دانلود پاورپوینت با موضوع اندازهگيري و سيستمهاي كنترل و تحليل دادههاي اندازهگيري (خطا و منابع خطا و تحليل آماري دادهها)،
در قالب ppt و در 44 اسلاید، قابل ویرایش.
بخشی از متن پاورپوینت:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAz8AAAF/CAYAAABnkncGAAAgAElEQVR4XuzdBbh8V3ku8A0tbSlWKMUdggd3d3d3gjshuAcIHtwtOMGDu0uwBIJLkOAOpdBipeX2t3rf/11Zd87smTNz5tjaz3Oec87M3ku+9cn7yVr7GH/9n2voV6dAp0CnQKdAp0CnQKdAp0CnQKdAp8AOp8AxuvOzw1e4T69ToFOgU6BToFOgU6BToFOgU6BToFCgOz+dEToFOgU6BToFOgU6BToFOgU6BToFdgUFuvOzK5a5T7JToFOgU6BToFOgU6BToFOgU6BToDs/nQc6BToFOgU6BToFOgU6BToFOgU6BXYFBbrzsyuWuU+yU6BToFOgU6BToFOgU6BToFOgU6A7P50HOgU6BToFOgU6BToFOgU6BToFOgV2BQW687MrlrlPslOgU6BToFOgU6BToFOgU6BToFOgOz+dBzoFOgU6BToFOgU6BToFOgU6BToFdgUFuvOzK5a5T7JToFOgU6BToFOgU6BToFOgU6BToDs/nQc6BToFOgU6BToFOgU6BToFOgU6BXYFBbrzsyuWuU+yU6BToFOgU6BToFOgU6BToFOgU6A7P50HOgU6BToFOgU6BToFOgU6BToFOgV2BQW687MrlrlPslOgU6BToFOgU6BToFOgU6BToFOgOz+dBzoFOgU6BToFOgU6BToFOgU6BToFdgUFuvOzK5a5T7JToFOgU6BToFOgU6BToFOgU6BToDs/nQc6BToFOgU6BToFOgU6BToFOgU6BXYFBbrzsyuWuU+yU6BToFOgU6BToFOgU6BToFOgU6A7P50HOgU6BToFOgU6BToFOgU6BToFOgV2BQW687MrlrlPslOgU6BToFOgU6BToFOgU6BToFOgOz+dBzoFOgU6BToFOgU6BToFOgU6BToFdgUFtozz85vf/Gb4z//8z+EEJzjB8Lvf/W7453/+57IAf/zjH4djHetYw9/8zd8Mf/3rX4djHOMYO3Jh/uu//mv47//+7+Evf/nL8KMf/Wg42clONvz+978fjnOc4wz/+I//WP7++7//++Fv//Zvd+T8d/qk8K41rtfPWuPrP/zhD8Ovf/3r4YQnPGFZ736NU4A8/Ou//uvwD//wD3t0xfhTs91BDumdYx/72EXfWCc/5M//v/zlL4djHvOYw4lOdKLZGux3dQp0CnQKdAp0CnQKbBkKbBnn57e//W0BgP/0T/9UQMd3vvOd4Wtf+9pw2ctedjje8Y43HHnkkcNpTnOa4bjHPe6WId4yBwIYxwFCCyD4qKOOGvbaa6/iFP3Hf/xHAcfAcr+2HwU4P5x7oNlP1pSz7/N/+7d/K44/R79fa1OA08MB4URyGsnDsh1Ga/XnP/+5BFv8Jpf6sm50k8+t07L77eveKdAp0CnQKdAp0Cmw8RTYMs6PqQIZIq7f/va3h9vd7nbDF77wheHAAw8c7n73uw/f+MY3htOd7nQlC7JTr2R3fvGLXwwHHHDAcKpTnWrYb7/9hh/84AfDiU984uL89Gt7UoDzypk/61nPuseB5/TI8nH4j3/84xeA3QH19PUVGOA4ckRki9ErWeJlcoY+yKN+onOsj3WUbeIE9UDEMine2+oU6BToFOgU6BRYDQW2jPPz7//+72XGQMX73ve+4apXvWr5/6Y3velw0EEHFadop4P/733vewXIvfGNbxz22Wef4bSnPe1wyCGHFDqc/OQnLxFv5XD92p4UAKh/9atfDYcffvjwxS9+cTjiiCOGr3zlK8M1rnGN4UEPelDJZuxk534ZqyY7LEhCT3BMOCDK0ZZ5WSeODieHs3XYYYcV2TvnOc9Z5I/DKvtz6lOfepnd9rY6BToFOgU6BToFOgVWQIEt4/wAGaKqKXG73OUuV0qB9t133+FRj3pUqbM/wxnOsAKSbE4XAN2Pf/zjkhW4733vO7z4xS8uQPgtb3lLyXgBexzEs5zlLJszwN7rXBRI2VSAubV973vfO7zrXe8a3vOe9xTeznX+859/eM1rXjOc6UxnmquPSTcD7i7g/fOf//xwtrOdrWRHOFbZN+f7RffO6cdPuwdNkAIvLyuDRScYtzKzn/3sZyULTBeQkYte9KIlILLsfXDmZQ76fPnLXz488IEPLLL39Kc/fbjNbW5T9iTKCp30pCddeL16A50Cu4kCZIfuYefImOy3IEO/dicFkmGHdQSzVL3gBziwX50CG0mBLeP8AGui4kq9PvvZzw7Xuta1ijNwn/vcZ3jSk540/PSnP93RWQ/g6k9/+lPJ/Nzwhjcc3vCGNxSH50Mf+lBxfnLog30h/dr6FOD8JNPzwhe+cHjlK19ZyjnjeAAA1pTx59Q/9rGPLeu+jOv73//+sP/++w8vfelLhytd6UrDs5/97JI55JDojzPB0CxypSTMPPztQID6gAB9LGN/nnJX41YWePDBBw93uctdyrDf8Y53FOfn7/7u75bmaNX0sH7avtvd7jY85znPKV9xXq94xSsWx1Lmp2fpFuGg/uxupIAAhjJf+oG9E7hYduZ2N9J1u845WfbgGziP3v2Xf/mX7Tqlo42bbTQn9gvfLztQtyOItEmT2DLOD0VIMSorUQp0s5vdbPj6178+3PWudy3gDQOJtC4asd4kOo92K2Luh4Dc6U53Gl7wghcUo/CRj3yklL9RCACr7/u19SkQ50B0Uwnnxz72sT1lWhQ+8GxNrbnr3ve+9/CEJzxhYeXIiRY00KdDQ2ST3vrWt+7JHi7L+ZGR4ZSQWXM95SlPWeajfXtxRO6WEdH94Q9/WJwMNJM1u9WtblXopRxUdlgfGwGerIt2ZZo4P8Dau9/97uEKV7hCma/1W1Z2a+tzcx9hp8ByKEA3vOQlLykBn6tf/epF/y0jSLKc0fVWVk0Bel0mP86wvc3syE652Ell0oLWfoLjdsr8tvM8tozzI3JsY78yFpFrEdePf/zjpcxECVg2/Ysu78QLSAaqGIKHPOQhw+Me97giKECzvQWAGAXRMz/bY/WtJ0f9M5/5TDm8w2EHAHOu7O85+9nPXjI+17ve9cpphotmZIAJzs/Nb37z4VOf+lQpe3vTm95UeIgTsSznR2aEnNqr9NWvfnW49KUvPZz5zGcePvzhD5cMLodh7733XnixBD3IPNn48pe/XDJZrje/+c2lT99thPNjb5Fo5NOe9rTh4Q9/eFkX5Yrd+Vl4SXsDu5gCMtLK2C94wQuWAIbj4nsGdfcyBDvJIZYZsQdWcJcd2UkXbGuefidotlOD+Ntp3baU82PDP/APeIiEi7Te4ha3KHX3gBZFuVNrQQkFgCeS/cQnPnF48IMfXJwfmZ/Tn/705W/3oE/eOYLR8gwwvZZA1fszcmxvom