Gas-Wasser-Fittings
Deckenwinkel Wandwinkel 1/2" IG/IG DN15 Temperguss feuerverzinkt
für Anschluss Propangas an Gassteckdosen DIN DVGW zugelassen
Industrie- und Handwerker-Qualität
Die Tempergussfittings der Gröditzer Fittings GmbH mit dem Markenzeichen A.L. entsprechen den Anforderungen der DIN EN 10242 und werden in der Werkstoffsorte EN-GJMB-350-10 (vorher: GTS-35-10) nach Design-Symbol A geliefert.
zum Dichten sind DVGW registrierte Dichtmittel in erforderlicher Menge zu verwenden
siehe unsere weiteren Angebote
Bitte setzen Sie sich bei größerem Bedarf mit uns unter info@diuha.de in Verbindung
Gewindefittings: nach DIN EN 10242, hergestellt aus Temperguss
Markenzeichen: – A. L. –
Werkstoff: EN-GJMB 350-10 (EN-JM1130)
Dimensionen: 1/8 bis 4 Zoll
Anschlussgewinde (DIN EN 10226-1):
konisch aussen (R-Gewinde)
zylindrisch innen (Rp-Gewinde)
Befestigungsgewinde (DIN ISO 228-1) :
zylindrisch außen (G-Gewinde)
zylindrisch innen (G-Gewinde)
geeignet für: Gas- und Wasserinstallation
(bei zusätzlicher Chromatierung nur eingeschränkt einsetzbar)
Ausführung: – Regelausführung schwarz oder verzinkt
– galvanische Verzinkung in blau und schwarz nach DIN EN ISO 4042, Dickschichtpassivierung
Druckbelastung:
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Betriebsdruck bei Temperaturen |
Nenndruck ND |
./. 20°C – 120° C |
bis 300° C |
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25 |
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)
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1bad3KZaw/Tp0xWyjbs9Q2KtTBixcv6cGDh2yE2J0+R7Y79tCWrda0YuVqevggru6oSPES9PJlJLndvMWRHUgIHOPgQf3JqKKJtBVRWGioxg+lHJBCaACxev1Gyp0vH9mfOklTpv7J3Cu1ofyf0dHf12upihTPLgJXs7HdzV3ZkHShCB/BRfGkQ/dUB+DA69Zvpu2b1vP3ydNn0cABfTR2TSQGpLo9DHjEPTBvul0nPx8f+ihEJbizKllG6QUxQufL8kdWqlqjBlUURHnl8iXyEUYLUK9RY7K1tVHL65AYcBtdr7vR5IkTKPLFC2rRth0t+mthqrahgVoG4jx2/IRQ2TrzvdU0wSbFCRMc49WrN9S2TQtpiXYAUe7dd4gWzZ9D6YWlOm7yNM5+15VFirIPH18/LnBzcXYifz9f+iZZmdARswnRXLRYccoruFPevHnFxc/EzuQ9O21iEzJKlilLFStVoqDAQHoSHERfhNjGA6p8qaF72thYcbc5XQHEOW70KHotuFWLNm1p+fJlOjMwVcWmzdtplOVw6ZuGAGGmFMQTJBPiViZ0HmmJ9ti3/7DMuExZWZkSJWVW1jtlglClNdrhzZu3sj17D8rat+8oK128ROzLzMxcNnnKNNnhIydkQUGPpa3jA79t1apN7G8qm1SSPXz4iM/7xMkzMiEZ+Pc9e/4v3r7xatOmnWy71