22) Indica amb quins materials estan elaborats els objectes següents.
miércoles, 27 de febrero de 2019
miércoles, 20 de febrero de 2019
Treball amb la fusta.
Mesurar i marcar
El primer pas per fer un bon treball és mesurar i marcar la peça a la fusta.
Metre de fuster.
![Resultado de imagen de metre de fuster](data:image/jpeg;base64,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)
Llapis de fuster.
![Resultado de imagen de llapis de fuster](data:image/jpeg;base64,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)
Compàs de puntes.
![Resultado de imagen de compas de puntas](data:image/jpeg;base64,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)
Flexòmetre. Medidor amb laser.
![Resultado de imagen de flexometro](data:image/jpeg;base64,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)
![Resultado de imagen de medidor con laser](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhIUEhMWFhUWGRcVFhgYFRYXGRkYGxoYFxkVFRUYHyggGB8lGxcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGy0lICUtKy0tLS0vLS0tLS0tLy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAOAA4AMBEQACEQEDEQH/xAAcAAEAAgMBAQEAAAAAAAAAAAAABgcDBAUCCAH/xABKEAABAwIDAwgDDQUHBAMAAAABAAIRAwQSITEFQVEGBxMiYXGBkTKhsQgjJDM0QlJicnOywdEUdJLh8CU1U2OCosJkg5OzFRZD/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAMEAQIFBgf/xAA1EQACAQMCAwcBCAICAwAAAAAAAQIDBBEhMRIyQQUTIjNRcYFhBiNCkaGxwdEU8TTwUmLh/9oADAMBAAIRAxEAPwC8UAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAcfaPKmyofG3VFkag1Gz4gGVlRbMcSI7c86+zgS2i6rcOHzaFJ7/Xos8PqYcvRHE21zt1aTZbs9zGnIOr1WsP8A4hLvWtuCPVmjlLojBsbniHSRdM6h30qbwWdpxOl47hPCUkodGYpyqt+JFqWN7TrU21KT2vY4S1zTIIUZMbCAIAgCAIAgCAIAgCAIAgCAIAgCAIDzUqBolxAHEmB5lAcLaHLOwofGXVIdzw72Lfu5ehH3sNskYvueTZ7fihWrfYZA83LPd+rQ429osjt5z1VXSKNrTZ21Kpcf4WBOGP1MNzW+ERvavOjtB4+Uin91SaD5vKy0vQ0Un65+DhVn17ql01V9e5pmfjLh7gCNxptENPASt4UpSWSOrXUHho5tLaOH4q1bwno/+T5WrUY6ZJlxNf8AWbdjt2pcYqbqzmPBhrMeCm4aYZbADuE5Gd2/enwS6ENZVIrKloY2lkOEBucPBiZHEnXerWY4Oe1Uzq8nPr12tGHEHN3Cc2/ZO8dhVOqorVM6NCc5LEkdrkhy4r7PqF1DrNdBqUjOB8b/AKrvrDPSZUO5ZR9Gcj+VVHaNHpKUtcIFSm70mOO48RkYI1hYNjvIAgCAIAgCAIAgCAIAgCAIAgCAICneeXaRNzQt5yjFHYAXOIneSWDuBU8JuEMrdlWpTVWeJbJFabRtMWcuMaOJmN8CdFo5uW5JCnGHKjJTt6b2zgzGoJLiO3Pd2q5RjSaOZcOvB5ZpbRsWEQDg1ORjwPEdqVIQxo8GLatNPVZOO6nSAjC0HTEXl57wGgBU8Z3Oq5POhvbA20bTFgaamKJB6rSOBAmVJCpwLC1IK1B1ZJ5wft7UqV34hQA4A4nAeLlrKpxPLSJKdFQWMs92+wLl+gDZ4D9FrxPob8C6nWtORFR0YnHyhas2wkdW15FUhrBTAOnR2Hbs3BASTkbtWjQuabWwMZFMxvxGBPjCxuFuW0sG4QBAEAQBAEAQBAEAQBAEAQBAEBTvObf9DfulrXsdTYHNI1HWza7Vp7Qr9vBSp6+pyburKFbT0IVtOzFMCrTJfRf1cUZtP+HUG49u9V6tJx1LdCupo4Fzsx9V8UiSIGfCfmnu9aiWehYaT3NmjyNqH03J1MrC2R0rXkfTbrmmDGp07fY1Bn0URgzi4o09AmDJ4fyga3SAmgNO45Uzli8vyCN9THEjTr7eqnRh8cvat1Tm3g0lVhHdmo66rv8A6J9n6reNCTWSCV5BbGk29fRurcSScdNxluGCHAwMzI7VpUhwPBYo1FOPEfWiiJggCAIAgCAIAgCAIAgCAIAgCAICj+ePK9n/AC6f5roW3l/Jx71ffL2IlsvaBpO0DmO6tSmfRe3eD64O5TtKS1KsJOEsnH5O7Y6Ko8iYcBAmYgmM+4xK5UniTR34p4wdW55UkmJ/ruWVvoNlkwv21WOjXDv6vtW0ac30IpV4RerNc16zjqB3SfYpI28skEr2C2R6Fm8+kSfJo/MqVWuupBLtD0NinsbQwPafWfyWEqClw8Sz6EkqV66Xfd3Lh9TeZs2BMn2D1LFO7pSm1FPC69Ce47KvKdBVakkm8Yg34tdtPUz0rRgjIZ+fYoqV1WqJzjBcOurfoW7nsqytp9xVrN1crKxpq9s+v1MzGjLLXs7Nyqwv6lWVJbNvX0Z16/2ft7aN09GoxzFZy4+uf9Eav9nVqu0KDaNN1RxNPJok7iZ3DLeVduk+PJ5ns+X3eD6uVUvhAEAQBAEAQBAEAQBAEAQBAEAQFH89Q+FOP+Wz2lX7fyvk5F5/yI+xB2blY9Si+pHNj0A+rTadHQD5rnwSdTU71