tag:blogger.com,1999:blog-67303188893864483862024-03-24T23:09:30.872-07:00TALLER DE EBANISTERIA ARTISTICA ESCUELA DE ARTE LA PALMAEste blog pretende ser un recurso más para la impartición de los estudios de Artes Aplicadas de la Escultura y en particular del taller de ebanistería artística que se imparten en la ESCUELA DE ARTE "LA PALMA". Hará un seguimiento de las actividades desarrolladas en los talleres aportando profesores y alumnos cualquier información y contenidos relacionados con las técnicas y trabajos del taller.TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-6730318889386448386.post-81075968600399707642014-02-03T01:53:00.002-08:002014-02-03T02:02:10.464-08:00CAJA DE MARQUETERIA CON APERTURA SINGULAR 2012-13<div class="separator" style="clear: both; text-align: center;">
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<br />TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com3tag:blogger.com,1999:blog-6730318889386448386.post-85841949626450452802013-10-22T12:13:00.002-07:002013-10-22T12:13:59.220-07:00TABLEROS DE MADERA<a href="https://dl.dropboxusercontent.com/u/48251028/Tableros.ppt">ppt TABLEROS DE MADERA (descargatelo)</a><br />
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TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-22675611104057795612013-09-26T12:50:00.000-07:002013-09-26T12:51:03.845-07:00IMÁGENES DEL TALLER DE EBANISTERÍA CURSO 2012/13<div class="separator" style="clear: both; text-align: center;">
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<br />TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-52143114537437038712013-01-24T11:33:00.000-08:002013-05-21T12:11:42.792-07:00 UNIONES EN MADERA <div class="separator" style="clear: both; text-align: center;">
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bMcKXvi8Rfz+dz3GymlOs4KOJ/PbTRErOmNmrSCGhWOipQCXofGhc9mM6tF3d3d+Z/6jefzuQ1/qJ1hz0afW0r1+/3ZbKYp+5om5fP1MC3n0XQCte/SG62NsakWCDwHKfXe8ORKUtqXbvJju1se1x0Oh1mWqa6jgXlxGIzHY1VlLKUGg4HGoE8mk63jI4bDYUtdql1RFD4a7dzau9CAjkgp4Ohqy+v5fF5biwo2s6egrD6klj2/vZ/C3JIvHj1RG5kavx6Mnri9vW2fZiLYFTUqHA8p9a7wofWtWK/XNkZOg7mbKsHL5VIvWhRpZnSLkKIo/EyyNvquafSEHUJjym1KC3s9WNK39r0xH1T2HBV/kHg+Ugo4rrik9hEVPLcbKIpiPB6rLa4sS2vWm06n6oXSqIo8z+0t8/lcO28fia55kmpnUZpOpzqin6+25XJqr8s3YJJVeA5S6h2iUEhZWZY2Ls56m2o3q9wCUXrR8qOqquFw+PDwoLU2fNhYXao9pZbLZdPQc82cVD0tt6hRHsE2Tave3d7e6uh2afw14plIKeAlWGE9nU67DOqzlNIDv6otrVYrqzatVistAO8rUpWrS7U8L6WYqT09tR/aG5fLZdAHlue50kvxGc8EaBm89YEtoAtSCng5vk1MEyC1D/62NjdNTP7r1y91I9kDUvHahrUtfvG8FcGc6JvNRrlVFEUQS77J0bc62ikFJ6Cnjy2GCSo8EykFHJGPhzzPfXdU7eIX1e9ZNZ1OLYeUWGVZqiqjNreLi4tgeF7HupRfgErDCG0kRfBwldJIZ+sDrCmlKtfq+Ndff5FSeCZSCjiY9ieEVquVTdLacTHD+Xxu05YrS/S6NcSNx+MgKtr7paweVpalBvIp9vS6Kmfx+vEa+14UhW9dbEmpyrX7xfOm80gfdkJKAQewtcz1cxd1nEdczWuPj495nmvhQc3Up71Zjefi4kL9WzoHm2+pti41nU5tDUNLLD/ifL1e2w49Ldrr0ytOqWBOChtGYXMPkkzYAykFHEZ7EWyDJnq9XvuSTp49zJvn+WKx0LeaMU81oaqq1uu1hrPr+VybWL3X6w0Gg36/3+/3syyzLx4fH33I6SjBc8RxdUqzrfsRie11KV2ygoreKTwHKQUcRjBqLviRnwQ23qB2gJ9G4mmGPX2xXq+1qqEGOyi3qqqaz+caWKFRfzKL2KD2y8tLn0N5ngd9UXmeT6dTP/hCA+j9iL6iKHTclqvWc75+2qT4YoF2pBRwANa7Y9/6n/opZbtPl7dcLpV8CgmbT1Zfq4vIf9Fxt0VRWBXHXlTe+NO+vb31+1TkBC1+mv2vZV7aYCgH+YQ9kFLAAWjEXfy60qulItVUcPtM8kdZr9d6XZUqe/Lp4uKivf3N+LU2bHtV1IJTCkar25B0Y6tSNbm/v7feqdqhHFvPFiClgOOyZ6Q0jkAv1hbQweiDlgBTothocg1VCIYO1r7dBjWIH8W+XC7987zB472Vq9vFrzQ99VW6tYODEfNAR6QUcAAts7Ja3aXj0D5pSim9uF6vJ5OJ9UvZuL72WQGrqlqtVv1+/8Tx1aPb21vrr1It0L/39vY2TqngEeDaB5NrR8ZTkUJHpBRwRL7u0vEZqeppZd6t68Gr0c/PZ+F7m5RkorzRCIiHh4fJZGLbBz1Gt7e3VoUKZpvV01RBVcn6rppy2rrBGOyH/ZBSwAE01Qxs3ES/3+++4LomJrcpXzVEIh4foYNeXl5mWWZdTRoHqEHnk8lkNBrZjzQwXWPWz8/PNWa91+tZdUrDNCyl/KJWVV2/VDydUu3dsKpe+wS4QC1SCjikpgJ6sVh034MtGTUej231qcViEY8h1GCKsixPT0/v7u7KstRIjaDpzzqHLCesIe4kWrfQZurT/ssn/nU/gUXTtRs71tYGSSBGSgGHZ+W1je6z5r4u/TGaB12VHp9MQbdQnuc2j58e1LXDaSpbv0N7rNia+KzDTKfnk0/ZY/lUuTGHwW6bRsD7M7dGPz9+BOiIlAKOxU8v2/0xqer3Fj9P6+fat6vVytdO/Jogmp/C79DW0rXJL2wtqKCWU5blcrn89euXQkhPEGtqpeCUfCeWP1bl1q8SS0RWR8SuSCngAGoLXOuU2qmlS3Umq7j4KpQfraD5LHzTnB9DEdTeptPpYDB4eHjQNmris+bBOD8094Rm/NOl3d7exnWp6XTq61J2EzSfk9+44wrCQIyUAo7CPyrku5S6sJTSM0yaIan6PbHG47HvT/LNd5JlmepMSiOFkPWT6Ud+CKKfFtav1iEWPP5CNPdEfOHL5XIymfi1ev3jvTT6YSekFHBgVtDvMQZdLNXW6/Xl5aVmQw8Oodf1rTUtDgYDG+9nXVDj8dgqc+Px2KeUf8UqOqp7BVlSOwN6MEu6qFsrGB/o4/Dnz5873Q384Ugp4CisXO71ei21h3jYXvAQ0unp6dXVlZ8ksHpad+rHjx9FUWh7a09bLBa+6e/6+vr09HQymWhZevvpaDSazWaLxcIqfDpVVeA0esLPK6FlEn1KFUXhR/2J9VSVv6+m6DObSSiwE1IKOIygTc9PjFQ7vqCJzXuk8XXT6dSeya3cxICz2Wy1WtlyHpY9GlLhm/4Gg8FqtVITnKXU1dWVKj15nvvqVK/Xs9WqbKSGWi+VUn4oYJBbVVVNp1NrA/TPV5VleXZ2FneY7XGf8achpYCjsJRqGToRV6SC52T1QFJQmk+n07hao3EQNjbBd1P5AQs2isEPPffz4VqmlmU5n89Vh5vP51mWBavu1qaUZlFSvvp1PfzA93j1XqAFKQUcnh7CtapMx0I5eHS3+n0VeYlX0BANQ7dj2er1J7+vu2ijJ4JTsvTyEaL1hTU5RRyWtaP+hsOhhmDYZLV+SvX4EMBWpBRwFLXD0NunQl8sFppywvjHeMunBeODqSJEseT7wHw7nj3qpApN7by3FxcX8TRO9lRv8PyTXgnGAWrmQIu09XrdMhid5j50REoBhxEUu+0PS1knk71i803EuzKbzUYL5sZHtIHvlkD+IV818an7qmnl3OFwGD+ia8fVs1P+LTZFhb2okYE2GvD29tanUbAiYtNtBAKkFHBgKpctJJRSTcFjcaV14tv3PBwO44eW7OvlcqkYeHx81Nh0Pyrd+CV6g3GDaqyLT3U+n8ezyvqFE+0Va+uLp8+w0+PBXuyElAIOIx7jsLUuZeL+pyqqKmmavvZHYi2cBoOBjmsdUfEo8GD/tbObV08jzuNLiPullLJqG1SG1bb4UZfCTkgp4ChsSFuQUnFNRRWpln4aDQrXMhzr9VqD6Jo2tvn6tKxUMIyiaTpBPYdb+yPfEuiPG4/xU3eUUmq5XPoB9FVUl6Jfqgl3JkBKAUfRXpfy4va0oJajGlKv1+v3+71eLxg9EQ9nH4/H/X7/27dvk8lkvV7bElMnbq704BDB4Aj/UJQdLig95/O5nwNJQ89tmox4YV/qUrsiroSUAg4gLlCsEmMp1VToNDW1+Z3XTlHRtL3N2mdsgoksy+LpmqyHKdin+pZqq18azmfrNKrBUDtRSs3n86ByZiPR6ZfCTkgp4JCsoLcxfjYBeZ7nft0Nq4LE4/1qWwU7nsDl5WVce7PWttqR8bUVKUVU02ANm1ciz/PhcKh5law7arPZrFarYJ+WlHpeiooCOiKlgKPwa8krFYqi0EOvfjM9yevnIgq+8Fs2Hct+pLHmwRpO9qBV7TC/YEC5V7vGVfV7j5TWBLEYnk6no9HIT2xhbIaku7s76lK1SO5apBRwFDZDkqZwrZ5mCXp4ePDr2FZPhb5W6NhsNr6+VdW1wjX9qHp6kncymWiKv8ViMRqNer3ezc2NX0rKhlFYZ1K8w9vb27gZ0AJPQah5aW0mXNXYrq+va2tm8bLFQBekFHAU8ZzoZVmqoUzD8IL+nvJp4fZg+omdjnh+fq6x5kVR2Hx6fv4IiwoNYYhD0YzH42DycjtDVaS09tWvX7/W67UaBrXzr1+/2rNflnB+TvSdli3+k1G1ElIKOIC4pc6vqKSRdapPqF41n89ryyBN3ND9cP7ry8vL2smT/MY2Pl6D2oPJI+xrPzgiYEtP2eAILTm/Wq3Oz8+tsyp+lKrLOiZ/rNoaMyklpBRwFLYy4cnJyWw2q57Kbv00nrJPap9b6lJa6XBbG9PUDqkJzlumurBlooITuL29tSC0dkt9MZ1O1fqX57kaMEmp5yjdyil/OFIKOApNXu6H1eV5bkW86kxxlWi1Wim9OhZS9qH78vIyXkejdktNsxQsqxi4vb2Nj24tlvpW4aTzXK1WWlPRXgzeG0+PREVhK26RkFLAsdgwPxutoIHaCgC1qsUVCwWVFprSgrxbD6SKVMf+nqC6VlsUxs/k6o3Wjnd7ezubzeyiTk9Pb25uWkpVa2lk6AR2RUoBB1bbNWUjEWxpQVWAams/eghJC+y2D6bQzEn9fl9D+yxFgo4NP4qhvRYlt7e3tQMI/VXo6Sj1SFmk1e7ZGj97vd7Pnz+bNvuTtYzkBCkFHEBtseIfZfU9Uqon2fOw8Rs1JL1lz37LyWQym81ms9nWSOsSUfqptfjZxn4+XAWt8smG/FXRoAl7r82NFCwaggDhVIuUAo7IliK0Ano+n6tYL+tWi5f5fO4rKM9hlSo19LU8LOx/FHdK+Sd8NcxPgWfnWRRF03RK1tzH3EjYAykFHJGtK+9nfNBTSprd3MbF+ZBQBcXPSbGrII18l1LtBu07CbrQFHgKp+VyqcuZTqc2eD0IPHtIy886Qb1hK26RkFLAIcUdDNY1ZYW4BvhptY7FYqHJzpseTnr+M7Cah2LrGldNymjGdI0BUQPgfD7XDLZqAIwn/bPmvq2z7sJwizxSCjguW8IjyzIr66fTqT1XpFESs9ksXjhqPp/7dr8u7XVba1FNmp4ktTkm7JXhcDibzWykot5iC8n7PRRF4SdGYowA9kBKAcflR/rZOGyNO9hsNoPBQEGlelUwdd58Pq8NmI7lu4Jw16dog0kogvkslsulBoDoa2uTjBeYr6rq/v6ecRN4JlIKODqrTwTPP2nmvZubG0sCmzmpLMu43G8aSdj0rQbjtby3nR4BtoeiFE4a3acneW2qWatIBXuwidi/fv1Kcx/2Q0oBR2eP9/oHp8SWilchrqJfP/I1lT0Kd1V69qjBWEyOx2PralIPmQZ6nJ6eqgpoK2b5R6n8dErtsyKRWOiClAKOTg/wWnXKkiN/4te9nUwmak+zWSrivQVfxDQ/03NGXlhEaW+Xl5d3d3dqpdTKHRrdXrlZ0oM92CXbEvJdzhwIkFLAEVlxbGMorHdKRb8qGRoyZ3NS2MoXwaO1tXuu5cf1dZxg20fIarWytQ21eONgMLi7u7PpLfygjNqnvqbTKdPL4iBIKeC4LCQuLi56vZ4G+1kzmuZp1SAFG95tzx5peLeendK/o9FIX8QzxvqYGY/He2fDcrlU/5lWlFd8ahTGxcXFw8ODfx5Z7YrBsfwzUlaRCk4S6IiUAo7IF8qr1SrLsmDFKXu8dzKZ6FFZPerrl3fSaAUFgyo3Gq2gCImnqGiZe2nrea7X6+FwqChaLpdWG9PCHBpAYbG0Xq+tVdBfqc24Yc9IVeQT9kVKAS/Hiu94GIUqQL9+/VIlySZ3qFoX8NW8RMFQwKZpIKq61j//9e3trc0xoQTyz0JNJpPHx8f5fG7dXX4hD2OLdMQVKWAPpBTwctQXZTP7xQ1l6pHS5HgXFxe2FL06ivTkb9DQp3cp0vT6cDiMH12KBQF2e3t7fn5u6/CqzVC1N82BlOe5H8ungIyHRTS19QH7IaWA4wrCYLFYWFXDxvvZNnrOV0Gl5efX6/Xl5eXDw4NmfFCdJljuXf1G9kpQxekysk6NhBrWsdlsfK+YmiWVhXpYSqfnB83b/u0BqX6/H1QWgf2QUsDLUU748X7X19f20zzPVdO6u7vT0u+Pj4/WKeUf8h2PxxoE6OPNWgi7D52wBr3z83ObF2O5XNrUEv7oms/p4sdXu7AAACAASURBVOJCw9DjzLOI8nNB0R2FZyKlgFdgBbqNpBCLBJvcQeMj9LUNRiiKYjabjUajwWCgKosmWLIU3DqZug+PYKY+q4rd3t6qMnd+fn59fW1HrG3H891RNzc3tPXhUEgp4LiCBjf71/pvVHmy1/1KThrnrUHqs9ns9PTU11HUX2VtfePxWJWtnWad0IgJ21gP7Sqc1AGmZXntzIMBhDYe3SLKJkOqqEjhEEgp4HVoEj//qK/K9Pl87p+TVZ+T4sdyyNYzDFJN9GLQ6Ff7bK+2tA4kzWmkpj+fVcrIwWCgx7ZskIVdiEVUbU2LrMJzkFLAq/Hl+8nTMomqIdnjtMHMDhqkrudq1XukhT8mk4kfy+Afdao9tL1u818sl0v1OVVuRfn5fD4ajfT4lB7VCuZtsuWj4rl0gYMgpYDXtNlsLi4u4j4qPT718PCgEXeaQM9iSYMDtU5u9bRg/Gg0mkwmihA/mKKFn8vcnrKyMX7VtmUYbT7ZploU8HykFPDKfI2q1+tZP1OwHIZG2WmmIltQYz6f+xWkNpuNAsyeoKq2TUrrU0qHto6oYIC7pxC1cA3WoAIOiJQCXp+f+E71ElWSxuOxJu7zOaQnqGySCOs38hPXqlVwa3OfTYOkURKPj4+Xl5ePj496fTAYqAEw7s3yYxSJKBwVKQW8jvaiv9/v29TpqkLZ/OhKFL3os0rbaEBE+5If9q3VpTR932Kx0CD44XBo0yMFb9Hjxn7Qx2FvCxAgpYCE+KDy1ZSiKDTAbzabqZolfm0qGzU+Ho8Hg0HH52q1WwXP169fHx4ezs/PNY4joCmRrHEyyzK/GQP5cCSkFPBqaucu8lMoqafq+vpa0xSpuU9P+GqshNro+v2+AsOGWgSDxVsOrdkuer3e1dWVxhb6FLSNfT4pz56zxCLQHSkFvIL2msdms7FJaa0B0E+Lp9WqHh8fbUiFWv+UXovFws9R5I9Yu1xh+0KF6gZTkqkK1TSkAjgGUgpIlJ/QIX6mSs82xSMXbMRgxyBRj1Tto7iWTwyUwCsipYB0aehEkFX9fl8Tv8ZNc6KZav20RoFgfSk/iV/1NDzdD5Gw0Rx0PuHlkVJA0tQjNRwO1eAW1Gxstr3KZU9RFMPhsLYRr2n9Q5tXIhi+oXyK14wHXgwpBSQqqLjUVnFshMVkMvFP8gYj0VvCSfPV1u6W+hNSQEoBb4OtBaUlPOJQscTq9/uDwWAwGOiJYK2dqC+09MZgMOj3+3HlzPZwfX0drAgcnwnwMkgp4E3S6L7BYJBlWVNiddfr9bIsG41GTQ/zvso1AhUpBSRlax7UbqDGwJYKVhBI9oWaCpsWo9o68gJ4AaQUkLSdUsEe/hU9pStq97OV6YMZ01uOQizhdZFSQIpeJhuoLSF9pNQW8Rw2/B8GgBdDSu2sZUEEAMBhkVI7I6IA4MWQUgCAdJFSAIB0kVLbMYACAF4LKQUASBcpBQBIFykFAEgXKQUASBcpBQBIFykFAEgXKQUASBcpBQBIFykFAEgXKQUASBcpBQCJqp2eLc/z1zujV0BKAcAboKAqy7Ioitc+lxdFSgEA0kVKAQDSRUoBwNtgjX6vfSIvipQCgET9aYFUi5QCAKSLlAKA1P3JlSpSCgDw0rr3sZFSAIB0kVIAgHSRUgCA10GLHwAgUR2HhJBSAICXxugJAMB7QEoBAF5UUIVqr1GRUgCAdJFSAIB0kVIAgHSRUgCAdJFSAIB0kVIAgHSRUgCAdJFSAIB0kVJvjz0BF39RNT8u1zQfSfv28Y9ajt60QftJbt1h+66adJx/pctJdr+le1xLyyl1/0V3v7ctm2392+h4Ml2O3nKUnS62dvuOJ9Zyo/a7z112WHur20+4499hyzV2/JNIFin1PnX5u+9YCrS82PEE9thV9/+rO733OafUvtlBbtoedvqksnXLphftD2aPNNrj173TZ4WWHe6dxM+x9fY+871d/gj3+NSSMlLqbTvg/7o9/lf4bbqUULtmz37X8vz/gceInGcWEEe6qJZtdo2BnQ7UtHHTH9LWnR+q2O14B57zSWi/GNsppPfbZ7JIqTemqVzo+L83+B9SFEV7ueD/a3lNG28tYoIT8IVdcD5+y6Ioai+n5YS1qy5vqd2JnUntVcclTu327ber5fzt39q3Bz/tcp7tp+ff1b6N/SKCe7VYLCaTyWq1iu/MHux8yrq/3pZrCQ7tX6+9LfajPM+DW2fyPJ/P55PJZDabzWazb9++/fr1K3h7cJK3t7eLxcI284qiWK/X/nAtv7j4fOIt44vSUeycHx4eas/kDSGl3oM8z2cNVHxsNpvK/emvVqvRaHTypN/vr1aroAAqXQG3WCxOnNrtq6qaTCaTyaSpeFqv1ycnJ7PZzF6ZzWYnJydZlvV6vX6/3+/3tfPeEx2iLMterzcYDLoXfLq6wWCwdcvafa5Wq5NIr9dTQRy/Mbg/MX/V3Y3HY92foFiU5XJ5enpae7h+v79YLPI815bz+dxv2ev1at/17du3qqouLi5aLqTX6z0+Pto5rNfry8vLYJvRaPTw8LD1Jse02f39/enpaa/X0/nE28RHNNfX13bVdov++uuv9mJ6PB6fnp7e3d39+vXLn+r379+Hw2F8k6+vr3/8+NG0t+l0qvP/z3/+E9+BPM/Pzs5qT/7z5883Nzctp2rv/fr1a+2fRPWUT8E5Z1l2c3Ojc37Op4fXQkq9ScHHrq2l5GKxsO0Hg4H+cJVhs9lMxVaWZfGBVquVftrr9YLt+/2+LxHKstSLTee82WyCM5lMJidPhaYVnfatnY/23CVypCgK25viuSO7q3Y/+/3+YDCYTCa6aTIYDPyFV09xG1xLlmXK3eCqq24lRZ7nVtbUltdWGE0mE/1e9K+dqhX0eZ7rA8RgMBiNRvYBZTAY2EeZwWDw7du3sizPz8/1o8lk0u/3/ccdfWHl4+3trU7g6upKJeBms5lMJnpRh96jTFQpH5TFflcfPnzo9XrX19fBBzKdeb/ft3fpFl1dXbWn1KdPn05OTv773//6F/3VKb3Kslwul0rxz58///z502+v0/MhdH19HR+3LEttcHV15e+txaHtOa6i+c8lf//9d3xvi6L4+PGjdv74+KgN7O/k//2//xecz1tJLFLqjan9w1IpORqN8jzfPFGrQvV7O5u2nM1mwX4UGKPRyL+4Xq+VFkFZb7mYZZlvi7MsqW32UUpNJpPgtFXi+yYOa9ixLXdKKZ2brqilbrd1D+v1Orjqoiis/ufvibb3UVTbvlTtUi6sVqvT01NdRZZl8Yd3lVmTySQuCouimE6n+oXGP91sNvEb7cRU1vsKU62yLC8uLnq9XlBtqqpqvV6fnp72+33bSftVB38k5+fn19fX2rmSI3j7hw8fBoNB7VWrVmTxENSlmk4jTimLqL///jsu2XWU2nqP3vj3338Ph8Msy/w+7a/67OzMLi04f2XVX3/95SPQTvvTp0/9fv/6+ro2eu3EgnSvqurf//63Dqrq3VsJJ0NKvQcqOoMP7DE1nfV6vdqf6jO4b5rQp7a4ZU/0kdxSp6XGo33GdSmd9raL27kudXFxoVYy+6LLIfy3OjFr3AuoPdAHgGV/xzPsQu1aj4+PaveLY2O5XJ6fn9eW15WrijWlVNMn/aZ3xUdvqaaowlFbBWxRlqUqUj9//tQX8R5UF/EVJk8h0ev1VMrXtvjFZbSywTfQ6ZU4ouT79+86h7g6pTf+/PlTZ6JWxPj87QxjHz58ODk5+de//hW8rlqaEujjx486evABSLW0OP/sVtT+0tNHSr0H+izfpZRsatmznVgVYWvJqxjr9Xr2X6U9S5RScb/U1k92LW2JtR3jqigEVxS3n8QvBifWUsiqFLb6TVyXqj3Pjj9VZ75lgCpVcfmilpyWcke1orgSppSqLeitxa+l38UfvSml1FEaV7O2+vjxo3K3LMsPHz7UnuRwONxayqukbo9Sv0MlolW5fAjV/u6+f/8+n8+D3Sq9dDgfKsHfpz/DWNM5q8Kn4FSE//Of/wy20Z593PrjzudzP/Sj6dISREq9SbWf/eNSMm55U4XJGgNbtteWTRUp28wX989Pqaaz6lKX0nvtAqunxAqqU7XjpoJXlDotKTUcDk9OTu7u7vTeINGf/59f+1cpr8SKr2KxWLTnxOnpaW1NSynVVAnzdamWLC+KQrU9uwn78YfQuAm7IrVfBY1UKuWzLKvtFtIe7NLaU8r2qZSyFryO2RbvSids8fPlyxdfIbMrVY2nKWUVb/1+P2gtPDs7s5ZAbRP0jVnH1efPn+M63JtGSr0HVpfyHVFe9fSfRAPttPF6vd5sNr7XysuyLMuynfpU4hpP3C8Vp5SNyvWCHO3Y4qdY8ufgu766vF1f1PZLeUEs6dvJZGL9gmvHqqe+qG26mXo9SBELRb+T2sLUOj/UL6WaVhA2llI/fvyIq3GqS93d3W1+p2vx21vnjY1+bPpz6liV1GVa6azIiSuLHz9+rO3XUYObTl5vUVTH/TQBSynVIIPQaud/p9YQ588/Ho/XXpeqqipuuLu/vz87O1PlSTv5xz/+EbRSiqJR/xOvrq7u7u7yPPf1ufZWhDSRUu+BjTGr5RvlqqrabDZZlvkNZrOZyhfbpr360vTh+iQaf+HFI9H9aPjYYrGw/1G1J9NUB/KDxeNo7GJri1/QxGpjAmsHeY9Go60NaJ5GH/jSubb2o81OnkaLaRSfxozp9Zubm5b919YVLKWaKCn99vP5PHhLv9+3W9e9NPSNnHpFAw2sAdD2piiyq9YlTyYTG+Nnd1v3rWNKWYkf13XiNon4unwDrJ3tx48fg2pfe11KGR93XKm5z3dW6SNCbZSqNdL/UrIsqx09/1ayipR6D2zEnR+RbGrrBPqArCHI9qfstzyJBuxVDX/W9uJJh5HocV3KTjg4basAldvGuFuhoJHfwf9GNZe1N10Gttalgo4ofTsYDDZ1Otbk7FrUkhZ06lxeXvZ6PX9p6q+ykujq6koDAi0vfcoGH1PaU0rjvH0tyr5u+gPI83y9Xvs/p69fv+6UzaoaBsVu7YtKqfgDgU7bDzNRbeavv/5qPxOfUuVTv5EO2l4v9F/rXcEAcXUgBbvaWpfyG5RlqYqUNfdZdVktn0370S/l9vbWPrV8/vxZ/VJvJZwMKfUmBX9nzxxjVpblZDLRf3u16igYmsZZVO6/iv90efJ7jSc4ybgupVJ1a37U1qXi/2m+MdPTi1Yzq1yqNR1Ro/ha6lI6c9ugfYxlywfw+HVFSHwVqv76aImrXCbPc4VN7SXojRqjGLf4aYzcTgET71+jS7r0jgTNffo4ohqSVY+CypBa/JRG7Y2oqt80PQNrXwc1la3DUqqqur+/X6/XtoHGTTRVQH0HUlNdyk4mHqpuD5D5PB4MBsFY+Za/53//+99K4vgxrzeBlHoPOo4xa+kOqaIUGQwGQVNhvE9NG2EzROxal/IjHdrFKRVraj+0Z5C3HsVsTSkNM7OP7d3HWErLXZ3P500VhZPfp35QXaqpkz8YGRgHYfyglXWJnXQYia4P6U2bBR1CWz+8Kxh6vd7V1ZVmS7GmPAWVrzH47qv2Pe8094S1+AUdfrXVqaA+ZHFoT+naxwudv+08fm9ATXn+16pmw+Ap4NlsNhqN/E1WQ5+q4LW35dOnT35wx9a7lw5S6j3oWJdSOd40HYNGlltprupCPCGQ/9CnctP20J4lKvr9Q0g67f3qUlX0ufj8/NxOvnxSPbUENtUPais67WP8dCw/6K72/u9aBOiEVVgHz8PqXxWFdlbtQ9FamvXsqdum56Vq71VwOWqWtM1q62RbO4SMcqJ25LpvNKueWkRbRqJ7HVPKHnKyk48b0/wFBkPsbEqn2uAJOpCs26kppVSxs1SLQ8uf0qdPn2xXahhsGZqolPqf//mflluRJlLqjakt+7bWpfxmTdMxBHUdG2TRVNcJYqyqqtFoZFWr+FSVkX5v1uIXl3HBsXxK1Z68KoJNYzd04cFPW1Ik7pfyYaYqoL/bLXWp9qwKfqqK1PX1dW2bpNLF6kDBc5rBxqrN1DbrBQEW/LTj81I6uj3aXHuqHQdzl60P6trjyf/97391FE0C1NIfE5xk7Zh7v5lSKp574vPnz0G7oujjggVPkKPx+Qejxn2LX7BnHdfPPdFe8dKhdZ/VVGhNl8Ge9dOWfqyUkVLvQXu/SOW6kdRw5Cclsg20E1/TUu0nHkNRPaVC0HFlgwjiE/C78qfd6/WaUtC3UrbX0sqnkWlN1cSiKPRpN77wWroVSimfT5vNRgM0gsCz+9/eQNp+6PJpIHVTQlh5repUbRL4s22qFbVEiG5UlmWaBS7mP4Lonsels01B2/Gp3vZ+oLIsg1RQSvmqT9Oe7fGp+HIq1wCu6kswEk/VO41X9MMOgw6e8mkgX0vpr9HhNvxPafHw8ODPZz6fqwXPR1Ttc1Ge+sOsOmXfBj2C//73v1XrYu4JvBrFg80sHsiyzGo8m81GQTUajXznvHqhZtH8fovFQtvbzKSahFSvxNOo25loulK/va9miQp3zehae+a+x0tb1rIp+4Lb4q9F23Sc9TWYvVePjtm3foj81vuvOWe7TEtROyVE7ad4VQ7U89Q0zN1SJK4N6EBNTaDtI9F9a2Se537Ig9EsXL5AbM9m1QBaOlT8s7plWWpoRvyoUPxem561aRp4RXU894T+vb291d3QL9HmDvaDBnVu7aMS/IxK5VO/VK2vX7/6aNevO55jwlMEWoTf39/7c9b/LN2EuNq99eNaIkipNymu2Qye6E/TvtD/Lt8ut9lsBoNB8MhUr9drKsFXq5UyzLbs9/txntm7LPN8KW+rh/gttWc7yeC0LQXLslTUNV2dvm4fhaGrbpoQNrBer+1A/nCz2SyurpVlGd9//3Z//5sOqruRZVnwQFJwtnmej8djNfqtVqvgNxuYz+f9fj/eoebMtbEPQZV6uVwGjwQEghC1X6Jddfy7bqGVJlarVUsbo7axFZt0hl1GD242m+Dkg0tTJNzf39vXwS/o+/fv4/HYfqeTySSYZOj79+/T6bS91mh3VTMnTafT+A4HV6TT6HKlGjQRrHq1XC6Hw6H9B9FaKrWDZd4EUuo92O8