However, in the bevel down position, on the right, my wrists are in a much more comfortable position. https://woodcarving.info/how-to-make-a-walking-stick/ This draw knife, with the handles set as they are, is definitely better to use in the bevel down position. In these photos I have clamped the back of each drawknife to a straight stick of wood so that you can clearly see this relationship. The stick of wood is essentially an extension of the back of blade making it easier to compare the angle of the back of the blade with the angle of the handles.
- This gives you a remarkable ability to dip into and out of concave features of your work.
- The whole process took 10 hrs and it was sharp and I was exhausted.
- The easiest way to do this is to lodge one end against a wall or table while pressing the other end against your body.
- It provides much more control with both hands on the sharp stone.
- Users like its performance, but do complain about the lack of sharpness.
After a few strokes, feel for a burr on the other side, the flat side. This is a technique I use for all of my knives. Once you feel a burr, you know that your drawknife is already sharp. The best and simplest way to do this is to use a good old sharpening stone. With this, you can sharpen your drawknives in 4 simple steps. The good news is that sharpening drawknives is very easy.
Here’s Brendan for scale, measuring a 3-slat high chair/bar stool. There’s one of these in Alexander’s book, but it’s not this chair. I think this one was sassafrass, very lightweight wood. One reason to see these versus the ones Curtis already had on youtube is because he has changed things over several versions of making this chair. I saw some things that were either changed, or more detailed in this set of videos.
Flexcut Kn16 Draw Knife