eTVNyRYXJbks2u8iS1jYBiBJMw0HdoZOcK7PEFocehGdZ5lsSPZ/J+i4VRVoUqeECAx+KrvzLsRgwMpEE5KOU8bFmNFSTTRGLm06Ks+nM4H4Z4wdY3Spak33UpL0ZVtoJXUF04o/qz2wiBOkZ/qRuXnqFScpwa3eev7+h9M7Rt7enb1qcoqMYuP4cadUnvJv9BMZnTL+ffKko0XNQgoYnF5k2v0yUbu8p2861edZSpyglCC13+nTA6UDeN+Un18FZp2M+8y1wx64ec5KFx27bxt3BT45tJRcopODW7b6nhtwB/OP6KswsXT8Lm2tsHMue3o3Hip0IxnJrilvqtdF0PwVeHZ5ePYp4W1KMYx/wDH9DnVu07mrUqTbx3mOLCxlfP9nMtdrVaO1aLqRAPVbMbi0Agfoo6qzPBvR8NJyXqv4PqFUjpBAEAQBAEAQBAEAQBAEAQBAEAQFIc9Pyt33TP+Sv2/lP3OReefH2IRT9Edw/JWPwlHqzgbDPv9GNJaD2HX8iqFPPeHduH4GWlyP2zTolzKuQLmvBzAkatJAMaNIMbiN6uVoOWqOPZVVHMZGzS2+KAqyaL8XoMpMgAyTL3gDLPtOui17riwSq4UM5ItTdUqvcWhz3uOI4WlxJJk5BTTcUsPYqQc88aznKfydq35L3tT/wDItH1yG+rX1KBOhT2SL9ape3Hmybz6vT4Ota83lQ/GV2N7GtLz5kgJK69ERR7P9Wdmz5BWrfS6Soe10Dyb+qjdzJ7E8LOnH6nas9i29L0KFMHjhBPmVC6kurJ40oR2RWPLj+8br7Nv+F6tWuuSn2lyxIiGf2pbcC5keTVHPzPhlmn5C91+59WKkdEIAgCAIAgCAIAgCAIAgCAIAgCAo7nt+VH7pntcr1v5b9zlXf8AyI+xBx6HgFaXKc/8R+WFwQ4UwYYJIaNAdC4DjGUrSCWSWs24ZZ29g2ratzRpvnC94a6DBjv3LepJpPBBRipTSZa9pyYtKfo0GE8XDGf9y57qTe7OvGhTjsjrMAaIaABwAAHkFo2+pOsdDT2jfdG6k0YJqEgGo/A0BsTnBlxxCG7+KGTTq7QeKrg4htI9K1oa0dIHMdTY0tJJxFznxEQIGsrANGsH4mtrVHh7DSLGk9YdJcOAL8JAc7o2YTrGZQySK2uW1AS2YmMwR6ismrKm5c/3jdfZt/wvVy16nP7R5YkWoNnalp2vZ/xWlTn+GTUX918x/c+qFROmEAQBAEAQBAEAQBAEAQBAEAQBAUdz3fKj90z2vV2h5bOXd+fEg7PQ8Ara2Oc+cwWfxo7j7VpDnJavlEm5Kn4bbfeNW1V+FkVv5iLpXMSO2FkHM21sj9owgvwtAqMeMGLE1+EGJIwu6sB2cYjksbmT9Gw6fXc8ufiLjmcIaXOFRxYWgFsuAdrlAiEwMmUPoNdRjAXEFtIjruw78L8yBpJlZGpuyhgqHlz/AHjdfYt/wvVu06lDtLliRaxz2rZ/eU/+C1q8/wAMloeT8r9z6oVE6gQBAEAQBAEAQBAEAQBAEAQBAEBR3Ph8q/7TPa9XKHlyOZdefEg9P0B3BXI6xObLnNazPv3n7VHFeImq+USbksfhlt9632rerysht+dF1rm7nbCwDm8oqrmW9VzS8FrS7EzD1YB6z8XzRqYz4IZSONfuaaj8T3OM1W1QNG021KDIcJMAdcjLMF3BDODPZ21UVWupMdTY4nQNDejNeo9weCJb1C0taAM3Z6IkZO/bueR12hpnQGcu08UNCpOXJ/tK5+xb/herlrsyh2jtD5Ivswf2vZ/eUva1aVef4ZLbr7he6/dH1SqR1AgCAIAgCAIAgCAIAgCAIAgCAICj+fH5T/2me16vW/lyOZdefH2IIz0PAKyuU575zXsvjh4+1aR3Ja3lEm5M/LLb71ntUlXlZBb86LjF9TJADpkhoIBLZOnWiFy8HcwbKDYxXFq2oAHjEAcQBmJHEaHuKAwOuqNFuIFoBOH3tuIucPmgUwS4jhuWVqDUfdsrVqBpmq8BoqnA9raYbUkMfVBzfOF0AA6GYQydbEJic4mN8cURqVBy6H9pXP2Lf8L1atdmUe0V4YP3OLyc2VUrbZtBTAlrmVHSY6jMLnHtWtfwyz9Ca18VJRXqj6bVI6QQBAEAQBAEAQBAEAQBAEAQBAEBR/PmPhI+5b+J6u2/lyOZdefEgbPQHcPyVtcpz3z/ACa9n8cPH8lHHmJavlMkvJz5Xb/eMHmYW9V5iyChzouSnZwGBz3ODMMDIDq6EgDPTiuadzJ6u6rmmkGx1qrGOn6JkujiclgLUh1Ks59J7nPqNdVtuu7EXh5qVmsbUotxQGgEtA6syckNsHSuKVGma72VP2fo7hwZhYwgvNBjMFNgG8SBlqSUBjtNm1g6iGUqjHCnaNBYSGNawE1mVc+tkS1oIMSTlMpqDq1dq0rfE+7rUabjGWMZAaCJJ1JWyi8mjaKr5T7RpXF9cVaLsVMtotDoIBLQ8GJGeozVu1TWcnP7RknGKX1OJY3j2bXsHMcQTVosMfRc5rXDxEqG75sFrs5/ds+plUOgEAQBAEAQBAEAQBAEAQBAEAQBAUdz5n4U37lv4nq3Q5JHNuvOiQSieoO4K50OdLmNK2uGisM5zDcuJOSijNKZanSlKloiUcnT8Ltvvaf4gpZ8rKdDnReFUholxDRxJAHmVzsZO2yP7V5SWDSw1LhhdTdjaGEvOLC5uYbM5OK2VKTNe9jHqRX/AO02dNuCha1q4w9GOlfhaKY0YBnDRrEDipY27e5BK9itEYKXLC8LQy1o0qLB1WtpUy6J3A6DPsUit4LdkDu6kuWJrbRt7+rgFatVJcHnAXFkYXBsFrYGZIhbRVPoRTdd7vBz2bCawS57GHFhwxLtYLuMRmOKk4lnRETp555njalOk2OjeSAHFxPYcsoyyn1LKlo2zE6abxE5fImwftDatq6l1WUnsqS7e2m4OcQO2I8Vza1Tjlk7ltR7qnwvc+olCWQgCAIAgCAIAgCAIAgCAIAgCAICi+fl0XLSf8Fv4nq1ReKbKFws1olbVXkMmoXMlsMpsIDsxk+oSDhH1dc9y0nWb5dCSFtCLy1lnOsfjWwAIe2MuJG9aw5iWrrTZNbCk91Wm2mYe57QwzEOJABndmupJpLU89TTclgkFfklWqP9+uG1DJEue97sQbjc0MO8CMstQoFOC2RclSqSesjOdi2NNsOq9djc8BEVHYnAwc4ADRl9aVlTn0QdKiuZ/wD09v2hZ0cfQ0S4y4AnIYC2MLpJJE9ycM3uxx0ocsTHc8rKmeAMptmYgEboDjodBuTuluzWV008L+zg7R5Q4ziqVcRGIZduoy0GQyTjhAz3daph4OTX5QM0a2e8/pMqOVzDOhNCyqSWrS9jSr7Yc9rml3RMcCCWtJ3HKAc5yHionWc8rBYp2iptSyTbmHtKbbwOJc55ouDCDDW6F0tIkzIHZB4rSdNKmpG9O4cqzp42L+UBbCAIAgCAIAgCAIAgCAIAgCAIAgKA90Cfh9v9xMbpD3QSN63z4TTCy2/QrN7yTJOZzPb2rUGex2VVex9ZkHCdBm4RniDd/csrKeTD1WDr7K22Q8EwyoyHhwcAJByc0HfOavQrqWkjlV7WVOXHAzVdssAOeKSSQAdTqc8p7Vs60ERRs609cbmv/wDMvd1adMuPifUNPNQzvYou2/Y9WrpFN+yz+vQyMo3dTcGDtMeoSVSqdppbM7dD7LVnvD82btDklVdnUqk9zfzcfyVWd/J7LJ16H2djT0dRL2RkOwqNP0mzG9xJVT/KqzeEzr0+x7GlFzkm8atsiVWC4kCASSBwG4LrRzwrJ4erNSm5bLL0+nQx3DhhOXbC2WEaOOS1eYoNNy0l4JFFwAboD1fTJ3xOilnV4oKJDToKNVz9S9lAWQgCAIAgCAIAgCAIAgCAIAgCAICgvdANm/tv3c/+wrboiN9StG0sySYA1MTA4wNVqk8mfqz02+qMxNoksaTqYLvVkO4ealjSbZp3kVqeLugB0Z3uDpPEjD+pM9q3qx4EmRUKjm5JmEBQbFj6rpjUkfJm7ydSOvpDt4+WS599B8x6z7N3MMSt3vun6+pI7cxmuenlanp5a4RMrvYr6VtTqiS4CazfozoR3aFW6ts4wUkefo9pQrXMqL2z4WQLlbewzCNXnCANe2P63rFnT46mV0Nu2rnubbu09Z/t1I9Q2M92bzgHDVx8N3iu/TtZS3Pn1a/hBNLVmxtGyZTt6uFueHMnM6jep6lKMKb9Snb3VSrWWdiWe59+Vv7KUns3SVzztdT6BWDIQBAEAQBAEAQBAEAQBAEAQBAEBQvP98vtv3c/jK2/CjTGrIBc3bMBptbmQcR4ZespHoYk9DlurdYhjZz1dl6gppVFHZEEaLkllnqhRqVXtEgmHGNANAY9S1xKozaTjRi3g3Rsir9Xz/kt/wDFqECv6XVv8jJR2fVpnpBEs62R8xHdK0qWkuB5LNr2nGnVjUpvVPr+xLdn3Y6lRsbnNkSPELgSi6cj6c5xuaSlHWMkdG/2/We0ipVdh3icLfEDVbSnUnqmV6VlbW6UklFLqRuym4rlzcwwYGHcSc3Eepdvs2jww4meC+019/k1+7p8uy9l/ZIa/J+oG4g9ro1A1/mupxpnmXbSS0ZGNuH3ir9la3Hls2s/PiSb3PbyLuoB86jn2wQR7Vyj0PU+gFgyEAQBAEAQBAEAQBAEAQBAEAQBAUNz/t+G2/7s78ZW34UadX8FaWjeqT9VyLdGH1Nem3N/2ne3itqm5inrFeyNrYp9+bG9r/yU9svGvkp32lJ+6JESr+TjPc7VlsZrwD0wB1jDI8TK1lJksaSeuSJ7aZVtXmkHENPWbB84K5dxQhx5aPTWPaV1Gj3cZ7ejOMHuqH5zz4uWkaax4Ua1KnE81JZf1O3s246Oo2iThHVl0EgTmXQMzH5LpU24rhOLWj3q70m52jRpsAp1n1Xbz0fRsjsxEuJ8At4qUnqsETqQhHR5ZDdv1h0VUHUjTx38AtK81wNGbKDdVSZLPc9QburJiKPVHElwmfABc17He6l/rBkIAgCAIAgCAIAgCAIAgCAIAgCAonn9Hw23/dn/AI1v+H5NOrK3sm9Q/YPsKwt0YZz6lLE5wcTAc6BOWq2qcxrSf3a9kbmxxFZo4B/5Ka35l8lS+8p+6OhtOuWuZGmfmrU5NSKNvBSjJsmmy761ZZ6PfWL5zw08PUzIjEXMB4xJWGpOX0MqVOEHhanH2iW1ntJAO4SPWpnFPcr9608x0OpbbBBZlVE8A3q+c/ktcqOmCRUeJZzkjd/aYXyR1gcOQmTw9RWJpJ56mKblhxexkpMefSdA4N18XbvDzWcSktTDnThyrLNbbVMChVAEZeee/ita6SpvBJaycrhZJT7ntnwx5/ySPWFyzv8AU+glgyEAQBAEAQBAEAQBAEAQBAEAQBAUZz9N+GW/7s/8a3XL8kf4mVzYN6h+y72FYT1D/g0K1UNc8AFzsTsgO3Ulb1V4yOhrSXsj3sfF0rdMUPmZjdwUlDKax9SG7iuBp/T+TtXFJ7gMmeblckpM5cJU47Nnqn0jQSQ10ZxJ8Y3SstzSMxdJvBubPvLdtZ5uJLBRxUQCeu/EMoBE5doUc6jysE1ChHu3xLVPUmGzdqWFAAtFSucjmS0DeBmM+Gh0RxqTEatGloiKXlXpa9R5ECTA4F2Z8hhHiVJFZfsQVHwxf/t+x4lTMpmhts+8Ve5Q1892y7ZeciV+53fF3WHGgJ8HCPauSegRf6GQgCAIAgCAIAgCAIAgCAIAgCAIClOfen8Ktz/09QeT2/qt1y/JH+N+yK5smRT/ANJ9hWE3nJh/waD2w+oR9Nw9a3q87I7byl7IbJ+UN7qnsCktudfJFd+W/j+SQldHc4R6aYWehjrk51WhmW4SQDLIAynVsnSD7VXw1pjJejU4lxZw+v8AZsWjX8AI0xHEf4R+q3Tm1oiJ93vnP02z8m1TZhETOpniTmT5reMWlggnU4tf+o8VKgBjU/RGZ8t3ijmkb06Llqc/azXGjUJhow6DMnvO7wUFbicG2WrXgjVik8kw9zuybusZ0oecubp3R61zjuLcv9YMhAEAQBAEAQBAEAQBAEAQBAEAQFNc+Z+EW43/ALPWP+9i3XL8kb5vgrqzb71/pd7CsR1x7mG9H7HLvabzVqtaQ0Y3yYknM6KSs/GR264aaR42QzDXYNY6QeoLe3fi/MjvPLfx/JIiF0dDhcLEJlDhZidXaHAHvjsWOLDN1TlKLaLAZcUjbUSyjAiH+9EDEf8AM0dJ08VRVeKqNcR3J9nV40VPg2WWtM/kQvaZAq4GEgGXGNQ0ROe7Mgeaty1fCzkRSXFUW39mFrQ3ICPz7Sd6kUUiCdSU3lmrtc+8VfslR1392ya0X30SV+58+VO+4d+Nq5R6Fbl+rBsEAQBAEAQBAEAQBAEAQBAEAQBAUrz7GLq2y9K3rAHucz9fWt/wmj3ZXlq+Kbh9U+xEtUaT5Wa9/VDH1iTHvj/xLeqvEaUOU52ziKlZpIkHGYPcFtbpOX5kd5Jxptr6fyd79kp/Qb5LoOlDOqOO69T1Px1kyDDQ07iNQdxWsqUWtNDaFxNPL1NOvSJqUqpbOEgVGdxkjuPsKr14yqRz12OnZVoWtRcWqzkmd5t9rwejDpcHAveA2GucHYI3xhaBoAB2qpQsXF8U2da+7ahKm6VBZbW/+9SP0nSXP+lAH2ROfiZPkupHV8bPK1XwpU18+5+ucpMkKRpbTM0an2Soaz8DLVsvvYk09zy/4TVHGh5ddskDt/ILl50O/wBS+lgyEAQBAEAQBAEAQBAEAQBAEAQBARPnF5JDaFAYYFalidSPeBiYTwdDfEBZRho+eGAsNRrwWuaHNcDkQRIIPdC2juiKa8LMF7RBq1XEAnG8Z57zotqvMa0V4DW2c6bhv+v2BSW78X5kN7rSfx+7JC1dJnEZ7aFgxjJ4qW4JnERIAMRnGhz35rRw13JY1lwcMlnB6ZbNHzZPF0uPrWVTitTDuJtYRr3N7Tac3ieEyfILEqkIrVmadCpPZGN1aoRLaL4+k6KbfN8KCVzFbFyHZ83u8HJ2hcOcAwuYMRghhLz57+4KvUuHNYwXaVpCDUty9OZXkdVs6dS4uGllSsGsp0yIcymJMuG5ziRluwhVy4WcgCAIAgCAIAgCAIAgCAIAgCAIAgCAp/nr5IHC+/txmGkXDQNRuqju0Pgdyyng1lHKKWvr0uc/Cci5xndmdVvN5ZFSi1HUx7IqRVYSfpCe0hb0H40R3azTl7IkjrhrfScB3mF0HOPU4ypym/ChQvA8+9NfVO/A0keLjAHmondQRYj2fVl9D9q3TgOu+jQ+0/pX/wADMp8VC7uXRFqHZtNczyY7MftLsFvb3V64ZE/F0x/opg5H6zlXlVlLqXIUKcNkS/ZPNztaqBDLeyZ2AF4/hknzWmSXBJtmcyFCcV7dVrl3Ae9t9rnesdywZwTrYfI6xs4NvbU2OHzsOJ/fidJQHdQBAEAQBAEAQBAEAQBAEAQBAEAQBAEB5qUw4FrgCCCCCJBByII3oD5f50+b6ps6u59FjnWj5cxwBPR8abyNI3E6juWcmMEJsaL6jsFOm6o46Na0uJ7g3NMjBYGwebjalUAttKVEfSrQHfwmT6gmRgm1jzJOqR+3X73j/DpNwtHc55I4fNCwZJpsfm12ZbQWWrHEfOqe+H/dIQEsp0w0ANAAGgAgDuAQHpAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEB4ZTaNAB3ABAe0AQBAEAQBAEAQBAEAQBAEAQBAEB//9k=)
Escaire metàl.lic.
![Resultado de imagen de escaire metà l·lic](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBw8QDQ8PDw8PDg8PDw0PDw0PDw8PDw8PFhEWFxYVFRUYHiggGBolHRUVITEhJSkwLi4uGB8zODMsNygtLisBCgoKDg0OFxAPFysdHR4tKzU1LSsrLSsrKzc3Kys1Kys3Ky0tKystOCstKy04LS04LS04LSsrKy0uLS0rLSstK//AABEIAMYA/wMBIgACEQEDEQH/xAAbAAEAAgMBAQAAAAAAAAAAAAAAAgYBAwcFBP/EAEwQAAIBAgICCgwMBAUFAAAAAAABAgMRBCESMQUGFSJBUVNxkdETMjM0UlRydJOxsrMHFCMkYXOBgpKhwcIWQqLiY9Lh8PFDRGSjw//EABcBAQEBAQAAAAAAAAAAAAAAAAABAwL/xAAcEQEBAQACAwEAAAAAAAAAAAAAARECAyExYRL/2gAMAwEAAhEDEQA/AO4gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADDds3kuM0PHUV/1aXpI9Z8O2ioo4Gvd20oaKztdt2sjlVShrsnLVlw683q4AOxboUOWpekh1mN0aHL0fSw6zjiit9aE96uGPbO/Ab4UE0m8nwoDre6eH5ej6WHWY3Vw3jFD0tPrOTUqV4ttOLu0k/WSpUk3K8WknZZ9srawOr7q4bxih6Wn1mN1sL4zh/TU+s5VGnvrNO1lvs7XJShaSSi2ne74gOp7rYXxmh6an1jdbC+M4f01PrOXypcSvmv9SU6Vk2ld8X0gdO3Ww3jND01PrG62G8Yoelh1nNKdLJO1nxEqNO8buLi88mB0ndbDeMUPSw6xuvhvGKPpI9ZzfQalbRdtJK+erK79fQbJUnlaN9Wd3r4QOibr4bxij6SPWN18Ny9L8cTn0qLVrRbzd9eozGi9FPRzyyzyzzA6BuvhuXpfjQ3Ww3L0/wASKFClJp721r2155K36k6VGV3eDSsrPj13/QC87r4blqfSZ3Xw/LQ6Sj06Mr2cLLfZ58eRs7DNSyheOklfPtba+kC57r4flofmZ3Ww/Kx/Mp0qEuCPAs2nr4b56tRsqUJJb2Leb134sv0QFt3Ww/Kx/Mbq4flY/mVNYeWgnob56N1Z2WedvsJxoT0ZN081fRir77VbW+cC0rZWhysfzG6tDlF0S6isUcPPPSha2jayebtnw8diVLDTfbQaur2s7p9IFl3UocouiXUZ3UocouiXUVuOHqaXc3o6Tzt/Lx6+P/aJSw9RN6NNtJK2Wt8PCBYd1KHKf0y6jO6dHw/6ZdR4FTDTutGDfbO7uuZa/wBOAl8WqaMbU3pPR0lbKOWfD1ge9HZGi9U7/dl1H1RldJrU1dFcw9CaW+g4vU0k7fQWCh2kPJj6gKz8I85RwGlTWlUjUk6ate81Qq6P52OT/B/jMVPGVVOdWdPsNdz7I21GWg7a9TvlbivxHXtvPe9Hzhe6qFXwC30vIq+wyDVF8DzXEQqYa2as19HAZFKdqkuJqN1+IDSZNteNjVcaJxZNGpSNikgNiNkTVGZsjMDYkbIo1KZHE1Pk5cxB9cUboR5zwnJ77eK6m0o9gqNKHZLaWlffb3OyMxqVF2R9hjOMY7z5OdOcnZ5qLedmrNZPhXE6PfjF/SbFE8StGeklTp0raMm3OMktK6stfOfbsdPR7JFu9prmV6cG0vou2B6SgTUDSsQj59kcc4QTjLRk5WjvU03Z20m9UeFvXlZZtAemqbJKGdjxd0amlNOVo6aWnFJ9jheS1OGt2jwyWd8sjFLZXEaSUo2vUw8u0do0moKpC/GpSvfib4gLAqbJxps8PYnZSvOVNVVa1GXZHoaKlVvBpri3stS4W1/KeusWgPoVNk1BnzrFoksWuMD6VBk1BnyrFrjJ/HFxgfSoMkoM+X44