Pzlo8Ou6tpc2q5cWtjWAJ6n5iz7+ErXs41F16+bu99Q9gj73FXx/wEAdxjKtuuvZda0VJ3ajuSKk35hh/Zzvt8/nNBS+ZAbvu+WX+t3csyI50MvFvcL8/gCN5ZgIdtjlr189YO33s23Wz9g26X/ibyypS6s173b+5nf5LvMCpBgGwtch7zikdI0WeGeEv9sfQ8U7uXcs/+JYd39tS1r/Mvd37uFs/eL3w/8QDIqXeqj0KhWNXTV6gbecg+zy2Z1bUuuy2+4eD9ncdryw+XtK8bjw36fhLP2BVr6nF/lD7TwcphaPo8p/kIG2G7f/t9/gcepCqz2GrRAePvb3v1fNbk3ZNzT3sutv2vp/2Q7ynMEgWKYWX8wLNax3385wo2qNs3bvR5tidKy/mgE2v3ZtzjyGFm/mnIaXwCrqXLzu1YaZQguzXxZ1sCbt3Bat71eQgbV/P33hrBX2njh8cECmF1/Qy/eQd99BSJD2nUegYjtSg2uXjQktl9AX6tPYLpEN9Ktr1uDgIUgrHdYyhBFvTor1U2unbPU6p4wZ7fAbfO3j2HqHwzLvRpQdx64eD2tN4fo/j3p2RLduTT8dASuHlNJWYHT/bHrwI6FhsdSlqm/b5zA2OV+qVZblfBnRvDdvvFj2zthS/PZ7Hq32fNuOJ377pqk33c8auSCkcRVmW6/VaaypWDUVDURSr1WqnVXS1q6IotDLsZDJZrVZ5nvuSxY6V5/lqtbLVZv2as/ra9mmnEeeWVjSePS1evtls4lJP59OyJMpqtbI96IRbyjU7oibO0RGf08KmhXSb5lLK89xP2LNYLFar1Wq10hX5iy2KIthSVquVf10T/fk5jSr3q9Evzk8OFPyR3N7e2uJStSaTiVYg1ARItbdd93wymWgKu36/r9WHm/K4LEvNk2TrDf711193d3dN025p/5pUV3OAXV1daQLZ7r8XdERK4SjKstRUfi0Trc5ms5Pf1/5o2pV9XRRF7WqH8dzq5dMs701sXvN4EWF73dZH97IsC+ZWt8ng/WR0+qkVZPHRtbEv18qnadHjq9Os3u03qumm2RLs/ohGU5q23ChNwV4+zU3esqXf3pbb6HIsv7hG0x3zNEus9hZP7n5/f68ZacVmiT35faJYuw9FUWgGdN2lq6uri4sL/fVmWeYXMLT9a+Msy66vrzVZrfbffUktdEdK4Vi0YFW84K++rV3LY+sOVXboA7hVjGazmb3ut589zbnuqyb2kdzPEx+/VxOHZ1m2WCysmqVP0Loo/xFeGwfrGBVFoQLX18BU6+o/Lf8RlGja/vr62hJX1U1NYW5p0f2OVU+LcfjCPdjA5ll/eHjY/E6H9kHlf6oVQAaDwbdv3/zrPp7jNXZV56iiYLa1Coui8HvTfoJD6GbWrgNpE6jf3d35TwCaqFfzl/vt8zy3JUh+/PjhW/a02lO8YqGWDrGl3O0+176O5yOlcERaLyNewLAoivYlFmNlWapwr62crddrBZUPj9rVOmrfG6SUVnLKsqy2NUk1p36/b1WTsiyDlMrz3IrXeA9FUejcfFAFixx6SovaHzWxW20r/Aar6xpb3ql2VnKV1LVVBN2l2iWLyrLU4Ww9C4WHX+C4ckGlqk/twoB+/fimM/frP6ka1DRJuZaS8sGmV5oWXprP5+fn54PBwC5Ey3DUrnnYZRUP7IGUwnGp0Sxo1lOr3db88FSJaXmLLfJkXSmzbYtDiupSfjO9sWlFeTt/WxRDKeVTRHsI2gADKpptg8VicXp6OqtbUKOqKpWVuy6+oFJba1YpBa2GYW9vajczqk7FF9KyaH0VpYsizVbPqm11rL3hW1PKn8DWa9HyS3Ynv3//vnVNYdXYbF1BHaL2fMqybF9HGPshpXAUVgxZu5/VS1R3GQwG3Yc7l2Wpuldt77S9qPCwZfo61qWClLKP9k2rC1ZPDXcWh375dr1ycXGhFW9bjhvEkgr9uMJkV9f9dhlf+jdVfbYuldu0ZGLTyvS+xc8GFNgaj/6e+N9m7eiV6imlalfmjTPpw4cPVseNL8S+iCuaLUvOq4ZkDZKqS9X2b9WeP56PlMLRBWvpquGue1tfVVV5nvd6vXg13kAwHEPfBh1OcTkS9EvVdjJtHTwdLLN7fn7etOqub/b0AWDpqF639qGPHUtDFfF+YEJwVlVD745RDcxWQ69+//zR9Mby95WCK9f/pCUxHx4eWi4wHvpRWzuJz1xL4jbFbfyiBj7861//armfRVFoNWEbRmH9WzZukMHoR0VK4SWoJqQx1nFytCufFqrvWCuyncejJ7ymd/kz7DL+W2MKfLDp23hwRMDGNQRdU35w2h4j9YP9+7jViQWr9+qgKuvL39nAjdpKYZcWP99DU5bldDr1F6jVk+OBkV7Qv+UFtcCyLFXLaW8X9R8XFD/BzuPPE8FmRVH4cX02MmXXcZjoiJTCUQT/XZUEWZZpQfrabVrE2Vb73jzP47yp5buvarOtS5+ZP4c4pVqS2N54fn6uupQvGfX4kR8E3+v1fH9S+00wtZ09vlfGt8U13ah+v980EqE9pRRIcR1ID2/NZjN/gRqS16V/ywvqUkodDfRoSib/bVmWHz58iIfwxdt/+fIlvhZdyGKxuLy81Midk5OTr1+/tvREYj+kFF6Ihj+c/D4Mr+rWKdWUHLVZGOSNPrBr5LrqPXrcuP1du9b2rIlPA9a7DMlTO6GvSwU0yN5Kc9WBanvmYkVRqM1NEWiGw2GWZb4kVVmfZVkwUn+xWKgFMgjIoMWvqUOrJV2CC1QLcJZltXHYffSEUioeYxKfufGVpKZbqjBr36wsy+Vyqdv1+fNnguqwSCm8kKIodi39jRLO3tvUXx2MA+yYN8HoiY5tkirH7dugX8q+jZuPglL+pGGYhmddVk3DMeLoaq8h+Whp75dSSHz79q22P6/ljTrhjqPddA611Zpd+6VaUkrm8/lkMtE9t36p2i1tWIfCzM6h5SOCal1N9ULsh5TCC1FzXDwCoku7nxIuy7L2zRRLVlfbaSS6xZJqIfZkjw8AO1XFodWWVCsKxvj1er1gfqDAfD63nej5qpbqV/tIvJgKd001FHTLBc8tqaxv2rN6rWofD1KVMU4pVdr842L6tt/vNw3ut5pf3P+koQpdnpcq6567Cu58URQaB6ht9DRY7dXZG7WNHeXTp0/+8amARgB2/zWhC1IKxxKU70opG4C+az+zqjhqqavtZtA4wJOn0YM25qJjXcpvpnjzrYLBsTTk3crceIyf9jCZTFou05fjKvFb6lW1TwI17Vx7qx0+Xrnqkb71oyfijX2zXty+urVfysprm3iiqfhuqnvpjdYY6M8hrku1J65tYCMs8jzXsMB4fLx9rZi0GSW+fPnS0pWlHbY/gIVdkVJ4IQqDoC7VPatUnbKRF1VUmsRPCnccGajnt/xmNjqu6fN4kEmlm3vC3qLKgW8r8/tRNvidBOERHHQ8Hp+0Pmjs39X+cGuQLu3dS00VJrsPTUex2Z78UYIaqgmeSfIbKCRqLzyuX1ofklWP/M1XhOg2+tuuYeVxotugRH9ilnO1nwB0SkySdFikFF6IYiae1q/qnFV67irLMl/LUemjiOr3+35XO9WlgvhUm15wrKqq1uu1RtUHs2kEkVO56tFkMvGjyTebjQZExBP52PNSwRTvev636Ukguw/2tT1RW9XdWxsBr6Jf3wZzIAXDF2vTxbdzxrVbXYvPMOVNlmXWbVOWZVEUy+VSiV47ekLvsmeV/OnVhrHddgsStUDO53OdUty+pyjKssxG6OmsFGBZlgU1J3U+ff782ab+E3uOihmS3ff3XwAAIABJREFUDouUwlHEAxzU4lebUt33qaBSy6F6WWwI3GAwsCeFdYiO/VJxXUriYymf4uSL+6Vks9moZOz1ehpqOJlMbLLteCjEarXSIXq9nnUj6QL9ELimYWZ2OfFTyQHV25RM6ndperrLVwqD1+MZN/xp6BBBRWc6nWpvCjD73Wly8dpqlop+m8PC0yR7cWXO5qiNNc1ZPp1O/TTq5q+//oqz0+YRrt0/A/wOjpTCEQWjzk4axul13IMURWF1ESvjaqeFbVl/yMvzfDKZ1M6FURSFTbhu4VG7Ey2zVHvaVnmSlieQbHtfYmpe9qbOvPiV9Xo9mUzarzrPc80Kr4EbGmHRVLzq8SbboW9DWy6Xtb131dMqWfFplGW5Xq9tpQyFd0ugaj9NT/7mee5/ccGP5vO5kl6zXTQdwu7t/f29Pklo+o/ghsS3erlc+mEp7RNiYW+kFI6i/fP+QfZf299zqJ3H3/ojdn9vvJPuJxC8Ja6e1r7x+XfjOZd5wAPteoiD/xnsd5SXOY0/CikFAEgXKQUASBcphdTRhAL8yUgpJG2/R4ABvBukFJJGSgF/OFIKAJAuUgoAkC5SCm8JTX/An4aUAvYRP2xb+9Rt7fO5O31d2zPX8dv2o7efVbBlyxFbLrzpZGqPBdQipYAdWNlaFMVqtVqtVmtH32pR4KY9bDYbzcHjp6ANJsltmnvQH12HsxWkNEWTvtAEP/5wLRMmzedzTZUUHKUsy9VqpemFNNetdhvH1Xw+b5pgSbMoTSaT9XrNNOHYDykF7KN9MdzBYFC7EkRVVdPpVNvc3NzEu7XZXdsnhdP6EU1HPzk5sUlgNXF4r9fTDuOMubi4sNnW7ad5ntu0sDaHoV1aEGnxCdt+7C41rVwMbEVKAftQ+atqirdarTS3bL/fr61enJ+fq8SvnbZc06v7dX5rKXsGg8HDw8Omjs3Bqi2bDldV1cXFRfAjm+72+vraFr+oqirPc8107i9NJ3xyctKyFmK/329akhHYipQC9qGUapoi3a/w5GlZjevr62C1X2NVEy1c1HT07gvM+1rX3d2dHcWfalDRCVZcDDqxFFS2q6qqdMLxuhtaJ34wGNzd3QVrCQLdkVLADoK2rKYOpGBpKyvirUDX2+NVnbRNU83Djt6+Gq/fWFve3d01NSQOh0O/vqKtU1y72lPlgtY2iOtSepcCUmmnbAuOTrsfuiClgH2016WUUsFPtWzgZDJRgX55eZllWZxGKvR9k1q8fwVAU13Kv0UppYZBBVtwxOFw6Fv8VJHyVaXaa/cLTjZV/obDoV2g1oy3RQjJJ3RHSgH7UJUiXrRXX2iIRFDTWq1WVreoooY120Ntv1RQrDfVpeLSX1v6Ck1wRF+X6nj0LiccLFSvb32lDeiIlAL20VKXUokct9opJOxF7SFuW/N1qaZ4sNETswZ2FJ9SVVVdXFwEJ2b9UlXU3BdoWtnS6lLxGfpE1EiKu7s7v8Z87dUBHikF7EMZ0+v1+v3+YDDo9/v6IsuyYKiCLBYLtdH5F1Wd8oMsrJunfUTc1pHolgRBWqiSp1ZHhcTl5aXFklKqS3eXF/RLlWVZm3Zq8Gzp8QJqkVLAPuxJIAVVv9/PsqzX62VZNhgM9BStL4j98AGbykFtgEF0xdWdWNDiF8wQEfdL+TqNzuTm5kbvjVv8bExHl9XTa2P19vZW1/Xjx488z21wvLaMhz4CLUgpYGdlWVqLX/sMQ/Z68JCs5+sc7Y8fBWP8uoxEj1PK8tUGcQQpFR897hXzjYpxv5SCsIkFJNAFKQXso30kemCxWJycnIxGI01f5OkRYD8PRdzNE4efWvzam+b8lkHzo9Xhfv36FYxEjx+HCk5DT0H5B3uDE9ad6ff7Nzc3qkVpMifN4aRGP57wRXekFLCP2jF+tdRJ01Q90n58I5uvmrSPntivLqVTUrvi4+NjkFJND3IZteZZfSgeKqJREk0VJs1qET/ODDQhpYAdBE/1tqRUvGVT5FxcXNhzRZZS7Q/AxiPR2/MsTgUbYaiONJ8oCpLaiSo2m42m1fA7DOpSwVDGgOp2X79+pTqFjkgpYB9bU8rExXpA4+4sFVTxuru709iEPM8Xi4V6wmazmcZlqKxXjadsoL01pVTVPMWfVf6+fv1qw0CKolgsFgokX0+yWFXqBFXDWFmWZ2dnvV7v58+fW28dUJFSwH46ppQGtrWP2dOusixTyd4yzuLk5ET1p60j0a0Rz2ZIio9bFIUSNH5AyupMgSzL/NxI1dOs6naBfgBhU/UufnAKaEFKATtT3cJqNi1UAbLVnpr2plEVRVHY1zbOwpaM0r+amki7beHXl7K1rOLhiKqiBetL2QZ5ntsOF4tF08X6qpv/2h8o+NqvrQW0I6WAl7b3A637vXHXd3Xf/jlP5vJULzoipYCX0PIo1QufyTOPHr+lfZa/gxwUfzJSCthHPMvDTm98/jb72TU2DlUPq71dxBW6IKWA3Ry2bN1pbwcv1p+5wwPGG9CElAKe6y2WyO0Nd1ub9VrqZC/TrYU/BykF7OCAAx9aXtk6N2CXeWC7b3wQr9uSiXeMlAIApIuUAgCki5QCAKSLlAIApIuUAgCki5QCAKSLlAIApIuUAgCki5T6PztNo/le1T4NassxNP209u21m22ds6B2joPaY7Xss+U8a3fY/m37Nbbsv+Xkmw7Rfj47vdK0z62XsMfXLefT5WZ2P8Pue27ZbfuB8jzvfgk7/YV0uZbak/zDkVLYWdP/n6bCIn6lJZbi7bt/eth11p8uuhTWO+3k+brf5/YzaS9M9zuNjjvpeFebLrDlKF0+uMQ/2i9jmo4e73brH3mXnf+xSCnsJgiYlupCrTzPtY5fvNv1k3iJvKIoVqvVer3ebDb+WJvNRm+xL2znRVHoldVq5XeoDfI8t8PZe9frddP5aw9FUWihQr/z4BC2Z/1I+7c7oyUH7XCr1cqfT3z0zWZjVxTcmTzPV6vVZDKZTCbBKovxfnQD4xub57m/pXJ7e6vLtF3pWFoLUedvuyqKIviFbjabyWTi1yYuy3K5XFodRe7v79frta2+qDPUko+TyeTh4aHpijabzXQ6nc1mk8lE/8rDw4Nf0XE+ny8Wi3iJ5Ol06ld9zPN8uVzaUpPfvn2zlYhvb28Xi4VfH1IXon3O5/Nv377p99hx0eHv37/P53PdRn9ien2xWKzX65Y1nf9YpBR+0543Khfs2zzPR6PRZDKpnsrZxWLRHlT9fj/LsuDFPM+1CPpisTg5Oen1er7YXa1WWvVcP9Xhqqpar9da5rzX69mS54vFQjvs9Xqj0WixWAwGg5OTE4uK0WhUluVkMgne2+v1siwLyghdy3q91kHt6mazmU5J69jqEN++fauqSgux29K6/kdVVZ2eng4Gg9FopPs2mUx0wvP5/OTkxNZ9t4S4uLg4OTnRWY3H49lspgJxvV6fnp7qjk0mk8FgYEvI1/42ta68VqO3H5VlGa92rz0Ha8xfXl7qWLrefr8/GAz0rul0Ghxad8AWntexzs7OggPN5/PJZKJt7u/vdTk/fvxQCJ2fn2vJ+drkHo/Hk8mk3++fnJx8/fpVWfX4+Difz3UyOuLJycl//vMf/96iKM7Ozj5//qzj5nl+dnb2119/PT4+Kpb8UvfT6fT09PTvv//2UTocDn/+/FlV1cePH6+urnRPgiSr6iyXS+0tz/OLiwv7Xdzf319cXHz79m21Wp2env7zn//smHl/DlIK25VlaQWupZQvu1Uo9/v9YNHxoMqlT9mTyWS1Wtk2m80meONqtcqyTG/Rbn0lQGeiN/Z6PfvUX7kCot/v+w/4KtH00/Pzc5WVlkCDwaB8Unv5OuKvX78uLy91niqpfZk7Ho+1zXA49EFul6Oi8/z83BLLW6/XFxcXo9HIl1CbzWY4HFpgzOdzbVAUxenpqd9PURSXl5dBceltNpvz8/Ner+fftdlsLi8vg/AYDoer1ery8jJ40RLFXtHhLBj0elmW8/lch7M9lGWpnPPhVxTFcrnUt5eXlzc3N37/cfjFiqIYj8d+m/l8fnFxYSmSZZmFgX652qDf72ub4XDo07R6yq1//etfOgfF/3//+1/7S/706ZPeq0qV1Qi3Nl+Px2OrqFVV9eXLF8Xhp0+f7NrzPP/48ePPnz9p+vNIqf/1/A6M90rFt2pR/X7fqjKTyUT1ErUCqd3M3hJ8IYPBQO1FihkZjUb+W71LNQy9JWjOyvNcMbDZbE5OTnz5aF+cn5/7lFJzou0waD4Kjh5TDJdlqfOvnmLPl266OUqpoEBfr9dWZJ+engZtWTo9td0NBgP/0+l0ul6vLbqm06kaoKbTaXCI6imofAAHN01VMd0HbbBcLpWOFif6mP/r1y/9yN5+eXkZHNEqdj5OFFE6SdUP7NwUJ8Ph0GpIllKqoASXo3pke/NX/EY7Gb397u7Ob6Cr+/r1q1JK3ypyPIuN+Xy+Wq30+UObFUXx8eNHhdZms/n169ft7e3j42Owh/gTj+p2/liqiiml/vvf/9pm/lsIKdXoj82qlgtX04q+VmNaVVVFUWw2G7Wqt+xWrXAKj5OTE0uRuAZmiqKwOlDtT7XDwtGP1Eg4Go2Czp6yLOOaWb/fjy+8/bevGl5Qt1CcWEpZUWWhYnUpO1u7cBXuuqUqmlWGPjw8WHVhPp/rDg+Hw9pbPR6PfYnpY1sn/OPHD+toKYpiOp0+Pj76MFgul8qeoih8ZUgp9ePHD6XLZrOxd63Xa58Ew+FQ4bRer2ezmaWmttlsNpbTllK+6c9TV1bLb0TBHNSlfEr9+PHDclE71E2+vLz8+fPndDoNKq+2E52P1X7Ozs5ubm50+b72tlMRMR6Prc5UluWHDx+UUh8+fPCx9OnTJ73+x5Y/MVLqf1GX6kLtdfpaHyfV96OSK+hFD27jarUajUb6Wu/SNta4FyuKwt4SU2+W2g9V+vhM2mw26kTJssyCUDnhP6GrVtTl2v1JWgpKv98fjUbarXpl+v1+r9fTv9bMpaPPZjM7YevoUqe6L3ZV6fTForb59evX+fl5bVOYGutqT361Wqn4nk6n1vmvMtryRu1yDw8PiiJf7bu8vFQ9UvXmy8tLSzvf4mchpIS2up1vmlsulzquPtk0VQ2rp1RuafRbLpdBfcvXpT58+PDz50+fWzqH+XyulLIvgl+uhmb8+vXr48ePSin7xFCWpepSTX8eZVnqcmxAh23w/ft3dYmNRqPZbHZ6eqrQCnb4j3/8I66c/eFIKewgGD1R1TVuNFG3hLX4WTaoPhTsREMB1WUV/MiqIEqpuFEoPqXJZGJZeHFx0VSX6k5dTVa38IfzjWM6E1/1CTLSWCe8VZjG47G2tEyy0lMtUf567dC1dSmdsMLSwskqXvYuZUy/31fo9no969S5uLgIOr2UZ9XvKTWfz7Mss/DOsswqkb4Koi40VbbUaOZTyk57OBza5dT+jc3n8/Pzc9+M5k/G6ijD4fDHjx/r9TpIqe/fv9e2+FnL6ocPH/xICrX7ffnypaUdsizL5XJZm1J2hrpYqzN9+PDBD/H48uWLdYNBSCnsIE6pJkHX1Gw26/V6KtMlyzLtajAYWP3MH0gjpJUu/j+thvbpw7jvlzK1waNai47r97ZYLDS0odP1/36I2nepCPavqAqiW3F6elr7SVnjvPWxXQ2VChVfC5lOp4rn5XJpDYPG3lLVlenKD+1wOp1qZLk1QtoQBh9FvjIUD82w3PJ7Dmo21m9kKaUTu7+/V8unwkCtc8Ggkul0mmVZHCFGedCUUlaXUpekxr9ooISvQvn2QNFoQ1WhbICDfvTly5fr6+vaQA1OrPZFNU3bK/YpwXdEFUVh4UpQGVIKO/Atfjvxwy5sV+rWWq/XWZYFQ88tZlRrUVui/t/arjTGL25mVDuh3+F6ve71eipcgsqZOmx2vZy4X8rEAw18L441HIkVW35A83g87vV6Nipdwxmq30eiD4fDfr9vgacBGrWjByWu8Vgfic5NGRMkqHW2xRdluWV7rh2VZ9WRoANJYeBHY5+fn1vfjyLKj0T3//qdBGMR/WWqClU9jT63XPfjAPUjPxL94uLCRv1pCIkffHF2dvb169emzzTtuaIR5w8PD/rkYb/K6XR6cXHxn//8J3gdhpTCDtTTE9STttK4iaDDX+GkjFmtVr1ez57TDMZTaBCgRsGp2dDvVg8tqY9nNBqpKUzZZg8kZVlmtRkbd25XFI8w3HpFitimzqGgLmVj/FRxybKs5+h+6rEn65Gy6p2v0FiLn14fj8e6rsFgoC9azlx3z3qPzs/PFUhWV7PuIn8TbISh2hiDcQqqCd3e3uqsxuNxsE31NGAhz/Pg8dgqqsfc398retWfF1RxahVFMZ/P/bBG33hoPXBqdLVUthPWTr5//355eTkajc7Pz/v9vh8Qf3t7q4F8/qqtA7I7i9j5fG5Py/lbba8PBoOmNts/GSmFHcQTDXTUpW1ELTNNAwU1GiKYPcFXStQ/5PepwR3BgILaoWI7XYvfT9O/wYH8i/4ku/TqtWwQ94q1vKv2fF7A1tPb4w7s+jlpp3Pb7+3dW/+wK1IKnez0/62lEKltutnjBA5VTjXtPxHHOKvuZWtL7j7/0Id9e9OfR/eDvvwfQPsnCRhSCkfRpYDbmlj7RWPLt69Vn9jVTuHRskHT/T/stR+qGrHfWe19aYf6wwve0uWL9qOk/Jf5KkgpvI5nlhHH+5987KM/p2pykKuOo7o29p7TFNlyrP3OcL+jH/wtR/qrI67akVI4jK2F7+vmyvPfsuvedm1o6r6TXVuKDlK98BscvPX1sJ06u7Yqd6mFt7yry+ct8uY5SCk8167/A9s/Ke9RarcfqGMJ3qWR7bVOo3Y/O926jve8yxl2eePW29V0Pl12uOvfTLBZy7nt+sGiy+vk0/ORUjiM9o6fZzaj7fq5+GWKhmeGwU5l60He2P2nz39702Y75dAefzbd/+qe+fe50w0kq56DlMIRPT+onvMRvtqxvNu6/+4b7LH9M7tAgnUL4/3sV6rG+wzGvsf7j0+g9hVbT7J0TzcHGwRHqX1LvLeWP4Papw7aLyHYYfwjTYnU9JzTfs85wCOl8Cz+P6Tm3TG2ouuun8ptyd3FYuEf790jseJnXVtK7fac2FpLa/mRHgXzBat/Xd/qwVs9N+3noi2Kwl7RNsFFaSmTLMs06ZS/YzbVumZpms1murH2uq0N5teC8j/VHME2i7nmrdDD1PEzvJ6eb9MMir1e7+vXrzaPg9YD1LKT+tfWn1SJr6WwNMmIlf4fP37Uc9BZlp2cnGRZ9u3btzzPtbHtStvUToWn+TWC54UVM5rkws8c6O+hTe4e0FwVmvkwy7Lr6+tgheLNZnN2dhascYVdkVI4jLIs9d/Vylmtmhg/pbu1uNdOqqqaTCZNH0WbMib4GNsy4XrTrvYoSlqqjPpWa/teX18HP/JL5WqGoW/fvml2eU22Wz1NAvv4+KiKgqaPChbtvbm50T61sWZX0v5vbm7skWfdTK3KcXNzo6qAlpjycwBqbqFgPRTtTbMHaVeagj1eY0LfampwzbhRPU2JpITwS5kYOzGboVWhoiLeTxIY/KL9Hsqy1PTtQXzaT8/OzvxShFVV5Xk+nU51Mn56ctt/05TtX7580QKJtv3Hjx+DpUDG47FClCWjnoOUwsHEk/X5FQ6tpIiDJ2hEivfT1MRU215UPTWzKDj9G8vfJ2uIdxu0GvmWopY2qPjEgp1r2qegCJvP5/rgr8I3XjVKe/CLKIqSSQFwcXFhESWKMZtP3VeSbBtLMmOLcRRFEc9mVFWVai3+NG5vb60SFkd7XLjbek5aDz4+ROmmg7JXbM69eBrW+KCaaqhlNtizszOrS9lv0KZZql2Vo3b5q7IsP3z4oCV9/YsfP34MJjh/fHyM57TFTkgpPEuQLsEUdn71Ji3mqxV+bZql9XqtWpdfk9f2s1qtFAOa5s6ap3RcTcGnCdBsh2r+0vpVftZaNUBpCjUtiBVcxeyJ1ouyeZWs+uJf14uahlxFmNbVbaqHaean0WjkG5TG47FfKld7iN9rK1z4VzQFrX1R+0spo8W07Ke+yhIcpSWllIjxMivBccVWw/LXq1dsNfqgLlVGawzanHtKBc0JW9X1dVV1y03FpxfXpYJDxCmlqQiDG9JUwfJzLdqeb29v/XVhV6QUDkaBoa/Lp2UylDeaW1bZoHWh1JR0cnJi6xPabOX2rtFoZI1U2qHNWutraX7V4NPTU+uY0SJJKoBOT08teJR28clbFaSqqsvLS6WOJrG1zfR69dSIZ9OQty9VrO4i7erX01K5CkvViqqqGg6Hg8FA56YeHV2IstBa/PStjmtL68ZH1J28uLiwdBfdz7guVT4tp1tV1fn5efAuv0ziyclJr9cLxgvElFJ22uqLUgbM5/PT09MTxxoSP3z48PXrVx1dLcZWNTk7O+v1evaWoBlNLYrxek7BNfolo+T79+/z+VyvfPr0yZooTXyTy7JsWl/Yp9eXL18sET99+tS+VhZakFJ4lqAupUXwNLO1yjL9SOVO9fQp2NZ6tzpQ4RaPt7rUaDTyn5r91LF+/XhbUCpIlLIsNbm4akj+de3ZX0KwzJVCpaqqi4sLPx5BYwr0RdPCuPH9UUrZkq/V00K0mp7c5vAejUaqcWr4iS5QLX7X19e25Lw1Esb1leDQqv2sHd3PeJkPvxaUhhiosijBlro5+lDSdPTxeDwYDG5ubmxhYium1S738PCw2Wx0vfZZRJOXazljjbywudt1VvYW/0vREh4tEWU1sA8fPvi6lD762OiJ2rpUbSDFL5ZPvXG2TpiW+dDE/Ofn5y1LfqAdKYUDsHSZTCa+GcfW4Bg8UZubte/ZsEDVe4LAGAwGFmO++a6qqqIo9EYtoqE6k6og/qyUAfGyWIPBIGj0C1JKbYBVVZ2enloxXZblZrPRZnGzYQub692qaFo7I8/z09NTS6na2thmswkWZ7Ii0lbWCDrYVDloafHTQn/2beWKV1+p8oJF/KqnmmtQo7IzaUnQln4pDWSIr7SqqrOzs6al3P0Og07BoOISdxGpdy0YPdHedFlV1f39fW0j3ng81v7V/Pj161erGdeuC4wuSCkcTNwvpe6cqqo0cDnYXosTWtlnLXhxi58aDH3Z4Xeon6rU9kmjFkKlVFCXClY+LMtS61TZK1oSqaqq8/PzYIVGq0vV9o7UtudYSqmhT51k6gSyFr84pWz0RND5ZMvyKuR8HUI5qlRTrahLv5TPraZs0731p2Hj7movOS7cbbOmTp3a1X6tohP8yPZ2eXlp6xZuVTumw85TLX7BIYL1qCwFP378GASe1jPUAsHBQIyiKIKBFeiOlMKzBC1+TQvy2hfVU0Oc7/KxTixlktW0LIqC4Qx6Rduo+U6NYL7jqqqq0Wh0cnKiYtSnmmpgwcmPRiNblVFDorUfRYIN/Lu8vLRnuXzdQg2ATV0Oft2sy8vLXq9nTyD50RN6nkm1lvJpSOFmswkqN2on1LtWq5XaA3V6+lY7V96MRiN9lpfNZuNf149UzbW6iPql7OEtdUGpyjIYDO7u7nRuTVUiCVIqqJ2cn59fXV1NHBtlF69Jr9+gdVnZIJeHh4fVanV6emoNa6bpGVs1uvb7/aurK42+sd+FDqEqtd+PetT8IWww5Hg89rtSf6EWjYzbQpfLpa1kj52QUjgMJYHqGUbr5Opr/fdWn7xCIs9zvUXUp1W5lJpMJnpsqNfrKUVUXVNzXJZlqtloJKE9XWTPbPkqlMJGR/cNiWY2m2nlXDWj+bqX+r10elbf2mw2PqXG43Fw7b5w1Hq1+jpYNtea7JQBahRVcqjszvM8aFxSbllpbkMQxVfItPqt0TLtOlt9q7WPfb7amdgG/X7fyvHpdGrNtnE7mL9kdWjVNuvd3t7qGn186iao5uS3tzZAPfDr6elvpbvtzWK1anB/f69Kj26adVPp6PaXo12pVVaHsNftcebyaZldVcStehov8ls9DXmna2oPpBSeJegRiX/kX7THS/02fhxE/JZgh+XvDy3VLhxsvWLxj/yxAtYv1fTelitt2XLr9u272m/L/Rx7//s5yFm1/13tepQ9Nk7z3r4VpBQO7LD/IbeWLE395Luez8XFRTw8PTVbL7Z242Or/XQSfL3fCT/zEpK6S694xLeOlEK99iLjOf/TDl4YPZ86ybqMLPdvqXYJ0eD1rXve22vdzBf7dHK8HXavIh/w9OLdNh3oj62WkVL4Tcvn4vjbra93+WnLxnuXC3tUsFpeOV6j3JEKvi6H22PL4IbsEbcH/HCzx66azr/7r37rn9NOJ/nCv/23i5RCJx3/Fx2qw+bg/QQd+yQO1XXR8e3Pb8/ssqtgg/0uZKff7K7lb0uN4YAfgPY4jdpD7H1KO3WPPT+V3w1SCvWa/nMeta2/y0f49v13LEG6bLZTMPz/9s73Om2l6+LYHRg6ADowdGBSQSAVxHTg0EGgA3AHwRVcQwdRBzd0cD0dPJ73w37Z6/jMSIg/TrTi/fuQ5QhpNJLNbJ0zo7PPkdUTLqf+Q33FLa3e+YJ3+2AHDh5ybMfO6eH5DzR12ny/56G/D6mUqOKclEXN5+sQwkXyJO/3WJ3dUr3DaZ3Mjt1l/z3q2n/nmFg/gVazG+d3/iIhaZ3f+LGBV/WxZWf5aEilhOfMQeHgV7d+LuXgmJ62X3MQr/kQ7RTU/Td1NYzmkuvfqzJbEH4EKk6X7rkz1r12e83fRbY/9ENJ7wNqOtiCqvSmSs/O690Zg122bLen/eR/aZVZE9pzsIWiKOD3uNmDl5lQtcu+1MySu4vFwtZlx6tX9/f3LEKx3W5R+h1VEHn46+vrdrvlDcS/j4+P6QtY7OFischu/4BIpUQG+F982xu/4kvCLzP2sQrBHdyrmt/2RrQhBFYddQ689ONYrVbf9sYc7MO0weJ/AAAXpUlEQVT8LfyeYxyBaSy9a0MItocA53Uje9bDl5VVw94rBO+uZltAcSP3Ji/9QfgKsLtdtgXsj/dnUZwXJTa452Qysf6zeOm4rAJ6r9fjbjgEO6N0At7Pxb+uGnqMcTAY3N7eslh7jHGxWLgqSrZMxmg0en5+Rj8fHx9xOC4EoznehMX7v1dXV3h/FqUZUDjDVnSkF3Cn0+HryXhVdrlc4oyulnkIATvXHMRRMZ2euWA4HOKG8HQw253NZrgi/lJwdS8vL9aeCu8+4yVxGPXCpAPH3t7etlotvk/969cvW4wDdSvs4V+/fnUiOhwOb25uskWVPppoSaWEh7Ue7u/vW60W1mejjFtRFNbMyQHZcA+hMcYQAkaBsPdHh3MHnp1xCvy8Wq14RlSX2BkoIfjm8yEd33MMr1BHdimE0G63W62WlZNdiYcvjw37arB8usc4Zce41WrV7XZdiaBvxv4Kl5N6ZFjW6zXtQiCx7XabLQwGA7ruRhO6pYQQrEWvDXdc5TqUULIDIk3ibZV0mGvYYd2aMaJmK2+UNVq0dWxjZWm+9BJg/sQtj4+P7XYbZfHcRyiC3u12nfCU3RxI2u3tLQsUhRD6/b6tVxQS96mnpydX5On6+vqff/5BDST7UVEUnU7HKsp2u0XnucU6FNNhy7b8+fNn7v/09MSnt2z1wg+FVEp4WCIvxoj4BhvpDuWCFUIHDUfYF+7jFpYaCiGwFDpAOBJjpMi5plADyX1dWbncqRQKI+Ff20i2oCpLN8GX3Y0ObvxFJVzaTYHUZQrli7JFV7MngiUuYotqhXOxXbvdzu6c1ledzWauttPz8zMeLLgbCv8g8GKcypu2WCxwmchZuUq47s+j0+m4yrZZlYoxOimCuuBY99FsNvv16xfCtYoqTXH/B4OCUpPJxOYknS9wjHE4HNrLSQvm0viDjo78iAk9/tcVcWd9d8RbrqAf0oxscDgcPj8/r9dr7vkx9QlIpcQbQghp+XDIDLbsdruyWKpCpW5ubsqqGd3c3NgtCLZiojfEhmi2HfzXaRvyddGUV481YilIhXPEsEX8WJUc+T0OLjyd7ViFgWzqFh9jHI1GGOitCxQvMOYGrGwshY841DIuRFKO8RmKBIYQJpMJe4KjbDl2VODFzzDH4tV9//4dRWzTXjEq5RZMYuFEtJWK+3ji58+fbAcSjliq1+vxVtAKK63D686OH6bTKerDQid4jRQt7LndbgeDgY2lnMDvdjvGUtvtFsYcz8/P6Wxf3OcYrUqxNVuFPUtRFIjzdrtd6lv/AZFKiSoYSyH5AA0rm2tBwVaYxHNaGB8heYh5C/uthkrZdQEsrI76s7bKJ116Xe7LdsNm7ZAMxKffjPWU3Z49Fo4YrmKpbQHpUAzu9pHc1j4nk8mkLFmXxlLRaABmdHBeTHSVFVFlYhMTLXCzxbCO3B0nt1qt1nK5tOeiXfpgMODoSYNaO1JTUGezmZ3Yx9QXzp5aAFuVAtfX13ayrdvtcvIJUzWYEbRJyMlkwjMuFguGULYnsUS/+ZQAmaFyjEajm5ubz58/t9ttzEI5s3mk3ewWOy8VQsC9xVXY7XGf8cvGUmU+vwR1dek6lvrZf7S4SiolMuBrgKkXxEAhBMz0lqX74t5kHV69wIZlRVGgeDnmeNhsq9XCFDomophaRGvIO2HYwtidpvssNpZCbMdrocVt2Hv4lh3LWMpdHVvu9XoMJiifsUSl0pUaxMVSnEnCTe71erZ2+Ldv34qiyDaFWAr3kPMZbl6K98HWOMfkE5aNoIA6B0cchRAKayXYVWeFFfbLKDAxad2ecLi9QMzK2JVy/AFzM7zY29vb5XJpLSKppliIsV6vUdy9YhCHSwithxFx0k1qPB7jiQoxsdODdF6q3+9DyexjVghhOp3aluM+lrLJOoqTjaVsV/n09uXLF3uB3W4XAWX2T+gjIJUSGcJ+SYLbWLYz45WyjJ/bslqtMFEEwcDg6zIn2XmpaLJqNhji8jwb8cA9iGveWq0WpSXVhmhiKWtOyB3YMswb2XK324WLVSxRqey5ADOHdiPnukajUda9N20qGJN4d4r0yZ1TZQgZv3//Tm1jWMNYCp0cjUY/f/5kUMJob7FYuEQudNem+FxKE6nFsnkpO9BjLQnCEXrsIkWJ3gLMF5b9cULG4FI/n88HgwHvhp2mAsPh0G5Jb92nT59+/Pjx8vICobXHuvQgYim7noK3NDWaCiFgPcj//ve/7Xbb6XTsLwXZzo9s+SGVEm8Ie0PCCk8/7um2IFRK98TjqtuI6aiyKaL4Vm8szloe9Ho9SJfN+GHhH8WM0hjfKoftP2e8UmfYXq+HEGc0GllLRkYbMVEpBqBlQwzW+LnVB+ibFR7boGuBV+cWd5B0qLWpJzdBwgSgTTrFGB8fHyH5TqXSRQS4UQwU0jvJmbD0QipWT2DZQnybogRpH+y5nJsw2sSgn5rtOr95d+tsLDUcDp1BsFOpinkpzDZZ4Ql7j8fX19dPnz6Nx2OrYVgZ/5HtE6VSwoPUR/ajat3Cw3gwcGK82+3a4Rse8PjZrfHjz1AptsOIrSgKzFeF/fw/dAsP9VQa5Mpc57lbu91erVabzabYE40uIsjADojS7veGikgGplNWWEOBFnjUZrNBbtDdN/4X81LL5ZKHWBvDXq+HdKIl+4uApOH1LLczVus9Pz8j5YXoDcFHuqwDObHsDH+v12u1Wm6yBI3gvLiNo9HIrThwtwsZv+Vyic6sVqvVaoX771TKbsGwHvYrLOw+uIdO3vBv1rp+NBrhl3V9fe2Upt/vQyrw3+y8lF09wWQpojTbsXReyt5SRE48HI8y2Hk4HDrtfHp6arfbH3kNhVRKvCGEgOSYfT+XH8VKoZrP561WC4dzrh6Ct9lsMMmEAZ1L/kKySN21hmQd/2V+CY/2WClgJ5mQBUJsYV9JBlyagbUG6CFa2Gw2jPkwtnIHegfH3MryaGKvyWRi7wBe57S7uWvEsM79oXC2TYSnmJxDP8uWCy4WC6QfcYeRsMULtrgnzJLhWjabjV13AOAn+/Lykr4cjTcEuH6Bv4hgFhGkrwyjQZsAjPsFhOzV/f09xndUdrC3i1vQqzK7W3jjZu9Jut5ku93iwmezGXUFHXt6erL3ZLvdWrth2x9eOK8ieyfdUnVr4GsPt3FVdpn+09OTzax+tDkqqZTwYITi83h2kXGW3W7H+hT42ZaxwWu5aYMH84oOezq0XxapVLRpf8iqLzdWNJ79OdvVi3CwzWPvw2V5j0tuGn/9BTYTqZQ4QP1B/1IN1jzwrxkyDgapF7zSxt60y3bsqNayOzf2Rn1ApFLiDfpy1qch9+r8bpw/ptfZ8zfcrvc4xTvdHFEfqZT43fzBp+bsUQ0cWf54l/54Bw5y/m/wXa8xbbxm6likSKVEhvOfl898jj4/K/i3jgLHzrqd3/JRk2EnnPcgv+EUJ3Sjzl84c7m2Olf9E/1Nf7fnIJUSf56jpr4OzuJ8TE54sKhYNnLmKSoOqRiCDz5YHDtFevK1HPU3drDbqH8Bew63ylx/xnWQSokLcJHx6735g/M3p42/9Z/W043ZYy+lQGz/qAZPiNUOaslp8V/FzgcbPFa6gjGExLr2sjvzt0b/5yOVEqX8Ke251Ff0gp0JBus/G5OxMh3Oqj/N9rZOlFO2T1EU6/U6W6g7C98ZyHoBZ+197R3ISgXadO1kX2mwtsLZCyHonn1juuw9BLwKtq5h5su3I7LvXaAPeO94vV7bMld418I2BUcbiJC1/XU9RJv2d2dPcZT78MdBKiXeUDEywh4Xb+baSnpHtVwxOgdjoWtLylY/tpepQgghWwaw+qjsPjF5YRn/Yki6urpKnURQKhfbbeHzbDWEkCt2d3V15UorzWYzWiYCV1J9s9kMBgO+T313d8eqstlLCyEgGQWPylarxVoMPARv7NqToj4FKxniRO6KUCXd1oNAOY+04B4KK7hXlUMIKHXBU7Bvk8kE9de53b46jTvQarUeHh5Q4u/z589lRRQhJ7gW+2tFDQjenIeHh/l8PhqNut0uP3IlB+Nbqy3WA8TdQ7kKntTWZcflf/36dT6fw9c4/RUIqZQ4TFEUqNrAckE3NzepkVL22IPiZLegWhKGj2yD1eGFhT5V6Z4VR5V9hIIOGwML12KYSwuqsu4GiipRpdKicyEpVjSfz+ElYYvuYMiD7wb6iXqsONCWPgKpqjmm06kd4uHbZLu3Xq9ZgJxHoYyTrYE0Go1YMAkbcZRtyhVHJ9AJjv7cPhgM6JUc36qmPReMKDGy4zbShB5HWTuSFIgEasKmJ0If7O2y3sHUHoZEKDYRQuh0Oii7R9sUW3aWPl6wQ7RVlIqi4OXkf2cfEqmUyOAG67TYOeqC20AEldzcVz2bG+EIy/9C/ILx7XXZJxR8Y1XAaLIxrnFke9AT5yKPunwueEJayZ00vQ9lpW9DCDC8sJq92+3G4zE9qKxKpQVeYy6WGgwGqI1rm0UFWCtdOBAjY7vdtsZRAKrjggleeGpWu9lsbClYVB9frVaUJfyyGDSgqcViYY3P1+s1vHGpNNlrBKhol25HC+4uxVy1WVdr3N1bxHD//fdf9vlju926mrBxn9Ls9XpWWmKM1r+x0+m4WIoqFWPs9/toE/Vq7+7ubADNSOvLly9paaW0YrqQSok3ZGcOXEFYByzeb29vu92uNW6HpRNK0HKIR2FAlPKLe7WDvxRK86EP9PWADSBr03HIgysgfRfR+Hw+Z6lAa62L0ATtsJH5fI7tyC4i65Wd3MbO2cgMgoSCofwUZkioUJeqVFrJ143grBpOK3RsXywWIQQEQBQJqJRN/dn+I5zKPpjbdtL+xH0ggjbxA58YID+cnRqNRjbYYvhiq5WXxVJPT09Zv116UAE+QLhYCnvChiobheCOUQyy+cZ///13Z+DNoVSkEbyNpdjUdDpFx6hSDJ2pamHviYzdUjVCKOaE84MjlRJVhBDghZj9CD/c3t5anUDUtdls7u7uGP3c3d1hdLa6guCJQdVqtWq1WhiV0IjbgfXCx+OxdQFGtXKeGuABlj1hb6k3EFHGf26i2w1M8/n85uYGSonyr7QWhKJYQ16WFadKUUKyPq1OpaySDQYD1m+FSsV9iPO6tyhEcdjUtjGW+FeByWRiE3cpdqLFTqfhXN1ud7lc4mnD1sC12oZZIspDWoI9Jipltcd6g3W7XTp3wBwS4MGIebasd8lisSiz7kTl8u/fv8/3YBkezkIPw+l0itNxqi+NpVheNoQwHA6pUrjJqKHOjaicm1UjqJdNQgqplMjDb0hRFNZy1+2A/I/diHgIhaK5HcMltjPeWq/Xznh3PB5DpegAYndgPW8m6NAsukerDqoOHadsT2D8QZeN9HqzW5C3Qb4LGUX0BLGU1SRk6ti+C3QOrp6A8OBKEUtRSxaLBYSQjlZwa8Qp0mRXjBEtvL71lsUPs9nMqhTjJyZFcWp2g4XnrXrF/XOMtXjnioP1et3r9TCsp7EUzuL8cPmRi6Vst5FdxEZIJhJo/X6f3r72SqfTaVa94j7fmAY0i8XCzb0hnrMGIi6WKoqC5cxtxo/t8GdomA257F/abrfLxlgfGamUeEP28S1dcRdjxGCdjvUIUNyMUQiBWsLkmEuUxb35OlQqmtQfP2UIhQdqpPgQQjF44hkhTtZ3AyDsyE41lT29Yn1juidjKcQQCKrWxjXYZfwOqhT0xnrRUh6oUnGv+r9+/UozfpbpdJrGUpzgSTN+aIfxH1bK4YFjPB5DDDabjbsE9h8/4FcM06nJZIIOQFDT0MGu8bM3v9/vZ9d9zGYza64RQmAOEOm17HJBZx3izp4NaNy6hrjPxcFlg3JlO8bwmkGSexT49OnTcrlky6mVVAhB81IpUimRwX79IBVuoKcaWaWBwGASy8VSu90OemPNCTebjVuCMR6P8dzKjJ8N4xhL0TY3mkSf1b8YY1EU6ICLpXDSMpUquw8YdtMdsMINA818PrcjOAXJrsQ7uMYPIYj9FLNc8a1Kxf3cCbNtdhKIsSbMyMuuDta0dgtH1XSVB+x6X19fMS9lP+IFusUX6MPV1RWiorJ5KXr72hvi1tfZq3YrDqzwdzqdh4cH++lgMKhIbKaOuu5W2A5jeT1CKOefiywfIjkEgvx1393dcbeiKHq9Hhe7F0XR6XRs/IdAykmXkEqJUjhGbzYbOhCGEJAD5NBvfXhp947F65xgp/2g0xJa14cQ7u/vMS8VY0R6zcVSVKl2u43OFEUBuz/sjAwVkjM07Y37eSxs55yWUylMS5Tdivl8jsuk4y3fGKNKIf7gQjvGUjbZNZvNut3ujx8/2BQ6BpXCKOaG8tVqhXHceg9G81IRAxGsNkTjmP8re/km7JdZwmkXV4TDOc46AUNE+PPnT3QSq2BwjVyqzgkzeyA2vry8XF9f488Azw0wP0SzeHZBawiV+v0+5jKx5/39PeelXMC0WCwYLyI5aTvmlMZBy925gS/nQmPQGhf42EUQ3W734eGBO/DttNFoRF9HFxhhOTt1cbvddjodLPlBh61oCSCVEofBfMyNwUUtWFCA5BsHRBwCh1mGRC4ogYChTU5x7XY7ZPwgNjaggTawM/f39xAqtFkUBV7MvLu747wUZi+wgBCiiNacLNl0Ygodb63JLKSRRyHHyHCHdre73Y4nguOtBSpFR+O0D1hDj0ZcIQPrn8t7zu5lXwCIbxULjTNBx2ZTG18ko7AKDlJBoeJkofOZ5QQhxJVHQQm+ffuGhYK0rF2tVrhG9KEoit1uh5iY21OCqeYQ97/uyWSC1/sqRnxGnGFfTSMthIFpM7oJu8OhVfP53IV97g6nR7mmiqKYTCbpK88CSKVEhuyIhu9/2XKptBhM3H8n3ctPrvGKjWmv7G7uv+lu2c4cuvR82FFz/5NHmYqrzm4/tpPn9Or3HPiuA3T27+T81urvdvA3mP1IogWkUuINF/wGHvsdu8iY2LTxuk4LRzXOB/8TTnrO8Jf+TsueJCr+e8IZq/tw2inq9Lz+gef0JEqTaiCVEnW5+APye48LJw+jZw43lyU7WL9fdPXbxsp0dK4fSh786LQHl4qj3kOfRE2kUqKK077hB3c4Ofo56izn73ZOU0c9+B+VETqzY3V2vmAa8zdzlJycI5B1znLyc5hkzyKVEp76GfMTNOOyYcqZo0zNh/Tzx5Hs4HhZeY7ld6PiLl0kRKg5AXNstHfwseac8PHkx50zs47K752AVEoc5swZpjqDYzoMnfk1rpaWdxrgzp/4uWx/LrJ/etRlQ4T3G69r9vlSHTgnIFNEVYFUSgghRHORSgkhhGguUikhhBDNRSolhBCiuUilhBBCNBeplBBCiOYilRJCCNFcpFJCCCGai1RK1KLOy/9CCHFxpFJCCCGai1RKnEK2LLcQQlwcqZQ4Apvrk0oJIX4DUilxIlIpIcRvQColaiFNEkL8EaRS4nQkXUKI90YqJYQQorlIpYQQQjQXqZQQQojmIpUSQgjRXKRSQgghmotUSgghRHORSgkhhGguUikhhBDNRSolhBCiuUilhBBCNBeplBBCiOYilRJCCNFcpFJCCCGai1RKCCFEc5FKCSGEaC5SKSGEEM1FKiWEEKK5SKWEEEI0F6mUEEKI5iKVEkII0VykUkIIIZqLVEoIIURzkUoJIYRoLlIpIYQQzUUqJYQQorlIpYQQQjQXqZQQQojmIpUSQgjRXKRSQgghmotUSgghRHORSgkhhGguUikhhBDNRSolhBCiuUilhBBCNBeplBBCiOYilRJCCNFcpFJCCCGai1RKCCFEc5FKCSGEaC5SKSGEEM1FKiWEEKK5SKWEEEI0F6mUEEKI5iKVEkII0VykUkIIIZqLVEoIIURzkUoJIYRoLlIpIYQQzUUqJYQQorlIpYQQMcYYQuC/9gch/ixSKSGEEM1FKiWE+H9s/KRYSjQEqZQQQvokmotUSggRY06cJFeiCUilhBAxhLBarYqi+NMdEcIjlRJCxBjjbrdzwZNiKdEEpFJCCCGai1RKCCFEc5FKCSGEaC5SKSGEEM1FKiWEEKK5SKWEEEI0l/8DIVrbzCk/YzsAAAAASUVORK5CYII=" 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<a href="https://dl.dropbox.com/u/48251028/UNIONES%20EN%20MADERA%20Microsoft%20Word.docx"> UNIONES EN MADERA</a><br />
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descargatelo<br />
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<br />TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-56061741931745886352012-10-22T07:51:00.000-07:002012-10-22T07:55:58.636-07:00BIBLIOGRAFÍA RECOMENDADA<b style="font-family: Arial, Helvetica, sans-serif; font-size: 15.833333015441895px;"><i>Tecnología de la madera</i></b><span style="font-family: Arial, Helvetica, sans-serif; font-size: 15.833333015441895px;"> - Ed. Edebe, 1985 Barcelona</span><br />
<span style="font-size: 15.833333015441895px;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><i><b>Manual Completo de la Madera, la Carpintería y la Ebanistería</b></i> - Albert Jackson y David Day - Ed. del prado</span><br />
<br />TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com4tag:blogger.com,1999:blog-6730318889386448386.post-61939467684942386342012-10-22T07:08:00.001-07:002012-10-22T07:16:30.767-07:00HERRAMIENTAS DE MEDICIÓN<h3 class="post-title entry-title" itemprop="name" style="text-align: justify;">
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<span style="font-family: Arial, Helvetica, sans-serif;">HERRAMIENTAS DE MEDICIÓN</span></h3>
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Para reproducir una obra escultórica en madera, ya sea tallada directamente como por puntos, necesitamos apoyarnos de una serie de herramientas con que tomar medidas en el modelo y transportarlas a la reproducción. Existen muchas herramientas de medición en el mercado, entre ellas tenemos:</div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Metro plegable, flexómetro, regla graduada, regla maleable, etc</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg51nQheDC7C0DQUmTqfJM9mHUhfvtxXkxBz4CtGZDlpqgMvNqMlYRw58e0dHSt8NDCPk_LR2sr5BR4_cIKdxYtNYNPd06LHLRkn7OB52oOf8yNUmPesbXYEhRnCYjvtQd3I1CctvJ37PII/s1600/Flexometro.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Q4AEqMevc_uZ7Z94CV_sB4_Ana1Xc1Xd8L6sJq42OSHoGTTsUMK8RBL59BKgPo7v90Z7p-iL0r90ESnmT-iJhRbfB0_HaynJwFez1ll-jhMxTOwocgR91GXuyNgMvk8qY2TAUOP5YoDx/s1600/Metro+plegable.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Q4AEqMevc_uZ7Z94CV_sB4_Ana1Xc1Xd8L6sJq42OSHoGTTsUMK8RBL59BKgPo7v90Z7p-iL0r90ESnmT-iJhRbfB0_HaynJwFez1ll-jhMxTOwocgR91GXuyNgMvk8qY2TAUOP5YoDx/s200/Metro+plegable.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg51nQheDC7C0DQUmTqfJM9mHUhfvtxXkxBz4CtGZDlpqgMvNqMlYRw58e0dHSt8NDCPk_LR2sr5BR4_cIKdxYtNYNPd06LHLRkn7OB52oOf8yNUmPesbXYEhRnCYjvtQd3I1CctvJ37PII/s1600/Flexometro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg51nQheDC7C0DQUmTqfJM9mHUhfvtxXkxBz4CtGZDlpqgMvNqMlYRw58e0dHSt8NDCPk_LR2sr5BR4_cIKdxYtNYNPd06LHLRkn7OB52oOf8yNUmPesbXYEhRnCYjvtQd3I1CctvJ37PII/s200/Flexometro.jpg" width="200" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6whM0Ry0jOuM1aD9o5Z0GOj3YCh1ByVsRW_oVTq0UHbeZv6UPdYumoY-kcOJEn-erNKy12BlFj0kbnpHQ30w24Tyi7pohgwKKvhnTlVAAyLfrf01EMxaBuaOOaZjXoPUyUqDlWnP3zD4J/s1600/Regla+graduada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6whM0Ry0jOuM1aD9o5Z0GOj3YCh1ByVsRW_oVTq0UHbeZv6UPdYumoY-kcOJEn-erNKy12BlFj0kbnpHQ30w24Tyi7pohgwKKvhnTlVAAyLfrf01EMxaBuaOOaZjXoPUyUqDlWnP3zD4J/s200/Regla+graduada.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJJ2cw3KHxAcuT-L6-DGhTytZu4CTeQ0CyOJ-yca3t34DCOW-SRcW4nOu8awUDPHHI0ANDeU4nGbviTntaqGDFJbO2o3krnY_pIdQTk-7_LnjP4uHK-bX9Gky8XAsPFg0lkzj1mZzWra9e/s1600/Regla+flexible.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJJ2cw3KHxAcuT-L6-DGhTytZu4CTeQ0CyOJ-yca3t34DCOW-SRcW4nOu8awUDPHHI0ANDeU4nGbviTntaqGDFJbO2o3krnY_pIdQTk-7_LnjP4uHK-bX9Gky8XAsPFg0lkzj1mZzWra9e/s200/Regla+flexible.jpg" width="200" /></a></div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Calibre pie de rey.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuHr5LuGYeFMj5twiwbUUpYtAw5eqKy1-pDwXq_etEhsFw91tsRfmfx2CC1iPrSL1A9lqgOjQ4b5Miimai9ZhH8rxmDyQur34KCIjJCNENY4HCHXYssDsPIQi7007SMJRqFcWTbCTO2QNO/s1600/Calibre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="74" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuHr5LuGYeFMj5twiwbUUpYtAw5eqKy1-pDwXq_etEhsFw91tsRfmfx2CC1iPrSL1A9lqgOjQ4b5Miimai9ZhH8rxmDyQur34KCIjJCNENY4HCHXYssDsPIQi7007SMJRqFcWTbCTO2QNO/s200/Calibre.jpg" width="200" /></a></div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Escuadra, falsa escuadra, escuadra combinada, escuadra japonesa, etc.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfAUYLIdZhpEva_WzGTJ5-DSDiFaq5KYQMPbbT9ve1Sthn2jP5ugkJqfBiVVuMxN9PkQ62js0_GvteWbZGFA7OpHIQSD4YfhgdZubK5EqFjvQ8ofNmd8dPF7CcifK197sMkLCjaV_kfQv/s1600/Escuadra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfAUYLIdZhpEva_WzGTJ5-DSDiFaq5KYQMPbbT9ve1Sthn2jP5ugkJqfBiVVuMxN9PkQ62js0_GvteWbZGFA7OpHIQSD4YfhgdZubK5EqFjvQ8ofNmd8dPF7CcifK197sMkLCjaV_kfQv/s200/Escuadra.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1BMInW8KH6dD295FB8ZX0iHeeTD5sCyg8XlE37fPn1c_YNQ-uCh_hxjgk6hsBe3G5uTEU22KiXNkIofdsnDVVxVmj3X5KPuCjdzAD8OsPuui3_M8QJVzVOAJcF61kFm2OG4VK-6hl7EMb/s1600/Falsa+escuadra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1BMInW8KH6dD295FB8ZX0iHeeTD5sCyg8XlE37fPn1c_YNQ-uCh_hxjgk6hsBe3G5uTEU22KiXNkIofdsnDVVxVmj3X5KPuCjdzAD8OsPuui3_M8QJVzVOAJcF61kFm2OG4VK-6hl7EMb/s200/Falsa+escuadra.jpg" width="200" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy4d6xEwNyhKWv53in5PWCNAEYYC4yve2GOhlVHRuTlChF4wYabz7hQvg1jgnkegG8NzsbXtqtREz5HI8qMA2b9PagsE5Tq0mr063YHSevD-sgAzaQq99WWpc_mcb21vV_4trHTg_-DUNj/s1600/Escuadra+combinada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy4d6xEwNyhKWv53in5PWCNAEYYC4yve2GOhlVHRuTlChF4wYabz7hQvg1jgnkegG8NzsbXtqtREz5HI8qMA2b9PagsE5Tq0mr063YHSevD-sgAzaQq99WWpc_mcb21vV_4trHTg_-DUNj/s200/Escuadra+combinada.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgzVbJpD6RUT8tRU-9k1cZYs0EDn2Bk7v_7dKYEpiUqDihjZV20FSB5eCSV2AujGKih7zqi5nt4e5dN6W6sBUeNKSPOiE-a-vxlmfsCFz4d6qP7K__oYDBztJLluDE3TCfn8hGwJBzdNzw/s1600/Escuadra+japonesa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgzVbJpD6RUT8tRU-9k1cZYs0EDn2Bk7v_7dKYEpiUqDihjZV20FSB5eCSV2AujGKih7zqi5nt4e5dN6W6sBUeNKSPOiE-a-vxlmfsCFz4d6qP7K__oYDBztJLluDE3TCfn8hGwJBzdNzw/s200/Escuadra+japonesa.jpg" width="200" /></a></div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Compases de: puntas, puntas enfrentadas, interiores, ampliación o reducción (es un doble compás en forma de cruz en la que cada boca tiene una medida proporcionada con respecto a la otra, esta proporción puede ser fija o variable), de veritas (son dos puntas que se adaptan a un listón de madera cuya longitud la determinará la magnitud que necesitemos medir), etc.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZFH1HWtAVEwkaN7S1_phohnI-tDP9ABi0OtRGr7uBXJH4FOq-fAEk9NR0SvU-8BbQOp2BWUg2iL9vxb9PtqMbTTUuVLqcjKassKlbFbHDJd9CqoNB0DnK6B7onTupAilL-LZ9nu02lt9_/s1600/Compas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZFH1HWtAVEwkaN7S1_phohnI-tDP9ABi0OtRGr7uBXJH4FOq-fAEk9NR0SvU-8BbQOp2BWUg2iL9vxb9PtqMbTTUuVLqcjKassKlbFbHDJd9CqoNB0DnK6B7onTupAilL-LZ9nu02lt9_/s200/Compas.