Let us know what you like or dislike about the product. Please feel free to share any special uses you might have found for a product or any funny or interesting stories concerning the product. Concave spokeshaves have both curved blades and soles. They curve inward and are used for round pieces and corners. They are used on flat surfaces and outward curves. There are three different kinds of blades and four different kinds of soles for spokeshaves.
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RELkjJYYjrWF0EQqYtTWpEEYzmCAOUM1GWm/rBBWgBFCOUClbrTQEkQVYKKhTpDMWY1AAJ1MKJbHXU8YArd3aoAUdYidsoJUDrhMWOjrlkp5QAz7iPKAKT2jfiPOlIIDqMmPpDNNZTUgeER7ShPe9RWAKySThMAhuME2iXX3K9FiGfLbLsTlwygClqDdCgEGtaiLhNlA0WQCeZrEmzsRp9mA/wAYAoYsXJplCO50pFjF8+4B1MIWcH72Wo6wAlXIIAMMsucwqJTnophv9QD758vyoYUtMJznzPh84A+yk20TJYC2eYABTMYfjSLElT2yai8q1MZ2EaA+kQrQZVinzMQ2WaVADCta5iHSzUXvEkxfQDcB/lByH5fjEoqZX2EpfwgnmYYIgrRaV4CCWWuvpEMwUpRoCwBTSoB8TAK4jmq1gimoWnU1iZkcOggLPnXncd3XtLMi8LLJnIdzIGjQ7+9h+zV5EzLE82zTNQVzA846WcRyqfKFKn3TWPhm1cOyqyxTPth2s2u7xSaPO97+xXam6Ha13fPW0rKWidm2FiK1IIPyrHzJc+3SQbuveW1QpGG0JmuuX94x6ZMlSKGhHSPkX7spcm0FmaReVjV/yuMnQ8QY0W38OYcivXfa/sbvV+IcsHWwu5fP1POd4yrHZpcy8HEo2YITMXQg8RurlvjzZ7dfbtN2ZumfdOyizJDz1KsWajhSQBpkCSd2dPX0x7V9j722TkTLLZJM+12aYkx5U1FNGoMlYD8Q9co827Aeyu6NuPaJdj7aXbPn2eY0ybMDVQK2EleR71MjGh0ek9+2/wCpjXa6/V/96m+2+oxWspYHdr6fyYn/AA57EXvKsr+0batXNtt8opZlYEBUOZYA8dI75s9tR/yG8VnvKadLBzUGjAco+3fOw1rscjBdDLabPJXCspV7ObLUaAp0ppGmzLKZUxhMBVlJBVhQg842+aOfXyd0lXy+X+jW43h2Mfanf7npfY/bq4toZCCwXgvaAd6U5wuvUH5RuErC4BDAx4yVrRZJwnWWc8p1NQyNQjoY6Bsj7bdoLiZLNfqG32YZY60mqOujePnG01+pxfhyqvc1Wz0uS8WJ2ekgo3rD4VAyjVNmPaNs3tTLDXdb5bTKZymNHXwMbVLny2FQQa8420ZqauLs1E4Sg+2SpjBRviFQOEQuh35whmLpijLkxsYkb4BbeKQhapyQtE/1DnRQOucKAxJIyhSxAzhiVVe/OUHpFVZRObFj0ygOQlwRXXpEws2eEU6wWbEKLJbLwiIzUyUDqYllQMAGoI8IYyajErD4RWzN+JlHSBUEfeE9IAJSaNGMQGZWlIHOrnxhSRXJDnxzgXkZ8ZPfrTqIWuHLGPEwGqKHswKQtW0qggUhZTqynpUwMgcwxrxFIlWJpjyHAQAoP5upygKQcvyAcyfpCk0GeE/4waUyop8zAOKta5U4UpAoC7NTvMRupCdmWNSuVNWaHYVFC1fGEAQcKdIAAQA1JQDpWASBUAnwyiMwJ1MCm4LQwAmRJ08/pEIBzNB4fWGo2dFAB/u+BhLChIy5/wAQBtIQ1zYnxgYOJEEonPziCUlPcjI+RMKcVg0l0qGr0gBEpkohu6BoIAQzJdCKZ9IUOtdR5RYWWmgHOKzNlA/eL0rGID2yDVlETtlIPeWkIZqkUSW7dFMI0mfMIKyjLzzLEA0gUsMwVqCKQyEsdIBs2Ed6YuUMCiLQGp4wBYwRFBYZ7oqYKx08IV5mLXPxgBif+mYEKLTZpM1CkyWjKdxFY1s7CbMi0G1JdchJhzJVAI2hwzGpIA6xS0vvZMSOUVJepG36M+Db9lbqt0kSplnFU9yYCQ6dG18NOUaDtV7NplqRi9l/5hLA7s2WAtpTxGT9DXkI60VVTkgFN5NYBNdakchWLKEJpxa4LDJkxu4vk8o3nsVeNkZ3sFbYiE4kC0mp1TXyjXnRHqjrQjIg6x62vvZO7L7UTZ9mKz19yehwzB47/GOX7Y+yyfSZa5tlNrFam02cUnqP1L+Lwr4RqNnpSfiwuvY3Wt1d/lzfU4igtFinraLJNeWwzBRipU8QRHRNkvbPf904LNfbPb7MuXaCgmqOe5vj1jWLz2XvGwI0+SRa7OuRaX76fuXXx0j4pKHQ0MapSz6c+OGbSUMG5D5o9T7Mbf7P7TygbttatNAq8p2o69VMbOk4FahkAjxlKmzrPOS0yZsyVNlmqTZTFWU8iNI6Dsr7ab9uQJZ73kreEgZGaBScBxO4+kbTB1SMvDl4fzNVsdKlHxYnfsejVmKxp2hPJRWDg3rKdq8a/ONU2X9omz21MkTLuvBWmAd6U5wuvVTmI2YTe0FRnwzMbWMozVxdo1MoODqSploLaLLUHnSIz0IBmIK86xVgBzZVPUAwwUAYVYgcB/EUxISxObsaflWnxgEq2QVmPAv9IOCWDnhrzpEY1yox84AXEENRLlrurhhsbsO7Mr+1YWgU5KAT0+UBsR1NeR/mBbH7292HUgQrKNcvM/WIproxy8IlN4rnwP0gUAAbQ16CAaAd46cf5gthOZow8/jChzSitUcFPygUJ1rQ0/vCAK7gDTxhSQBUnMbzQGBiVxWob/5QAxYVoGHSsK2FaEjXlFbzklmhcD/IfCKTbJVBR6E71BgUyTTWhhTQ5kDrr8axivbBiAly2P6qUgrMtrtWVZW66fCFgvybIEkcVrFbzEBzOHqQPpFRk2xzWYZQPAtiPlmYAs00A1tZHJQQPWkTzBY0wAVUgjjQ/EQgtK0pjPhRvjAFik5FmmsesWLZ7Oop9lU/uMKYbNqMyWmRNInaMT3FJiDs1JwICeQgF23ig4saRkfIBE/9K9T9ImEatMJ6ZQAwJ+9B5KKwxCa9kT+4wBWexGqg9YZZi/gQ+APyglwD70pct2sTFXNTNfoIgCZk4iiy3pzoPjClm1eYi+JYwaMMzLUc3aCMWpmKv7FrAAAB0V250wj1iFBvVR1NYai0JONv3NSE00Cj1gCYhWmLLkIhHGprnBqa5tCk5Zk06wANdFAithU5seGUMSOIhSd9DAAAC6J5mFJpnUCGoTu9YUrTgIoELbsRMIaNkyVEWEAdYrbMUrT+84yUqMHGzXr72Lui+SZ4kiRaN06ScLeO4+Mco2v9lVps7TJ72UzpY0tVmWjj96fSvWO7E4dTlx/tIV8LZMByj5ZsOPOqkj7YdjJgdxZ5CvDZ68brxOU7eR/3JYrT9w1EfNGFhVWpHqy/9iLnvkNO7A2e0H/qysj4jRh1z5iOSbW+ya12btJ8qz46VIn2Va/70+nnGi2unSxeKHkdBq9Sjl8M/M5ekydZZ62mzzHkzUzWZLYqwPURv2zHtp2huMy5N9o142XTtEoJqjxyb06xpFvui87BUzpRmSl1mS8x4jURiy3lTFybONfjz