uNGfjq40B9egzKR8nx2PGj6Vj6OhnOKy7W60r8VtYE1E3x1I8pY5cZ6dCelCL40mIPA27q9CgtV8RFXepfJ1CobGV9KrUS0dFQxCVpb5aKa3y4L8HMW7b13vR84XuqhVtj0tKVla9Or7EijQRTSlUbfa09JfS1pWRkjHukuaP7iD6Nim6tKo5aLto2kr2zjdrPhWp8x8lZaL1Xzay5m/0Pb2Moub7HFqOnKMb27XJ52PtntJm/8Auv8A1P8AzAVNTdm2nHNKztnfUbtHK91quWZbR5eNv0T/AM5n+CHl87eX+D/eBWqS0oqWq9tZminJXzja+TTTybWr7CzraU/Gn6L+8ktpr8Zfov7gKzTi3Jx1W4eMy4XloPNON22rxetWLStqH/kS9H/cZW1FeMS9H/qMFUlgoq1oQebvvVllcnVwUYxvoRla2SguMtf8KLl5fgXWSW1ZcvP8K6wKt8Qja+jB5N20Fnlexvw2F3qatC9m0o2zZZFtYXLS/CusmtrceVl+FAVlUpaSWf8ANd2ySV7P7bGx0JqVr+Dnzuz6Cx/w5HlZ9CJfw9HlZ9CGCuzoSWptq0ndJt3XBZfb0E/i0rJ3514OVywbgR5SXQiW4UeUl0IYK/DDzcW7u+e9s1ezfrsTpYaTvvmrOyuu2Vk7+voPeWwceUl0IzuLHlJdCGDwKVCbebcd6nqyUuFElQnpJXdt/eVrpJauk95bDR8OXQiW48PDn+QweDLDTvZS8HO3059Aq4eS1NyylwcK4PX0Hv7kQ8Kf9PUNyKfhT6Y9QweC8NKyek+C6t2uVyHYZ9j0rtS8DRu9duAsO5FPwp9MeobjU/CqdMeoYK8qUrSbk1a9lot3S4uMjCg3rk1lHg4Xe6+yy6SwS2Epv+ap0x6iL2Bp+HU6Y9QwV2Ck2lpSWvPRasuDWW/Y5fIU+HeRz48jz/4ep8FSr0x6j1MPRUIRgm2opJN6wK/t773o+cL3VQq+x3bS+rq+xItG3zvej5wvdVCrbHdtL6ur7EijQiMO6S5ofuMojDuj5ofuAsO13u0fLh+pdykbXe7R8uH6l3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACtbfO9qPnEfdVCq7HdtL6ur7Ei07fn82o+cx9zVKpsc99L6ut7uQGlEYd0fND9xm5GPdHzR/cBY9rvdo+XD9S7lH2u92j5cPWy8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABWNv/AHrR85j7mqVLY579/V1vdyLZ8IPetHzmPuapUNj5b9/V1vdyAgmYh3R80PXIgmZhL5R80PXICx7XH8tHy6frZeiibVYueItGzcHCc1db2N3mXsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKt8IXelHzmPuqpTdj3v39XV93IuXwh96UvOY+6qFJwD378ir7EgIpmyjF6VSSSk4wi1GTai3vrXa4Mm/sNFydOrFOWlbRvScrtJWtU1/a0Y99s6+VnvBZvg/wAPKGJxWlbOEM1K93fmL2VHalXpyxeIUGsqdO6XP/wW4dG/jz9TjMgADZQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFV+ETvSj5zD3VUpOB7d+RV9iRePhDXzSl5xD3dQpGB7f7lT2GBoROhUcajeT3sbppNNPSumiKEO3fNH1yJZLMosm0rEaGOruUbRrxgoOKur31PiOgnO9rHfEPLp+0dEJx4zjMiSYAA6UMGQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAVj4QV80p+cQ93UKTgFv8A7tT2GXnb6vmcPr4exMpWAjv/ALtT2GB8ljEe3fNH9xssRS378mPrkB721nviHl0/aR0U51tZ74h5dP2kdFAGAAAAAAAAZMAAAAMgAAAAAAAAAAAAAAAAAAAAK7t6XzOP10PZkUvY9fKfdn7DL1tyw9SpgpdipyrThKE1Sho6c0smo3aV876+AoWEhjoyT3Lxzya1UFrTXDP6QNdjXbfvyY+uR9EcDsg9WxmK+2eFX/0JR2I2Rcr7m11dRWdbB8F/8T6QPU2tL5xDy6fto6EUnaxsTi1XUq2Hlh4RcZaU6lGbk072ShJ/nYuwAyYAAAAADIGAABkwABkAAAAAAAAAAAAAAAAAAAAAAAGAZAAwZAAAAAAAMGQBgGQBgGQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB/9k=)
Subjectar
Hem de subjectar bé el material per poder tallaramb seguretat i precisió.
Gat o serjant
![Resultado de imagen de serjant](data:image/jpeg;base64,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)
Cargol de banc
![Resultado de imagen de cargol de banc](data:image/jpeg;base64,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)
Tallar
Un cop la peça estigui subjectada, tallem amb una serreta o un xerrac.
Serreta
![Resultado de imagen de serreta per tallar fusta](data:image/jpeg;base64,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)
Xerrac
![Resultado de imagen de xerrac](data:image/jpeg;base64,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)
Serra de calar portàtil
![Resultado de imagen de sierra de calar portà til](data:image/jpeg;base64,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)
Desbastar
L'operació de desbastar serveix per eliminar el material sobrer del tall d'una peça de fusta.
Paper de vidre.