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNiN6WL02L4oa4j8QMtNKpftf9IkCqJksH0ZDqzaqT7OrMwyseb61kblZv3VFd3kzO40dV9eogX4h_es_Lg4gZdLZcrTKBVU6X0OMnkPfwyGRSltT0lFM4AekCfNloe0r-blunS0pcz1ku/s1600/Compas+de+interiores.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNiN6WL02L4oa4j8QMtNKpftf9IkCqJksH0ZDqzaqT7OrMwyseb61kblZv3VFd3kzO40dV9eogX4h_es_Lg4gZdLZcrTKBVU6X0OMnkPfwyGRSltT0lFM4AekCfNloe0r-blunS0pcz1ku/s1600/Compas+de+interiores.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP5APaj97fNZe4OEjUnzCLkwkuxYzLho5CkDJH_7kavnFCcwMDdyKlsbBFWBJ7aF5qt4l7XzTCzlGddhe_9wKoS9Ln1C0PMmbV0mRdkw7zAV6OXcJa2E8LbAd5OOoOY3Qy_i53kcu8o4Ih/s1600/Compas+exteriores.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP5APaj97fNZe4OEjUnzCLkwkuxYzLho5CkDJH_7kavnFCcwMDdyKlsbBFWBJ7aF5qt4l7XzTCzlGddhe_9wKoS9Ln1C0PMmbV0mRdkw7zAV6OXcJa2E8LbAd5OOoOY3Qy_i53kcu8o4Ih/s1600/Compas+exteriores.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLbCx-Kv08oIIOtiI_B9iXoX_1NZC1pHv_0DuQCmsUwWvHnYjCQXgym-1AilcBFORsbjlojfc2IBpY89kKvYim6p94_JrSGaGWOesA3c5roVwmaPYiXgnf9JaCxGUQntb-_fGcziFuuBD5/s1600/Compas+de+veritas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLbCx-Kv08oIIOtiI_B9iXoX_1NZC1pHv_0DuQCmsUwWvHnYjCQXgym-1AilcBFORsbjlojfc2IBpY89kKvYim6p94_JrSGaGWOesA3c5roVwmaPYiXgnf9JaCxGUQntb-_fGcziFuuBD5/s1600/Compas+de+veritas.jpg" /></a></div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Transportador de ángulos, goniómetro, etc.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqAR1ZqwMACSiOPLeeZYegmcRrpUYFt4DOO8gKUNtS0q1F_m_JB8USs8njkwnMYIPIYmuka-nlEfnPaEQipqSRt8W6IhslKkpa6r43VO3CEpESnJ2is1uT2OarGufC-2qTJmSZpBu0qoZR/s1600/Goniometro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqAR1ZqwMACSiOPLeeZYegmcRrpUYFt4DOO8gKUNtS0q1F_m_JB8USs8njkwnMYIPIYmuka-nlEfnPaEQipqSRt8W6IhslKkpa6r43VO3CEpESnJ2is1uT2OarGufC-2qTJmSZpBu0qoZR/s200/Goniometro.jpg" width="166" /></a></div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Gramil, nivel, plomada, etc.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn0Nbri9TqlIaluwHsOdVrZ24dGGvYSLOLO-M2llJbVZQA7XJLUusbP6jk6WAbDc1kCGiSErT-L6gV_aStk61WBWKuw1XtUXn-hrOFaczWHS4LWZvDmGiKn2w5aaFcd6Absk-S6x7b23My/s1600/Gramil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn0Nbri9TqlIaluwHsOdVrZ24dGGvYSLOLO-M2llJbVZQA7XJLUusbP6jk6WAbDc1kCGiSErT-L6gV_aStk61WBWKuw1XtUXn-hrOFaczWHS4LWZvDmGiKn2w5aaFcd6Absk-S6x7b23My/s200/Gramil.jpg" width="200" /></a></div>
<ul style="font-size: medium; font-weight: normal; text-align: start;">
<li>Plantillas de curvas, de colas de milano, etc.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilWhvGeVHKtWRT1MOT9REGcwYUAPRxQz9WjjgpVKcXlSc2HNkDpTbTkIEoVB2dBdhZhTEyx3jUzWRo9T5OhuWhqgn85qWdJCgxmt8uz6CtzVzRHTbV7puSlrhgEPosxBd2woZwskrF1ZPd/s1600/Plantillas+de+curvas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="134" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilWhvGeVHKtWRT1MOT9REGcwYUAPRxQz9WjjgpVKcXlSc2HNkDpTbTkIEoVB2dBdhZhTEyx3jUzWRo9T5OhuWhqgn85qWdJCgxmt8uz6CtzVzRHTbV7puSlrhgEPosxBd2woZwskrF1ZPd/s200/Plantillas+de+curvas.jpg" width="200" /></a></div>
TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com2tag:blogger.com,1999:blog-6730318889386448386.post-83346659036088616572012-10-22T07:06:00.000-07:002012-10-22T07:15:20.718-07:00ABRASIVOS<h3 class="post-title entry-title" itemprop="name" style="text-align: justify;">
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ABRASIVOS</span></h3>
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<div style="text-align: justify;">
<span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">Herramientas abrasivas son aquellas que sirven para desgastar o pulir por fricción.</span><br />
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<span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">En el taller de talla en madera encontramos<span class="apple-converted-space"> </span><b>herramientas abrasivas</b><span class="apple-converted-space"> </span>en las muelas de las máquinas de afilado, también son abrasivas las piedras de afilado y las lijas que utilizamos en los acabados. </span><br />
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<b><span style="font-family: Arial,sans-serif; font-size: 10pt;">LAS LIJAS</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;"> </span></div>
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<span style="font-family: Arial,sans-serif; font-size: 10pt;">Existen muchos tipos de lijas, sus características principales son:</span><br />
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">TIPO DE GRANO</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial,sans-serif; font-size: 10pt;">El grano es el material abrasivo que se adhiere al soporte de la lija. Según su composición podemos distinguir tres tipos de grano:</span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">De carburo de silicio</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;">. Es un grano delgado, anguloso, quebradizo y no es duradero. Se utiliza principalmente para el lijado de materiales tenaces como: vidrio, fundición gris, piedra, mármol, lacas, cerámica, titanio, goma, plásticos, fibra de vidrio, etc.<o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">De óxido de aluminio (corindón)</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;">. Es un grano redondo, sin aristas agudas, tenaz y de gran duración. Es apropiado para trabajar el metal y la madera.<o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o </span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">De corindón de circonio</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;">. Es un grano muy uniforme, muy tenaz y de muy alta duración. Debido a su gran tenacidad, el corindón de circonio es excelente para lijar aceros inoxidables.<o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o </span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">De nitruro de boro cúbico.</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;"> Es un material artificial extremadamente duro, aunque de una dureza menor a la del diamante. Se utiliza especialmente como abrasivo para fabricar muelas industriales para el mecanizado de aceros aleados y metales duros como la widia.</span><br />
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">NUMERO DE GRANO</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial,sans-serif; font-size: 10pt;">El número de grano da información sobre el tamaño del mismo. Los granos se obtienen por cribado, el número de grano corresponde al tamaño del tamiz. Cuanto menor es el número de grano, mayor es éste, y por tanto más basto será el lijado. <o:p></o:p></span></div>
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<span style="font-family: Arial,sans-serif; font-size: 10pt;">También podemos distinguir lijas con grano abierto y con grano cerrado. Las de grano abierto tienen menos granos por unidad de superficie, y por tanto se embazan menos. Son adecuadas para maderas blandas y resinosas, pinturas, masillas, emplastes, yesos, etc.</span><br />
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">El SOPORTE</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial,sans-serif; font-size: 10pt;">El soporte es la base sobre la que se pega el grano. Existen principalmente tres tipos de soporte:<o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">Papel</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;">. Tiene buena resistencia y flexibilidad, se utiliza sobre todo en hojas de lija para el lijado manual de maderas y en las lijas al agua.<o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">Tejido de algodón o poliéster</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;">. Es más resistente y flexible. Se utiliza mucho en lijas manuales para metales, maderas y en las bandas para las lijadoras de banda.<o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">Fibra vulcanizada</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;">. Tiene más rigidez pero máxima resistencia. Se utiliza mucho en los discos de lija para las amoladoras angulares y las lijadoras de disco.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><b><span style="font-family: Arial,sans-serif; font-size: 10pt;">EL AGLUTINANTE</span></b><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span><br />
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<span style="font-family: Arial,sans-serif; font-size: 10pt;">El aglutinante es el pegamento con el cual pegamos los granos al soporte. Puede ser una resina sintética o cola natural.<o:p></o:p></span></div>
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<b><span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">EL LIJADO DE LA MADERA.</span></b></div>
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<span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">Para dar un fino acabado a la madera utilizamos papel de lija, al principio de grano grueso y progresivamente de grano más fino.</span><br />
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<span style="font-family: 'Courier New'; font-size: 10pt;">o </span><span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">Lijadoras orbitales, de banda o excéntrica.</span><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIB93HwMXfU8bowfR1GKOGE5K0BOCU-ZIInyXTMmRr__KM3AlWw9qJKv0u1Y2nI4OCr7FXLdtSR8iBcGHJQlec8IanBNJFFkwygxgJ9T5cyrMlRERG1TnibzuaxwZu0WRMvWDCX1GAlTPZ/s1600/Lijadora+orbital.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIB93HwMXfU8bowfR1GKOGE5K0BOCU-ZIInyXTMmRr__KM3AlWw9qJKv0u1Y2nI4OCr7FXLdtSR8iBcGHJQlec8IanBNJFFkwygxgJ9T5cyrMlRERG1TnibzuaxwZu0WRMvWDCX1GAlTPZ/s1600/Lijadora+orbital.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4wyJnYlTa9y29VAabH9SptwoZgeYX7e2xCr_v-C43wHjgJWIDgCWsCxYFy40fUlYkcwCbnJ786ARnHxNusorB58zMEyjauryOiosfKphwMU6Mh0wDd4jnA3XeiLJi9IoHAJSQ5L2l12Ie/s1600/Lijadora+en+pico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4wyJnYlTa9y29VAabH9SptwoZgeYX7e2xCr_v-C43wHjgJWIDgCWsCxYFy40fUlYkcwCbnJ786ARnHxNusorB58zMEyjauryOiosfKphwMU6Mh0wDd4jnA3XeiLJi9IoHAJSQ5L2l12Ie/s200/Lijadora+en+pico.jpg" width="200" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUdVrWALG9neBkRWDPYtCHCu7LtUeMI9NTYGqTHPmyDD5Y_ZAos8YDSemOl6mED5TIBnOkamp0LR6aTwZSjwnIbz3HQ5evyeoiJJgDpVEP7rT4dIjOURlhM_WrH_m3kk7QPc5GrPB767o9/s1600/Lijadora+excentrica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUdVrWALG9neBkRWDPYtCHCu7LtUeMI9NTYGqTHPmyDD5Y_ZAos8YDSemOl6mED5TIBnOkamp0LR6aTwZSjwnIbz3HQ5evyeoiJJgDpVEP7rT4dIjOURlhM_WrH_m3kk7QPc5GrPB767o9/s1600/Lijadora+excentrica.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV5dkz6ea1Z9pV4xaAUvYwnt1bzM6LcA1HfFT5kv3u9MA5ZXEjJM-9ofwMXU2sSjaR5FLqXG1fajWk1Pm-_cxA8cVID8MVpkTxCMYZxt1mEGNv07cz-vd2qQjV12rVq_PCIQL5Bm8x7fXy/s1600/Lijadora+de+banda.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV5dkz6ea1Z9pV4xaAUvYwnt1bzM6LcA1HfFT5kv3u9MA5ZXEjJM-9ofwMXU2sSjaR5FLqXG1fajWk1Pm-_cxA8cVID8MVpkTxCMYZxt1mEGNv07cz-vd2qQjV12rVq_PCIQL5Bm8x7fXy/s200/Lijadora+de+banda.jpg" width="200" /></a></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">Amoladoras angulares o rectas. </span><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6bGTP78Hy8Q80pf_vk5-dzTHMhhM768IJpeB3SaLMfGxyDgfjl594PuEtay2ftkOweYO7_Zu9isDFB_RXHM0mkeKNRc-Vtricrd44p92s0-388BCa-o0Jg7wuiWESBEJZ31dOO-85vjrF/s1600/Amoladora+angular.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6bGTP78Hy8Q80pf_vk5-dzTHMhhM768IJpeB3SaLMfGxyDgfjl594PuEtay2ftkOweYO7_Zu9isDFB_RXHM0mkeKNRc-Vtricrd44p92s0-388BCa-o0Jg7wuiWESBEJZ31dOO-85vjrF/s1600/Amoladora+angular.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhcHwiW-8a_UrdsLf9BYDhOLbl9tzy6FlAFk8N5FUB0xeXwVzpg9YST1cLlHsUmm-4CJA_3Ms7hPntJCEZiprxIZUpTFek1uiNJoWfEjgfkxWcPfF5ud4wUpxPcucesPjm9fMz_SQxSCLh/s1600/Amoladora+recta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhcHwiW-8a_UrdsLf9BYDhOLbl9tzy6FlAFk8N5FUB0xeXwVzpg9YST1cLlHsUmm-4CJA_3Ms7hPntJCEZiprxIZUpTFek1uiNJoWfEjgfkxWcPfF5ud4wUpxPcucesPjm9fMz_SQxSCLh/s1600/Amoladora+recta.jpg" /></a></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">o </span><span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">Miniamoladoras angulares o rectas. </span><span style="font-family: Arial,sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJAUAC0faN0l1v7rbXlBNmUaXQzvG0VF5xuhrbGqEV-gbIo1u4ZrD_wMcytsSIY_n8TMB9dY20BEz1e0NlS0qwKLD2YQ9GUTDSo8GIIAWymX97aSsPxba0WOxHjYOen7q5DklFd_0oPxIn/s1600/Miniamoladora+angular+proxxon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJAUAC0faN0l1v7rbXlBNmUaXQzvG0VF5xuhrbGqEV-gbIo1u4ZrD_wMcytsSIY_n8TMB9dY20BEz1e0NlS0qwKLD2YQ9GUTDSo8GIIAWymX97aSsPxba0WOxHjYOen7q5DklFd_0oPxIn/s200/Miniamoladora+angular+proxxon.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL-HNXAPghjdOkklMqh3Cof_ULcZ2E7igwbBTvUl08F1OOj_BGj3dt1f7sszXl-ez9va0qMPIPkMO2vtfTTgRWy5vtEYqXun7MTKMlTADYUXDsUHlzjCuYq5TXG0eUf3fCwANhJL3wPc82/s1600/Miniamoladora+recta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="85" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL-HNXAPghjdOkklMqh3Cof_ULcZ2E7igwbBTvUl08F1OOj_BGj3dt1f7sszXl-ez9va0qMPIPkMO2vtfTTgRWy5vtEYqXun7MTKMlTADYUXDsUHlzjCuYq5TXG0eUf3fCwANhJL3wPc82/s200/Miniamoladora+recta.jpg" width="200" /></a></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span style="background-color: white; font-family: Arial,sans-serif; font-size: 10pt;">También podemos realizarlo a mano aplicando las lijas directamente sobre la madera o mediante tacos, siempre lijaremos en dirección de la beta para evitar dejar marcas, finalmente utilizaremos un guante de crin de esparto para dar lustre a la obra.</span></div>
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<span style="background-color: white;"><span style="font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 15px;">E</span></span><span style="background-color: white; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 14px; line-height: 15px;">n los siguientes enlaces podemos ver una amplia gama de abrasivos existentes en el mercado.</span></div>
<a href="http://www.abrasivoshermes.com/images/hermes/catalogos/AbrasivosHermes_Madera.pdf">http://www.abrasivoshermes.com/images/hermes/catalogos/AbrasivosHermes_Madera.pdf</a><br />
<a href="http://www.pferd.com/images/WZH_21_203_72dpi_es.pdf">http://www.pferd.com/images/WZH_21_203_72dpi_es.pdf</a><br />
<a href="http://www.pferd.com/es-es/707_ESN_HTML.htm">http://www.pferd.com/es-es/707_ESN_HTML.htm</a><br />
<a href="http://www.mpa.es/3023/v3_00ver_productos.php?params=b3023a1095a1921a0311100">http://www.mpa.es/3023/v3_00ver_productos.php?params=b3023a1095a1921a0311100</a><br />
<a href="http://www.mfluvia.com/images/Colas2009.pdf?osCsid=11qauhbieuilfmgv9kppeh8u51">http://www.mfluvia.com/images/Colas2009.pdf?osCsid=11qauhbieuilfmgv9kppeh8u51</a><br />
