjO3/fNQNazliqzD8sUwKexz0U/lTlt5Sfu4+tWhp900RdZ1PtnBoTSNQlEhUKRGCxJlA4/E0AVzaFvvSIv409NPtVG6WQuPyFRooQnPzcVG7Et1oGXDfQwgRwRnA/AVXa/mc8YUewqpJ1HP4U9RwPSgCY3ExU4kNdr8PLiaQ3UckrMgVWCk8A5NcKwG1jXa/Dj/AFl1/wBc1/maa3Bnd0UUVZIUUUUAFFFFABRRRQAUUUUAFVdUGdKux/0xf/0E1aqtqf8AyDLv/ri//oJoA8dc8kkd6aoBJAGD396WQgSZ9aFIMh4rIokHSlHSkHTrQD1oYDh156UppFFKaQF/Tj+5m/ClkbDjJ49KTTv9VPk+lDjLZH4UxE0atgc5JqRQQ3JNRrnPOART8l2UkgeuKAJF65zRM25sDgU51VQpRgaRsMQDjPUGgCtM33c9BTHfAA3cnt6VLISnRRnpk1HJtZQ6jaV6nNACEjccMAKHQkg7uPWmEEBmY5Hr0qQE8IcZJ6UAAZ1TIYbTwKQA+Yeeo7VJIoCcN93r9aYOTnv/ADoAngQsAopb9c2cxJGQtFuGXJBpL1T9im7fLQBhMDuOOmKizyamJySMVCww2KBjGAPbNKF5zmj2NKMYpgI/Cmu2+HHMl1/uL/M1xZ6c9K7X4cj97dn/AGF/maFuDO5ooorQkKKKKACiiigAooooAKKKKACq2pf8g26/64v/ACNWaZNGs0LxN911Kn6GgDxVwQ+egoAwcjvWhrWj3ml3bRzRM0Q5WUL8rCs3fyOKzKJu9L9KYDxTlNIB4pTxTaeeaQF3Tz+7mHsKJBzwKbY/cnGewof5TkNlqYicFSvfjtUmM8gVAAxI461MvDYYH2xQBJxj1IoKgjkYpqLuOSwA/kaexJXcWBoAacY2nnniqswbzdrdMdu9StliBvAx0FRIxUsrtnAoAVGG9QB94cinOo6nBJ5+lMZSkm7saTcDJgnAB4FAD48FWyxOBwKcfLQccH+dIIwmd5Pr1pNylsKcnvmgCzA+E55I44puofLZSg9StJGRggkkZpL/AJs5MZPHJNAGMV61EQcdalLc1CxwSR60DG555oJ4o70KrOQFUsxPAA5NMBSeDjqK7X4b8veeyJ/M1jad4T1e+wWh+zxn+OXj9Otd/oGiw6LZeRG3mSMcySYxuP8AhTSEzUoooqxBRRRQAUUUUAFFFIzBVLMQAOST2oAWiuS1jx3p9kzQ2Km8mHGQcIPx7/hXGar441m43KLkW6H+GFdv69f1pXA9cmuILdd080cY9XYD+dZlx4n0O3JEmpQHH9wlv5ZrxU3lxct5k7u5J+85JNIXfOAKLsZ63N460FQQssso/wBmI/1xXN+INe0DUrRlsrJo7okESeWFx+XWuHLkdTSeeSwHakBdjuXyQV3D1HFWFuEzyGH1FZ8Lc1dhbBqHoMtKyn7rA0/tSwKrjoKsGFQPug0gsLZfdm+g/nTpgeegFLC7INqIuKsLA03UYz6UxESkgAE1IijJKmrcVi+OCMYqQaY4HDD6UAU14yccGnAgnr19akltZIhywwKqtcxo/wAx6egoAc/oeo6YqCTc+DnIPHpTzdwFsnd09KdEYpDtBbB7YoAjYlcknk0/5XwCOexxWlBo/wBpHDgD3q+nho5GbgDHTApgc50Dc5IOOaVdpbhMe/qa6Cbw8AxLTZJ/2apXGmLECd+ce1AFL5iPqeKS8Z3tnjIG7biq88piJCsKqtcSH+P8qQEOPmPBz6UzyXJOcAe9Skk85pAKVx2GGKNDlnJPoBWz4TKnXrXagA3f0NYr9a2fCfGt2v8Av00NnqNFFFakBRRRQAUUUUAFFFFABXGfEjUZrbT7ezhcqLksXI7hccfr+ldnXAfFFc/2b9Jf/ZaTA4DBzUbwBzliT+NKWIOG5FJuIP3j+VIYFCSMdBwPagIV60bz/f8A0oz0+cfiKYEcowfaoR96rPHPzDH0qJowTlaAJIWxV2NsHFZqHtU8TkGpaC5uWTVoYylZWntuNaoPy1Axi8PWraNnGayh9+tG0qhGzCRinPzmoYegp5bqD2oAzdRJ2kVgy/ercv2zmsOQ8kVLAhHWr1nywqmOvWrlqcMBQhs6vSG4Fb6YKnIrndJPQdK6BAdtUBBc8isPUjiB/XFbVyTisXVP+PaT6UxHIzklyT3qIdKfJ9400D5alghTSUmecUtSiiN+tbHhQZ1u1H+3msd6ekssKFrd2jmX5lZTggiqQM9morxr+3PEGf8AkKXP/fddR4M1rUp9US1vrp5llVsb+cEDP9K05ibHe0UUUxBRRRQAUUUUAFcF8UPu6b/21/8AZa72uC+J4ymnf9tf/ZaTA86bLHNNpxzk03PHI49qQxOQNwFCjeeTj8KMU6M4amAki7WxTQSDn0p8nLUygBSmfmXHPakBpxGUz710sPhrz9NWRJR5zICF55OM4pNiKOl9fwrY/hrF0k5OO+K2ui1D3KQz+KtCzrPB+etC0piNSHpTpOMU2HgU+TG3JpgZF6TkgDgd6xpCcmtnUNwPasVzlj9algMBq5a/eBqn0NW7U/MKSGdRpbdDit6JiF9qwNLG5VroIwNvAqhENxWLqf8Ax7yfSti4rG1P/j3f6UwOPl7/AFpo4U0+bjOcdaoXJlmbyYcgD7xpMEMmv443IGWI9OlPttRimIRgUbtnoaYmmDGXYGgW6QOGAQ49VzQkh3LrHtVnTFSW+WKU4UqetU/tz9DDC3H9zH8qas7790cSqfbNKwXNnUIYIZCkeD7irHhfC+KbYJ90MwH02msneGHz9/etvwjHu8SwkdFVm/8AHT/jTA9HooorQkKKKKACiiigArhPigD9msGU4IaT/wBlru64n4mrmwsj6SMP0FJgeZucsSeM0z5cEAmnycdqix3oGOGPWlX1NN7daVPegBWxkZNJkd6GHzCkxQA7OF/GuvstVdbVFEYGF4NcjFsLqJDhc8mrsuo7Y/Jtzx03YqWFyxpzZu5MdCx/nW1/DWFowJkYn0rd/hqWMj/jrQs+tZ38daNp7UxGpFjbT2+7io4/u09xxn2pgZeoAYORWEwGTj1rdvs4NYT9TUMBo61bts7qpjrVu2OGFAzptJIKjIzXRRnC5xXOabjbzXRRH5BVCK9yaxtSOLaQnpiti46msXUxm2kB9KYHJyBS3PSnxNaGIEjn2qKXO7FT6d9mkBhmISVfUdR61LBCbbYjAzxTfKtjxgitL7FB2kWgWEJziRaL+Q7GcttbbN2cNnGMVN9lt1tZHRssq8A/WrX2CPs6ntUdzaCGBnBHbv707jsavhLRrPVEuWvEZhGVCgNjrmut03Q7DTJnmtY2EjLtyzZwPQVj+Akxp9zJ/elA/If/AF66qrRLCiiimIKKKKACiiigArB8YaQ+r6MY4BmeJvMQf3vUVvUUAeA3SMjssi4YHBGMYqvj0r2HxJ4PtNaJniYW913cDKv9R/WuMl+HutpkJ9mk9xLj+YpDOSpQCAG4x9a6NvAviFT/AMeasPaZf8aY/gvXlU/8S1yR0xIp/rQBzxILUhNbh8IeIR/zDJfzX/GkHhLXFR5Z7JoYo13O7kcD8+aAMmCBpQTjgU/7Mw6itNIliUIo4FSpGDwRU3CxHpMe3cTWsfu8VXhQITtHBqzj5aljIv4q0LWs8531ftPWmI04uFp75xTIgdoqRj8uaAMy9PBxWC/3jW5d8ggisRyNzCpYEYGDVq3+8DVfr26VZt+o4oGdJpg6DGc1vx4MfTpWBpWcit6InbjFUhEVwaxtS5gf6VrT1j6kT5Mgx2pgcrKPmz61G9uky/NkMOjDqKfJndSpUsERLFcxHicMvuOanWSUDlzSnpSY4pXKsAuJV6Ma1dHsLrW3kgjlRFVdzFqxiK6zwAf9Ouh/0yH86qImdVoumLpWnrbB97ZLM+MZJq/RRWhIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQ10Z0S9/wCuLfyq/VHWudFvf+uLfyoYHk55NSw/epmOTUkXWsiiwlTMDtqJevSpycx0AQHhqu2pPpxVI/eq7a8imI1Ij8vpUjH5egqKLpT2+7igDOvaw5B87fWtu8+6TWI/3j9algR96s2/3ulV81ZtuTQM6LSjtxXQRNlBXPaWK6GLhaoRWuOAQKyNQ/49n+la9zxWPqB/cN9KYHLyj5qRKJfvfjSpUsEPNIfanGm1JRGRXVeAv+Qhcf8AXL+orlT1rqfAX/ISnH/TH+oqo7iZ3dFFFakhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVPVxnSLwf9MX/kauVV1MZ0y6H/TF/wCRoA8nYc9KkiHI9KRx85FLH1AFZPcosLUw+7US1KOFoAhYfMTVy0qo3U1ctKoRoRN2qRzxUaY2058Y4NIDPu24NYsmcn0rZvO9Y7/eJ96lgR1Zth81VqsQdRQM6LTO1dDGfkxiue0ztzXQQnMfWqQirdH2rH1D/UOPati5x1rJv/8AUt9KYHLyn5sY70IM/UUP1NLH3qWCHn2puKcaSkiiMiun8CnGrSj1hP8AMVzJHNdJ4HONYcesLfzFUtxM76iiitCQooooAKKKKACiiigAooooAKKKKACiiigAqC/GbC4HrE38qnqK75s5v+ubfyoA8mkGZKdGPmp7r+8pqjB5rMomXOc1KOBUS9alzxSERsOtWrSqzdDVm061QGgmcCnP9ymp0FD7gOOR3BpAULvuD6VjuMk49a2Ls9c1kN1P1qWMjAqzb/eFV+PSrEH3hQBv6YfmGMV0EJwmOK57TTgit+E5SqEQ3XNZF/8A6hvpWtc+g6Vk3/8AqWHtTA5mTvxSJ3p8oNNSkwRIRkUnanEU33qUUNIrofBJxrWPWJv6VzxroPBn/IbX3jaqW4megUUUVoSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFR3HNvL/uH+VSU2UbonHqpFAHlcn3zTFHNOkGHakXrWYyQCnjpSL0zTgPlpANIzmrFr1qEjIJqa1+9VAX06U5jwBTU6UrdKTAo3Y4OKx3zuNbF10NZL9TUsZHxU9vwQKgHWrEPWkBuad1Fb1ucJyMGuf089M1vwH5frViI7nFZF8f3TfSta5PFZV6P3TfSmBzk2c0kfNLN7+tEdJgh59Kb3p5pO1ShkZFb/g7jW4/dG/lWCa3fCHGuwj/AGW/kapbgz0GiiitCQooooAKKKKACiiigAooooAKKKKACiiigAooooA4DXNEn0+VpEUvbE8OP4fY1kBfn57V6qyhlKsAQeoNYt/4Zs7kl4P9Hc/3RlfyqXEZxC9MU/8AhxWvc+GtQgJ8tFlX1RufyNZ8tnc2/wDroJU/3lIqbAV+amtjzURB/GpLbrzTAvp0ocnBxQnSlPTmkwKFznBzWW/fmta571kvyx+tSxjO4qaL71Q1PF94UgNiwOCM1vxN8o47ZrAsTzit6JgYh7VaER3XSsy9H7lvpWjPwoB6jrWde/6pqYHOy9aE4p0qsTwpPPpUkFvNKwSONmc9ABk0mA2m5xWxB4d1ScjFuUB7uQv/ANete08GrkNeXOf9mMf1NCTGcjHFJNIEiRnY9AoyTXa+GPD72Dfa7viYjCoP4c+vvW1Y6daWCbbaFV9W6k/jVuqUbCbCiiiqEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeb+NNVdtRltkURLAcAqMMTjrmuai1K6U/LPn2YCul8dXUE+qvGYFDW42lx1bjNcmEt5Puuyn0IzWbYzTTVrtcbtuPU5FPXW5icbM/Q1li3Kn93Mv54qVILljwQ34g0Aan9piQfOn51A13Fk4t2b1IamJbXYHMKH8BUc9vcgZMIX6UgJftcXa1c/8Dp8d5GGAMJX6tWaIp8/dNW7WG43jCp+IFAG1DdW6x7lmYN6BDTJ9bnjTETsR+H9KkFtemP5ri2jHttB/QVlXttjPm3gf2BzQA6bXbs5zKP1qjNq905wJSfoKgaOMepqNpEXIA/KmA9rm7kPzSv9Aa7T4d2QN3PezTjzkTYIu+D3NcL+8c8DA9q734d2xNxcXEjgMiBQnfk9f0oW4He0UUVoIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzrx3LaTamYxDiWJQJJBwWyMj8q5HyIn5jl/76GK6/wAdPZSantjBEqLiVh3Pbj6Vya20chyk6+2eKze4wWCccIwYegYGpY4bot/qS3/AajMNwh6Fx+BqSLzQ3+qP4ZFIC9Ek6gbrF/wVqbP5mDi1kX8WqSK4Kj5kmH0kx/SlmuiVIUzj6yZ/pSAy8Slvun8zV+yEgYYtd/t8xqoZZS3DSf8AfVXbSUBhvjkb/gf/ANagDYAvWj/d6eie5Uf+zGsq+t7sg+dJFGPQOo/lWosryR4h013464Y1l3sF2+c26wgeq4/nTAyTBED8zgn2yaYxgXopJ9OlSvAM/vJB/wB9UzEEZ7k+gFACZmfCoNi+1dv4BtXa8muTIAsabNvds/04rkRJdTII4YxFH3wME/U113gS2lN/NOH/AHcabW/2if8A9VNbgd3RRRWggooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPPHCWX9qnyyyy7R52Ome36VzEVkJW/dzRgn/AGsZrqfHMFoupbkkImdcyjqB6fpXLxWDyN+6dfwYc/nWb3GEtvPbtg4b3/8AriiK4lRhy6/RjUktte2oy6tt9Rkf/WpIbuZGB3Op/A0gNGC/lA/4+LgfiDRPfSshH2iU/VB/jSw3zEcyAn3hU0s93lesJ/7YAf0oAy2nfd1P/fIq7Z3OxhueYf7uBVRrjn7sf/fFXLO4VWBZ9v0iFAGo17G8eBHO595f/rVlXiTyg7LQr7kE/wA61/7RRYsLPcE/7OF/qayL64eYnasrE/33J/lQBmtbSZ/eNtH5UiC3gYMzZx2H+NDQTseRtH0p9vHbwSh7hg2O3U0ATyX09wgitbZYk7nGS34mup8CwXB1CWUE+Uke1z2JPQVzV1qgmXybK1CL3Zjkn+ldJ4EFz9vlwT5Qj/eeme349aa3A7uiiitBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcL4602OOdb4TBTP8AKyH1A61yMOnzyPi3OT2xyDXqmvaPFrNmInbbInKN6GvNr3Rb7Tbkx8hh79R7Vm1ZjIZkv7X5ZkcD6/402K7IYZC5/wBqMGpDdX8abJPN2emcimR3CFvmjjJ/2lNIC/DdRkDclqfrER/IUtxLEynEdsOP4Qw/pRC8DDP2e3P/AG0Zf60+byAn/HvF+E//ANegDLLpuPCfrV20ki3DJhH1Qmqh8kt/q/8AyJVu2EBP+riHuzn+lAGqt3FGvEy9P4Lcf/WrMvr93yFknb6nb/KtMNbRruVrUcdAjN/MVnXl7yRE3P8AsRBaAMZ1nlbhT/Opba1hSQNev8o5x1/SiVrmQ9G5/vGpYNNZmV7p1VD2z0oAlvNQsyohsLY8cF2P9BXReBXuRqMiKD5JT94OwPaqmn6ZDfukGnQuRnEkxGFQf1rvrCxttPtxDaxBF7+pPqTVRQFmiiirEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVWvrC2v4fLuYww7HoR9DVmigDkrzwnMpJsp1df7knB/Ose60K+i5msXOO6AN/KvRaKlxQHlpsxHw0TJ9QRR9nQ54/WvUiARggGoXtLaT79vE31QGlygeZfZoQoHlKcdzmnLDGr7liQD0xxXpH9n2X/PpB/3wKcLK0HS1h/79ijlC55xsGc7Rz27VIlnPKB5Nq7HOcrF/WvR0hiT7kSL9FAp9PlA8/i0HV7thuhZAO8pxj+tatn4OUMGvbjd6og/qa6uinYCK3t4bWFYbeMIi9AKloopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z