Q5ZVFS0tDft4eJ6Q1andh3e/6hRY2Tv37+X1qQONm7aJn3SHCnmLgIcLlzmMtsSOionQPu+RQvmch8jy7ETBKccrLX4hvjZsXMvzZ8/j04ePUyRES+oROky1Lp9e5owaQqNHz+O2rVrI8Rw+UTFIjgpXDeeHrf5+1dxfK7Xr9O7D5/oyOGD1LJlS2GBe9C1y5fZ6AHA4eH8Dw4IIBcnR7I/e05s/5GKFSuqtZ6MKlPjChXJxdWFfZ1wJTVoUD/VokS3bnlwmYxWkAhU5xCGgmzzFivZ169fpSXawfuer6xKpcrMKecv+EsmRKO0RjMI40lwFjdZ9+49eZ9lS5Vm7rX/wBFZRESktJXqCAkJkzVv3vI7jpjYC1z45cso2bHjdrJOnbrw/2M59iEeQNnnz1+kPWuOi5eusnTBSzx8OpMuyUEXHDPFCPP4CTuZ19170jft8Pz5i1gRO2HiZNnHj5+kNZoBYnPW7Ll8w7DPli1bMzFos1/cDH//AFnr1m1jiS+x1/ARFrLo6FfSL2X88J47fzGeqIcIxv60BdSdcqXLyCoYGcscr7lIS1MWekuYz5+Hy7Ztt5UJQ0JaojlALGPHjueb1blzV424mRzgGDfdb8vatevA+4MuuGjxUllkZJS0heYYOnQ4v4OY+vcfGEv0iq8a1arLJooHS5EoFfHu3XsmpNo1a/P2devUlR09dkor6YB7AAmD/UEihIdHSGtSDnpJmLj5hw4fl/n43peWaAfcKIi5apWrsDjXFLi5MDKqV6nGNwkc+PqNmzoTb3LCBD59+iy76+0j6927r2zhX0tk6zdsYY4I4wkqRHIAcQ8fPpJVDBD43HkLZa9fv5HWqg88CHiocd6LFi9LcZGul4SJiwAC0FYHBHAjwdUgig4eOiYtVR/gGsuWr2ICx2vqtOk6tYIBRcIEPn78KBshRLYqhJgQIClwg03KV2CCGjx4KOvtmsL1uhtfx0oVTGRuN29JS1MGuiBMnZtpdzzvcuayttYyknxXr17NvsHmrVprPHoE4bnFS5aSs9M1ypUnD/05ay4t+muBWvU8mgAlIQUKFtTYEkaKnqXFMNpuu4MjSdcuX+LMJZQVa4J6dWtzvP7vD+9p9apVfH31GTolTJxsQMAjTlnTFkg0djhrT7nz5qPRo0eTOiNO5ICzXOiQtHeHLT8ozVu2oqZNzFI8BQ5A0nPRosWlb5oBLiUQ1Nr166ls+Qp068Z1mjRpkkbEiX1ZjBzBrjCPm2507PgpaY1+QqeEGRgUTPnz5+cYuDaAb9HWxorDfoOHjSAjo7LSGtWBWPqy5SvoyP59lCVrVrKwHEVFihSjHTt38XwfXSNX7tzSpxigT5Emx50QUHePkthyFSrSXY/b9OeffxLKZNUFQsKDhgzjz1bbt3Atvb5CpyHJ/QeOcBvn4sWLSks0w5GjJ2nGlIlUsmw5srM7yfU06gDhP4TFNq5ZSb9nzkILlyyjjh3a8M3ctn07x7vbd+jA5aWaiFrsH2FWtKj5yJlFbziTBpcSL3CnG9ddqKJJZa4j1xVQLbp143oOkdZt2Ig6duqidigWVQKbN66jl+Hh1O1/vWmMkEaK7cR1AV2EJHVGmMgD3LP3ILd80UZUItumW7fu5Od9l6YJfVBemqEO0BtpyvgxTCRzFi6mnj26xBKgxx0vOnjwIIv2hg0bU6uWTVU6XtxQpO6dP3+e7nh40GtBlFEvI5jIf2R07dmLli1bIn3TDfSKMGH0gGuglYs2OO9wicaMHE7FS5Wmg4cOqTyGTw5hydPAAQPoeVgoWYwdT+PHjY7HFf/991/ugXTnzm3mNiaCq/Xs0TXReiBkZR8/YUd2p07Q/XveTOxyQP8tWLgwZc+enbzueFD5iiacmxn6+DHXGykD/1epWnUqVVq9bKqUwAvBMW84O1HrDh1pw/q10lLdQG8IE7tAxk+zpmZc66MpYDyNHGlBzlev0Pgpf3ISrDoAUYwaNYYtWNOmzWjTpg0JqgFIZ0N/HZQUA+gE0qd3z3g1SBD7e/ftpyOHDrDYA1FBtajfoAE1b96c65kQO0+XDjPJfxHbvxS/z83bPX36jGx37KAmTZrS3bve5OJ8jbw977DOnEno3ygiQwsVEx0YiZri9JlzNGG0pd4SJohKayCLZus2G63j4rc9PNnXhswYxJ7Vxa7d+9nn17BBQ9mDZMJ5fn4PZNOnz5RNmjyVX0uWrpA9eRLK54L9mJs35X3Bwd2tWw8OWSYVIUrKaQ2fpt3ps7IBAwbFRoQQ91+3fhNnYKUFBGHycYweM05aojvojR8TGeolShTX2g2D8l4o9nDrqNvrEj1ztm/ZxJ9HjRnPNddJAVlP9erH9bNEPTsaw86bt4AWzplJIUGBVL12HVonOOt+Ydl37tQuyW4da9fF/DcAaxeuKjnAtZEojdzLLda21FScH/yz61etIAsLyzRv062P0AlhotzAqJx2rhEQ1pWLF1kU9uzRg99VBfTGjRs3Uvizp9RURWc89t+8WZN4vkY445FSB/124dIVtHfvHtaZE8owh0sL3Y2RmAujz+H8WRZh8CgsWrSY7nrf4+NSBAwuM9OG4lg3sFEGHdXNxZn69u7NXUcEo5C2TFnAq3Drlrv0TT+hNWFi3DJqO4oWLSwt0Qy4wbBy0TGjQgVjaalqgOEFZ/zvmTPT2LFjSdXJujB4OnfqwCUAcrD/c8UK+l+vbkk69dFH/siRo9zxA92Ds2bNSpUqmfBNDwwM5DmY48ZNoPUbNvNDp0ikIPR+fXuR7c6dVKNOXYoW3PrPyRPp4qWrKU6c0OPXrttI/g8eSEv0E1oTJixx9LjUNgTpePUyvzdt1kIt3yJu5JHDh7nrRYcuXbmsVR2ASNBcVSiJ/KpQsRLPMU8KMJ7AXXPmzCXE8AM6dvQwBQUEkLXVdnK6dpWP38ysCVlaWlL58uVp1apVNFeoCMoRGyQfL1myhMpXqkxv37yh6VMmk+M1Z2ltHPCwoDEYAAPP/ZYHl6wov54/D+dt4Nq66X47wW3QMFfIC+rdpx9vq6/Q2CrHz/DCeBA0NtAmYxkWsFnDBpRR6GJHjh1XqzgtQOi37Vq3Ymt3z/4D3FFOVYDbT5w0mS6dP0cNGpvSggUL6LmwwIVhJDhmd6Ezp6c3b95yXB3nCu64e/duunzxAuuIyV06HFNDUzPqIyxwEOse8Vsz86bUq2dXaYsYoPpywoQJ5H7dlQoWKUK79+zlAf9yYGLv+vXrafHivwQjiKbjJ059pyYAaISA+4D9nbI78902qOV/8uQxrV2zikO+40dZpIhVjgdQ27Y1GhMmHNUODhdYJytQoCCVLl2Kmpg31ohzQi+bPnkCVw3u2rVDLY65bPkqstq8kV0wa8QFV/W3OG3UpK9etpi7B2+3tuEYP5ZjUhtcPi9evOCyiZ49utGWrVvp2OFD9P7tW1YZUHBWvUYNMjIqz61stm3dQmOEGgEHfOTLl1xnji5tIGC0tDZt0pQGDhrEdeZo56IMtLexsLAgf18fMm/egjZsWBfr6gJhrl23jpYuWcTfNQX+w8ramhYumEdn7M+nGGHqAhqLctzA6Ogofgoxs+f+fc11ltu3bvJ7w0amahElROp1Vxf+3LZde7V+izp3qy0b+TwmT50em3gCowj9MiGi3759zZlSgwRB7bK24ihP5x496cDhI3Ts2FGaN3c266LmZo3YyY5wbPbsOWjYsGG0b98eOnT0GI0aP5F12AtCB7YQy9FcLCFuh27JM2bOZCK+Kjgy6pt+ZmhMmMqcsVSpkhpxS4Qy79+PaRaA7rrq4P4Df7ovuFKhosW4F6OqgH64dOlS1uu69+5DnTq2ldbEWKyYlY6OuFmyZBVibw09EP+BNti2u/fS8mVL2DGubKmvXLmC3+vWrSM4Yml+SIyNytKE8WPo1Bl7atepMz/Ec2f+STt37UuQOJFJNGLUWP5sbbUtwYFb2gDBDzj2fwRoTJiKAJfRdLBSVNQrYTg85BZ9xYqql/xxTRgKiKY0aNRIra5i4Eaet9y5+daY0aPiPVAY4/L58ydWTfbusmXfLIyq7du3c+vExNxY8gZiaOyP7sCKgMdi2bKlgujG8PdVQn04dPg4f1YEiBndOhC2hB/1wMFD0hrdAA+TNu2nUxMaE2YGBWc6PqNkVBOg6xss6pKlSyfpwFYGRDC6Y4BQkIyRGMEoA+6SE8eP8u+HDB0erzsI4uyXLjpQs2bNaN6cWaxPli1XjipVrkpPQhLPgQTXnzZtOh09doozrNAaBlPdYEHLARcW5hUNGWHBLRKXLJzPVrIy0Jyg/4CB3P/o6OGD9PKl5v1/lIHj1KaRV2pCY8JUjEHnyZtP43Z/9+758Ltx+e/FY1JAc1e084NOVq9uLWlp8gAxoFUgEmZbtmgmLY3JaoLl2+t/vWnVypUcH28jDKoZ06exFX1b6IYYSJUQcC0wr6iUsKThOnNxcRVG0DlBCHGNWwFw30kTx1HPPn05k3zmjOk8NEAZbdu0IuOKJtzq5ew5B5YGrVu3kdZqDlj0p07pd4KwHDoR5cWKaZ6p/exZzCzIUkKsqgr49fDkg6NVr1VbrTKJS5cu8jvCnoqZS84u16lgocLk6+vHybjIGJ85YwYnPYPwkIF0/brbd7MsAYjgGtWrsrsGiSxJIYY4J3A+ZWhwMG23svpO34Rjv3OXbvwZHByqhmnjpEdO/9egE8JUnuGjDkIlEVmkSNKRIxAjBlqhVGLkSEtaszJmJiNEMjgZ3pMDEnpv34rpYdm0afz0vMuXL1HLli3ozOlTLEYtLEfHawgFrtW1SyeeoiF3disC2VWwuGFYJQfsa8qUKfw/507bCSPuobQmDo0a1ufM+5vXXenRo0Ctu8L9aNCIMEEEmMQAwM8nH82sLtAvPSoypkSgSBKdZxGXnjBxMg0fNIB2bN/G7hSELwHkFHbr1JF7fyvqdAkB+mzQQ38qbWQcL0IE6xfZ6EhdgyEGMd+0SWNpbRzQPhE+zeMnTnKvdUVcc7zCCcgYWZcYoN9Cz0OCB4a0wlKHZ+D06TPSFnGAg71q9Rps3B0+coTmzpsvrfk5oBFhwtCQGxsIy+XOrVnFYVRUNL1+Fc3ErdyiUA4Q5Zy58+jsqZPSku+Bm2ezbQtz06Q4CyI6eKhMKlWKpyMjfFelSjWep4N9tRL6XGId2MBF27drS6fs7FlnU8Q7oVoo9h1S5OKYc7R6zTrasHGL+F0ki/82bdoy13R1cf5OnEN816hZmz8HPnqUoHtJX4DzREI1QqWn7M5yIjaCJkhMwdAvMCB1obUox1AkTdPdEDXCCw1HEf5LCEuWLiP7kyekbzEPRQGhCyoDBHVwz27atz9xF8uDBzFdjTH1V9GKd3d3Y/3Q6eoVbhvdulVLaU3CADczN2ssLv5x5oByZM2WLV4hnvw/8HAdPHSYH8IWLZrHPoSY154zV24eG4hED2VUrhwzwMn//n2+TvoIMILTZ87TmrXr6PDhw+TsfE0Yiu508+YNunDBgXbs3CkeyLVc7gKJoSo0Jky53y6h8Jqq+AzCFOL3j6wJW/SIuR4/fCiW8/whbjzS0fYLkQmAQC3HTWCuA2C7LRvXJ1r9FxwUxNsaGxtJS2Lw4f17+vjxE4vVkmXKqFRMh3zOBg3qsW6JpAkABK8M3AzMWo8UqkfzFi2ZGOWAe8yofHnuAIcGscrA6EAAaguOUVtAFWnVqrX0TXtAJbHdsZucnBz5HDAKukaNWuK6NKJ69RqIa1SBM68wKRnz6a1tdsZ7kJOCxoQJ8QuOULyY5sF6RFng04PYVORgcsCokTdNBYYMtxA6XpdYtxKSJAYLvXPg0Lg0ftxERIQSQnRUlPhtBsqtZMUjyQJqBVBMnI98xnhyQMIIokDHjtvxeSDio4h//vlGJ0+d4eluEMvIxVRGkSJF+IGS/78iMGtSDkW1QFOAm8vnK+lif07OrhQQ4M/EhzyAMaMtOUSLpGoMgUBh4oTxY6lHjx7CJskqGE0QOVxQLe80QRmMbJ/wF0nXHP8jbgRO9OnTp/QiIsYQAUCwCMUpA/mWfwgCROwZSQm+fvcpMDCI1+GJgsUNvQspZxB1qEi0t4+LF4NwUVOD7ZDxA3z48J4nIzRs2JB2Wm9ncQ5An8OA1X//jX8BMC8c/4EH4VFgMGeOY7oFCMzBwYG3+SLOC6NZ5MBYP2TKPPAPoJCQUE4cRowe7ip4CgCU1eIhQwog8jTlOHHSTuiHMd+h015zcuXPioC+CWBo04mTpznJGZzopvstoQK854cPAQgYZzguEGuVyiasHqBwr2OHtuy8R194Zb8pkD9fXn54cM3szzpw6BbZW8HBj3k9jE/F84U/unq1KnydkgK8D+7uN7mrMxK7ExrIgHsGGkHGUx5x7yDWb926yS615HqAJvjvb4USHyVuYlIvTCgwNzfnd+V1CQGpWNHSeA1cZHSqwOxIANwG2TxYJh/BgXe5xS4HbiK2wZB64JvgSG8FUYNAkEspBwgdjmtsK3+BqP759o+4WOnYsIBolO8H6W9vhBgHkKih+Dt5g3vcCHm+IwhAcRsMasVkihs3XONZ6+AmhYsUYy4NUYYmCIq/w+u9JKIh4nANAAx1xfE/e/aM+7gjiFChYkXpNzGDFEC8MQ9ETAkHMoeU943XU+l4oFJ4enqQtbU1f4+Ojrm2UEMUt8d+vn1L3tDC/cR9LF6iVLwUvcQAl2K1ajVYV0a3lmQh2Gqa4Y7nXS6I6tq1e4JNuNBEFevlL7SLBsTN5+9NmzTjNtO2O/bE204o47ydMhrUayCraFxedv/BQ2lJHNC0C79Fm0BNsGLlGtmChYtlZ+wduIEXCtxQoIc20yj8QqNWNGlVxoyZs/l/0WZbGejwho5v6HQnjCNpqeZAsR36ggLaFqPdun2HzxFFeqrC08ubf4NrlBy0tsq1QTrB6sHu8RSJY5GWxkF5Ui/axqC+SL7tv+Ld444nGzxyQPQlpEoAeYT1D+4MiaCM/Pnz8Tu4lLrObHC7u16ewmgqIUmbGG7UqWN7VhuaNjEVIjgvizFl6xtcB1C05uWAuMa5IoEax61PkLuvFMtSkoN8apsqQYg0JUzcjMx//EGvohMW/3CCNzCNC/EF3PejIULJ3m4VI46eC1E2euQIrpmRo3f/AYlGogoVLszGFJI1lIGqSly4kMePY/U+VQH9ccDAQSy6ofjnyBFjXMmNNJxnxw7tmciQWS53m+ABuO/ny/+bkHdDrucj2Ri9i/QREcK+wPVU5SVXVVRBmhIm/J+4KXBMJ8AwGTNnzqQyxuWlb0K3ef6Mu7cB4CLyZvsAIjrDhg5NVHGvWDHGL+jnF5M4IgcMlwwZMpJJ1WoUEf5cGBJxo/dUAf4P2fsRgpCg78o5g6KljXQz6FhPn4ayIQjAAIwQem52YdWWTYAwcTMBZMsnxFHTEpml4/H1vcf9oFR5Xbp4gX+jCtKUMBEzzpo9OydjvHwZx/UUAQsSxVxIqkgMEPdVatTk7eCrSwwYMQ34+frGc/bCX2pju4OaNW/JXA3tYOQWt6rAlDSUXCDKkS1bdsqVKzedsT9Hjx7FeB5AvG1at+AyFG/vexwpcXR04gerXoOGCbqo3Nyu8zuGwSqqNPoASAm4iRD5Q9a+Kq8cYltcF5XmGokbkWaAwSNvwYze6EkBvcPnzlsga9SwMW8vf8GgQQdjoedJWyYOGE3169bnrsKBgcHSUhlPiLC0HM2ttNEKG4301e26i47Cp+zOxuuvjqkU69ZvlgkRJi2Jg7CuZbVq1OLOI+cdLklL44DuwaaNzfgcT56yl037c4a0RnOgI4j8OqdkJw5dIE05Jtw2haQEkOT0D8So58yeSfZn7eniVUcaMDSmz2OtunWF+B6okqhD0VjlqlXZ34k0NzmQZobqRTc3d2rfuQtzMVtbW7VCaOBoHdq3jjcLCGl1XTp35KZcigm/0C03bd7MunFj8yZk2vh7xzv8pGFPHrOkgN9SFwCX03r+TiohTQkTKFAwhjBDQ79PmFUGxCEcs/CbYaA8nPm33NzYp6cKQDz1GzTiz+fP2cfLRmrVshm537zBsWyEOi+fP0cHD8VkuqsKZCnJpwzLgVY3zZo14ZJbOOYBlM6eOnqERf9ICwtBMPEtW/znKaFOAKZm5kxQugCu04/SjibNCbNcuZi49YMH99UiAkSIChcrLgyOcPLxSTizPCG0bdOS8hYoQB7uN7kmXg4QPLLQUX5rOWYcL1u1bAlPd1MFOHYYM1cFN1cG3Fd16tRiQne9fpMWzpvNhtuQEZYcZVEG8jpdHK+yYx0JJdmy/SF+X09aqzmQQ7Bn717pm34jzQkTZbPgZBgIKg81qgIo0NVr1mSx7OIaR2DJAdnuPXr14d/tsLWJTcAAzEwbCS78G3Pi/kOG0se/P9Cs6dN4BHRyDw3OoXkzcxplmXDrRIhjGDg21lZs7LUTKoPFyGHfGTUQ8zugRghujlaK8OXid3BD/UxIc8JESSnKb5H6Ff4iLuauCho3jvFxXnd1TjZJWBHosoFJELdvusWrVgSRjBg+jC5edKA2bdpQx27d6c2rVzR9ykTOo0wqrxD6Mn4Pca2cOwkL/+y5i7R9q9Aro6OpWes2NGki6s2/77GEGP/lCw6UPUdOQeSWvE88FMi+/5mQ5oQJEYo4MBzfSCpVB0hIQEsVz9u3KFDy+akCGEGWo2PqtzdvWMcJGnLA3QSi2bhhA/Xs2ZMGS1WNaBk4aNBgLv1NKHULpRLA+g2bYvU4GE9IOhk/YRJNGGPJxgxcLJUrV6WNm+LaFsoBHXXN6lXMzTt27RrbXAxJNcuXx9St/yxIc8IEp0F5LOAqOJ86ABGhxyWIGu1q1EGH9m2oWavWbBnPnTOHM57kgDMcQ4ltbWyoTJmytFZwy1JCF/YSD8C0iePEbzvSqtXrWBdE/Q9+C3GLd/jrUImJpgbdu/cgi2FD6JzdKS5FQe5o1249uPNI8eIl2dEuVxEQfpw1axZHt2B8DRo4MFbMYxuEX38m6KwHuzbAeJMuHdpzv8hjJ07EKwJLDmjdZyluPup09h84kKSDXRkgquHDh9NDP1+uv1m0aGE85y+c4OvWbxAEko66dOnM7qSTJ47RI/8HzNVAOMi+h14qB8KH8v7rWA8DrW37DlRT6MNubm4cfsUgKZSjIMm4Vq0awpAzonnzF9DRgwc49rx242aOr8sBgp87dy61E/tRBlIEUaEJixsusIS4OSZnoMoSmUOIwPy1cD6nwKVU7yKoM9oO70/ReeWqIm/ePHTF8RoXgplUqaZWE1h077jm7EL+grjyFSycoJWbGNAxw8SkkhC3V8jL4zaFPQ8nU9PGsSFF+EZNGzciGf3CBgmI09LSgioKDp8JBJwuHYUK8fz29Wt69/YNv2C0wA3UpHkLGjhkGA0eMpjzTq8JK7tJ06ZChx0quGo2DscisfisIJBr15woUOjYyNAfMGgodevakf9fDhzPrxkysR6N5GPFF1xNmHGOz8gFRQqf8jbiEeEIGvy15847CJ03Zr/nz9pTWSNjatO6VcwCHcHaZhc/cNpALzgmsHmLFXdeA+dC1za5GFMFyCCHgYKY8tGjR5JNQlUGiqgmC73yWWgIi/fZs2d/N/sGHCl9+phcTgCXDRY0cidjmte+Yi6BSkuERhubmguCDKC/P3yg9oIroXWMsr8S4hu1MsgwkucNDB40SK02jOoCea4o7vs9UyYuW9HX4QBprmPKgegH6qgvnj8Xm5CrKpBVjs4VKM21ttmRrGtHGYiGrFy9mnU79MpEO0BPr/ijU8Bt5EQJ4MHBMoh+WMwwflA4hxEwaEGIjhwjR4zgZlvI2FYkSuwXGfTjx0/gNDt5MR+MLGQfKbqwdA1EphYumK92BlVqQ28Is3x5I6pdtx6LQoTw1AE45OgxY7nQbKeNldrWPQDi3GZtTRUqV+HhV/17/49Wr1mvkpsGZQV58+al9evW0JLFf9GEiZOYQ6KoTbntDfSvDRu3Ul+xf5drjsxRkZcqR3j4Mzpj75Ci5bpInuncJX7zWH2D3hAmwo1du3XnzwgXqluLjLSzTuL3MD4gSlVJRlUG8j9ReoBRdrD0twgR113sExY2XDaqAv0yCxSISTyWA6UIqLfu168/rV+1nKIiIlgPXbhwIXXr3j1e2PGWuxvdS6RPkq6gjqqUFtAbwgTQMBVJC+iqq040B4A4hEMa4UaE82xsd0lr1EO+fHnYat2wdTvnZz4OfER/zZ1Fvf/3P5q/4C8OUSIhI6kEDzwU8F+CGOFSmj1nHhdszf5zCt3zvMMtF2fOW0hr167mQjdw6wH9+7OPE4Br6PSZ7xsq/EzQG+NHjvUbttCG1Su47bW1tRXrcerg5Cl7bpsNsY5Z3+jyqykgdtES+vChA9whTo5s2bOTUYWKZGRszONYoGceOrif+vYbQGFhYeIVwk0afs2Qkbu6KQKDANp36BSbVaUIRIU8brtThowxEaHSpctyOXFK3CJP8YDsst6ut8aP3hEmuFHb1q3ZF7h+81Zq2aKptEY14HT+WrSEW1PDt4kIC5oTaANY5KgtcnZ2oTset+nhfT9ujpASQFVkjdp1uOoSeOjvzzMsUwpotQjdWJf4TxImsGbtBtokxFydBg1p9+6d8axhVQDXzbhx47nhFjLbVwuLW9tR1XLANQSXUPDjJ+Tnd1+I6+eCs74XnO4W+0TlAPdDX3Z1jx34RejbBYRKgjJk+C7RqAFOcpSAXLl4gfXfXHnyCmOxrtq6Ivbh6uTEnLxardo0YOBgatc26ZY46kJvZknqGsjuRqY5MqzPnrsgLVUPISFhso4dO/M+evToJYuKipbWpAxQGquIpctWyu56+0jf1IewymVeXt5cbrt6zQaeOblo8VIu561UwUR26bKjtKV6cLzmwvMsa1SrLgt4FCQt1S30ZpakroHk2n7iSQY2bdygkRGAvucrVqxgY8rjphsNHTqMQ3IpBUydUETZsuW41FhTgBOia4nFyBGCy33lNoRowYjy5CUrVsULWaoKGGy2NtbsL+3Vpx+V1qKvaUpDLwkT6NWzG4thTIzYs3eftFQ9IIICMV5OGCowXjDOD3F5XQMO8RkzZsVr6IoS4qCgQK0NFySHPHv2lJ4/e8Zx+fmLllLrVnEtutWB3emz5ObqQjmE9d+vbx/9dhnFME79xJWr11gUQ+z4+j2QlqqPgIDAWLGOcc/XnFyTHOOsLgQHEsfqxF1B5IDqMGbseOmbZvD3D5D16dOPjxtFclBrND1uFMZBPYIqYGW9U1qaMtCFKNdrwgQmTJzMN6Znz/9xuxVNIbiZbODAwbwvVCauWLlWq/0lB2HJc+XkVUdnrkxEixdViQqEjpY1qKLE8TZv3lJ2w81dWqs+sL/pM2bxvvr1G8Az2VMSPwVh4oY2a9qcL+q8+Qv5hmuKV69eCwNiGZfngnP07t2XuSdunLY4euwUv+OmHzh4lA0u/A+OGy8Q2ejRY2UOFy4n+n8g3EfCIBk3fiIbKCgztrAc/Z1hpS7QKwj7g9F028NTWppy+CkIEwDXMSlfgTkdOIk2+PbtG98oudWPGzZ+wiSZnxaqAgDuCFE+VohvEL2cIJVfOIeVq9Z+R5wfP36SWdvsij0uENGWrda8XBugVl6+TzT+wvmnNHRBmHqRj5kc4IPMlCUbOV29TO7CwjYqb0IlS2g2wgUKfzlhFHXo2InSZcgojCE/8vHyosOHDlLQ4xDKnTsPFcifj2P36uDMGXu6ctWRzp9OOgFFsEWu0MT51KxZncOWR46e4LS7s3Yn2b+I1LvV69ZxSbE880gTIEsLo6lDHwdTizZtad68OWJ/6vtV1cWtWx5a16//EIQJYjIxqUjhLyOFdX2HnJyuUc1adbiQTVNkyZKZGtSvR2bmTejT16/05PFj8rnrRWfPnCHPu9707d9fKF/ePISW3qpYr3Z2p7kWXQ7kVtau34BzLS3HTsBJ0LOwuNp5X597FPbsOa1csYLsT53gysmKVarShMnTaNzY0fxwaAPkXc6cOYvuiIcAjnSMDNR0SJi60AVh/hCiXA70ixw1agyLpcaNTNkBrQtAvPn4+Mlmz5nH/TPlYhcWPHpeooUL2sskJgah90Jflf9ObvnCMoc4hu6IoIHiNorbdunSTXbk6EnZu3e6McagUsivE1roaOPR0AS6EOV6GZJMCsj6njhxEjleushd4NauXat1LFwRqFQ8feYsXXA4x5lAipcHznojIyMqWqw4lShRkrPckcDx+fNnGjPKksf8Aeg6N3Xan9xOOiTkMT0KCOBCNuXJEyhwmz1nDtWtU/u7vE1NgeszZcpUuuxwnnLmzk0bt2ylOrVrSmtTB//ZWHlyQHs/EKfrNUcmTsyA1PVUWRR1eXrdIxcXF/K5503BgYH0MuIFx6nlQAYTmiOkS5c+XhYRRL/yZUWdeFljY3oqxPnzsJgIFDKobG1tdEaUuC6z58ylC/ZnOP1vxarVnLCcWkBkCddtz9791K9vb1ZnNC1K+yEJE4DRMHXqVCZORHbAOVNy5DHaq4SEhnFv9ODgIAp58lgsCxcc6i29ioqk19HRscSIEpEaQq9Do1g5kaIct2jRIjRs2HA+ZgCEaWNjrXZqX0JA1Am1Ss5Xr3CCxypxPTD2LzWB4QcXL16gr0IyIHUPKYEjhseEltUGCPNHBaIZgwYNYV0Kvk4XVzdpTeoCjvr27TvG6o3Q6yIjo3gd/JLyvudI6oB7Sr4d/Jq6iEDB1dW2bXvep5mZuczjjpe0JnWBQAJ6rMtfO3ftk9aoD72NlasCtPlbsWI5NTQz50xzyxHDuAwC+ZOpifTpf43XeDX82VMaM2YsNzTAkCnEuTHKbuqUKZxAAYCT1qlbXyWLPzGg9QzG4qHoDTkFyC3Ytm27WiXMukSO7Nnj1S9h/I2m+CHcRUkhc+bfqXHjxvTm3Xvy9vIkZyEmI1+9pipVqvC61IBgevTx01e6fcudy3mBp6GhdM7enpycXcjX21t8Ph07mBWAC2fWzOka+ymROIJ+SssWLWRVAg24li9frtJok5QCathvurvHFtLVrFkj2anKieGHJ0wAjQnMzEwpd96CdPPGDe5lhCYI+fIX5BulDVdSBUgGrlq1MhUuVlIYS06sYwEwlF6+CGdiFdKJlwEwTJYsW8apeZoAvZH+/HM6HT90kM9t0PCRNH/+HObOaQkYO05OzrFtwhs1bKjxMf0nCBNApAYt+zBYPyj4MZcjXDx/jl5ERlPZMmVT3LkMsY368WIlypDf/fvcJU4ZIKJK1aozUaKti7pApebWbVa0UNwydB4pVqo0zVu4iAb076PWWJOUAqJKbjfdOeseaNmiucZDDX5YqzwpoLTCxnYnj/FDnTpuYO8+/ah7t84pRqDDho0gK6tt/BkeA8drztwkTF4blF9wyZYtW7H+h7pudQAXDLrM7bS1Zl0adUHmzZpzk4WERuWlJeDDDA4OZIKcNXNGgq0WVcF/kjDluON5l5YL7nTbLaYUGD0xe/ftzwSq2CtdF1AkTF0B9TkYCrpt62ZuwgDUrFuPBg8ZytxZ3Xh+amD/gSN0585tKlCgEE0YP1qjmifgh7bKkwO4k63gMivXbaSqNWtxrHr5ogXUpUsXbvykbisaTYFuHiiwQ1RGFcCrgJbYIPaJY0cxUSLqhJHYO3bYcEscfSRKQP7Ao0WONsf4nyZMAG6cTh3b0q5dO2jpyjWs4z0NCaGlC+dRr569aP2GzRyGBHdKKSCyg/k+Sd0oGAw4Dri7Bg8eQsMHD2RnOSJGE6ZOp927d/PIZU11ttQCWokDMHq0MTr/06I8ISBsdvacAx05fIhu3bjO1jIKvOrUb0CNGptR/Xp1eHyeuk/7cGEZb9++VfqmGkCMsLChcqBd97Url3kENACC7NStG0eMUJz3owDns93Kitq1a5/gfHZV8dMRphyoD8cg+GNHj9AtoYPKjRT0tkSXDZNKldkXWr68MaegwWhKigMkR5gIZb4W/4EeRf7+ATyi+aabG4UEB8USI/pj1qxdhye0NTHHYNRceiuyEwPGYm/YuIn69ulDFSvGjVpUFz8tYcoBroWJuOgx5Oh4hbkoGhigYzAAboquwOgrhNh3/vwFBAcrygPtoU/lFsshvh4GPKL80nTfD8KKRrOC6OjX3PggOjqK/Hx9yNvLi5M95ISIJJDsQherLvTf2nXqUcOG9bmkVpvk4LQG9OkNGzfTwAH9NfbTAj89YSoDvsJ7Pr7k6+vLWUXed70oUpqCqy7gpgKHBKdVvszorFGteg3u3pE9e1Zp6Y8PNLN1cXGmevXqx+sJmhAK5M+f4NRhwECYSQDc9OPHT/TyZSSFhj1lMYUa7xfhzykqKoreCNGMzm7vBXfEVOCixUuwKoAICIyU0mXKCM6aj7ktXvZn7GjIkCHS3g3ImTNnoiFUA2FqARDu339/ZNGPKWv16tYWBJhDEGbG71LZcJlHjx5LK1Ysi5fwYUDC+M+7i1IScB6jmzFqj3p078w6FTLaE8qvhDgvXKQIBT8OkZYYkBQMhKkjXLr8/QxJZZQqVYZeqDn97WeFgTB1hDChgyaHjh3aCHFfS/pmQFIw6JgG6CUMHNMAvYSBMA3QSxgI0wC9hIEwDdBLGAjTAL2EgTAN0EsYCNMAvYSBMA3QSxgI0wC9hIEwDdBLGAjTAL2EgTAN0EMQ/R9/Xjo/tVyqCQAAAABJRU5ErkJggg==)
1/2" D 62 a 28 b 14 z 15 k 44,5 d 5,5
3/4" D 70 a 33 b 17 z 18 k 53,5 d 5,5
Technische Prüfung:
- Zugfestigkeit >350 N/mm?
- Dehnung: >10 %
Qualität des Zinküberzuges:
Die Zinkqualität der verzinkten Tempergussfittings erfüllt das nach
der Trinkwasserverordnung sowie der UBA-Metallpositivliste
vorgeschriebene Minimierungsgebot.
Die Höchstwerte für
Blei/ Pb 0,05 %
Cadmium/ Cd 0,01 %
Antimon/ Sb 0,01 %
Arsen/ As 0,02 %
Wismut/ Bi 0,01 %
Summe Sonstige insgesamt < 0,50 %
werden gemäß DIN 50930, Teil 6 nicht überschritten.
Ausführung: Regelausführung schwarz oder verzinkt
Prüfung:
Betriebsdruck bei Temperaturen
Nenndruck ND ./. 20°C - 120° C bis 300° C
bar bar bar
25 25 20
Dichtheitsprüfung: Durch Anwendung von Druckluft min. 5 bar
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