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TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-56876020199291364092012-10-22T07:01:00.001-07:002013-04-17T23:30:48.165-07:00LA MADERA<a href="https://dl.dropbox.com/u/48251028/Razones%20uso%20madera.docx"> Razones para usar madera</a> descargatelo<br />
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<img alt="" class="rg_hi uh_hi" data-height="194" data-width="259" height="194" id="rg_hi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ4Ws3krIod3rDS0P-bU4i6rTOd50NeOz3254_Gj73Oi8Zu4RMN" style="height: 194px; width: 259px;" width="259" /> LA MADERA</h3>
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Existe una gran variedad de maderas, cada una de ellas con características propias y todas son susceptibles de ser talladas, pero unas son más aptas que otras según que tipo de escultura queramos realizar. Para la elección de la madera deberemos tener en cuenta si estará ubicada a la intemperie o protegida en un interior, si está destinada a ser policromada (cubierta en su totalidad por aparejo), el acabado que queremos darla, además de la textura, el color, dureza y densidad.<br />
Atendiendo a estos criterios las podemos clasificar en:</div>
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<b>Maderas para exteriores:</b> teca, roble, encina, wengue, iroko, eucalipto, acacia y coral.<br />
<b>Maderas fáciles de trabajar y que después se policromarán:</b> tilo, abedul y aliso.<br />
<b>Maderas que admiten tintes:</b> el sapelly admite muy bien el ebanizado y el abedul y el aliso admiten todo tipo de tintes, en particular la nogalina.<br />
<b>Maderas blandas:</b> samba, abeto, cedro, embero, pino valsaín, pino oregón, abedul, aliso y tilo.<br />
<b>Maderas semiduras:</b> sapelly, cerezo, haya, olmo, iroko, nogal, roble, encina, arce, pino melis, fresno, castaño, acacia, caoba, amaranto, peral y plátano.<br />
<b>Maderas duras:</b> pau ferro, ébano, boj, teca, palisandro, bubinga, mongoy, palo de Brasil y wengue.<br />
<b>Maderas apreciadas por su textura y color:</b> ébano, boj, palisandro, mongoy, wengue, bubinga, nogal, caoba, roble, palo de Brasil, palo rosa, coral, amaranto, olivo, fresno japones o tamo y granadillo.</div>
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Para consultar las características y propiedades especificas de cada especie en particular, recomiendo consultar el siguiente enlace <a href="http://www.infomadera.net/modulos/maderas.php"><b>http://www.infomadera.net/modulos/maderas.php</b></a> donde encontrareis un resumen de la ficha que aparece en el libro <b>Especies de Maderas</b> editado por <b>Aitim</b>. Otros libros donde podemos consultar estas características son <b>Manual Completo de la Madera, la Carpintería y la Ebanistería</b> de <b>Albert Jackson</b> y <b>David Day</b> editado por <b>El Prado</b> y <b>Tecnología de la Madera</b> de ediciones <b>Edebé</b>.<br />
<br />
Las escuadrías comerciales y el precio de las maderas es variable dependiendo de la especie, la calidad y su disponibilidad en el mercado. Al no tener un precio estable debemos consultarlo siempre antes de adquirirla. En el siguiente enlace tenemos una tabla con precios orientativos. </div>
<b>http://dl.dropbox.com/u/48174489/Talla%20en%20Madera/Abrimader%20precio%20de%20las%20maderas.pdf <a href="http://www.chooseby.ws/archivo/maderas.html">Información sobre materiales </a></b></div>
TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com1tag:blogger.com,1999:blog-6730318889386448386.post-64985188881380859392012-04-25T04:22:00.001-07:002012-11-10T11:16:29.832-08:00MAQUINARIA PARA EL TRABAJO DE LA MADERA<h3 class="post-title
entry-title" itemprop="name" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">MAQUINAS
PARA EL TRABAJO DE LA MADERA<span id="goog_802169416"></span></span></h3>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: 11pt;"><b>MEDIDAS
DE SEGURIDAD GENERALES:</b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Para el uso de
cualquier máquina en general deberemos tener en cuenta las siguientes
medidas de seguridad:</span><br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;">No llevar el
pelo largo suelto ni objetos como cadenas, anillos, corbatas, pañuelos,
etc. que puedan enrollarse o engancharse a la máquina.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Llevar ropa
con mangas ajustadas.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Utilizar
gafas, pantallas, guantes y auriculares de protección en los trabajos
que lo requieran.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Extremar el
cuidado con las zonas cortantes.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Una vez
acabado el trabajo desconectaremos la máquina y esperaremos hasta su
total paro.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Inspeccionaremos
la maquina y sus componentes antes de ponerla en funcionamiento.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Extremaremos
el cuidado con aquellas herramientas que se encuentren deterioradas o
dañadas, cambiándolas antes de poner en funcionamiento la máquina. </span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Desconectaremos
la máquina antes de manipularla, cambiar herramientas o ajustarla.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Nos
aseguraremos de que los cables de las máquinas portátiles se encuentran
por detrás de la herramienta, nunca por delante.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">No
utilizaremos máquinas eléctricas en zonas húmedas ni bajo la lluvia.</span></li>
</ul>
<span style="font-family: Arial,sans-serif; font-size: 11pt;"><b><br />
</b></span><br />
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>MÁQUINAS
DE BANCADA</b></span></div>
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<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif;"><b><span style="font-size: medium;">Sierra de cinta </span></b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/productos/jpegs/Sierras_de_Cinta_Linnerman.jpg">http://www.comercialcecilio.es/productos/jpegs/Sierras_de_Cinta_Linnerman.jpg</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Es una
máquina que cuenta con dos volantes por los que discurre una hoja de
sierra de cinta. Las hojas de sierra están guiadas por cojinetes
laterales y traseros Las partes de la máquina donde existe la
posibilidad de roce con la hoja están fabricadas con materiales blandos,
como madera o, en el caso de los volantes que tienen llantas, goma o
PVC. </span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Tiene la
ventaja de poder cortar al hilo, al tronce y espesores de hasta de 300
mm. La hoja de sierra es de 30 mm de ancho, pero podemos cambiarla por
hojas de hasta 10 mm para realizar cortes curvos. Debido al espesor de
la hoja de sierra de aproximadamente 2 mm de espesor y el material con
el que está fabricada la herramienta acero al carbono, no es aconsejable
cortar materiales como aglomerados. Vienen provistas de guías para
cortar al hilo, inglete, en algunos modelos incluso se puede inclinar la
mesa para realizar cortes en bisel.</span><span style="font-family: Arial,sans-serif; font-size: 10pt;"> </span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><br />
</span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><b>Medias
de seguridad:</b></span><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Inspeccionar
la máquina y conectar la extracción de virutas antes de ponerla en
funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Ajustar
las guardas superiores a la madera a cortar.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
acercar las manos a la hoja de sierra, cuando esté acabándose el corte
utilizaremos un listón de madera para empujar la pieza.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Evitaremos
retroceder la pieza sin desconectar la máquina.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Sustituir
la sierra cuando veamos que su estado es malo antes de que se rompa.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">En el
caso de rotura desconectaremos la máquina y nos alejaremos de ella hasta
que se encuentre totalmente parada. </span></li>
</ul>
</div>
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<br />
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif;"><b><span style="font-size: medium;">Cepilladora</span> <span style="font-size: medium;">y</span> <span style="font-size: medium;">regruesadora</span></b></span></li>
</ul>
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<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/PDF/Cepilladoras%20de%20320%20y%20410%20mm%20%28%2010%20%29.pdf">http://www.comercialcecilio.es/PDF/Cepilladoras%20de%20320%20y%20410%20mm%20(%2010%20).pdf</a></span><br />
<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/PDF/Regruesadoras%20de%20320%20y%20400%20mm%20%28%2062%20%29.pdf">http://www.comercialcecilio.es/PDF/Regruesadoras%20de%20320%20y%20400%20mm%20(%2062%20).pdf</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Máquina
que se utiliza para realizar un plano perfecto en una superficie,
principalmente se realiza una cara y un canto a escuadra. Después se
realizan los planos paralelos a estos en la regruesadora. Ambas máquinas
son similares con la diferencia de que en la primera el eje de las
cuchillas se encuentra entre las dos mitades de la mesa, mientras que en
la segunda se encuentra encima de la mesa, y es la distancia que separa
la mesa del eje de las cuchillas la que da el grosor de la pieza. El
ancho normal de estas máquinas es de 400 mm y el espesor que alcanza la
regruesadora de 200 mm.</span><br />
<span style="font-family: Arial,sans-serif;"><span style="font-size: 15px;"><br />
</span></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><b>Medidas
de seguridad:</b></span><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Extremar
la atención y seguridad al cambiar las cuchillas.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Inspeccionar
la máquina y conectar la extracción de virutas antes de ponerla en
funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Ajustar
la guarda a la pieza a utilizar y una vez acabado el trabajo cubrir con
ella las cuchillas.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
cepillar piezas de poca longitud y en aquellas de poco espesor utilizar
un listón para empujarlas.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
colocar los dedos detrás de la pieza.</span></li>
</ul>
<span style="font-family: Arial,sans-serif;">En la regruesadora además
de estas medidas tendremos en cuenta: </span><br />
<ul>
<li><span style="font-family: Arial,sans-serif;">Nunca introduciremos
las manos para guiar o recuperar piezas.</span></li>
<li><span style="font-family: Arial,sans-serif;">No poner las manos por
debajo de la pieza cerca de la bancada. </span></li>
</ul>
</div>
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<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Sierra de
Disco</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/productos/jpegs/Escuadradoras_Serie_Z_%2030.jpg">http://www.comercialcecilio.es/productos/jpegs/Escuadradoras_Serie_Z_%2030.jpg</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Tiene la
ventaja de realizar cortes al hilo, al tronce, a inglete y a bisel con
precisión. Debido a que las sierras son aproximadamente de 4 mm de
espesor y están provistas de dientes de widia, corta fácilmente el
aglomerado. Por el contrario no puede realizar formas curvas ni cortar
espesores superiores a 70 mm.</span><br />
<span style="font-family: Arial,sans-serif;"><span style="font-size: 14px;"><br />
</span></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><b>Medidas
de seguridad.</b></span><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Inspeccionar
siempre la máquina y conectar la extracción de virutas antes de ponerla
en funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Ajustar
las guardas a la pieza a cortar.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
ajustar la máquina cuando esté en funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Utilizar
un listón para empujar la pieza cuando esté cerca de la zona de corte.</span></li>
</ul>
</div>
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<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Sierra de
calar</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.hegner.co.uk/Scrollsaws">http://www.hegner.co.uk/Scrollsaws</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Estas
sierras pueden recortar piezas relativamente pequeñas con curvas muy
pronunciadas. En talla son utilizadas para realizar maquetas, calados, y
piezas complementarias de obras escultóricas, puede cortar hasta un
espesor de 45 mm.</span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><br />
</span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><b>Medidas
de seguridad:</b></span><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Mantener
los dedos alejados de la zona de corte.</span></li>
</ul>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVi4tdVYqpHREBeoHc15MQYtE1jXLlN1UtweX80Z4jP5ai4PNgzwKm4KVpSHYLpSUvTg6dk9sbT8SAffgwpK-LW7GfeiJHSJ6LG4J4fQxufNGN_GcWqJxpSy5IgPTIEhw96Uclim8H76b3/s1600/Sierra+calar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="96px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVi4tdVYqpHREBeoHc15MQYtE1jXLlN1UtweX80Z4jP5ai4PNgzwKm4KVpSHYLpSUvTg6dk9sbT8SAffgwpK-LW7GfeiJHSJ6LG4J4fQxufNGN_GcWqJxpSy5IgPTIEhw96Uclim8H76b3/s200/Sierra+calar.jpg" width="200px" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Escopleadora</b></span></li>
</ul>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/productos/jpegs/Escopleadora_de_formon_hueco_26.jpg">http://www.comercialcecilio.es/productos/jpegs/Escopleadora_de_formon_hueco_26.jpg</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt; text-indent: 35.4pt;">Se utiliza para realizar las escopleaduras de los
ensambles a espigas.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOfcMOV57hpgCXQl4bVOiFMR_deJ9KnYLIIrHG4BgvkbWfXaJxnW9AMc2uUii5I6KFwpfYd0qGYU7CDdmZw0MYzhT7OcMEb-xlcZekIKqqlnzdiCgWBAdsin5XeNy-bZdcw1S1v5zjxHFZ/s1600/Escopleadora.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOfcMOV57hpgCXQl4bVOiFMR_deJ9KnYLIIrHG4BgvkbWfXaJxnW9AMc2uUii5I6KFwpfYd0qGYU7CDdmZw0MYzhT7OcMEb-xlcZekIKqqlnzdiCgWBAdsin5XeNy-bZdcw1S1v5zjxHFZ/s400/Escopleadora.jpg" width="263px" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Trozadora</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/10/familia/8">http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/10/familia/8</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Es una
sierra de disco para cortes al tronce. Por la velocidad de la sierra
tiene la ventaja de realizar cortes limpios y precisos, perpendiculares o
a inglete y algunos modelos a inglete y bisel en el mismo corte. Al
igual que la máquina de disco las sierras son aproximadamente de 4 mm de
espesor y están provistas de dientes de widia, corta fácilmente el