5dZ3BnvyYMWyqmrPU2zPtC2d2mlBrvt6M9M5bHC6ngVND6Rsgmq+gBpwNfjHi+c14WebLtF3zOzmKffVirLzBBjeNkfbrflyslh2hlNapS5Kzd2Z56N6HnG51uqRyKsqpml2elSg7xOz02HJHdAA8vrEJOuXx9Y0LZ32oXTtMBLuydinamUV748PnGztPtLSu1nzFkodXmOEEbSM4zVxdmqlCUH2yVM+riAFS2nEwrzZS5mYIwlscx1q1rShFcqtWLVu+zZY50x6bgoURkYjPbpC5hwSNKfxFX29GFAGPEkAfOL1sdkX3bMrfvcn4Ui0AJkkuUvRB84cltGKLW7/dyST0h6W+YMpFBxP8xkh3pTGelaQNdQT5mHJbMT7HbGze0S08RX0g/YJdazbXOmMNyqfnGYtOB9BEYAakedYULMQWSygZSJjH9bgfCHCSVAwSJannnF1F4//GFOHcWhQsQiYRk2EfpWkIVY6sSeJMWkDctephSG3KoiixAtNw+MTCRoPSHBNKYoX3hmYpeQAZ1JA6mAcP5h4QKCtPWHCtSgWsRj0PvYnfICYf8A4j6wp7uR7JTzNTAKuRmhPU/WkEBxkKL0gfMPfahxv4JQeZiDAdSGP6nr6CFw0OJjXr/MEAUpUkU50+kAWAke4oUckA+MQkn3i56saekJiY5ivgPpAqSTp5/0xAWY1HugeAFYhmV0NfWEC118K/zENASCQeWpgBi26ufIQCaZUMQEUyBPy8IV2PEDxgKIWPSFLVpl4wuJd7dYqefZ01mA8aZ/CALi4ByPl/EKzDUaRQ1sWncQk8xAFontULK8oAvOLWh8c4SrMaVyMVYLe+q4euXxg/ZJxIMy0KDwzMSwMzy19+aOWecK02WM65jwiCwpWhmueNFpDCw2ZMihPUwBQbRK/T51iprSaUlr6fSM4WeSmkiWOdKw9CMkYr0oo9ItsHzGW3TUJSzsMsiRQecBrHOcd8y/E4qfGM9kBNWcEnxiCWa93EfCkZJmLRp9+ez+7b4VprqZVp3TpKBST+oZBuuvOOTbX+ye12AvavsxCKKm0WZagDi6buseiChBqzeZitkltuPUCkeXNoYc/lwz14eoZsHD5R45t1z3ndtZkyX20gf9WWKgdRujCdZFpQpNRXVsiCKiPU+0Hs+um9i0+zyfsdoOZmShQMf1LoY5NtZ7L512B7TPsE3Ca4Z1hlmYWPOWMx8OcaXN0jLF+A3eDq2Ka8RykSrJcVme2SZ0+zmR/qI6TWxqeCmtR4Q032jrtXZ5dg2utVoaidnJaa9Upx7tAG41zO+KLxkWlsdmv67LdYeynMqKHBmFaCjsEJAyPu1MfHtWzsqyp9qlyWt0kjJ5YpNljmv4hy9I5je2JxbwNtU+f1On0tfG4rNSbfl+h2b2d+1+27GXfJ2c2qnPbLAvdsN5VLDBuRzrlxjstzbW2G9JaT5VolOrgFWQ4gw6x4lslptt2KTItnb2FzmkxCyV4Ebj6x9zZjb+03NaTMue1GxoDVrK9Zkl266pWNr0/r+XDFY9ldyXr6/5Rq+ofD+PPJ5Nfhv09D2/LtMuYAVZqGHqNQmXWOCbM+3ySkuUm0Fz2yxhqDtpIE6VTiSuY6ZmOpbO7e7MbTS+0ui/bLajSpVJoxjqpzHiI6rW39fbV4ppnK7Ghsar/uwa/b6m2I+dAoHUQxY7/QxjJPlMKhgfGLBMQitY9Z4ywEVzOsEsNAtDzikuN1POCHIzIWAHLGtKgeEAgn8ZPgIVmLamkTERqxiF4FzrofOCcIXUDqYFQ2+vXOAQBkBlAWgH9whiwGVCSd4iA1yAMLWhoTFoysU1rpSBieHPMwBWmkPQjZ9wvgz156fWJiBzxE+n1jHE0nIKTXhl9Ybs7SwylYRzGXrEMS8Ovug7939+USoArh8/rFIkTjk0wDq/0hhIA/HU/pWHmSx2mDUsKc8z6QvaoDUFjXoPrE7CXSrBz1IEMERfdlJXiamLTJYnbKOddwBPxpAMyc2UuUepEWhidHA5KKQQCdxPWJTFlJS2TPedU8YAsbt95aT/AI1jIwUyIp0ESlfwkwr3IULYbMugdupp9YsWRIH/AEV8TDhSDpDdmenjCkXkrwoNFUdFg4mrQMfOHwqN4zgUAOQJgShadIBUn3SYsAJGQHlCtVRmdN0C0JgPDzMCgB7zqOmcMQm8kwvdGYl18YoEZk0qx6CkSjHSUOpzhseWSqvhAqTqxMCgwn8TKtYGFR70006QSM8q9YGBjwi2BWEvdiMV6HICLWVB7z+UK2DQKTCyNFZZhkF05RTPl9upWYoIMXnFnRQIQq5/GYyUmjHtPGntQtV4ydtb0+0WSbKEu0OirQga1rpzp4Rrll2qkWd1M1SQrgsAaFh4x7Rv7Zi6L+lGVedilTgd7KK+cc7v72C7MXgrvYk+yzSpAKgFfEGOW2fh+TnLJidt80dfp/EWOMY48saSSXHJxc3Ps5tRJe03fPNjtEwVDKBRuTDQxo997L3tc1oYzrGhA0nSAVYjjhOR6COjbV+yXaXY8NbLPIxWeWamfZq0KjiBoecXXU12bQWNbFeDzFdhlNDanTOu+NBn05Yn2SXbL3Ojw7WPNH8TE+6PsclsF63ndIZrPaGYmhZRQhhwZfpmI2OzbRXJbVX/AJvI7Gep+9kthoeTCjLH1tp/Z69kmGctnBlmuGfLGp/UP6I0S13NeVjmBpss2mTniZB/qAcQN/8Aco1WSHZOpeGX/eTPbFqcbXKOsXFtrtlcoWfsztXMt9nw1Ww3mQ6mm4TPeHrG9bOf8SF3Cct37cXNabitVQvan/Vs7Hk4zHiI842C1W+yHtbC6z7OveYUNRu93UH+0j7tl2rsNsldhestJgY0wzFBoOHP+6RstXre9pvmXfH3NZs9G09tcx7X81wezbp2kuq+bOtru28JNokuKh5bhh6R9NJyMMjHjG6/+eXJaReOwF9vZ2HeayMwaW+8inyjp2xH/EHItM+Xc+18gXXeJ7uJiRJmHiCdOhjqun/EGvveGXhl7nLb/QM+p44eKP3+h6B7QYsNYJcbo+JYL8s1qRZnbIFOhrWPpJaJZUFXZ+YH0jfJp+RommjJVgusRnGecUlseisOpAid0HNlXxrFMWXdpoKwpbOusVhST3akdKQ2GhzIgLHLilMRrCFxXf4RKZZaxKqNYMGyjt6UQ0HAZQmGpKlyTvFaxdUNorNuzyEQhhkSqjgIGNFQlMDkD4wezY74s7oyJJMQDM0UQ5LQhlA8TEElRmy+cWAmuZyiGm8xACi0GYA5CAaV3+UGqg5ab4BK7kMCEooHumJU/hAETEcwAIFTXLKsQE7286xBzJMCnEkwAKU4QA2IZ5QCxp/EQ5iu+FzFaiBSVJFM/GFpnrDZ0ziKK568IAVlB3woAXWsOQCaxCO7ACYQcwIXfDFlUVxDLnCNOl4cqnwgB1ehrg0iFJUxy7EjgPlFDTm0UAQmJqe+Ad+cWmS0WEqBSgOfHOKy1DUmELMT35mIDhnAYgmoJ8oo8xjMBNAawHPAHjArMGiZczAdiM8QB5wsUVvl+FvAExWymlcHnSHdsXvTvIQpUbu0boMoyToUY82Sk1CkxEKnIg6ERxzb/wBkBkzpt9bFlUmOcc6xD3Wb80vgeUdmZVGfZSwf1sD9YVsVO7NUDeqIT9I8+1rYtyH4eVWj1au1m05/iYX/AKZ5TO1FtsS/Zbd2gRCUmKwNUINCCDHz7bZy5S1WZMEuZWrqtUPCu4dDHf8Ab/2XXRthKe0y62O8SMp4AUPycakescLvO7NpNhLabuvmyYUzEuaKmTOH6Tu6GOM6h