![Resultado de imagen de paper de vidre](data:image/jpeg;base64,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)
Llima o raspa
![Resultado de imagen de llima o raspa](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxAQEBIQEhIQEBIPEBAPEBUREBARERAPFRIWFhUYFRMYHighGBolHRYWITEiJSo3Li4uFx8zRDMtNygtMCsBCgoKDg0OFRAPGi4fHh8uLS0tKy0tLSstKy0tLS0rOC0tLS0tLy0tLS00LS0tKy0tLSstLS0rLSsrLSs3Ny0tLf/AABEIAJwBQwMBIgACEQEDEQH/xAAbAAEAAgMBAQAAAAAAAAAAAAAABQYCBAcDAf/EADkQAAIBAgQDBQUGBwADAAAAAAABAgMRBAUhMRJBUQZhcYGREyIyofAHQlKxwdEjQ2KCkuHxFDNT/8QAGAEBAQEBAQAAAAAAAAAAAAAAAAEDAgT/xAAfEQEBAAMBAAIDAQAAAAAAAAAAAQIDESESQQQTMVH/2gAMAwEAAhEDEQA/AO4gGLkBkfLnm5AD0uLmFhYgzufTGxkAABQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+NH00s5hWlh6scPJRrSpyVKT2U7aMCq9ru1ipylhqEvfWlWa+4/wAMX+Lq+Xq1H5d21xENKnDWXelCXX4krbdVy5c6RjMLWwsnHFUZ0G3aLqO8Jyvpaonwy04nv15yd/OnXelnG/jZrx6b/nvZcWfvXXjsWX9rMNUspOVFv/6LT/Jct97bE7SqRkuKLUk9nFpp+aOHYfFPu+u7zXrzS96UwWZzhK8Jzg/6ZNX1Xr5/8syv2nHYAUbL+19WNlUUaq2v8MtnzWnJ8uT8SwYLtLhqmjk6b6TVl/ktPU6liJkGMJqSummns07r1MigAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwrUYzi4TjGcZK0oySlFrvT3KZnP2aYOreWHcsJPe0Ep0G+V6MtEtXpFrd9S7ADiebdk8fhLuVH29NfzcPxVNP66VuNbu+jSvLe7TjMFiYy+Gzeuinqn331uuevKXcd/ITO+yeCxl5VaSVR/zaf8Or5yXxeEronByylX0T1tundeT7tr+V9org3aGKWmjXjFpd3f3W8t+IkM27A4ui3KhOOKhvwytSrpb7/DN+cd3zK9Kq6c/Z1FVoVL2VOreEpeHF8X9ra1a5Ra54qyYHHShrTqOL0fuy02vry/1rta8/g+09aOk4xqJLdXjL9uXTqUWliJXsm3d6Xi3Jvfl+27Wl17+9h8T0cX1W3K/wCVue3DrrxIOkYTPaFTm4PpNW+exJRknqtV3HN44l2V0/S69fX02+FPewuOlCzjKUL32+F+W3P5+ZenF7BXML2gmrKcVNdU+GX7dSVw2bUZ/e4X0n7vz2L1G8ACgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABrY7AUa8HTrU4VYPeM4qS+ZsgCj5j9nNL4sJWqYWS2g37Wj4KMtYrwZWMwyfMMJrVw/toL+Zhv4ml7/8ArfvR63vpyOvgnBxzB5hRq6Qnql8EuLiTWj9x6pLwtpFbbbdOf+mpKa02Sd7vW6v3S1u+J3/Ouy2Cxi/jUYOX44rhmv7kU/MOwGKpe9hMR7WK1VPEri8uPe3dexOL1rxxLXOXp5ru+m9o+5t0sZ1a30/P9V8ut3XcRjK2Fko4rDVaOrvJXlCXX34q65vRN3d7s3cHjadVN06l1a91KPurXdfdfc+dtN04LRhswlTtwza20+712fmvJ8kyVw+fv78VJdY6P0ZTryj+LuaV1brvtp8lqrqRs0q7T0ezt0ad3053v5300s3Re6GZUp6KST6S91/M2zn8Ky+89Hrz2fP65ebNzDY+pSS4ZtcuF6rlpZ6enyW96cXQEBQ7QNaVIXtu46P0fivXvSJPD5nRntNJ9Je6/nuddRuAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPOtRjNOMoxknupJNejKlnP2d4Os+OlxYaotVKm7JPw5eRcQByTG9ns1wT4o2xdNO99XPTm2rNvTnc0aPaOHwVY1KMufGnKPLTiSu9lvFKzeu1u0kZmmQ4XEq1WlCT62tJeZOCgQxKnHjjJTjf4lwz1V3rKL33fi0tHqZqu7WdlbrdJfKzW/LVR21aXrmv2ZuMnUwlWUJck24y8FNaldxMMwwbtWpccetnHmnpKOl9Fq0ycVYqdd9/XdNt79d9eu7bu7cS2qeKi1azvZbaLnt0/Rd7V6nhM6ovSTnSdrPjTkvKcNfxPVKzle5J06t48cWnFNXlCScV4OOnXyXR2ILPhsVVglwSlHXZ6xst9HouW3hybUrQz1rSpG/fHT5MqWEzRKK1fLRu7S5Ly+uhsxxykBdsNmVGptNX6P3X8zbKNRcWSFDFThZKcorS9veSV9bRemxZkcWkHlh8RCorwkpeD1XiuR6nSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGFWlGStJKS6NXMwBV837D4SvdqPs5PnHRehS8z7BYmg3Ok3O2zg3GVvI64AOD1K1em+GpFt8+JNS9efi7nrRzB3Vnw9eK/ykv2Oz47K6NZWnCMvLUqeadgKcrujLhfR7HNiq1RzOUVezlbbh1v3I2cHh82q+/T/APFStdUpTbl4OVrX80YS7M4qlK3A5eHMm8rwuLp6+zkku9EkVUM67QY3ByvicLXwtrfxad3TTf8AWvd9JE/kv2lUlBPEVXVjJqMZQptTT58b0SS05Xd+epdsNmenDUi+jut/Egs97P4GabjSVKMm5uWHioL2jSTc4RVpO0Y6yRb5PEnt9TWCzmhVpxq0puVOom03fWztpfvRsU8ZFvRlFr1fYU4U6esKcUovqutlprq9Opjg83lHfb65ngy3X5PXNU46RCrc9EypYLOk+fo2iWoZlFm+H5H+sstNn8TANSni09mj3jVRtNuNZXGx6AxUkZHcsv8AHIACgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADznRjLdIh82y9KN43Jw+NXA5hmGNVK6rRkrfeUXJNd6WpoU80wsnpNealH80dEzvJo1YtWvc57mXZedNtqN14Hl2afevTht85W1CnGVnCS66NHuqs4bfT8iAp0503s0SOHx/UwutrM0xQziSdne/ff8ANIlKGc9+viv+lfjOMuj+T9D44dH9eBxzKL5VxoZqmbcMdFnP3WnF31dvrnyNiGayjvp9dBNliXXKv8MV33/M9o4hFFp54ur1+tmzdp533/P9zXH8ixxdEXKMk9j6U+PaNRfFdeHUttGopxjJbSipLwauerVtmbDZruDMAGrMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADCpSjLdJmYAi8XklKfJehX8f2VjulYuh8aJcZVlsctxWTVae12abr1IaNPzOrV8FGXIg8wyGMuRllqn00m2/al0swXM9LQn3GxmHZ+Ub8JDVaFSm+ZhlqbY7JWzWwbd93fle68LcjTqYeor2b9dfPqetLFtb/qiRw3s56OUl/i/0Mf1X6a/sRWXYWrOqrO8lrBSvZ1HpG/m0djwtHghCF78EIxv1srFc7PYLDUpcaUpT5Sm0+HwSSSLPGSex7NGHxnry7s/lX0AG7EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+NH0Aa1fCRkQ2PyWMuRYj40Tg51j+z3NES8FUpvZnVKuFjI06uURfQ4y1ytMdlis5O5K1y1YOqzyp5SkblLCqJcceJll1sJn0+JH07cAAAA+H0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADByM0AAAAAAAAAAAAAAAAAAAH//2Q==)
Fregadora
![Resultado de imagen de lijadora](data:image/jpeg;base64,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)
Trepar
La tècnica de trepar serveix per fer forats a la fusta. Per això es fan servir la barrina i el filaberquí o el trepant mabnual.