aglomerado. </span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><br />
</span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><b>Medidas
de seguridad:</b></span><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Inspeccionar
siempre la máquina y conectar la extracción de virutas antes de
ponerla en funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 14px;">Mantener
siempre instalada la guarda.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
acercar las manos a la zona de corte ni cortar piezas pequeñas que nos
obliguen a ello..</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
debemos realizar cortes libres siempre debemos utilizar las guías para
apoyar las piezas.</span></li>
</ul>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwb9JQOawox4p_CXpBihVFsWelWtJEFZ70_JM79_BlmlIaYDDJLrA0mCJJRzel-wn4dzxiiG2p9eUxYFC_g0N0WptAzBsE18eHe5-vx8V5SauwYk_oJD-O2saSumrS1DuWK_I-mJSY-IZ1/s1600/Ingletadora.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="190px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwb9JQOawox4p_CXpBihVFsWelWtJEFZ70_JM79_BlmlIaYDDJLrA0mCJJRzel-wn4dzxiiG2p9eUxYFC_g0N0WptAzBsE18eHe5-vx8V5SauwYk_oJD-O2saSumrS1DuWK_I-mJSY-IZ1/s200/Ingletadora.jpg" width="200px" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Torno para
madera</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/productos/jpegs/catalogo_cl_1200.jpg">http://www.comercialcecilio.es/productos/jpegs/catalogo_cl_1200.jpg</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Máquina
que realiza piezas de revolución. El torneado de la madera se realiza
con gubias específicas de diferentes perfiles, que se utilizan
manualmente apoyándolas sobre un soporte que se encuentra situado
delante de la pieza en movimiento. Los pulidos se hacen apoyando lijas
directamente sobre la pieza. La longitud máxima que puede trabajar un
torno viene dada por la distancia entre el cabezal y el punto del carro,
y el diámetro máximo lo determina la distancia entre el centro del
cabezal y la bancada.</span><br />
<span style="font-family: Arial,sans-serif;"><span style="font-size: 14px;"><br />
</span></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><b>Medidas
de seguridad:</b></span><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Inspeccionar
la máquina, verificar que la pieza a tornear esta completamente fijada y
conectar la extracción de virutas antes de ponerla en funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">No
dejar la llave del cabezal del torno puesta ni cualquier otro útil.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Apoyar
la gubia en el soporte antes de ponerla en contacto con la pieza.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Retirar
el soporte cuando lijemos la pieza.</span></li>
</ul>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinklYG1WZ-5uF6pFKe_cC_CfoJQX-cHCC7i9rjBtyGg6Rvwbe09eeV4rQrK9PCIPsUHAnw470rRWyNlkFtAd65V_s3daOnM9lvA6yluHiQgUkIOUXiyExBXikJ0DkzdxerVRhBi4ChsSgG/s1600/Torno.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="260px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinklYG1WZ-5uF6pFKe_cC_CfoJQX-cHCC7i9rjBtyGg6Rvwbe09eeV4rQrK9PCIPsUHAnw470rRWyNlkFtAd65V_s3daOnM9lvA6yluHiQgUkIOUXiyExBXikJ0DkzdxerVRhBi4ChsSgG/s400/Torno.jpg" width="400px" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Tupí o
fresadora</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.comercialcecilio.es/PDF/Tup%C3%AD%20sin%20carro%20512%20ML%20-%20con%20carro%20512%20MSL%20%28%2084%20%29.pdf">http://www.comercialcecilio.es/PDF/Tup%C3%AD%20sin%20carro%20512%20ML%20-%20con%20carro%20512%20MSL%20(%2084%20).pdf</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Se utiliza
principalmente para realizar molduras tanto al hilo como a testa o
sobre formas curvas y determinados ensambles. La herramienta con la que
trabaja es la fresa, en el mercado las podemos encontrarlas de infinidad
de formas y tamaños, de perfil fijo o intercambiable, que a su vez
pueden combinarse para realizar un mismo trabajo. Hoy en día estas
fresas están construidas en widia que les proporciona mayor duración y
eficacia. </span><span style="font-family: Arial,sans-serif; font-size: 10pt;">Puede realizar todo tipo de molduras y ranuras rectas y curvas,
dependiendo de la fresa que pongamos, en el mercado disponemos de una
amplia gama. </span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>Fresas </b></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.cmtutensili.es/show_items.asp?pars=HK%7E%7E2">http://www.cmtutensili.es/show_items.asp?pars=HK~~2</a></span></div>
</div>
<b style="font-family: Arial,sans-serif; font-size: 10pt;">Medidas de
seguridad:</b><br />
<ul>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Inspeccionar
la maquina y conectar la extracción de virutas antes de ponerla en
funcionamiento.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Pasar
siempre la pieza en sentido contrario al de rotación del eje
portaherramientas.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Utilizaremos
un listón para pasar piezas estrechas.</span></li>
<li><span style="font-family: Arial,sans-serif; font-size: 10pt;">Para
realizar molduras en testa utilizaremos la guía. </span></li>
</ul>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk7x0N-zRtffQzQsU5F2EyLh5k1V4VKCSDZT68YAd89JSQ-gfJ5KWcuuiB_p-eB_Y6lAlsetJ7JY3WiQjJNpQ2CkOPD_BTu_gl4onVN4sO7PrfVE-h67sGM7sZ_VBsWziAjhGVCsPKDJAZ/s1600/Tupi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="325px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk7x0N-zRtffQzQsU5F2EyLh5k1V4VKCSDZT68YAd89JSQ-gfJ5KWcuuiB_p-eB_Y6lAlsetJ7JY3WiQjJNpQ2CkOPD_BTu_gl4onVN4sO7PrfVE-h67sGM7sZ_VBsWziAjhGVCsPKDJAZ/s400/Tupi.jpg" width="400px" /></a></div>
<div class="MsoNormal" style="margin-left: 35.4pt;">
</div>
<div class="MsoNormal">
<span style="font-family: Arial,sans-serif; font-size: medium;"><b><br /></b></span>
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>MÁQUINAS
PORTATILES</b></span></div>
<div class="MsoNormal" style="margin-left: 35.4pt;">
</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Sierra
circular portátil</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/10/familia/62">http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/10/familia/62</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Se utiliza
principalmente para realizar cortes rectos y a bisel en tablas o
tableros fuera del taller, está provista de guías y unas guardas de
seguridad para la sierra. La profundidad de corte varía según el
diámetro del disco entre 40 y 75 mm. </span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>Discos
de sierra</b></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.cmtutensili.es/show_items.asp?pars=SB%7E%7E2">http://www.cmtutensili.es/show_items.asp?pars=SB~~2</a></span></div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMTrWjI1-W3GZTqBE4qaVoSrm2-ya6U-FaeZ1G0vearvqSOT24aYgHYifr82KWcdrfjyp8RlW1zlob0ygNTRtQonaQI0Fn8zvJn4GgequD_0TMte5XpG585orA_oyJ8LzqmuNCnmpIp40_/s1600/Sierra+de+disco+portatil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="120px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMTrWjI1-W3GZTqBE4qaVoSrm2-ya6U-FaeZ1G0vearvqSOT24aYgHYifr82KWcdrfjyp8RlW1zlob0ygNTRtQonaQI0Fn8zvJn4GgequD_0TMte5XpG585orA_oyJ8LzqmuNCnmpIp40_/s200/Sierra+de+disco+portatil.jpg" width="200px" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Sierra de calar portátil</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/10/familia/7">http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/10/familia/7</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Sirve para
cortar cualquier tipo de curvas en tableros y espesores de hasta 50 mm,
además se puede inclinar la sierra hasta 45º, realizando cortes curvos a
bisel. Dispone de una amplia variedad de sierras para realizar cortes
en distintos materiales, desde metales a plásticos. </span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>Hojas
de sierra</b></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.bosch-pt.com/es/es/accocs/Accesorios/172320/sierras-de-calar">http://www.bosch-pt.com/es/es/accocs/Accesorios/172320/sierras-de-calar</a></span></div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi34Gg_llYNJ7dvbXNkIHb7JWf1MMTHaX5SjNl5KQg5v2Q1Jqzxkd7eVIyfIQ1G2kQHEmMoWq3h6T2PEfb0vr87P9Pww9d7eNWh_j9ae1fxrxIfA2Az58cqkCLYvhA7vojQ9xBi-Bf2gzHl/s1600/Sierra+de+calar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi34Gg_llYNJ7dvbXNkIHb7JWf1MMTHaX5SjNl5KQg5v2Q1Jqzxkd7eVIyfIQ1G2kQHEmMoWq3h6T2PEfb0vr87P9Pww9d7eNWh_j9ae1fxrxIfA2Az58cqkCLYvhA7vojQ9xBi-Bf2gzHl/s200/Sierra+de+calar.jpg" width="200px" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie9enwM6EibifXCc6RV5YK_eWHSDg5CvOwie5huvdb9SqVdWLiZTatlcKW7JSaBTyj219T_4Ln56oR-SglFHCrG8PwkMUcyg4FX0LaauTA8hh0fisCC3u9SGC4klvehP68EEIOCs1g7XNU/s1600/hoja+de+sierra+de+calar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie9enwM6EibifXCc6RV5YK_eWHSDg5CvOwie5huvdb9SqVdWLiZTatlcKW7JSaBTyj219T_4Ln56oR-SglFHCrG8PwkMUcyg4FX0LaauTA8hh0fisCC3u9SGC4klvehP68EEIOCs1g7XNU/s1600/hoja+de+sierra+de+calar.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoHRfY-hb3B-Nfmg0fUcGgxrjGytWu0_5R3SVa9lTJxCTHxY84jGmeoZb6AY5VmOBl5mYGZySDU0bx-4pfTCeQWqIMsimHZ3sfRM04OQEu-i9Fk3a90vhkc-Vc10AQwC2Uh1R0BHa8N1YI/s1600/Hoja+de+sierra+de+calar+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoHRfY-hb3B-Nfmg0fUcGgxrjGytWu0_5R3SVa9lTJxCTHxY84jGmeoZb6AY5VmOBl5mYGZySDU0bx-4pfTCeQWqIMsimHZ3sfRM04OQEu-i9Fk3a90vhkc-Vc10AQwC2Uh1R0BHa8N1YI/s1600/Hoja+de+sierra+de+calar+1.jpg" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Cepillo
eléctrico portátil</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadofamilias/gama/3/tipo/22">http://www.makita.es/index.php/productos/listadofamilias/gama/3/tipo/22</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: xx-small;">Son
utilizados generalmente fuera del taller y aunque no son muy precisos
son muy útiles para trabajos de carpintería. </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjGRD1W4Z85VhSZMjW8_p4nH8eTL9noLOMNkn75kBoXc3N0xwkhwghL8mva07yT4UnNsVvz0mvGV3kTiQeDDPEKF0OH4_kM4SmwjvYAZvzxiPjjMbGMwmjQUPOQiZXzTgakMqwzsg5br-w/s1600/Cepillo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjGRD1W4Z85VhSZMjW8_p4nH8eTL9noLOMNkn75kBoXc3N0xwkhwghL8mva07yT4UnNsVvz0mvGV3kTiQeDDPEKF0OH4_kM4SmwjvYAZvzxiPjjMbGMwmjQUPOQiZXzTgakMqwzsg5br-w/s1600/Cepillo.jpg" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Taladradora
eléctrica</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadofamilias/gama/3/tipo/11">http://www.makita.es/index.php/productos/listadofamilias/gama/3/tipo/11</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Es la más
utilizada de todas las máquinas portátiles, existe una amplia gama de
modelos desde unos sencillos utilizados en bricolaje, hasta los más
sofisticados y profesionales. Además disponemos de un amplio surtido de
brocas para realizar trabajos variados y para distintos materiales. </span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>Brocas</b></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.bosch-pt.com/es/es/accocs/Accesorios/171619/taladrar">http://www.bosch-pt.com/es/es/accocs/Accesorios/171619/taladrar</a></span></div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbbHwQIZkdXOX_RswRC3rsqq-U5dUcRphnphRWQjCalBHIk4z3iFKcfQzvQiWdfxl7lKXd8oTDJ6UEw0uKqkQDvbSZHfsZHuTCi_vtMUMxYvkfIipdxY60cbG7xwE2Att9_3E2MVGYcWkr/s1600/Taladradora.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbbHwQIZkdXOX_RswRC3rsqq-U5dUcRphnphRWQjCalBHIk4z3iFKcfQzvQiWdfxl7lKXd8oTDJ6UEw0uKqkQDvbSZHfsZHuTCi_vtMUMxYvkfIipdxY60cbG7xwE2Att9_3E2MVGYcWkr/s1600/Taladradora.jpg" /></a></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Fresadora
portátil</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/27/familia/31">http://www.makita.es/index.php/productos/listadoproductos/gama/3/tipo/27/familia/31</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Puede
realizar molduras, ranuras y rebajar huecos dependiendo de la fresa que
pongamos. En el mercado disponemos de una amplia gama de ellas. </span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif; font-size: medium;"><b>Fresas</b></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.cmtutensili.es/show_items.asp?pars=RB%7E%7E2">http://www.cmtutensili.es/show_items.asp?pars=RB~~2</a></span></div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4p2l0W3_mGMnUqRfoChh-IfybnIA2Zm_SD4PViQSo5SgX4hPhiJGIUof5rl-QzutNtZJ6ANAuvmwm6xbMyJf7a5jJg0AfG1Phqe-JWRVVvRsSmN_z3MtTK9F6tIbPa-Z19qBYgvYTv2LI/s1600/Fresadora+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4p2l0W3_mGMnUqRfoChh-IfybnIA2Zm_SD4PViQSo5SgX4hPhiJGIUof5rl-QzutNtZJ6ANAuvmwm6xbMyJf7a5jJg0AfG1Phqe-JWRVVvRsSmN_z3MtTK9F6tIbPa-Z19qBYgvYTv2LI/s320/Fresadora+1.jpg" width="236px" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBSL6HYk2dDH0XTfMWLO54SU8sxd8cwPadP6-VPPL6yAFyTJbKIl9hu4orsytRThOwrJM4znCrhzmtJHbclt5qwSX1hyRnIRV1bHnW5laKjTxTXD76nzSOPF8UeffC_YrmpOBAzPofWOMM/s1600/Fresa+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBSL6HYk2dDH0XTfMWLO54SU8sxd8cwPadP6-VPPL6yAFyTJbKIl9hu4orsytRThOwrJM4znCrhzmtJHbclt5qwSX1hyRnIRV1bHnW5laKjTxTXD76nzSOPF8UeffC_YrmpOBAzPofWOMM/s1600/Fresa+1.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikb6EPl8nawWPe9k6AFKW5dnJ4Z45qQ1viWC5fOiBjIA-BN23jVUs-UxysXjQXyB5noIiiyCI4ZT9ywPiGOHSmIN-ac2U2IGQzL_6cq1dR3DnmwVkGTs8yZs9b1nYvu5luDAgqqZoEdjio/s1600/Fresa+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikb6EPl8nawWPe9k6AFKW5dnJ4Z45qQ1viWC5fOiBjIA-BN23jVUs-UxysXjQXyB5noIiiyCI4ZT9ywPiGOHSmIN-ac2U2IGQzL_6cq1dR3DnmwVkGTs8yZs9b1nYvu5luDAgqqZoEdjio/s1600/Fresa+2.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Lijadora
orbital, delta, excéntrica y de banda</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.bosch-professional.com/es/es/ocs/Herramientas/101283/lijadoras-y-cepillos/">http://www.bosch-professional.com/es/es/ocs/Herramientas/101283/lijadoras-y-cepillos/</a></span><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Son muy
útiles para lijar superficies planas, las podemos diferenciar
dependiendo de su superficie de trabajo en: rectangulares, triangulares,
circulares o excéntricas y de banda. La elección de una u otra
dependerá del trabajo a realizar, las triangulares son muy útiles cuando
tenemos que lijar rincones en ángulo. </span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: medium;"><b>Accesorios</b></span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.bosch-pt.com/es/es/accocs/Accesorios/172013/lijar-y-pulir/">http://www.bosch-pt.com/es/es/accocs/Accesorios/172013/lijar-y-pulir/</a></span></div>
</div>
</div>