0yBdreCtGW9j1O9f854WsW4arvRavNSDVzQqzdve51r5LBBKQpdvt7rnzlK5e9WxS+jImfHIO9aLbEXiJ0u8lNblLA+hnPeMbh7W9/e8keajvvFlrUycJHDiZRnmrs7WXeT33qU2dZrqn3CHqQeXzOqbvwhS9cskB0g7K3jTokQsZJsOHQQw8th66gm/ku0/lJBjCnxqXUDkHCw61MZE+X356LzMuck+E8143rdNbLe7fcVdNxYYatGsAzruifVoclQFLLonFlz5k1XEaJ6qxzqvcpbtQ79civgJCgxTvf+c7hMpe5zKzD6/fNQYF6/RJ0y6s02KKtpB/oLsEyPwKBj3nMY7bU+OYg+9HeRUmOnVgseI/v/WQLwzxt9ns3hgJbxvnBKIC4KIDszzWvec0CHm984xuXNHlKwraS0C5zSQBISkApzYte9KLhjne8Y1EAr3vd60pWgAID/hjKn//85+Xoa/fbfyCqn6OScwpWxuYemwgZNn+L1H/6058uSsa99qLIOLzsZS8rTpY1ANJXTec4f0kL2+shA+b/RzziEaVMAo+MZf6AVXNUIul5jsVm1A8zNB/84AeH61//+mWDvOzE/e9//xL1dFm3zKUFwYvwVfaj6JeDgDfsj3FSGdkyjmVFWr/5zW8O97jHPYqTdYpTnKI4dJ/4xCeKM8SBt19vkQt4xLtKYY09zqQgyVOe8pRSEjsLT6xnDHm5skwWXYSu6CnzlAjeogEDfBEQTn7JtzbJHj3gN4e1Bsde7OpyQIzP8beyEc9aY06bfYM7NUi0nrWc9Ay6K0nBP2i9EceWKwm1RnQvByiBPbxMLq21z2s+cq+1pavJqXVcRfAGPdgFfH/xi1+89L8R5WhXucpVir5g4z/60Y8Wnu3X8imAj+LkxAnH7z4XRN4Ifl/vLOi0a1/72qXKRbCOc7xdXyBNp5Nndla1h0CnAJ6Dq+wXRfdF7cZ66dyfOzoFtozzQ9kCjEpmAPs73/nOJeOjfIfzI/ILIKwalK+SYSgm81SudKMb3aiA5le/+tUlis84Eaa864hCo8z8BjZTDkfoarDkntDuta997XDrW9964pQA5HOc4xylPvViF7vYKqe9py9z8WP8sgZO2XLd/va3Hxwa4PSy85znPFPHBhA/97nPLffgofy9GRNCU46rdcW3nMxnPetZ5WhrDix+XjTT084rWT4ZGXtkHCAiwqoEDUgGqJbh/ABoeA3Aw1eUPN4ks+Z03etetxiwReSVPpAFBuZltL70pS8N97znPUs07X73u9/wgAc8oIxhI0BaMobvf//7i/MDFJqnoIHv8qLVRfmKrCurwxsA4Sc/+cnSvkNerFmr8xLR5Yw5Ev8DH/hA2d91gxvcoNDIODn+i2b2Fp3XVn4efdkZ9EYnf9Ofy5ZF/ZAT7Z/kJCfZ86Lc8BbHptXX7rfGefmxdcYDG32xIXSH8bDFxiygseyLXXv9619fdINAlfee9Wv5FGBz6AO8htbJ+ONxPOX/rRIgEQxIpYIKBU74dj1Jk/xybtDZ6ywucpGLFHoLhCrTJmcbUaa9fA7a+S1uGeeH949pgB3CKiMBvNoUSVnmSMyd7DXHmRFRB5ABS0cgy34xTGiDToyGDA3DIVIS5SbSAwi2wAdYJHDaAMbto/BbRBFtgSd7jJJRkgFa9cXgG5esk4yIDAJDyRmT9UlmSqR72vWKV7xiz6Z4TtPDHvawAixXfQW4A6iOSFb65hJlBmytKSdk2YowpQ0iaa3zA9Cg7TKcH3yIX8gjfjnqqKNKxpLRcigBEC7jtkiEEb8mw8GY+7Gm5sXxcUKeayOAPn1Dnjg/aCmAYB051zkGexn9OrL7yU9+8h72zAmAygbJJMNZv9+M3CdbATA4FfJSl7pUkWP3Wg8n+/VrbQpENulK/InH4ogsk27atV6cCMEcgRh7/DjuQBEZaTP1dWkcnvMjGLjRF93gYBRO/SUveckiuxvhdLHpz3/+80tAQ+YHPfq1fAoInHJi6ROOND4EyP2WTYcblqG/ljFyThq9Tpex1QJC21WH1c6PYB1ZMj92RIlnvWVhGbTrbayfAlvG+fnJT35SQBmAT9k78U36fa+99ioRThu3J71XZP1T31pPZk+D07mkfzkknCHRZk6AiwNgL5ASFxfjBJjJ5lz+8pcvQsaI10rtu9/9blGAjJvIvLIYRpeSAbx9L+PjGbSnHIGtVUeFrK3MlnHhBZsegVulay4pYxmMsRIQ2Q2ZQore/gxGfBXgoeUmSs6aoiNn1Zhs8BXlsh7A+wEHHLB0JgTsOJKTMj/LdH6SpbQejqYHajh4+Ej0ziEL5z73uReeHxlIeZjyN/04CVG5nYzJRh0fGufHPh8yxrHgSCupjPOx8OT+p4HnPe955fhu81AKRQasoWPK40TWGQm0UPZHPhykIUjE4eFQo01e/LqMse3kNvAv8G1dOY8bcZBM3t2GlwSbBKFc9Jo9rcbQ6ll7W+3RA1DZP4BpTOctY51E2+lY/EW+7nCHOyyj2f+vDXpPSSy97DUObE+/lk+B6C98REfQzYJUyskFrvbbb7+SidgKl/HQ56961atKoED2ezMClsugRZv54fz4DK/7uzs/y6DyctpYmfOTjfapOW03ogPkonC+DyiX2RAZA0CUOzHsgAfBTomUSFU27Ps77ealjtmM7dm8k8Rn/gYSswci+y58Vp/KhcwAq0ukEHB1ZbOqv7NJtV6SZKr069Q6DpwNbzI62gCMGdyUsXA6fGY8aqIpJ2AVCAK+REMcgQ34tBdwbz+JkhxlTuaeTJo2ZBs4RsbPuLk/n5uHCDNaA1OUpL/nKQFBc46T0o6U4eWFmn77QY82a5cxGC8ap9yDwtaW7295y1uWqIk5eM+Kkjx0ck+Ar7XLemYPiPnqFzC/0IUuVGgNSHOw21Ks7DfCa6Jl7SZj99fPJCNhPsATAMNhS4TeXESucty1vtHZ/q1HPvKRxQCpdVfKhydk+IxhUrQrp52FV6y9Ptu9IOEJ7VC2DgoBoji86o3Pda5zFXpOyvzk0AtzD5+Qw5Rh4an2BcPGlci1krcAu4yDY/fQhz50VEvhC/2TCXNqgV5ehKgh35sXI8nZ5zgwltMyWYnyCxSEr7Rl7awT+Wwj3NEB1tk+IxkWTvXjH//48nJVPO47NOLYys7iLc85fltWL/vMItf6008bbUVz+gG/m4syNjRR7ovG5mzt3Ud2zdX6y/YKhshEWQcA3p4ka6zvOqNoTbO/zDjwpc/wNBkyJuOkH9CI7nB/3sHC6dRnsm/uN6Z6rcw9Mp6N8+js3gQBNqLkQ790T94rZUz6se4+s07WxudxWsmfDLESTWuJl8ilQFv2xWXPBL2TtfaZeZNXtBo76jwBAuPjOJNDPCDTJ6BlXAJZ5Mt6yGrjMQ62iwxZX3I4T/loSpy0jxaz7BuS9WFnXOjB7uAV88Rz+N/cY//cF/2N12SBjTE60Lqjk0xwnf1FZ3s42SCAUOZn3gyE9cCjZMPYghlGlc0KbsjeZXyZzOI83XqOnKMZGYxcoTUbg3/YCXO3FsFV2SNY2wFrj+84m+2logaf4Tm6h3ys9yAE9NeXNsg