Barrina
![Resultado de imagen de barrina](data:image/jpeg;base64,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)
Filaberquí
![Resultado de imagen de filaberquÃ](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBhMTBxMWFhUWGBkbGBgXFh0ZIRsgIB4eHhshGx8bHiggHyEnHx4XIjEiJikuLjAxGR8zRDM4NygtLi4BCgoKDg0OGxAQGysmHyU3Nzc3LS8tLS0rLS0vLS0tLS0tLS0rLy0tLS0vLSstKzUtLTUtLS0tKy0tLS0tKzUtNf/AABEIAKkBKgMBIgACEQEDEQH/xAAcAAEAAgMBAQEAAAAAAAAAAAAABgcEBQgCAwH/xAA9EAACAQIEBAQDBgQDCQAAAAAAAQIDEQQFEiEGMUFRBxMigTJhoRRCYnGRwSNSgrEkcqIIFRYzU5KywvD/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX/xAAkEQEBAAIBAgYDAQAAAAAAAAAAAQIRAxIhBBMiMTJBFFGBBf/aAAwDAQACEQMRAD8AvEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfLE4mhhaWrEzjCPeUlFfqw8RRjh3NyjoSvqurW735WA+oIhgvEfh7G5kqOHlUep6VPypaG/z5r82rGFxdx+8tx0aGRQp1ptXlOU/RD5Nx5vburXRnqi9NTwFZYXxTjPh9yxVOMcTJS0Ri7xfaUr7pcnZavz7RlYjjDFUXUxVXGunJT8yUVKEdPP0Jx2262XK19zN5Isxq8VOLlZNXPRS/hng+K6dSs8l8mNKpOPmVK8XLdR2UYxkm3Zrm7brdFzQUlBa9316GsctzaWaegAaQAAAAAAAAAAAAAAAAAAAAAAAABh1s0wFGVp1YX/AJVJNv8AJLdkLzrxVyjBwn/uunUrzg0pKzpWu2vvq79Vouy2co9yWyLpYBpMx4oy3AVqsJOU50o6pxhFuys2vld2eyKmzXNONeK4xnhlUoU5KTUac5QTSW+90mvTLfm2z58P5Jishxiq4itF+a1GcYTU31cZya7StHv/ABG+hi5rIsyHFOOxtBTwFGmoSV4znVumnyaUVv8A9xpc/wCJ84wVSlJVYun5ijV8mmk4qTtFrXrTSlZPlzMPA08FgacqNN7U5PT1VpNySj8rSUbX6MycTXpVKUvs6d2npk1yf3X7O36HO51rpfsfELM8Hj5wxeGjVpxl6asJ6G4vleLTWpWe2rexKq3GPD1CK14mDk0nojec91feEE5L3RB6cZZtXj5m2yc9KtvaSTtyW6a/qNrguAKWOk54utWjTb9FOErbWV29ubbkTDkyt0XGa2zMd4j5dh1/CpVd+UqqdJP8k06n+g0MvEnNa1eUsJSh5UI3alTqep73Sne6S230P8iaZXwZkGWSvhqKcu8m5e9nt9DdujSdFxcVpas1baz57HXWd+2eyk8TWx3HmOhVrUp1LJxhBbU4Nq12vU733vJwv+SsesTlOfZZVpZfTjJUqvKO8YttxvfS1CSVldfN3uW/kmU4fJcujRwl9MXJq/P1Sct31te3sjKq4ejWnF1YpuD1RbXwuzjddnZte5ny7e9q9SBx8OZyoxU68VpTUUqdlC7TenQ47trnzPPCHh/haKqviGmqkozcYKb1R02W67pt/TkWGDU4sZU6qj2P4RyyvjKFTD04U5UpxlaMUlJJ3s0uvzJB0P0G5JPZNsbC4DB4OUnhKcYOTu9MUr/nYyQCoAAAAAABV/iv4j1OHYSoZRbzbWlNq+ltbJLv1b/cluhaAOefCPxHzb/ipUM/rzq0sQ9KdR30TfwaW+Sb9Nu7R0MUAAAAAAAAAAAAAA13ENWtRyStLCx1TUHpje130V+ibsbE8zipxalyfMlm5pY5znOWSZ/KUH5dHEt6/LTjFOMmqiUZ2bUKmtqLs9M0lz394tUMoz+lLJpTk6jnF6qc4JybjplT1RSkozcZ7N2cYdGSzxHyZxy2c5wU3hpSm4/Drpzv5j1Rs0+VRtPnT7miq4fE4mGGxcaqqUNUWrpaozWzVR2TbTtutndOyvY88vbbdbvMsNnOKjh3XqpKcqbVpSkr6ot3XLe/S5nYzhqtTw2tVXen67Rikmkmmnd8rN/oSrhnKstzLh/CzxNOM500tMpXcoyi7XUua5L6EhlgsLONpwi180ieTbq7OuRVEY4ivRjPAQ9c3JNWcto2UXZbrdz/AEM7D8PZ9inepBpLktSu18r7fW3zLKw+Ew2Gv9nhGN3d6YpXfd29j7mpwfulzRnKeG50cXVqY2S/iO6jHort2b77q9uxJKcI04JQ2S2R6B2xwmPsxbaAA0gAAAAAAAAAAAAAAAAcqeJVWpis2rSnz8yT/Vs6rOYOPMPJ5hU81W9dSL/pnKKfukn7nPL5RfpHuDMsoZnjKnnYiFCVODnTlO9nJP0pPo9Wl+xZ8vG/McDGMa2EhVbipKXmOna/NSWmSundO1ilYzlQvzT35O3/AMjc4bA18zUfsWqc5N2hGLbu+2999zV/bG66Zo8YVcVg4TweBxclKKbcowoxjtum604vbldJrYj2N8UK+DxjhVw+FVn97MqSf6KDiveRk+HXB3k8JUY8R0n5sXP0VHrtHXLR6ZOUY+m2yS6EvhkeXxjaMFbty+i2J6nTs02Vcd5disyWHzKMsNXdtMajjKM78vLqQk4O91ZOzfRErKd8U+A44SnPG5Vdx9PnQbuopbKUeiil8S6bS2SknIfCTi6Wd5a8NmEr16KTTb3qU+Sk293KL9Mn/lf3iy32qLBABpAAAAAAAAGBmuX08dh2nz/uv5X3T3XuymKeDXCWLxOEzLVHCVkpUKiV9FTdKD1NLUknfdbU4N9S9iPcXcOYPOsBU82PrdOcdXZScW3bldShTkn+BHPLHXqjUv0xfDSvTxHDClSlqWuXRq2ybXqS69tve5KypPCDOKmAzOrgMd6XduK7TjtNK/dLUvy+ZbZcPilAAbQAAAAAAAAAAAAAAAAAAAAAClPGLIqlHHurBeip6k+0repf+3u+xdZh5tlmEzfAypY6OqEv1T6NPo13M5Y7HHWLwzlU7F1f7OuBh9kxVSok5QmoxduWqKv/AGX17njO/B/HRrN5ZOFSO9rvTL3v6fe6J14ZcJ1uE8nqQxbi51Kmt6XdJaVFK/Xk37knf3iSWJgADavFWnCtTcaqTTTTT3TT5pnP2e5fjPDrjiMsvX8NPzKG+0qeynTk+6vp3u7ShLmdCEb494ap8T5DKnyqweulO3wyX7NXi12fexnKdljcZPmWGzjLKdfBO8KkVJfun2ad013TMwp3wnz2vkudVMuzX06pPQr7RqdUvwzXqXz/AMxcRcbuFAAVAAAAAAD3QAFK+I+XV+HeKaWMwG15Rf8AVH4b/wCaK0/0fMt7KMwo5rllOthvhqRUl8r81+ad17Gn49ySOecP1IWWqz0vs1vF+zt7X7kS8Fc5qTw9XB4r4qbcop9N9M17SX1Zyx9OWmr3WiADqyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqbxe4cnRqRx2AunG3madrJO8ZL5xlbf+V9ok14C4khxLkMakrebC0aq/FbmvlJbr3XQ3mPwlPG4SUKqTTTW+/6/Lp7spLLMVW8OeNpRq38iXxLd/wm3Z/OVN3v1av/ADHP45L9L1B5pzjUgnBppq6a6o9HRAH42ktyFcS+KXC+QScJVfOqL7lFa9+zl8K/UCbAoDOfHLOsVJrJMPTpLvNupK3+mK+pFsfxpx3mdPViMTXjB/8ATtTXK+2lLp8ybTcdUNpczy6kEt2v1ONMTjMyrP8AxVerLr6qkpf3ZJvC3N6uC4rhTqSbhXThJNvnZuDV+upW/qZy8RyZcfFlnjN2TemuPWWUldRYirRp4eUsRKKgk3JtpJLq23tYp/w4j9s49r4jA/8AJlUqaX/Mm3eX5Nu/ubbN+GMbxRjElVm6EUv4bl6FK7d7dXy5roTThnh+jkeEUYtuVrXdvokkkvkjh4fn/J48eTGa26Z4eXlZW7AB7XIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIT4l8LRz3LdVCyqw3hJ7K/K0vwy2i+z0voTY81KcKtNqorpqzXczlNxYrDgTibM8kyrys/wAPX8mntGpGm5ypq9tNSMbtxXScb7fLclGK46yR4KbyytGrVUW4U0pXk7bJrTdb/I85xwjTx1Oyu10aqTpTXb1w3fuYGWcC1MFNulXxMb/d+1ykv/C/1Ocyy1qxrU21PHaxnE3A9SUak6T0KoopuPw7zjOMd3tqVn1RQsamU4Wo1HXVV9nbQpdtt2v1OicHkuc08NOnXpPeVXnU13jKUmvU7N3T6pcyrsN4NcSuyqUoL5upF/ufP/zbyy8mHJ1al7W77x08TjjemzX8RmjxZLApLKaFGna1pump1NvxTTXLsjX4zNczzSq5Yucpt83ItPL/AASzOT/xVWjBfhTk/wCyX1JXlPg5kmFaeYVKlV9toL6b/U+p/Hm6XP8AQy/FYuolG7b2sle5ZXA/hdnVXH0q+Kj5MYSjO8/idnfZc+hduU8P5Rk0LZbQhD5qO/u3ubMlx6pqtTt3YOUZdHLcNpjJybd22ZwA4+PHjxmGE1IuWVyu6AA2gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAavMK2Lp4hqhe1lyjf9gNoDV+di/t9t9Or+XpfvY2gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANXmGHxdTEN0E7WX3kv3NoANV9nxf2+9np1X+Jcr9rm0P0Af/9k=)
