Taper Shank
![Taper Shank Taper Shank](images/CT811.jpg)
![]() |
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEcAAAAKCAYAAADmdkOtAAAEjklEQVRIDa2WB09bWRBG/fchhFADpoYW01vopncDBtMxYNObCS2mhAT0rc54L3pJ0ApFa2kE+N035cw3c/HpLz/Pz896enoy+/Hzp7CHhwfd39/r7u7O7Pb2VslkUt9ubnRzfa3r62tdXV2ZXV5eytnX83O9Zu65e4f3MXzhE9/EIB5xscfHH5YL+ZAfeWJ/8/G99pJzSACCEZwkSIyEz8/PlTg708nxsY6OjnR4eKi93V3txHcUj8e1vbWlrc1NRaNRra+taW11Vasrq1pZXtbS4qIWI84iiiws/KctRiJ2nvew1ZUV84XPjfV1i0Gs2Pa2xd7d2dH+3p7ldHx0pLPTUyUSCcuZ3AHrgFKbA/gaB4PjVPD9+6O9mPyWtO5efL0w5ycnJxaMwPFYLFX4xsZLwRS7MD+vudlZhaZDmp6a0uTEhMZGxzQ6MqKhwSENDgxooH9AwWBQfb196unuUU93t1l3V7c6Ozp/Mb5LPe9Rb0+vvdMf7DcfQ4ODGhke0ejIqMbHxjQ5MWkxiR2emzPY5ARIINIkANK4g/19q4WaaPDlxYXVSs2IwAvMxxe/w0ANOEEJpoB/QdC5+XDYIACAxFLFD4rEKYYiv7R/UUtzixrrG1RfV6/A54Cqq6pVWVGpT+XlKispVWlJqYqLilTkL5K/0J+ygkL5sUK/fc+zkqJiO1tWWmbvVlVWqqa62nziu7mpSa0trRazq7PLQNIEGgI8wIWmpy1nVLq8tPQCDLXRcGpFZb/ASiblY1SYdx5wwEFhNCDOODhlzM7MaGoyBWV4aNiA0FWAtLe1qamxSQ31KRgUUV5WboVRZMHHAuXn5SsnO0dZH7L0ITNTmRnv9T4jQ+/S0pWelvZi/J2R/s6ecYazOVnZys3J1cf8fBUWFBpYAFd8qjDwtYGAxaYpNMeBQrE0kEZ6IdFoVLUZTY0kkFgPrArGkBH0MYMsPPbI6empHdjf2zcJohp2BvIE0Hx4XjOhGesGXaE7KAZAJAOgluZmS5JkqyqrLHm6XlJcYopwkPJy8wwURWdnZb0AAwTw+I5nwOSsgwJooAAeJX6uqVFdbZ2p1IFhJMmJ3Bi/ifFxayrNZfzdyEU3Nmw/MiGIgolBJLBAND4WErcM4wUot3BZZBxmudmijcVMSdBmsbIogUVAOsKOARiKolvBvtReAVpnR4fa29pN/sBrbGi0YlBZXaDWDJhe43vGhjOMJ+ND8W2tqRHCp1NHf19Qbg+x51B3KBSy3LwwWOC2e2IxG6fDgwObFmoFCCLhBnS754/byi1nbirbR8nkyxXsFjTjhwQBZ0s6Hk/tpmjUbhAAojakS5eYdZJkWbK0AYoCKQCw7K/XjGec4zzGu+G5sPnCJ77ZIYw+MSmeMWElsHzdPqHJTIV3p7hbi+vfe+17b60/4Hgfen930FAaztz/M5AmkLvmbX8lEpYIHWGGgUmCAKVbSJir3xlFvGbuOU3gHd7FB77wiW9iuKua2HSfXFzxNJjJ8AKglrd83gznLc68Z0jAC9RBJUmMhN9q7h33E1/OXBxv7P/r938ASKnLMdND1qIAAAAASUVORK5CYII=)
Ideal for drilling bowling balls, plastic composites,
plasters, and other similiar non-metalic materials.
#2 Morse Taper Shank, 4-1/8" Flute, 7-1/2" Overall Length