0qWrGsi7oejXmjuOn9Vxbn5H2z9V8/0NPt9xks1okl7PahWtNCp18I128LlnLNDTZRXCPvaYgeZXeOecdIZ7vvFsagSphAqh0j5Nsu6W9oLSZxRkyCEivMjiI52WKeLnG7X3N1GSn+bhmj2e13ncM4OlZoYAB1PdodDyjYUvmx7Q2U2K+rMs8D7wOAHl8GB1H7hlGTarrwYz2iqg75FDhJ+XjSNYtlgtMqeGcdhNX3Z0vKW36WrpGHhyezM+Ym/7L7b357PVV7LPe9rjDAHGA0+y9N7CO/bI+0S6tpLvl2+xXiJ0l8sWNVAO8EHMEcI8iWK8bxup2s0xsE1zUVWqnlXf408Y+vc+0NquC3Let3OtktT++q+5MHMHX49I6Dp/Wsum1jzeKPz9TQdQ6Li27yYfDI9s2W1y7UoaUMYI1AZx9IzFZlFAcHiF+EcO2D9s113yZVht1qFmthFOznzQFfmh39NY6zY7xk2iWGE1TUZUFfjHba21j2YKeN2ji9jVya03DIqZ9kOpNMWI76VJhlrme8PJYw1nAihLEfu+UW4gfwrXhT6x6Tz0XdrKBpUMf3FvSGBmEVSW9OS0+MVqzECjmlNNImRNTXziDg24lgO85A4QpK5GkLVd0Rmy+sLRgPU7gPGASRqesIHOkTvE96JYLKnf8YAYCADlUVygCoGeXIwAxblAqSaARKAxCyprQQ5BDUGCdOsJ2inMVboKxMTH8BEQBGtaUiGnGASxG4eMIQ2+YB4RaBZkBmYFRvMU5E17Zm5f+Iai0+7LHnr6woljtNWlCR5wonCvczhGqTTsxTrALKm9FrzhQC0x2OQ0hWMxhQg04GCGJ0J/wBhhSGJzZ/QRaKDszqSIUhAO84WIQi6gD9zk+kSufcA8EgQXDLJriZuVDAIpn2Q6mkWYZjZlSf3NT4QjhVObyx4VMCkL7wUHQkn4RWxNT3mpxC0hwFOrzH6ZD0hXUDMSQDxYxQVHCdRXq/0iUHvYKdJdfjDiaEPvqp84BLzMgZjdBSAK+/X8Y8VUQJgyqzqOVS0Ngzpg/3N8oUy6Ciui/tXOBSohBlV26AD5QGAOks9WasPhl1oXdvGJgA0lADn/MBZQ5ABpgHMLWPmXvdF1X5ZGsd62NbTJcZrNUEdeUfXdQR3qQjIKGlBXlDhqmgm4u0cE2y9hFqlu9u2NtNVqWayT2OX7G+R845DtBdV/wB147Fet1WmzTlJws+VDxVo9ptLqaAmp3R8+9Ljuy9JBs142GTaJbChWYob4xpdroWvnffi8Mvsb3T6/sa67MviX3+p4+sFttaS8N4ss3Aiqrgd4mmeLPOHeXY7RO7ZSoByeW57r8uRjuO0nsC2ZvF3n3NPmXbOb8KnEh8Ca+RjmV/exXbm4sUy7xJtskfkNGPgdY5ja+HtvE3JLuXsdNrde1M9JvtfuaHbrpk1b7NKYZd2VNWoFDxBy6x8m12GVZQHtMt5Bc5q2aA8ju6+gj68ywbQ3Ve8ubbMdlKrhMqYjEMK1NdDTTlG1WOddF5yjYbysaqJtcJIqp6H++MamWJ4ZdsuDaqcci7o8nPGnyz/APTgSzMHeB0PHL+kdI3HZT2i7ZXHLWRd16o2DPsLapdSOWfwMJe3szCIZ91p9okMpwysRDL+0/IxqS2O8bJONnLMXU07GaAGFOHSM4Ty677sUnF+x88uPHnj25IqS9zuVj/4i74uuT2m0mxE4S0ALT7FP7RCOOFgCPOO0XPtPd962Gz2+TOolplrNQHWjCo4R4mtm0drlslySrSwa1sJU2XMWuFD7xpwpofjHS9mr5vA2qzybPaZhRQFAQfhAoBXWOq6T1XYnH/08/Lg5bqnS8EGv6dV8z1PKtUuYoKOCOIMN9ol6YvIVjWdmJzmxSmnSQzEA1mMWPkY2dbRMChaS0A0yw/AiOljkUlZzModro28zJKZGYo8YgnI5oisw4hTSAGoKy7Mct+EL8aQe0nn3gij9T/QR9KPiE9puQAHi0Cr11UHzgd4nOcD+1YJFPzV6wBAHIFZgHQQGKqO9MJ8aRKKNV9YgFNABAli4kJoJbN1BI9coap3SlHgIJBO85cIFOIPnABLMM2cCFzO9m6CCSFOogGh/Ex6QKQgnPAR1anwhThXfLU8aVMNRd0kt1/mJiZclVFHX6RSUIWc5DtD0WnxiBWIoVP+TfSCXG+bXkqwpIpXC56mkCkCHeE8c/jEHd0meQpA8JY6kmFxPShcgD8q0iAZsNKFphivCpOcvL9TZephqD8rN1aFOEaIvx+MAMXlysg0pT+mKzMZq07Rq70T5w4JHujD0AEQlmGZJ6mKLECk+9LJ/e/ygKpXRpaftWCV5wKGmppAEelaM7n0hMCalK9SafSGICjXyhK78usAGpUdyi8lH0hD3veZjDVBFa1pCO6LkTSAAVXQjziUypQGnHP4wjWmQg1z1oMz5QjT3bKXKdq5jKnxpEsFpDUpU5btBCEgaEk76RU/2g5YUQ1zLNXL4wvZsxoZx00VPrCy0OzS66ioyhHmy5fvHCvMgD1gmzShm6zW/dMoB5QrJKU0lJLU8ezqfMwsUVNaZYqqFnPBQTX5Qg7dx3bKyKf+4Qo9YzFM0aFgOANPpCMKihdRzrBNijDMkrUNOlr0B/gQhs8tiSXmNwIXCPQfOMrDQnApIJ1Ap8IgC1qUzpqaD5xbZaPg3rs5c97SzKt92SJ6nUTRjHgTHM9qPYXLbHatl7U0mYe99mnVMtuQO6O0BVNc1Fc+6CT8oQyFNKITQ1HWPNs6mDbj25o3+56tbcz6ku7DJr9jyt9qvrZe1td1skTLLaJZwPJncM81OdV6VEfA9qNsu27rvk3jNsCTrXbMQlSgwDBgKliNRTiI9S7a7B3btldrWe2Sklz1B7G0g9+W305R5U239kHtOvPaIyLZdtJCf6CWmUQ47NcqrQ5V1zpSvKOV2Ohzwz7I+KD5v1R1mt1zHnx90/DNea+ZzPZK7bxve8HvGfMnTSjYFmZ5ngDwFSOpMejvZxsfOQJaLYueR75GUNsJ7G1uazyVn3Z7gFA7A+Opjr9zXIbKiosmTLA3VrG21tJxaclXsafb3++1F2Z922eXZ5CoAuQ4kx9SWCKlQy1/KtPpCyZGFamcoPBVrGUqkinaTCeQjbxjSNM3ZtGAEazGPM0+kQKuolr8YJZjmqTG5hKD1gElR3gi1/M/0j7HwGrQULAE7tIlTuJPQQpfCte0RRyXKFqXzxTXHI0Hp9YCh6HUgD9zQMQrQTB/itYUYVP3UtDxOZhi8zex+EC0MK7kmH9xpEIG9ZY/c1YQYT+EHqYYOqigCjdpX4xCDEqKntEHIJUwpbEKYpjeQERph/VCYydBSKBjTQy/UmB3tyqIBNc6nwiUBzgQU4zq+XKIFrrmIOYNQtKbzCPNC6zR4ZwJQ2GnAQCQMic+sUPa7Ooo0wHjQ19IrFtlE0SS7CutMolloy8SnQ1gEqN0Yxm2x8pNmpwLQAtsbuzHVfAwtBIyCa5U+UK0wLqyjqYoazMx705m/SoEBLNL0EqgH5j8oncZUM1qlAmsyp5QhtCtmkqY3hSLlkZZKB0X6wXlrQYmOX6qfOFtijGxWhm7kgqP1OB8BAYTiKYlU76Cp9YyaAVoM/WELZ6aamHLHBSLIxGIzphB1o1PQQwscj3itSfzRaSdwhC1QQMjxEKL5jGXLAoFUdBECjUUy8YrKBxpnxrDAlBhBpxoIIVQKK4yJMVtLUGudeZ/mHwilSxiDumqqPExSpAKg6U8z9PnCiVU1NT4U+sWB2IycDoISgcnvM3jAUAygKgqor+Y1hB2KgkzQeSitItEpRoij1iOQMgyjkIBFDYWzWXNfPKuQiYSoqJSIP1PWLKhjUsxhSyrkFFRAolG0M4AfoT/AMwrIDWodqbyYYzTXDQDoIVmy98mutMvhAUg9mir3ZUtcvxRhz5ImnC+Fh+kARktMRTTKphA6k1FW6QJRjJd9n/7Ry4w62aQnuylHWLmYjILU66wGVtch1MCjIjUooUDhrBMtwc3I6AQkoTjnMevRdIbCtc1cnqYMpsLszA1Zj6fGFxBNMA/VmT6UiujNnQgwCqKas48f/MDDzLsaqarQHiABXxhWep0J6n+iKTaZC5maKDgNfhCm1yaEorN6QslGR2hBoCq13AfSJnuPnGP21pf7mzUHFoYC2uPwpzJidyLRfSorqOcDGiGjMOmsUNZzTFOtLOeCj+iDLs1lYAzJc0572pT5RbJQxtUmpxHu7jv8ora3yxlLlM/MCMnsJQ+7kKo4nMw2AgYSw8qRLYMX7TbHr2dmy1qYrIvB2zmotdwNT6R9AJlkQQeMAnCDQCoiqyGGtknMf8AUtDkHeBSHF3ygKsWbiWMZVQKgEHnC4hT+IlAqWzSVqQigcaCJhzwhmHTKH7Qg045imoipy2LIkiFIpYQAtPiYpmTJUtgHdFLe6N8EqAKGtTGPNVnbCZfumoNYUDKxJhoSSBupCBs8gfOArthGMUPKICGyAMWhZYAK1ovLfAatMganWmUMBQaRMyNYJCykyyBTCKczAIw/iy5RcVG9oViiior4RaIUkLTQmAq51CCLe0UjJTAxsRkKRaoClW/EfKK+zB4mLW7QjMgdYpYhfenV6QovI9AMhUAcTC5DKq5woK07qu3OlBEo9AVkgV4mHA5Yw396vjCkU0FKwTLmmtWVfCA0grm8xmIypX6RC0xGO74wtctYt7IgE505wjAhcgKHdT5wsdrKnLkd1K9TCZ1wsRiAqVA0jJULhBJp8YR6sTSkCpFYRjQkAjhCsoQHEpPWLUJXWp5RJiYtQo4VOcTktFaSg5OQIGg3RJisrHEKARaoRRTHToM4HcOQRnPEmIUreUrS8YOY3Ewq4FGgPCgi9FYGpSWoHE1+NIWZMXQzhQcIoIhY5LKc+nxgTZUzIhZY6tBDKaFUmvwopgqGUk9hr+ZwPhEYszjYrS479ppxFCYC2GzA4prux01H8w83V+kXWP7sxhXzMU7K5cqzqP9Oyr4kt8KRZ31HdQLzCgfSMp/ujHxzv8A/uNCy1ZlssyZQmYCOcz6fWHSQ+rTR0Ra+pg2f7qMqT8oyF0VpIBWpRzzd8vSGMuWmrKG3YVzhn+9hR+PrAwspmTSMkXPiYCFjWrCMcfezOsWSvvIELx7tMzAoGHuRYvuQq7+sWwAA0oQIFKb4feOkAxLBWUGIMCaiCRnXDWHG/rCnUQBW2LgBCFUOZNT0iwe74RU/vCMroqjYchmEMSrDIKB4QZnziyZpDuaL2Iqq5rSkJiWubivCKvxN0iyX8oncy9qDiroCfCB38XueZi+RvgWjQQtlSRSqsahnUGnDOAZRbWaxH94RbK1PSI3vmFloq7GUCMq8awpWr1UYQKigGvnF7aeEA6QsUJhYLAZUTN5irzJiWz7rxjBHvrEsGd20gEd4uTuVSYDlphLCyvnvfugRk2fRfCBb/8A2x6GKTzMIHCDjmylrwNYpLKanvnwoP74xLJ92Yed+GKTzKBMzw4Na0rpBM5aZzpYNNFzP98Ixby9xfGMm7d3QQboqRAGcZS5rDiQR9IYLNBoLOK01LUj6Mz3FjCtPuN0iWUV5LMgM60ypQ1yFT6wMMhTRXnTa8NPQRiXX84+vN93wgSjDCykGIWUA/mmEfOA012zBQV/LpGMv/vB1h73/wDbjoflFKMZwrh7XOmmkQnFohbwMU2D3E8Yx71++XoYjDdH/9k="