Trepant manual
![Resultado de imagen de trepant manual](data:image/jpeg;base64,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)
Trepadora elèctrica
![Resultado de imagen de taladro portatil](data:image/jpeg;base64,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)
Unir
Per unir dues peces de fusta es fan servir diverses tècniques.
Martell Claus
![Resultado de imagen de martillo](data:image/jpeg;base64,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)
![Resultado de imagen de clavos](data:image/jpeg;base64,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)
Tornavís Cargols
![Resultado de imagen de tornavÃs](data:image/jpeg;base64,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)
![Resultado de imagen de cargols madera](data:image/jpeg;base64,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)
Tornavís elèctric
![Resultado de imagen de TornavÃs elèctric](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSBgvLsoUapMS6z5fVKEWV6kasqCTSW4IK9JfB2wgP2N_2oHDcoPQ)
Encadellar
Els encadellats són les unions de peces de fusta que fan que una d'elles encaixi amb l'altre.
Acoblament encadellat
Per unir peces de fusta a terres i parets.
![Resultado de imagen de Acoblament encadellat](data:image/jpeg;base64,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)
Caixa i espiga
S'utilitza per formar angles rectes entre les peces.
![Resultado de imagen de caixa i espiga](data:image/jpeg;base64,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)
Cua d'oronella
Es fa servir molt per unir calaixos.
![Resultado de imagen de cua d'oronella](data:image/jpeg;base64,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)
Acabar
Es fa per protegir la fusta i millorar-ne l'aspecte.
Tints a l'aigua
Es dilueixen en aigua.
![Resultado de imagen de tint a l'aigua fusta](data:image/jpeg;base64,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)
Tints a l'alcohol
Hi ha molts colors i triguen poc en assecar-se.
![Resultado de imagen de tinte con alcohol fusta](data:image/jpeg;base64,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)
Altres tecniques d'acabat en fusta
Envernissat
![Resultado de imagen de barniz](data:image/jpeg;base64,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)
Acabat amb cera
![Cera acabado para muebles 400 ml tra chalky efecto tiza rust - RUST-OLEUM](data:image/webp;base64,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)
Acabat amb oli
![Resultado de imagen de aceite para madera](data:image/jpeg;base64,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)
Pintat
El primer pas per fer un bon treball és mesurar i marcar la peça a la fusta.
Metre de fuster.
Llapis de fuster.
Compàs de puntes.
Flexòmetre. Medidor amb laser.
Escaire metàl.lic.
Subjectar
Hem de subjectar bé el material per poder tallaramb seguretat i precisió.
Gat o serjant
Cargol de banc
Tallar
Un cop la peça estigui subjectada, tallem amb una serreta o un xerrac.
Serreta
Xerrac
Serra de calar portàtil
Desbastar
L'operació de desbastar serveix per eliminar el material sobrer del tall d'una peça de fusta.
Paper de vidre.
Llima o raspa
Fregadora
Trepar
La tècnica de trepar serveix per fer forats a la fusta. Per això es fan servir la barrina i el filaberquí o el trepant mabnual.
Barrina
Filaberquí
Trepant manual
Trepadora elèctrica
Unir
Per unir dues peces de fusta es fan servir diverses tècniques.
Martell Claus
Tornavís Cargols
Tornavís elèctric
Encadellar
Els encadellats són les unions de peces de fusta que fan que una d'elles encaixi amb l'altre.
Acoblament encadellat
Per unir peces de fusta a terres i parets.
Caixa i espiga
S'utilitza per formar angles rectes entre les peces.
Cua d'oronella
Es fa servir molt per unir calaixos.
Acabar
Es fa per protegir la fusta i millorar-ne l'aspecte.
Tints a l'aigua
Es dilueixen en aigua.
Tints a l'alcohol
Hi ha molts colors i triguen poc en assecar-se.
Altres tecniques d'acabat en fusta
Envernissat
Acabat amb cera
Acabat amb oli
Pintat
Suscribirse a:
Entradas (Atom)
La World Wide Web:navegadors
¿Qué es un navegador web? La World Wide Web (www) és un sistemade distribució d'informació format per milers de milions de pàgines web.U...
-
1. Es la parte lógica de un sistema informático, conformado por los programas, datos, información. 2. Procesador de textos que forma parte ...
-
Que es? El CMD (Símbol del Sistema) és una cosa tan incrustat en el sistema operatiu Windows, que es troba gairebé ocult en Windows 10. Aix...