6Hqjx3WGHHVZ4h3zFZrRYSSAL77tH8Lcte9Oefszb7yOPPLLoJKcGokGy8fVBDzXfxRnUbzDkLFUXOUiGfmTj8Dl9CIews+1+QWPCz34EmjmY9vyoirjtbW9b6DOmN/Rhva0N/ibHGxGcmYcvd+K9K3F+MBsGYNwD3kUhppXEuJ8gYHQlUMAiBsRUlEqAat65kYi37wlhnJ8YvThLKQsKWCbwUSLG6apPTosjlBN4YhRrRaFNn+fKGClohgd4AkTPd77zldRuMhH1/CMw5u1zoB8oYqBtXgf4HILgEhEkDJ/73OeKUcqGRkrRCVjeTeIenzNgeau2eREsAkUAzUFmxeZxp5DJrBA0kft5DBIaRQFmszYl4KWe6GatJ2WSjMt9USB50VneHYNOnDHgGi3N65nPfGYZo3lEQWbd0Eb/wIZ5M+gAOPpx8PBNAFgNJtCJIVY6ZEO7KG02tUdZUtp5Jvs9jMOYrY139DDkxgeYRrHGMQ44wwdKmryDh0PiKGUOEEVqvjWg1L6+3IsPOLcyoMaW9ZuklAApvMLZ4rTIwkxzfhhVtMmJgtp3rDSjmL0AHOKaZnEkOSAAGjqIHKM9R10k7xnPeMaoziQ7QL41xyNkftolS6JPNOMMo/M0I2YucUwBTY6BvVh+c1TMj6GRdamv7NMytutc5zpF1szHvOKQcYSMxf/1paSEzBsrAybjR54EPmaJ4uvL+pLnGHz0jkxaX7yP74FJJVVocOCBB5YARjbSZ0wcGusb3ZWDVfyvH7Lle6WLssh0kGAT0EL27N+ie+lgkXqywEmgJ+oLr5NLpaqcKjRGW/2gLzptxP6sOFvRw2iBzsasf7xpXMaAB6yN0uL6ojcFI8gwm5KsTE5ccy+6pGRoFjCiT+tG/+FvexaNh5MRcGyM9GCCVfaX0Xn0xQUucIHiMM27/0Hb1hjvs5P0x9gpU3S1TLlKAH3LVHvXnivOMbtR26w4lfiNHPnxmb6N2f9tWZ939tHj5ALINa55HDvjkR2lKziN0f3z2KtRpbTOG/Bf9KIm8JH51w7jLE2bExnHM+aYbAL7oM3oZG3FCWr1invoYgfsWEtrZE3wMJvrFSICptpMQCUvn51ljO4xX3yL9glAGwdMwlGwz4UtxO8qWszD3CYdZiBzrRyUU+Y1BvV8PEPXK5Vkx7wGha0m5wJNTuMkK+HDtfZjCqI6TIF950TST9PWhhzRc+hjrso1ZWw5P+QSZjK2ug28H2yJDpe97GWLruGAmh9ZH6uqgcPMUfZLpY+MUV4gPuva9PvGKbAS5wcTASCcH9EGYIxAMjhrXRgHQ3OWAD9/MxR51w0GSlSEMU6Ui9BglGRp4lTEGWqVsf5jPCkM969nT4Sxhen1xfBQAACDE24AQkBCdJaATAJs9aZT0TfKg7EALikZ5QgAkWgCoSMkwFgcvIAwIBnwraOxoXOyZsnCoCujDOjqD7ipoyfjLPS/SpBSpdTQV7YFHc0dAKCEk7lLe9YskWzPi1Ax+g45MD+KEg0pZwrOfLQnYkuRMg5xMtNmAAUQZywUB3AKpJkbRwB40WZtcH0GmFKM2tYXsB+HFn1rnvCs8anpRT9Repk9ShFgdL81rlP3xmbMQBPFzbm1FoyTuaNRIpmZjzV3jyzgwQcfXJQtsIs3klVqX3obMEB5Zu5ve9vbyub5tTI/5pLsm/5E4JRbKltTMqEPY6uBj7XJCWjmn7lwFhxZuu+++xbHbtpl/RkOvIjW2hwDxxwQbaO7NY28r9VPsnSRBTQFMI2TU8Kw0E1AWH2RZ7xszkoI0dB89K0tz5MzmR+XtQ6IjR4473nPW7K16Oj7WV7g551J+sPbMkqMvb7QhoyiVyLDeMnf7ncqndP2/MaH9RVgjf/Q+qCDDiqbijmQ9Afe1j7dDIQAGWSH7gGcE2gyfif4AU30MxmrQSc+Mn4lefSbI14FA8g6wMvp34g9m5wta8KR036AgvHQPy608x2HVMYMnyntMg8RWjQkk+Fx36MX3kd/z5AFgFQQC53GyjrxtPaTqUtWRFALbYBC5c1k2RoApOTcFd5jLwSy5rn0F0cwDmd7sMKk9mRk6BcXfWgs7GwA4KS1812yDhwovAdY0mdtdlC7bDkHmy5Gh/Xs7bBekSW8tR57PQ89Z73XetMleC2ZLwB77ITStn18S4doj86GgcwZxmFH8YPvrTP9Fme/bidBN/xv4z2+RnPyac04utETdHeCibMEZ9KP/mVgOGjmSBeZP93BsaVDXWSLbqED20M0gjUEcDgWsiP0U3vR9WyzPsyfbObyuUylz7WnXzSp+dVYjYMDpBLEcdpwxjTnh+xkOwbZxbv77LNP6ZZNNs92r2Dt/MAVnJ9vfetbJdtrfrM4P3UW1gE/9pr2a/kUWInzY9gYiZHi2YsqA4BOKFrrwkSXuMQlCpCmXFPLXhtbzO3/APqUP2FozxBI0T7ALdHQAPQ6W5DjB5OmZrCS8TG+lE/4jKIV2RVFSXbA97UzY0zG4F7K2WY+e5goRZkFz6esixJzv/lSQMatXeDT/8pZ1H2nfEab6MeZ8lycBOOM00UZKZkAQkQ6c8IXI8sohV6ep3SMjSIUcQH6Z4lq1utGSQNYaCv67Mf8ZJQ4fMpMjKVWNEAExc4xMR5rbRz6V9qERi7z4/AwlLIeHIUcxTpp70X2M1GO9kAAuHn5pjWzhm3G0b3KUESXXGgCrCWr6P6MPc/7P++e4oxwnGQtOKTAo3FT9CmnxH/G5gedZBNEj/I+HACLIq1T4ujjfiCJHLgAT3sGRGjJVPtCuByhzdhwYvACZQqIU8bJ+tXrh/esASMbw6hf/ASAy5y1F5p5zjqbg4AGfk2Jo3XX77QLD8Th47Aa+xigJBci90CTbF1e3jqtH2uGluTbPg/0ND/gjgPj+9YI4ukYz6td7WrlkIV6LwR6WROfM74MqyACYGct0Q5YcdFzMpDAx1jUT5abzLsYfDyFRmht7MB4XvSaORuDeaAf55DjW1/REaE3+WHUjQcPynZYdwCfw2yvkYwwWgPkyXriZXS31hyn9sqBLGSXDqCDGHsXmcAPG3GSZPSwvujunACYbCteFZyx/tY+p2YKcnCiyTl6GDd96Xnjxc/427rTJfiETUFn0Wb0GovqG1P2UVpHvCEYJjCmDQ4mYEX3cMqTcUJzPLaeEyuN21xlmTnsIs6yd9OuZEA5t+SCnuAMAXnJPEwKTKAb28Ee0U3WFyhMOXBb4pPgBd2In6Pnpw6u+RKYtCbaIG9xeudpY6PuJfMcFRf5qqtIZumTTudEchTwhPWjZ6yBiz7nuNA3gDV9kAxTHdDzmb6jw8iINtyPt3KcNBpyVvEouz/PATV0kvWng8mdQJDTTOlll3YzbjYLL6fUtqWFygx8Y24CTXXZfcpOfaY8juMS/JbAGR3MDutDVtHnNY7hpJH1VMEIZCSzOW1dYBL8JTiGZmRWQMg6OMBEkKC+yJHL+Grnhz5UKYAeYweJGKsqCviC/qejYZ9+LZcCK3F+4t2LYgECFIRIufSji6JkfEVzCB+hYqzcC+jXjshyp7/+1iiW7PtJaQRngpLxPyNJ0TC8DFpbGjfWM