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endsolid OpenSCAD_Model |
/Modules/Mechanical/AWSCREEN01A/CAD/configuration.scad |
---|
38,7 → 38,9 |
//AWSCREEN01A_D06 //uchyt na sloup |
D02_sila_materialu=4; |
D02_vyska_uchytky=40; |
D02_prumer_obruby=27; //3/4 trubka |
D02_prumer_obruby=32; |
//27 mm - 3/4 trubka |
D02_delka_celeho_uchytu=60; |
D02_dotahova_vzdalenost=1.5; |
D02_prumer_uchytneho_sroubu=4.2; |