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOwO-uG5nN2WvmWaTckli_r5DXJesyanR5-pfcV_wYrkknG8P8etbAbhFN7KAU9qVu6p4JkwvVdcp3ELw3ruUt5Q4yRexWQ4tuXLSl8imzQRTJnDCxakl1xAvCCZqjfp3i5JeFiMZl0yTz/s1600/Lijadora+orbital.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOwO-uG5nN2WvmWaTckli_r5DXJesyanR5-pfcV_wYrkknG8P8etbAbhFN7KAU9qVu6p4JkwvVdcp3ELw3ruUt5Q4yRexWQ4tuXLSl8imzQRTJnDCxakl1xAvCCZqjfp3i5JeFiMZl0yTz/s1600/Lijadora+orbital.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxglNHDIAyLg3_WaNW1uugLe13keRaGyNlS9-ofsc_7myFa_n2thr3-p_lhVEzdUro8gHLb4G-cIc2K9ORst3TtwYjc1JV1s30Sbkgkvy583_ugOaKzf6vWyrBUyzjc0NNiujYPUEpkBnN/s1600/Lijadora+en+pico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxglNHDIAyLg3_WaNW1uugLe13keRaGyNlS9-ofsc_7myFa_n2thr3-p_lhVEzdUro8gHLb4G-cIc2K9ORst3TtwYjc1JV1s30Sbkgkvy583_ugOaKzf6vWyrBUyzjc0NNiujYPUEpkBnN/s200/Lijadora+en+pico.jpg" width="200px" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxin6fD5BrKaA9eLQMZv5JmHyW6Ni17qe1EY0QeLM4dCfUlNIjExb9Rg0-2Ayo8auoFib-ZxTFCj1gOa4Hh5PQP8e5AMDj8fujSvAcp6b8u4HYZub-bRIVJp4Ee2RRacjG3Nobsf272SJ1/s1600/Lijadora+excentrica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxin6fD5BrKaA9eLQMZv5JmHyW6Ni17qe1EY0QeLM4dCfUlNIjExb9Rg0-2Ayo8auoFib-ZxTFCj1gOa4Hh5PQP8e5AMDj8fujSvAcp6b8u4HYZub-bRIVJp4Ee2RRacjG3Nobsf272SJ1/s1600/Lijadora+excentrica.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRVSc2g91bUIlMHo7kIRq84S-g1ur7knjJGGqGNt5y2jDiuBX4O7YTBg4PwWvGi_tA6zGHr22kxN0t-TyPW01k57DPTxJDyBQp5A0vTM2ccWwSXc0lyjk21cCyK2TExlSERdV-UsAw3J3W/s1600/Cepillo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRVSc2g91bUIlMHo7kIRq84S-g1ur7knjJGGqGNt5y2jDiuBX4O7YTBg4PwWvGi_tA6zGHr22kxN0t-TyPW01k57DPTxJDyBQp5A0vTM2ccWwSXc0lyjk21cCyK2TExlSERdV-UsAw3J3W/s1600/Cepillo.jpg" /></a></div>
<br />
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Amoladoras y
miniamoladoras angulares y rectas</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
<span style="font-family: Arial,sans-serif;"><a href="http://www.makita.es/index.php/productos/listadofamilias/gama/3/tipo/20">http://www.makita.es/index.php/productos/listadofamilias/gama/3/tipo/20</a></span><br />
<a href="http://www.proxxon.com/es/"><span style="font-family: Arial,Helvetica,sans-serif;">http://www.proxxon.com/es/</span></a><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Son muy
útiles para lijar superficies curvas, las angulares se pueden utilizar
para superficies convexas mientras que las rectas se utilizan en
superficies cóncavas. Debemos escoger lijadoras que tengan regulador de
velocidad para los trabajos en madera, con el fin de adaptarla de
acuerdo a la herramienta utilizada y la madera a trabajar. En el
siguiente enlace podéis encontrar varios modelos de máquinas y
accesorios.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
<div style="text-align: center;">
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: medium;"><b>Accesorios</b></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.olivercorp.com/documents/Kutzall_Catalog_2011.02.04.pdf">http://www.olivercorp.com/documents/Kutzall_Catalog_2011.02.04.pdf</a></span></div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.bosch-professional.com/es/es/ocs/herramientas/101272/amoladoras-angulares-tratamiento-de-metales/"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkwvTKRjapznTSwBHZb_FTNkPbH1tG40LJHNx1wfGazZvZeHWzyNySfQUo0WQCRGw76uIeASkOmTvCIWJX8SBDEGGe3pB0J4AntNrI0XkEDTEJNWWqL0mqbLz7FrXLWLUGVeJCIDz8INTR/s1600/Amoladora+angular.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1upIw51WvaNAD5FPuMVVGDUQS-6L9t8-SgM6Uek1Q95iydqMGOKPn5GHpDpLP6CgzZIqxji4dGoYqzBcs9EEUE5wpKLz1iM-mOotvYKg6lm0b8yMV1PkTH1IMbrL8iLjgTrhvNntuWsLs/s1600/Amoladora+recta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1upIw51WvaNAD5FPuMVVGDUQS-6L9t8-SgM6Uek1Q95iydqMGOKPn5GHpDpLP6CgzZIqxji4dGoYqzBcs9EEUE5wpKLz1iM-mOotvYKg6lm0b8yMV1PkTH1IMbrL8iLjgTrhvNntuWsLs/s1600/Amoladora+recta.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.proxxon.com/es/"><img border="0" height="75px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpKqAvWLrXeMeBstEIReJlmHlgEpqZw_jUr0z8SODmgLakfUXU5RiIj-hOzi6Tyr7QenpTpKHPFRWonnhFhDiOqOF7F2X6TAreCjIIbcGD2gxg01LvR4d8XeDcatXWZjaanTv_kKGmeWNB/s200/Miniamoladora+angular+proxxon.jpg" width="200px" /></a><a href="http://www.dremeleurope.com/dremelocs-es/category/3170/sistema-multiherramienta"><img border="0" height="85px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja39S2iid8ahre5YxFd-zbLMpBTjc-be3s30VJRSTKNp8GVz_tO7kOt-UCcExePsXKD9L9z1QoBicMJmrd6FCQp9TivxEJ2_SmJdnK2EfEDp2OFFv0Q8YzK2hygj1XhWy0ShRdYCCKm_NY/s200/Miniamoladora+recta.jpg" width="200px" /></a></div>
<br />
<br />
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial,sans-serif; font-size: medium;"><b>Engalletadora</b></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<a href="http://www.makita.com/en-us/assets/images/products/PJ7000/res_extra/PJ7000_Spn.pdf"><span style="color: magenta; font-family: Arial, Helvetica, sans-serif;">http://www.makita.com/enus/assets/images/products/PJ7000/res_extra/PJ7000_Spn.pdf</span></a><br />
<span style="font-family: Arial,sans-serif; font-size: 10pt;">Con estas máquinas podemos realizar ensambles con sencillez, la máquina se puede regular fácilmente en altura, profundidad y en ángulos de 0º, 45º y 90º. </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7VVD3LmkkOqL3rXVK-upqfc9TW9jNTuVNDtOs4EOukgvlJyN-1u9k3Y-pZlD9eop7Bi3aNCj2bkDUwdH8RyLZVruTTUb4ZpmRwj9pNAdYj3oxEBZF31KgSxEh6fZvphSs8BUAgg-7CEM/s1600/Engalletadora.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7VVD3LmkkOqL3rXVK-upqfc9TW9jNTuVNDtOs4EOukgvlJyN-1u9k3Y-pZlD9eop7Bi3aNCj2bkDUwdH8RyLZVruTTUb4ZpmRwj9pNAdYj3oxEBZF31KgSxEh6fZvphSs8BUAgg-7CEM/s400/Engalletadora.jpg" width="400" /></a></div>
<span style="font-family: Arial,sans-serif; font-size: 10pt;"><br /></span></div>
</div>
</div>
</div>
</div>
</div>
</div>
TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com10tag:blogger.com,1999:blog-6730318889386448386.post-52171162951296830902012-04-15T10:04:00.000-07:002012-04-15T10:04:02.023-07:00MESILLA ANTONIO<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLfGK9gKDe75Ooriz9qjP4VvaHTon4TZ9EExpMvfldauxVzrORYdX3HUwm32M_rxeHiJx87l31ArfGTMHevcetYSH_TT4aPr106NpBzKlzs5Wn_KQis9UAC-4fFwSBxzMYxsIzAZMH6SA/s1600/DSCN0673-1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div><br />
<div class="separator" style="clear: both; text-align: center;"></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhMG99FmkC-HJmQgripuXFchg3ky7gwgQwIfH8VQMa8NZbzsb6wo39sco94TZAJy4WjrGFHxMqK9kx38b41J9N2Ppztsm64Xx1X2YHskkLDJJVsJ9315bGhvyQJyNmIXNbtUhg79l4l5c/s1600/000_0625.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhMG99FmkC-HJmQgripuXFchg3ky7gwgQwIfH8VQMa8NZbzsb6wo39sco94TZAJy4WjrGFHxMqK9kx38b41J9N2Ppztsm64Xx1X2YHskkLDJJVsJ9315bGhvyQJyNmIXNbtUhg79l4l5c/s640/000_0625.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Maqueta de mesilla Antonio</td></tr>
</tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM0B8wY4Q5hbQn5ieFh8pv0-CSnc4jX1M4DPNokxCRrTYEcDanYMHz3XhrpPnMzykXGjtpVwlAMNvEG_02blbRN5r1SbiS03Zmbo2Jzs8XDyZv6JwinZjwtCtpavKkyF8IeXKJf02x5sA/s1600/mesa+despiece.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="316" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM0B8wY4Q5hbQn5ieFh8pv0-CSnc4jX1M4DPNokxCRrTYEcDanYMHz3XhrpPnMzykXGjtpVwlAMNvEG_02blbRN5r1SbiS03Zmbo2Jzs8XDyZv6JwinZjwtCtpavKkyF8IeXKJf02x5sA/s640/mesa+despiece.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Despiece</td></tr>
</tbody></table><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqaXfvRwD5bvWm-32R6UwtA9rGtBTAurGVtDKGEd_QFgGNdCGO1hcIToTbOI4JmFl563yr3kFb9rWdhLhMU5J8jVry0hO5rYL52P_t7VDp73n9MSpFmz21Oh3lCRGxdGkSGx4AXTO8mhE/s1600/mesa+iso.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqaXfvRwD5bvWm-32R6UwtA9rGtBTAurGVtDKGEd_QFgGNdCGO1hcIToTbOI4JmFl563yr3kFb9rWdhLhMU5J8jVry0hO5rYL52P_t7VDp73n9MSpFmz21Oh3lCRGxdGkSGx4AXTO8mhE/s640/mesa+iso.JPG" width="640" /> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLfGK9gKDe75Ooriz9qjP4VvaHTon4TZ9EExpMvfldauxVzrORYdX3HUwm32M_rxeHiJx87l31ArfGTMHevcetYSH_TT4aPr106NpBzKlzs5Wn_KQis9UAC-4fFwSBxzMYxsIzAZMH6SA/s1600/DSCN0673-1.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLfGK9gKDe75Ooriz9qjP4VvaHTon4TZ9EExpMvfldauxVzrORYdX3HUwm32M_rxeHiJx87l31ArfGTMHevcetYSH_TT4aPr106NpBzKlzs5Wn_KQis9UAC-4fFwSBxzMYxsIzAZMH6SA/s640/DSCN0673-1.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Encolado de alistonado curvo</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><br />
</div>TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-10626426843758753772012-02-02T07:18:00.000-08:002012-02-02T07:18:51.958-08:00BIBLIOGRAFIAS, ARTICULOS Y TRABAJOSTecnologia de la maderaTALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-48011889149069182462012-01-26T07:08:00.001-08:002012-04-15T10:10:32.272-07:00PROYECTO BANQUETA DE ROBLE<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJREptzapDxxhmkjQ8AkLlP7C7jm2kZLRmk21DPAUKi6aNH_J2ySdF54xDtOKaSEHRPqKOGcuwepb7kRWlBZzH6UjTUg5Odwv73yZWT-2scfqocTHvhFjY4YizovoJm6Ww16iuSe9fEt8/s1600/DSCN0607.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJREptzapDxxhmkjQ8AkLlP7C7jm2kZLRmk21DPAUKi6aNH_J2ySdF54xDtOKaSEHRPqKOGcuwepb7kRWlBZzH6UjTUg5Odwv73yZWT-2scfqocTHvhFjY4YizovoJm6Ww16iuSe9fEt8/s640/DSCN0607.JPG" width="480" /></a></div><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggxlGaAtSwSkfN96IvqK9L3zM-7m8lPEHT9t9b3-J6-zt5McArLDUFNQt5wZhL5iNYS01jgt3mxhgfTCMiq5WQ5liUb6DAWxg6SAeCd6-jqaQ6f4hbihEjyGSyCQHIZb4-BQaeovcZuWM/s1600/DSCN0608.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggxlGaAtSwSkfN96IvqK9L3zM-7m8lPEHT9t9b3-J6-zt5McArLDUFNQt5wZhL5iNYS01jgt3mxhgfTCMiq5WQ5liUb6DAWxg6SAeCd6-jqaQ6f4hbihEjyGSyCQHIZb4-BQaeovcZuWM/s640/DSCN0608.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Asiento de cuero repujado</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1mRVe-ieqyuCsjUxvgf74ueQUnSKYA_Wp-SfuOpZmbHG-AP_vRm1XUttHq7ALl7OHIkzosUy0DRRspCr1KmsCXG0QmIcpsHjD3NmRWepbVuv6W8HD28rJJXZ9fTmxkpXJYZgiCEIRKiM/s1600/planos+proyecto+banqueta.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1mRVe-ieqyuCsjUxvgf74ueQUnSKYA_Wp-SfuOpZmbHG-AP_vRm1XUttHq7ALl7OHIkzosUy0DRRspCr1KmsCXG0QmIcpsHjD3NmRWepbVuv6W8HD28rJJXZ9fTmxkpXJYZgiCEIRKiM/s640/planos+proyecto+banqueta.JPG" width="452" /></a></div>TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-40103559053247369342012-01-19T07:33:00.000-08:002012-01-19T07:33:01.093-08:00APLICACION SENCILLA DE ENSAMBLES<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUlenkR0tjpbDVnYjjjdN0gEH1DBarnZWZRYYHIDl0q6ZCVwHWb-DlSJshDsWIQpPZpZlTo5OYzjeIrQRaGXK8eDdq4tWHNejJuek631MkP8TYvCogoNvuYKTCPzJLWUJH08d07cEgBGI/s1600/nivel+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUlenkR0tjpbDVnYjjjdN0gEH1DBarnZWZRYYHIDl0q6ZCVwHWb-DlSJshDsWIQpPZpZlTo5OYzjeIrQRaGXK8eDdq4tWHNejJuek631MkP8TYvCogoNvuYKTCPzJLWUJH08d07cEgBGI/s640/nivel+1.jpg" width="640" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNj_oYYy6Lp1nY-SN9A5p1CxnOZvcpMToyOudkTDxZ_fkQ_SM89tRsRJZQFLKSos7PRLluSjU5kdW0NZqRAVaMavPA7YT2epTy-T4TgWcKX7LXWA8f0sklvNLBxHg-VLw1wUL4w29jxBo/s1600/nivel+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNj_oYYy6Lp1nY-SN9A5p1CxnOZvcpMToyOudkTDxZ_fkQ_SM89tRsRJZQFLKSos7PRLluSjU5kdW0NZqRAVaMavPA7YT2epTy-T4TgWcKX7LXWA8f0sklvNLBxHg-VLw1wUL4w29jxBo/s640/nivel+2.JPG" width="640" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5fLn9hJaGYozmacuOVCyif_TFTyJeGR6RD6HYqESmWVQomZkBqKaDl95voDdd26WOmf78LiujS6Gvb31_rYNjLNB2mX7i9G1bTO3oQmHlpLs1hzF2aOxFWqwxbtjAGcOlwNSiBwNyL_A/s1600/nivel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5fLn9hJaGYozmacuOVCyif_TFTyJeGR6RD6HYqESmWVQomZkBqKaDl95voDdd26WOmf78LiujS6Gvb31_rYNjLNB2mX7i9G1bTO3oQmHlpLs1hzF2aOxFWqwxbtjAGcOlwNSiBwNyL_A/s640/nivel.jpg" width="640" /></a></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq2Vo9EIeCJ6HVLgBzGeV57LhushnEebsnySvf2IWHjS2eiGeGLzovgE8FB65-ZBBhqjsuYzluRQvmLL_OWDAzr6YVGg74v4ZG2eRlWmLZ6XhcvtujgGrA3HGNx_AtKO8UzZC21-KCXKw/s1600/caja.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq2Vo9EIeCJ6HVLgBzGeV57LhushnEebsnySvf2IWHjS2eiGeGLzovgE8FB65-ZBBhqjsuYzluRQvmLL_OWDAzr6YVGg74v4ZG2eRlWmLZ6XhcvtujgGrA3HGNx_AtKO8UzZC21-KCXKw/s640/caja.jpg" width="640" /></a></td></tr>
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</tbody></table><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq64zLHht2Gx-tc8o-H6vUyRgKn3wV5IzS2md7sG-VYf4htXB2lTAiD5c1qck6Zn84RgAlVnKqmoO_DTadxwz1rDexLA8kAETjiZLLdNLfay9nE-aPSR54qa_DFiDaOfwjoizxx5Zq6_4/s1600/despiece+caja.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq64zLHht2Gx-tc8o-H6vUyRgKn3wV5IzS2md7sG-VYf4htXB2lTAiD5c1qck6Zn84RgAlVnKqmoO_DTadxwz1rDexLA8kAETjiZLLdNLfay9nE-aPSR54qa_DFiDaOfwjoizxx5Zq6_4/s640/despiece+caja.jpg" width="640" /></a></div>TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-77724188766567799822011-11-16T02:21:00.000-08:002012-10-06T12:11:20.859-07:00TRABAJOS DE MARQUETERIA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4sTNSmfyFv9gZEvNkiYwHK-oVGojwKGhKaUUWHFdFXDHEo1iGSRtHK6fLUphB5Kl5d8ivugybRrWHAdA7rr0caNqqx_cMh5uWw0lkB-y0h-UjrhThmL9SRxBrGkpH3o5D_68qZW-baDE/s1600/trabajos+de+ebanisteria+(1).jpg" imageanchor="1"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4sTNSmfyFv9gZEvNkiYwHK-oVGojwKGhKaUUWHFdFXDHEo1iGSRtHK6fLUphB5Kl5d8ivugybRrWHAdA7rr0caNqqx_cMh5uWw0lkB-y0h-UjrhThmL9SRxBrGkpH3o5D_68qZW-baDE/s640/trabajos+de+ebanisteria+(1).jpg" width="640" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYk4T0ewNxUZBoH2yiqakIzcaovilLcZTy73Pn80zMMMDnfkZeIMsi0rQ-Iw_E7iWyomXgXLaJ4UdcLXgmSox7pzRkcdI1WaEN3Cc7cTew0I9HGOBstGBRsWRH0Zo7bxjWPW0bZnAYoEw/s1600/trabajos+de+ebanisteria+(2).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYk4T0ewNxUZBoH2yiqakIzcaovilLcZTy73Pn80zMMMDnfkZeIMsi0rQ-Iw_E7iWyomXgXLaJ4UdcLXgmSox7pzRkcdI1WaEN3Cc7cTew0I9HGOBstGBRsWRH0Zo7bxjWPW0bZnAYoEw/s640/trabajos+de+ebanisteria+(2).jpg" width="640" /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP5CxpUUt8Ustoc4rqVnB_BpGV01lPDj1Qw-Pmj20mRRYWZtAChV6ESIcmHXJigweT70-qLSstxemYH_pYO9ImbkxK_0vddw58idsLJrnaZ1xG3gg5MVG3vFtIdJN5jVvlFpu7bG2KqmE/s1600/Caja_marqueteria.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP5CxpUUt8Ustoc4rqVnB_BpGV01lPDj1Qw-Pmj20mRRYWZtAChV6ESIcmHXJigweT70-qLSstxemYH_pYO9ImbkxK_0vddw58idsLJrnaZ1xG3gg5MVG3vFtIdJN5jVvlFpu7bG2KqmE/s640/Caja_marqueteria.jpg" width="556" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">TRABAJOS 2010<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6CnDuoTvylLLRsi4rOTVw6AqOL_dn4G8vAIvb1mi_dTlMebG4-cGH5yb-e9DjImYyIiz8HAiW2zWlZxPbW2updFI0IgpOhlD3O77PZ62YJMUAhYq3TMrViaw1cSIgPZ0hAUTbBVN94j8/s1600/fotos-tallerebanisteria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6CnDuoTvylLLRsi4rOTVw6AqOL_dn4G8vAIvb1mi_dTlMebG4-cGH5yb-e9DjImYyIiz8HAiW2zWlZxPbW2updFI0IgpOhlD3O77PZ62YJMUAhYq3TMrViaw1cSIgPZ0hAUTbBVN94j8/s640/fotos-tallerebanisteria.jpg" width="640" /></a></div>
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TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-44977738363328826112011-11-15T11:05:00.000-08:002015-02-15T11:13:57.707-08:00PROCESOS DE REALIZACIÓN<div style="text-align: justify;">
<div style="text-align: center;">