6Nq3ilpm3a/aBBgQxF5LmOgLCi6gDuC6W9j97su1wEKOBk+B9DmKUWIciLYSokoDJeMjaO60aDd70A5W/PU2FMqsiaTrtAimZ289NK9dfTZ92idY51FuYxJ9ByQTISwjsShCWMj6wRAmjcw6CcZQWBIBE/7fqwz45RyEAAmJ5/JTlGM1t6c80z4wXxTimYvW0r5GI82imRNs5k9J5uJjImmU4zub0+/S40yIyRqBFzYt+K+lOm1EdwcKJCyFdEtGQRjZzBkOxiAjFGGwdwBOXIK/CjVevSjH70nIMBhUF7WGoZalgNarRGQbXwywimFMZ4Yt5R/AUwMAyBmTTnL+CNZ27rkCy3wme85VwykqCK6uIBC4/R9AidZX+0CpSKFDKrnOQVogR/yPixAzJoCs/5muP10lzMAACAASURBVJQ5GG+CEZxuRpsTCVTH2TQG9ySggx6cTQDUmMwVrfEk50lpJdrIBAM/HF/zxkfox9jKwomC1hHclKQKUKCx0jhAxTzIvICUdugLc0mmQhmYDerZv5cgjYwJ8DnpQj/OkYwSRyIlxfgfT+qLXMxSb6997Rm3duI4Ru/m/VnGzWlUliJIgmZobb2iD30vwCICa07mwgkEmNAEDa2tZ6ytH/rCuGWLZGqyLwJ96DngdFawaB50BJkGuuhI+tF6cxqtpzWReZf9JuPAlsAXMIhe2S9R9xl+rdcike/999+/lPtySIw1+x3pOoFIsgFsJmpPpvCv+43Jb8EcF97Eu7Fj/scrnjE2exrQj97jVIqq55ju2pYku8TW0zF4OHssyYV10UcqNjwbO5WSdkCSo2XtBOxScjXNRibzi8/1N2lPK3roqw5QmKd181l9TDS+yr649EuHcKyBc8Epcmqt64Bt7G6CI4cffnixPWwG2agPHRLkCf3bubFH9C3nL7IUfRf7ney8z3PSm/lxQNFN0Mqpg/Qce9Y68slixF5YT3Jk3ckOfkBPcxE4o5/Iib7YKTLoc3qJnrXm6FIHTqJ3ZVKtqawqvjCn8IUx64M9Z6P9Jhfu1V/K6dBIUJFO84xxaAdNzVlWM7iNnUbb7LezRuTLnLKnLHvasu+SzWVLrSudWr/IO5U/CZrpl/6jJ+ALQSVrpe3gkJQh57cx0EXsLF2GJuhLZ7FZkYNUJWyVjOcYlt2q36/E+bG4ALAIhggUJkvmh2EjTJgSk1GmmE7UEWDAEAw7o4EpKNd4/YTVc9rDEClh8Lm2ADaCHSHSlmiA8RBCgCaRyXaBEjWMA+FZc6gzRpu1qAwCwAmYihLLWgCNDMt6LjQBZiiWHDU+j/OjT0KLZqKaFIQrwD4HObRAAXC21oCmKKpos//Xujzf7q+YZb4cK0oyoKA1boAABQ8IMP7mngjOLO0HxM77HD4FGmS6OK6tI2O85otXjQ1/kx+R2URW8WPtzOBt3wHtggccQWUP0644xQyztUIPY1LWVzsFaSPHkWc/Bxlj2Bg6/TMoUvUJbuQ5RirANTQjfynn8FuUS9aI4TVvwIMM6hNQ4iArVcMLnH5zzX6+gCO/A5pSuuiegHvjoDNcnGdz1E7K1TwvmsmAcWSMxZVMYzLOPpvGr5kjHUXG8s6eOH3JIsa5cD89Z3x5OS0n3PcMbV3+gN6ituYn0pwSE5FijkcNuHKYDH4zXvsOOXQuji4QJaNTP2OugATgrf9kx+P04S1BBZ8zwqEtQ8/BpNd9Z++ZtjhSgBZQzyFHD5/XfU7iUTRiH4BK80AXcwc8U0YKQNI1HNCsobVDB44nnaZPWWZOTkrx2qAap1pEOI4jPeHkKXysrwTxrB+dJUMcEGse5hP74F5/6x/Qsk6cY7xDzxkHGUtWGzgkC0CdCLEoOLkVKBFJZ8sEG8x91j1AKSXCJ2gE2OEBznEy2xyJZA3RLvsF0VvWK/tyrA3ZDc+6N86nuQOXnHbrYv3xjs9bJ1cAlA7zvL9tWE92BF3RLHt73eMnlR+p/tCPqgK6TYCl3a83iY9SARH8YC412I/8kz0AX+CBHgPgs0fXODxnfPjd2OoyJ2tLR7OBgrYpP6/HY370HN6yngIweE7bMnXseUqjyDJaao+uMwd2DB9pB6059EA1RzUHDunPOiUQlCAebMXpdq8+8IDMnrkLGLQlb+TOHJNBwQvGwkZwblQWWLPsqWOj6BdAH2Zr5VufPqszMgnMCIabhzbIhnVISbS5eFawS3BC//iNXFofJby5EmQRzDVf6yNYwyFPBUfsHX0qS86pQX/6Bb9mv3lOyHW//lPRQ/fhXbIp684ueSb2n55PuayyVnbU/HKqZPjOHLVJfyaQij5oqj/6QTBH9oeeiB6xLvogz/1aPwVW4vxgnmySBVyAJMpeCZMyF/9jOgtKAJ14pGRCGQnmZqxFDwgBpqqNViJEOQ0pRipKmqBpuz0dhXHGsAHEAWUBUIkmxenRL5DhJDYALHsuYhAxtH70l5pzfWBszEtQEjmt95JEURFMAui7lEcRav2gizaB4xzdrIxJuwSUIjUPRg3orbNFDANwWjsNBMyaGJvvtaWUhjIGFKRYx0BJy3Keo2w4UZywlIswbpSCMbWRCsJP8QAm5oeuIqGhrTmJhDI+lBelCKQFWCTjRlEkYpcsgL4YfftkRG4pKODIfCdtuATaKHY8EbC7XrHCOynFqGuPs2ndXK0Z5QYcWgugN1H+2lkgD/gOKOIgxTi4J4C3LkdBB8oRTWyyFGVb68W2axlln6uLXisTtxZd8LDMA+AmQ4EOtROddUqpZ7IMHAyACM8AAECNuTLU2gBa8bB5MvyiyngkZWXrXad5nguonvaMdeWsiOKLjAIXeb/TPH3hYU6J9YvMWAsZGyWka12MK8e4daLJNXlGX5eMAr2Kr5RtMKzt3rFENuuXBFuLRGFnlRH8Sl7pdH0CrcZBLqxfe0pVOzc8QvY9xykHfAG2ZIGVoNBdsSHGF2cNj7RXAHUbxKK3yaK2jSn74Kyf6H2y6mTV2M2fDNNrya5PWpc4Kyl71S5Z9xzHg4OmbXMgBzlUIEE54Insi1Jnz1adtTBfsqaf6PhkSzluAo50nsxs9hFxhGQZAjCB/Dj0Kc2jW/AA3SErYI50I33EHpFFehTd9Q+ksdM+p8Pp0mQcaltiHvrG4wJeHGhBSGMn48kk+N/f1imZjIBp2SxOD7vhsBlBwGkZOLySvTiyBviCrq3fn2XtOJtkVglfgl/slz2MxpAXLuvL3FveNSf4QLCN7Z+0X8NYclqgPjkzeBo/yBIIhjkgIwEZbeIF60cfku8jjjjiaJUbMAFHSaYIrcm75wKOtaUN668NPGUM+J2jYkzWt86aGxs6pYrF/wIhnFrtcQBCF/JAb9N79Aie4Rzhm+iVOJd1Cbk2U4LPwccX+AF/1mXm7tMn5y/40dqhP/zDxrOlxocvZAQ5J/gX3ThC1o5DRpbpIfRgq1RtmH/2qRkf3idrggcCcZxYOAWeCD7VJv0Fc3HIrDcaWsecQmtuvlPuK6jHbqEVmqY8nf6i13xm3NpJOSHZkgWm8yUCZK4ScHD/WMntPDZnN967EucHYYFLC0fZU5Qujo9UeTaiAzY8aaA/5TuMr42oSSvWRivlXVHciU4mghQm01cAF4FOtDJ9UGzJXMSwYFwMmtPIclKYdsLoDJX7sjckp4dQnu4DRnwvCgR8j9X7m2MLZJOKT8qd8KUd3wEwjJj2CXCbsahpQchz4AM6eg4tMn+RdiAAeJo380PhoiHnxFrrlxNlfOhi3HX9d5S7MZg3Y2IcEWigx9jMSVuMFnCAZyg1P9pwv779LyKqnUR2/B3HL45HDsKohd16Si1L2zMecQaBNH0YA3DhvtQM50jx1FWjLX4K+MIblGCOmfUdB973KYHD98laJE3fGnFGShkFJW0sjDPQRGkaX1sqh5bkyLxlB41vrDQnRo4cAQnAZt6vJNqkXEzf2kxdeNYgTia6oj+gZi7W3frXfFRnfmKk8QanVgmQ+QBHyhkYNREzmThGwRjIIrAgaMKQ4SdgwFjST6JviRL7jUYMU/YoZVzGrP8EHcITic76H38BSoyfbLV11p7/GUgADE+6h6MOLJmH/kSQrRVnw3OMp2dj4KyNMSRr4B58BWDI5moje3PQmV4BOPSL582VMdW3H3sAZCS0WdO9PhwEDckRsEAvAanK0fBi/Uz25Cm31C/eDVh2XwI4k4wmemrPGuadZO4DWkVafZ89Jnh0WqAFL1lrDprnlNFy2PAX+UYP5TJkCv8GHExzSIwFLwsecVKtGbrjC3IeByWn2aGBKHFeeZBMRa1rE3SZFUTQsQBjAlp4mv6p28RbSggBuhx/PWv79X3AtTngA2PHAwDwtIxw9qu2TuJY/9ZTlFvwJJm5OqNAvjkHaIzm9FU2+NNTeEvfyaKlTMzvBBrjGAnsAIQydrME69CbQ0I+AeUcR29OZBLI5aS3V3g0ZbhsMd6L7AZf+A2o4nljVKo66V1u7KO50pexPZwXcwb+OT9kxz1sCOeQEx67lvHFMWFDBF2yxwjdUyaaypicgOpZlRnkQ+ZG5in0j+Od9hMQTsCAsyooY4xsEvkgQ8ZFDysHMwf3c4g5KhwN96MhHWK96/0rWVPOD+ePHAtAZMuAsdFx/if/giBkvw6A02WeYcONgxNlr69gp2AsB8WVfVLWBY3IPsfEvMmEvsgjmuX9a9YYj3Ho6GLjZ0c4d2ywElr6RxvWzFrgL3iDLsl7rXJwCT7Vl7bYVnyY15rISCeobb20iX4C2vo3D3rfmPBgm6kbk83+/dEpsDLnh8NjMTFBgNXYYmAqijvpS4JFAPzG/KnBTh1yXb6TCAMh9z2m9D2jR8AY76TXUw+rPWOM0MfI5SAC92knUU/3BvBm0yBh46X7n5GmtIANioHi0D8jbXw5ypiyyByS/TJuCiwlfRmLsWuDECWV7ztGP2CqjgiEVmjtGQJu7gQ0WYIAW22k9HBsbervUxedsgB9AHr6AxJzulrt/FEASgREJbPnBC3NDb0Bcs8lM8dQxbEIreL8xmHMWvvenEIX7bunPWnGHNzLuaYs/a1PxoEzGSeX4g3/MES+p7xkLyl1DjuDxQijn/7iVAZQAk7ZOGxcxhdgix/ws3VrHRWKUf0veuXEGWULAKnTEtvopb7RDt1yVHIb1c+805cMK2PlPk4WECbKy9ExN/20GzW1n1LV1NFb7ziH+a7mE/weMOVexgIAAkoAfvMXbVOm4G/3MwL4ggEAfDkU2gZGRS5Fx9AOfUI/90f+U5YhCpo9CjHQ5Jcs+Nw6xqC2UbWUf4jQ4UNtATn4hRwBQjFEAWZ+a98cBBWMQyQ0egL9jDHOpL4TqHCPvsg3mSIjIrbAXg5u0J95+p6jEsDIOOb0pQDCnMiFPoADI4vO6CD4FH1VOz+AirY5SOTWcw5uIc/Gp1QOKEnZMv6w9gCPSKwxWxu6Hi/ZzE8HolcODfBs+x6YVu+YIz1q/fGzyLrMYEpVlAMqG8qaoSHaAILJbqFt9In+gDYOD31g7dCZ3GfPSQ6YiB4xT/tx0BagArKS5UQnYNactG09o5fQVxvJBGsnwEiQQLYnB4u4D7jh7BibMieA1m82kx1E41Q41E6JueNJ/ZBF/5uv+ZFpewfwjrGmzIbMc6oEGvPia22ih//p5nkvjjd+Mjf90Cl4ruYra6FkCb/icQ7xNEd60hi0JxgiMMrpb99rNekZayLAkgNwzF87kVt0F3Dwv5JQPAYAk/NJGcQx2uAPp4Ol/C+6yXrDA/iFc2sMgj9KuOq9gGu1z47JJpAzDlNd8jU2pvp760yWOCbJarSVGcnCec648T0n3Vg5uDkJku5FN5lqWSmYh952mWdKa+kNMl87nbFF2pOVSfZybC4ptU0/CW573vpxOsmLoKnxxkalakT7MunsnWfRQJvGaO3IHPtCDvwPD8QeBX9oi1w6xY1c57Uj5kfn0iMcTIEHAUU6MIE1OkfQDN/Rq+ZB38IR5Edb9Cd64gtOOzmGGbQRPTpGp/792hRYifOTtHPAsSgW5sJw7UVpSjWK9onE1FeiBLMu6Kz311GEtF0r7DhDARO14Ykw5ThZAkXBthfjytiIeohoY/xW2aTPRLnGolk1kJyVJnGGAnxrwDdrG5PuC61j8OOsTWtzrfVZ63NGMlkK7aJXHX3LWqBbaBmnxXeAI2MGGKlpZ3QoR/XdKdGgrBhw8xAdSuQp76IRqWF0Q3v9hIY5ltwzKYmYtoYMl2yBtgFjbRojRShbgF/0lzJG5Xsi3bPyxyTaZ145iYdRNk/GQXRdZC0Rbs4dYJkM3Nha+t7Yxvg27WS9ANvsBTQeUWnACW2ti9IdIDwghJOptAbQrNdau2hFXv0A4zZ6A5Vq44FneoczAjQrE0lZySQHMeMMmB0rrWlBXnh0PXKlz0TCE/0OUGvlo+Z7fXGsUpKVUlZgDnC3xjI9ZAk4ZnxF6eN8+VzfDH2ypAAMQ4zugJuopyDPWEZxPfNunxGJByDNSZBCJi3r4V5lQkBBvXfTOpiTfUYcnbHTlQKM0jeeSvlxneHEIxxw4NNFd4h8kx/8Nu9pWbXdqXlnEt2AHusHcNIVHKnIWl5AmhflcoKU+8igJlA3KfBT96NddMgpY/SOKDgeoMsSiONom2ve05coPD0mau35VFRYk/Y49HZuIv540DP6EIRIRiS8i+7Gbyz4D61kjziJeYdVfYjNJPqZnyyn5+2pwkeAJZ2gPWuaQyFkDjjw9DjdQZZyAqwxZk8H3sjrAwShUp7O1sti0GPJvAPC5AWvoEvK6s1NIMKYEtDN2iZIah2thbHSY8muc84cDmAMgiMJ6mjHeAQg0CxZXHiDPMT5zwmGa+kptM3hJJxFjioQb+05K9Y7dEmmnWyyrUouBaiAfMELdOSgT7Lt+MlasHewkb+tVy40jA30t/ELpFh/WIuTyQHDI6oE6PaUcpIbWBKdavlm29iQVKNkXGQgx2jLIgkM1cdq17xlLbRRlxmzndbNeuvTni1lfJwkzlT2i9W6nPM07bUQ9Apacp7Ik+CwdZl0aMcydO5uaWMlzg9icg4IhWgW5lDOIuWIQQglwaYIRJmVb7SR8628IISXoqRw1CBTEhSqSIbIOSdPxETqMiUVOTFrK89rq42NAkz5YxT22Ml0lFqAHINnP0qi5jX4YNR854SkAE99+Ykxwad5GZv+AXTRy