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">El objetivo de este ejercicio es que el alumno sepa<span class="Apple-style-span" style="text-indent: -28px;"> desarrollar un proceso de trabajo de ebanistería artística, analizando todos los pasos que se dan en la realización de la obra artística. Este ejercicio consiste en la realización de una memoria que recogerá: las ideas de partida, bocetos y maquetas previas, materiales, herramientas, máquinas, abrasivos, estudio económico, bibliografía y un seguimiento fotográfico y explicativo de las etapas de trabajo que en él intervienen. </span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span" style="text-indent: -28px;">Guión para la realización de la MEMORIA:</span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span" style="text-indent: -28px;"><br /></span></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Introducción:<o:p></o:p></span></div>
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<!--[if !supportLists]-->o<span style="font-stretch: normal;">
</span><!--[endif]--><span style="font-family: Arial, sans-serif;">Fase de preparación e investigación.<o:p></o:p></span></div>
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<div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l6 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Fase creativa. Desarrollo de la idea:<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 90.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->o<span style="font-stretch: normal;">
</span><!--[endif]--><span style="font-family: Arial, sans-serif;">Bocetos y dibujos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 90.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->o<span style="font-stretch: normal;">
</span><!--[endif]--><span style="font-family: Arial, sans-serif;">Maquetas.<o:p></o:p></span></div>
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<!--[if !supportLists]-->o<span style="font-stretch: normal;">
</span><!--[endif]--><span style="font-family: Arial, sans-serif;">Pruebas de color.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Aspectos
técnicos: </span><span lang="EN-US" style="font-family: Arial, sans-serif;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 90.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">o<span style="font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Materiales.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Maderas.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: 'Times New Roman', serif;">-<span style="font-family: 'Times New Roman'; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Caracteristicas.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: 'Times New Roman', serif;">-<span style="font-family: 'Times New Roman'; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Calidad.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: 'Times New Roman', serif;">-<span style="font-family: 'Times New Roman'; font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Presentación.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 108.0pt; mso-list: l12 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Adhesivos.
<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Masillas y emplastes.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Resinas epoxi de reparación.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 108.0pt; mso-list: l12 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Productos de acabado y conservación.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 90.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US">o<span style="font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Herramientas de:</span><span lang="EN-US" style="font-family: Arial, sans-serif;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Medición. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Sujeción y apriete. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Corte. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Acabados. Limas y escofinas. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Abrasión. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US">o<span style="font-stretch: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Máquinas de:</span><span lang="EN-US" style="font-family: Arial, sans-serif;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Afilado y sentado de filos. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Corte y labra. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Escopleadoras. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Tupis. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Amoladoras. Tipos y características.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Lijadoras. Tipos y características.<o:p></o:p></span></div>
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<br /></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Proceso de realización:<o:p></o:p></span></div>
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<!--[if !supportLists]-->o<span style="font-stretch: normal;">
</span><!--[endif]--><span style="font-family: Arial, sans-serif;">Descripción detallada (fotográfica-explicativa) de la
ejecución de la obra en las distintas fases del proceso.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Dibujos de taller. Plantillas.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Cubicación de la madera.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Corte y labrado de la madera.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Silueteado.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Ensamblado y encolados.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Acabado.<o:p></o:p></span></div>
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<br /></div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Aspectos económicos: <o:p></o:p></span></div>
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<!--[if !supportLists]-->o<span style="font-stretch: normal;">
</span><!--[endif]--><span style="font-family: Arial, sans-serif;">Calculo de los costes necesarios para la realización de
la obra.<o:p></o:p></span></div>
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<br /></div>
<div style="text-align: left;">
</div>
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<!--[if !supportLists]--><span style="font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif;">Bibliografía<span style="font-size: 10pt;"><o:p></o:p></span></span></div>
</div>
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<br /></div>
<div>
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><a href="https://dl.dropboxusercontent.com/u/48174489/Talla%20en%20Madera/Ejemplo%20de%20Memoria%20Economica.doc">EJEMPLO DE MEMORIA ECONÓMICA DE LA OBRA (ESTUDIO ECONÓMICO / PRESUPUESTO)</a></span></b></div>
<div>
<b><br /></b></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">DISEÑO DE MOBILIARIO</span></div>
<div style="text-align: center;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span><img alt="" 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" /><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Memoria del proceso de realización del ejercicio "DISEÑO DE MOBILIARIO" realizado por Clodoaldo Benitez (<i>para visualizar la memoria pincha en el enlace que tienes a continuación</i>)</span><br />
<a href="http://dl.dropbox.com/u/48174489/Ebanisteria/Clodo%20taburete.pdf">http://dl.dropbox.com/u/48174489/Ebanisteria/Clodo%20taburete.pdf</a><br />
<br /></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> DISEÑO DE MOBILIARIO</span><br />
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<img alt="" height="144" 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" 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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Memoria del proceso de realización del ejercicio "DISEÑO DE MOBILIARIO" realizado por Fernando Serrano Muñoz (</span><i style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">para visualizar la memoria pincha en el enlace que tienes a continuación</i><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">)</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; text-align: justify;"><a href="http://dl.dropbox.com/u/48174489/Ebanisteria/Serrano%20Fernando%20Taburete%20Celta.ppsx">http://dl.dropbox.com/u/48174489/Ebanisteria/Serrano%20Fernando%20Taburete%20Celta.ppsx</a></span>TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-82997728788723918912011-11-14T12:00:00.000-08:002011-11-16T02:01:54.862-08:00EL 1% CULTURAL .<a href="http://dl.dropbox.com/u/48251028/El%201%25%20cultural.pdf">pdf DESCARGATE EL ARTICULO</a><br />
<br />
EL 1% CULTURAL<br />
Luis la Fuente Batanero. Subdirector General de Protección del Patrimonio<br />
Histórico. Ministerio de Educación, Cultura y Deporte.<br />
<br />
I. Antecedentes<br />
El antecedente inmediato de la figura del “uno por ciento cultural” es el Real Decreto 2832, de 27 de<br />
octubre de 1978, sobre el uno por ciento cultural (BOE 9. XII. 78), justificado por la necesidad de crear<br />
trabajos de carácter artístico o cultural integrados en la misma obra pública que, siendo de necesidad<br />
inaplazable, provoca en la mayoría de los casos un deterioro ambiental. Del presupuesto total de cada una<br />
de estas obras públicas se destinaba un uno por ciento a estos trabajos de creación artística, que debían<br />
incorporarse al propio proyecto.<br />
Por tanto, proponía una fusión perfecta entre la compensación derivada del gasto del uno por ciento del<br />
presupuesto de la obra y la ejecución de ésta. La aplicación real de esta normativa produjo curiosos<br />
ejemplos, como la dotación de una serie de pinturas y esculturas en diversas terminales de aeropuertos.<br />
El artículo 46 de la Constitución Española dispone la obligación de los poderes públicos de garantizar la<br />
conservación y promover el enriquecimiento del Patrimonio Histórico, Cultural y Artístico de España.<br />
Como instrumento para el cumplimiento de esta obligación, la Ley 16/85, de 25 de junio, del Patrimonio<br />
Histórico Español, desarrollada por el Real Decreto 111/86, de 10 de enero, establece entre las medidas de<br />
fomento del Patrimonio Histórico el llamado “uno por ciento cultural”........................................................<br />
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TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0tag:blogger.com,1999:blog-6730318889386448386.post-42710813794378913352011-11-09T09:54:00.000-08:002011-11-13T09:39:59.207-08:00TORNEADO EN MADERA<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqQlzesNlZDNrDRg54QBFXtclsxLM6NtTvCKWqscqetNXS2opXOBDNWOyeLizExn2oEMCcMD37BA3t0Cv_bplCC-ozFxMUkDw0_mLCqQNLKIfeDuiKizMH8KprpvRk5JmbrCynNmU9PbM/s640/Foto0301.jpg" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">bloque para torneado y dibujo del objeto a tornear.</td></tr>
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</tbody></table>TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com1tag:blogger.com,1999:blog-6730318889386448386.post-87279169861177218512011-10-18T12:26:00.002-07:002012-02-23T06:34:07.609-08:00TRABAJOS DEL CURSO 2008/09<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKNOiS-z8CjZlP3JNr1lh7lQxahR_rL3zNblEssJad-sJex1icJX2n1Yvike1JXH29gICUv6r5aIF2YFPMW2vLzxLXfWzJpexaFRXClvi8Z8TDtdiB_ISdY5-hTQSGhzB6sMhaslcETUo/s1600/trabajos+de+ebanisteria+%252815%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKNOiS-z8CjZlP3JNr1lh7lQxahR_rL3zNblEssJad-sJex1icJX2n1Yvike1JXH29gICUv6r5aIF2YFPMW2vLzxLXfWzJpexaFRXClvi8Z8TDtdiB_ISdY5-hTQSGhzB6sMhaslcETUo/s640/trabajos+de+ebanisteria+%252815%2529.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Caja con tapa corredera de marquetería.</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjehjvMziFl0D3XjimiEGEv_GJ1r7_b31B4NMfIyVssFk_Kdb6TqY4ny1FXPszh4lH_HiD4dG2vW-1PZLdtanF8OXocAYCPQDbfZzbnOxm_hBSUoCQW-o_x9_cM2H0rjsxvyIXhZvkSd4k/s1600/HPIM1312.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjehjvMziFl0D3XjimiEGEv_GJ1r7_b31B4NMfIyVssFk_Kdb6TqY4ny1FXPszh4lH_HiD4dG2vW-1PZLdtanF8OXocAYCPQDbfZzbnOxm_hBSUoCQW-o_x9_cM2H0rjsxvyIXhZvkSd4k/s640/HPIM1312.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Estantería Semiesférica</td></tr>
</tbody></table><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihFVSJ2V_rIB34SDMELzqKNYas3LHs8hzQDIe05cK6M6mdssDh6uX8U5-fV05tGnJauwO3ZTmvmnic705kXSixJaHLJYPLQFAPyYxHcHHQGYNxuHS6CJ29HZEKDaFYWhVVv0WaMYCfqFE/s1600/HPIM1339.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihFVSJ2V_rIB34SDMELzqKNYas3LHs8hzQDIe05cK6M6mdssDh6uX8U5-fV05tGnJauwO3ZTmvmnic705kXSixJaHLJYPLQFAPyYxHcHHQGYNxuHS6CJ29HZEKDaFYWhVVv0WaMYCfqFE/s640/HPIM1339.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Atril-ensambles.</td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGVSs9vo6AwIb_fz06cC6P8p-oxmPFjK71eKwA5WgYQpeIdkv6wAYNjoY8s7RONxMvtzOZw6ndFGLVjwFUwhAU5KefIkXBr7-YZ0_d7o0OCPkqOUZkA8U7EXMuoMMI1VtWKBMLYoN4mE4/s1600/HPIM1345.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGVSs9vo6AwIb_fz06cC6P8p-oxmPFjK71eKwA5WgYQpeIdkv6wAYNjoY8s7RONxMvtzOZw6ndFGLVjwFUwhAU5KefIkXBr7-YZ0_d7o0OCPkqOUZkA8U7EXMuoMMI1VtWKBMLYoN4mE4/s640/HPIM1345.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Banqueta</td></tr>
</tbody></table><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_jS5TIk3dCD9f6lT4NF9wQeA1Vycira9MdwC4xiSEMn2qwce12WZW_NDtHlBDtG8DtG-66q0MgN3jckcyup2Pzb83EP8Px6YtI_Ys9uMr-ZqGQpnd40EeNEIAExcAt9m66hlkRvNXsgs/s1600/trabajos+de+ebanisteria+%25284%2529.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_jS5TIk3dCD9f6lT4NF9wQeA1Vycira9MdwC4xiSEMn2qwce12WZW_NDtHlBDtG8DtG-66q0MgN3jckcyup2Pzb83EP8Px6YtI_Ys9uMr-ZqGQpnd40EeNEIAExcAt9m66hlkRvNXsgs/s400/trabajos+de+ebanisteria+%25284%2529.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bandeja con marquetería.</td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid6YsjgT9HAbtBTAJMAq9EHGxGVoJ0qGU2HCjULagw7lGlD7okf3gxHhBD8dFkmoT_SkZSP0dPF5Bw3Q172MIg0C0Qf92w7gRlBobQhKDhUolq4xSH-YG6Ewm9cm46W7yq076AYt-rESU/s1600/trabajos+de+ebanisteria+%25286%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid6YsjgT9HAbtBTAJMAq9EHGxGVoJ0qGU2HCjULagw7lGlD7okf3gxHhBD8dFkmoT_SkZSP0dPF5Bw3Q172MIg0C0Qf92w7gRlBobQhKDhUolq4xSH-YG6Ewm9cm46W7yq076AYt-rESU/s640/trabajos+de+ebanisteria+%25286%2529.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ensambles.</td></tr>
</tbody></table><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlROAZB-w4xdkRFeM6A0m147X42pRQFDUKJnisc-spBXR3qYD-poFGdLdVZEOeyx9VuJ4iljebfB8k6cW_1vQZj8zDIfhyrCSfwR8ZmTvsH5SOvoLpX0w_iikNWEHLhzhles2B01H-rHI/s1600/trabajos+de+ebanisteria+%25289%2529.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlROAZB-w4xdkRFeM6A0m147X42pRQFDUKJnisc-spBXR3qYD-poFGdLdVZEOeyx9VuJ4iljebfB8k6cW_1vQZj8zDIfhyrCSfwR8ZmTvsH5SOvoLpX0w_iikNWEHLhzhles2B01H-rHI/s640/trabajos+de+ebanisteria+%25289%2529.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Caja de marquetería.</td></tr>
</tbody></table>TALLER DE EBANISTERIA - ESCUELA DE ARTE LA PALMAhttp://www.blogger.com/profile/09061263521514552255noreply@blogger.com0