+yf8s4eDkqyDrM4AcCD+7Wjb4CKQcl+nqyB+mTRdn0uciXyRP6k5PEuACeTxPDEmeOcK3MAaoAuv5etbGMIgAHRudpAtXNMaZi1Y5CULsgoMF71xk8gKqdMkTu6hLPTXpwtBhkwyJu0F6Hrqp5N1LE25O2m8pQ3JQNpjrKVIrN1wElWBs+iLZ6nowG6lJrSZ4w5cMHJwB/kjU6TfRwD7MugCedHRF5AgLOqBAW4NC5AwBgECtTUkyE8wc5wlK2xMsn2pMlZxqW/lANlDyd7JTiirFSWAx1y6AQd0Z7+NUs/s9wT55a8mJd5144nGqRs2/qSV6BTEDF7U8YcQHpB29Y/egtfpboiAUwOlr6ti4wXgG3PjT1pgDYnW58AOfoliDFtnrIK7jdG/JX9VqmISHk5+hsnJwYgxK94PSdvTutDNoLzTt9y3GUFYxfMTbZbRpTuqC+OB94nd2gR0EnvkBljzWlgsRVohI7hn2T6U+Kc4JX7jF8wIS9Bx+PKodAh71eTScghAdkPjCZxSDkpdQZE+9YuziuwnAy5zziX7Ymfk2hnbCknxVdoJPjmgm1kNNoXHfvOvDm1gtzkkV1VxeNqg1XomioDc2RL6Wv2KZnvlGOjKX5ir4IZ8aJ7U9VjbuEbY0cj7QiwCXKii+fZm3bsCXhoy9/upUs4OJwoY0c/GBbvcKDaV02gk3XmfJkXfoNt2Sjtade61tiAPsnpmHQuGxZZ9Cwe5JBzNlMOmHWZRX/0eyZTYGXOjyiOBcVw2eCVEoF6r0f2sGAWymEVBnZR5sCslDeGNqecAEUAROAIk7IDijtvRG7LlRYdw254fj3OT7J2lA6D1x4dmlIUkSSbC2UYGG+gJqU81pUSTRmdCKG1FIED2ClI+7ucZiVymczDNAPDQGUTqnY5x+qo24syFxUE4hnFFuiuZ90ZF1Eoma/20j6lzolTE+1efDwGntYzDnLBqJijfhgZYHVSRjjRfBvoRWkZHQbfeOu9ZMYBhABmSmPQTrRe+ZBNqhxMlwCFNXeCkCjvtMzPeua2Uc+kNh1P4iF82eoSNFWikk2/+Iz+zQWsiUTmdMh6/5x2ASx6CmBQcsm5cAG3jDRDLLOyig23osBAq/GQrWSqOD9An7njgZTUirRy6gE3pSLkCs3mfZkmHkwZGdCt3+wHIa8CKV5gm1JFawGQzQIq5+GNOD61s8PeJHDjN1rkBEZBkrwoVekPnYYWYydDWXNOMlDH7nIw0Y2eC2j3G73Zb3IoOs/eCeThEToCyLWvS3v06Bg9jD/78ZLpSAm3OaM1nqQbs39GFFyFRexs/TLptWjLIaTXAGFld8A7mgXwcg5kK9hrwSdZeXKEt2RKZQ+yBpFBANScI2+cYeCcbgGw6SE0i47yG89qh+5zP2eC42ju+Ew5G/tRl4inlDbZjzg3noGpUi7ezj0HRrjPs8Yd0D2pLLl9vt5LqU/BIjzvMgeOLrtnrOQLLdBX1hC9zd98ZKg4DMbZ2i9zy/vyUhKcw6mmyQkeyYt0a91tnNnLTF9lv2MycGgRZ1CAr+bPvFcvR2SjWQKfxkKHkvGcPpiMa90GGUqJLf2YjFJeVI0/kvWp55eSuWT7jcX6pZTW98ksppR7luDqPLpmt927EucnChxxKddEFCjOKPHUPuegAUyQvSJbfVEwpr0gUQLmFcXnM8aJwBEGzJy9Qm3Z21af52aPbz3OT6LfFA7HR+1+ShQZTXXXgHQilJQOoGDdPOuHkmHIU3KXzYaAAQWcN2VT/PoRqRtz2rPnJ0pZOZ7NpwyOLEtOiQNmOD1Jx3PKFnGA9AvwKyUTxc57loxZOSBQA1jgYSAnp6zpc9nKluGzFkBETtgCPmShRGr1aY2sO5oEGDAkxivqnD0e4U100q7nPWt9RODcz0iKstFBSiZcdBGZ3AjnbiPkhWFPoCUgqAX2OTmpjWIbD5qK4HJ+6aRkNfChtQb6OE6cDg5knR2VSVE2l72VqwjgAJYyGMlKAiyAqLIi88smbaASXztxTABDBYESHfMzhxxXPOua4BsZAj8c89ABnThVHEegpz4ifSOcn4wXTycTTTexj7UD5Dt6iPMhO+0CrAUxcvDAtLlrX3tk3JxyMFD2nOZAGfPPKYGTghSyiTKzyssETcZemF0f6JOIOzrSn/mho/CrEif9K4MUxBDcyLG/Y7aUcybaT6e176nSb/QG2vpbabPyZ/2p5nC6Gf2ODkB19q3hATaFnkZnz8uY4z+yRkbwksMllI4FRCvxwqe5BOZkWF1Zh+wB0oZAhiAO/ncvnWVs1iplhnXZfJynOF+1LbPWbFi792YSf5gvetDPaCebw7meZW8Ou0WX2NtG5xoverXlwdl7baxoFRsap42NcBkv+5WKAfSNQxhHJZlKOtL32YNr7XJAUPb05eS1zBtfoyf7n32+ecdY9p3jN/RGf2NBl9qZ8RmauSeOezKA5kOe6KL6Gff7H53p5JQ9kp1UqQQzat/4l22LZ9WLO+m+lTg/EehEkQLe6lr6OsLlc8wTJbjVCW5eNTOmNCWGN0qd0Oe0NfesomZ+q9NunvHVTrTnsslxWhtRimtFqbMOiUCmdjylCdnD5PlExbNHoFZC2skR3bPyrT4SXaMYU640KZOR0o84S/PQrb63lrO854o8Uu6Usnmm7M88zTEbX8ccunnHVMtA9lbkON612gKGnbrGCeQMGW99dHmMYerfs+7ZTxWDn8xbvWds3vFvxv1oVu95sSYtb+ND4FxkOScLMqSi0UAZMJLDCnIyHECB7zg9avQ5E7mABuVxAGAyCKvUX/YXcHjqfT3ZmEwm/S0Ale/NU1YPYCZTAA3Hfp5LtF+Wq77IqKyXSDY6tI53W9IzT39j9+LXAPS8Y6Z+xnf4ADjj7LvszbC+rX2a1FfALJvE9nomujCOUTKNvpP1AYL1pRRI8EYwQokT4LjWC5XbvuPARbe0Y41e5hhwbpPBNTfjq/eCTKMhAOq0L+WfOUWLE+H4YbrH+Ok/fC9zoQxNAAXf+F92K8CcDvZT7wOS7fHiUA6f/Rsyo4IHaCOgwDniPLQXnlExIJOolDROQsp8zd8cZaqMw8V5c+onGU52rd3zhBdq27Ve3R07GEdU8Ei5m7XPfrJ2TuTR4RLoS0fnEKlgpHYs9cmMxhz6uq/eo5znM6/gJ5+HRzPOmi9S1ls7HMnItDKU/tN2nL+UgLrfs8nGrRUUzLhbnUA3t85LbPIkPJN+PJO16I7PmLac7fuVOT+zDaff1SnQKdApsDYFgFm1+bI/6uOVrI1tdt5t9ATSGN+8dwL48MNQJ8rdRuQBMwDRgSzAvcM70BZ4Ud4CzG3GlcwgZ0QJmzmtdQH6QJeySGU2wGzKfcZeM9C2KTKvNBBdZIWVLcs4qL/neAMlG+nsbAat19NnnOD6HWbraWetZwA+jnkybByr9ZRbkgdlWxziOHqcfXztO5kB7QoIJWPKiea0KB1MMKXe98jRNG8ZN3+nLIoDBMhq03ecHxn19lQ7/XMQZOBlb7PviqzWAFcfyk/JAADPwZRVyWspxrJey1oPsscpIFMCK7JpMiy142pbg0oK8pITzDiO/eoU2GoU6M7PVluRPp5OgU6BNSkAIIg6ioLKRLQnQu520gGLALuIMFCklCMvQvaZ7wGo1hngVIrqKufgTIpQAmQBnZv1XgklZzIugJ6ovcyUcSq5AsZk8pTFibBzdmwKTkbAnAA1dJjX+UEnQFj/nJ/sP0VLIDlHS+9mfku2WwYAzXOi2TJpYv3sxQGqlbHmXVPzBjzCC/YN2TM07eJYcErsEfR3Mmr4sHU0ODT2C+HFnDCWE7/Im/GTJfuMZII4NZwBB2ZwojkK2k2ZFvlrr+whxY/0nwyb+zlPHP62fGuZ9K/b4szIrponJ2gs+0v3pNR/o8bU2+0UWC8FuvOzXsr15zoFOgVWTgGg1KZSpVCiqkBKv/4fBdDH/pgcG5zTEIE0EXTgBYDLPjVPppxClkVZobIV4F4bSnvsOZhUarUKuseZA7Y4Y9mvl7KVlGWqlfc9cKl0KaUp5hCQOM940UsbgKXIuz1ygCagCnyi624vP0FntLEG6MIhmdcpGVuTZH447Mkw5J05Y8/W33NQsodYWZpDazi2nImcHCZbaC+gUjhrrE8yY47Zx1mXqXxm1QAAIABJREFUbPmcY5MyfvygDBCfpByN00V+ZFw5SNnvnPcV5vS2BCW0oa+6JJ7Dx4lKeW+CGZmfZyZtop+HPrPci1bZuqC/lEHWz2aPmN8CFvMGHWYZR7+nU2AZFOjOzzKo2NvoFOgUWAkFsidAiQlAISJf70/IS4dTZ54N0esplVnJhDagk9S/azp15HEGfAZY1cA9+wpqGuUIX5/l+PP17htYdIoAZva6AZeANiCb09isf8rjrHuOa17kkI7sxwutjCHvZjGfWfbRLDrvrf48gJs9Z3FGN8ohzIlw1mNsX+BadKszFZzlvCQ4Lxavn7O+OXzJ34B8uydDVtQ9OSzF367IkTHHMYkMZT8wHs1RzPX+EvpK4KHdD2wMkWd/5/t8vlF0b2lp/Jw+sjXp4J3sUUGLHNqz1fm4j293UqA7P7tz3fusOwV2BAVqwCE6mqi/zEZq+ZWSLHJC3o4gVJ9Ep0CnQKdAp0CnQKfA/wYS/idi89dOi06BToFOge1MAU6PI7JlBrwTyT4N5TjKTJShrKIsZDvTr4+9U6BToFOgU6BTYLdQoDs/u2Wl+zw7BXYgBVKyZXOtN3g7gjcvhM1pX0pCVlUWsgNJ3KfUKdAp0CnQKdApsKMo0J2fHbWcfTKdAruLAjm2Vk29WnR7gWxS9h6Q+s3fu4sqfbadAp0CnQKdAp0CnQJrUaA7P503OgU6BToFOgU6BToFOgU6BToFOgV2BQW687MrlrlPslOgU6BToFOgU6BToFOgU6BToFOgOz+dBzoFOgU6BToFOgU6BToFOgU6BToFdgUFuvOzgmXu74RYAZF7F50CnQKdAp0CnQKdAp0CnQKdAiMU6M7PBrCITdhf/epXy5ujva05byH3YrK8b2SzXhi4AdPtTXYKdAp0CnQKdAp0CnQKdAp0CmwLCnTnZwOWSabn29/+dnm3yAlPeMLiBHkDuTc3+8yLGR3R643h/eoU6BToFOgU6BToFOgU6BToFOgUWA0FuvOzAXTm2Pz+97/f49z88Y9/HL7//e+XFy6e5jSnGY53vOMNP/nJT4aznvWsG9B7b7JToFOgU6BToFOgU6BToFOgU6BTYBIFuvOzQXzxhz/8YTj88MOHQw89tLx/5B3veMfwjW98o7yA8aCDDirvIEkJ3AYNoTfbKdAp0CnQKdAp0CnQKdAp0CnQKVBRoDs/S2AHe3z+8pe/lEzPz3/+8+H973//8JKXvGT4whe+MPzyl788Wg9777338O53v3s4wQlOMBznOMdZQu/zNSErJRP1u9/9bnjd61437LXXXsN5znOe4fjHP/5w7GMfu8zD3qTtuifpqKOOGk5ykpOUzNtvfvOb4QxnOEOZz1oXelg/6/b5z39+uMxlLlNuVaq4Ha8///nPA8fb+pmbuR/3uMedOhVlmn7whXs568c85jELP6ONdpRrTqPjRtHKmH7xi18Mf/rTn4Zf//rXpWT0pCc9aVnXzE8W9Ytf/OJwkYtcZDjWsY5V+Hi78K9yWHM82clONvz4xz8eTnziE2/LoAj+8XJZesTf5A+/4EcXfWftrM9WuH7wgx8UmT//+c+/FYaz0jGQG+si+GZNyAqd4X/yHtmxV7Vf4xRAw9/+9rd7dNN20T3jM1vNHfQfGrI5eC62K1gFb9o73a9OgWVSoDs/S6AmY0/5vfGNbxye+MQnDkceeeTRWgUcGf9zn/vcwy1vecvh1re+dQE8QNpmXL/61a+G+973vsNLX/rSYvxf+cpXDqc+9amLM0YJAS0U0Xa8lBZyXH72s58VGp/pTGcanQbl+oAHPGB405veNDztaU8brnvd627b+eNFDmwMiN9jgBPo5vCg1ac+9anhUY961HDKU55yeNKTnlR4Ai/4WbVRNxcGkNOz3377Da961asKb575zGceTn/60xegpoTUOn/iE58YbnWrWw2Pe9zjigHdDhe+ExzBr+hPR3A+N8PJXJRe1kmwAe39HQfUGpkj3pHt3ir7HAVJ8PSJTnSi4Uc/+tGuK0G2Rvjvpz/9aQkmcIY4r3gRTfxvrVYt84vy4SqfR8NcdC5e3y66Z5V0GutLYAvuwHP+pjv8kE+f4cHtGowcm3v/fvMo0J2fJdCeEbnHPe5RytkCOjV7utOdbrja1a42XPziFx/OdrazFQNLyEVFgbbNyPzoX7RZhuNrX/vacNrTnnZ45zvfWcZKwWx35yfLSYmaJ+DvoIlpl3LES17ykiXDwDHlFG7XqzbImcMYgEEnwAc4vfnNbz687W1vK/z5sY99rDjsjPpmAXLA+elPf3r5ka2cdgksvOAFL9g2AIRz9+lPf3p42MMeVgA4p/OGN7zhdmW9so9RYOXsZz97CQC9613vKjrvohe9aJFF2a3NCvjURM2eTHKB9py2Zz/72duGb5bBIGyQNZJBla373Oc+V2zXGc94xj2yvhn2aRlzW1UbCc7QjcmeC3T2a3YKsC32Q3PA6QY2OJ85MZdNuupVr7qrZHN26vU7F6FAd34Wod7/fZYR4eAw8BShzMGVr3zl4RznOMdwwQtecE/0THQXmKMgN6u8haMmmnLFK15xOOyww8oBDEDKTnF+vvnNbw5f/vKXS0ZLqlxGjmKddn3yk58s9LA+1u6QQw5ZAldsThPmy4CI2uJFBsWJg9MuDq8yIPde6UpXKvQDVDlBcdjH2tio2XLQb3SjG5UxiaoqaVSu5G+8DLzh3Qtf+MLDDW5wg5KxkkEZc/g2arzztAswKT297W1vW+byoAc9aHjsYx87TxNb6l4ONFCtfOr2t7/98IY3vKE4c4IJIuMiuWMlmKuc0Cte8Yphn332KXxvf+ZuOoBGhpwccXYE7fAdWXrWs541nOpUpxq+9KUvDRe72MVWuRzbti9Ovx96lB7q1/wUYLfgkQ9/+MPD+973vqLv2WOBy/e+973D+c53vvkb7U90CkyhwMqcH4C7jkoz/IyOz0ULGUzpdml4UWf/b5e9J0qFRDdzvfzlLy/lbRwdJTtKyhh+wEB2RTYie4RWzZ36lRUBSjg9jB+QKwO02ZkfER98gR84LtZfSROgKzLeOoyZi/vcQ2He9KY3Lb/vfOc7D8997nP3PD+Nzp/97GeHy1/+8uU0vmtc4xrDW9/61k0Bz2QBjwCIwLtMh8jXd77znRINsz8LSCZH1sp4OdJ1hJbj8/Wvf718R5Y8x3Cc5SxnKRFen+O/yBe6xPkBeq5+9auXPWtkkRHCF8bi/0Uv60UeOCfGnZKGyLn5tk6W8Tss5KMf/WhxaMmZtf3ABz4wXOACFxje8pa3FIfIhS4Anf+3g/NjLT/4wQ8Od7nLXYrz+ZznPKf8PXahiTXLHg1/u1JS1pYokiEXmqMPPkArwRoyNamkxFpoD6+QyTqiXe8ZqcdKrxiTAIRoreP+BYXe/OY3F/nU3kaUvek3e9L8jZ/GIvDmdL/73W94ylOeUqag5JXse878/GzX0t8x/vF9StzI4HWuc53hPe95T3ns4IMPLmv33e9+t+wFrS80oz/op7aUFvgHVCetL1oCt3jA2lgj/WtnO2eX6DPzQBNOowqCu93tbiXwmQoK9NuufGRN2QDBw/Oe97xl7caqKGbhvXrv5hFHHFH2a9LjKg3qPdJswW1uc5vhkY985JYKmswyx3nuIQ/kA23xipJ9Ngz92Up8Rmev2qbVeD061lhS2mnMsJYApTJ0h3mRB/h9O1wrc34QKpsps4Ga84NYfmK8GUzZiJOf/ORlsVe94OtZtM985jMlSoZxze0UpzjFcKc73Wm4//3vX6Lw5rmVotEiKgCkvT72TwAnm+38oNu3vvWtIvQEzW8gCuhVOph9U7VxZYyBtO9973tl/Gj+2te+tiyhrBtAw2EYuxitS1ziEkXxynwECIw9t+zv48wBq3gJ34jK2ntjriLoFIz1Qy+/WwABUAPS5uQAB3MyNwaZAkVjvykoACaGObx7uctdrkTftOtgDuA1Tvui87VWFDvlybDp33oCDy7zn8W4Xvva1y4OqlJSgQfz2Y4XgMQZUYJqXQAo4GnahYbZW2Ct0Y/zkgMh6FmGqD5JMg5vQC/Z0gaAa50FGlqAhgc9Bxwn6MAYWyNgyNq1pZC+I6f20+A38isSLpPqXu0su3ySHASEkocETaY5P3FuZDuUvbmUS97sZjcrYDxBmLG9ctuR5zJmfJQgy/Wud72iK11k394/9Gsz5uiLXwVJfvjDH5ayOcBHUEKAj1zLGOfKIRh4C6/SOe6JftOetduum9nNjz7zW+UAWgi+cSBhGjIIv4w54luVjx7xiEcUx8O6yeI6UGZRXRsbhz6CWgcccECxV2TOhefwE8dbQFKfOQhhq9Jp0XEFA5snG28bwn3uc59CA/JCt6toWDUWDr7KPqw4NXSFMbJZMsSC1WyxQB6e36wqkXnXYWXOT4x29sQwMojGeIsqIzCQ5fNEt0W9t8MFxDz84Q8fHv/4xxcgYh4Uns3X++67757sw1YxpmgNZAHWMgKcHw7nZmZ+ABKOLycGnRjhe9/73kW4HEbw6Ec/uvBLDY5zUpvIkaj5q1/96kJ7lzYAdwcY2Lcy7WK07PnR/mY6PwFyHJZESWUCGFPX/vvvP9zhDncoBiJOxCRngdICUoBVQJQjxDm3F6M2JPgAuNVX+jN/tKfoOD+MD3lcNELLuMlIcbYFBGSlgB9KU18MwCyOjzW6whWuUBw7z6kLB8a240VvAJGAE96fxflBR+uR7A+9qh0lS4nEidLW0Tf84BmOBx6T2SNn5zrXuQrdkwmsaYh/XIApsIrf8AB+8bcSsTpjpF38hI8coIGPvvKVrxTHm6Oa6OWyj/evszRxvvJ7LZ7wDDv01Kc+tegY14tf/OJSXrlbnJ84INaeTmEL6AYAhvPDLrdOiXW3fgJ5r3nNa4rNA4DYjte//vUFtNbOLR7lAGsLf+I1wSnlTXgUvdnJ7RIpbvmJXNFl5E/2TAXBHe94x+H5z39+0W05MGK7Oj/2MdNJ9DKbIJC4qPySPXSDlR7zmMcUveQSMOY4KkNl39AOn9E3+Ggr7BXcKBuDV+gdWRTZZ8FcNkEQNgEEtFj1lYCa9SfnH//4x0t5sCxd7EPGpOQcBkv2atVjXU9/K3d+DDLREJEjZVcUMSGz8U2UHyHDENshZRxAIkL/zGc+s5T2uDA0o3DpS1+6AIOt4BEDBi6RhWc84xkFEDulbiuc9payCqCK0/LABz6wjFUWh4MmYl1HnsyF4WFglXZlY76IZrIJsls28U+7HEku+m7js2iTVP+qoyzGlz1hggFkQnZOaSLeSamb8aGNKDowQn4mjZXR0AalBdigIQePs0GmgGZlT5wJ/SX6r+RFtg2dOT8i98twfgKOOT1OZeOwWueHPOQhxREnM9ZtrCzKfde85jXL6W6MpKwr8LUdr9b5sen+rne969SpKA0RLUUHhgY98QfQhY54CF3rU6fwAoea/NBPD33oQ4cLXehChS9EFFOCXHdMFrQD0NFrHBpBCCCP45mN8nmmzkTqi4NKrmQqRXjxm/Y2Ys8Pp09kGi2ucpWrjO4PiPPzwhe+sNDN9bKXvWy4/vWvv2ucH0EivEL28ZMIP5D+oQ99aE8VQBuMoFM9J7ujXElJEjlm5zg1SmbbS8kuXqKfOVYOlOHwA7PA1Hbey1EHBW584xuX+cX52QmZHyfCPvnJTy4ZCPLFSU2J8SL6Fu7DK2wTfX/3u999kH0UrJQFYm84Q+SUjaMz6oziIn1vxWdjg9ky9pddvtSlLlXsL2czSYFVYxL0NzZODVsBn+ci82RXUFVwGcZNpnjZ2f2NWrOVOT8UJyOL2XOEIcUIfAO2ACrw6v9EnnNvDCuFWRM2Ub9pxGmdp5zQkmdmOcK3fSYnu6SNlO1RDqLswIJ9P5hVZuXtb3/7nveSeEaf2jBfBocRyub0AHjAyHfa8FnG6bnsn0pEKfdpO+9lWWu/VNpVkmecIvHSmMCMdlLfP83p5HTknTDp0/36Tiahfl6f1qotWfNZvZ6EPCVsSnKUocj8GFP2USVyhC76ALScVCTa5uAC9FZyA9hoW4TSZ+ZWl3nVPCM7QoiBp3mdH4o6USnjN1aKYVZFlfl4zvPoykmWVnb4gotjSn6APJfvgEuRdfLS0hW9rYV1yk9ojUfdry37qPwwLEql0Cj1/4CqyJM9NsB1uy8E+DZPytma6zPZIX37meTIAE0Mn6yU6xa3uEU5aStHco8dFasf++mALY6cLAZDOc+Fzngh+1kij+aBXplH1tDa1CW4iZqPOWrG5NnIfDtGfSXzAwgIRoi2Trscpc8JaS9OKj1qLdvT+RjTjCNZM+smoyjYRH/hudZoidA7jEFE0mWPFXnSB16po8DR0WiHtzghShKVUXJ+UqLXZhBzEII1QFd8FeDj/8jTNJpw1mWa8KlsgoCH9QK6J80rzo9MMbvjf/oFAJs387PqErno//AuuvgbaKQLAdXwbfTAJJnijKIPWgM397znPct6sr0yqTnyOnTP+gJDKjJEojkvnGn6VkDCetFVeXeQcQTM4hl7rGTYfM6x4ijQN0BUst5r6eh55HtV9wac+4138DuHEFCMjsDXi1Z8aN9aoXltV/NKg+wfntXmzEofQRLZGc6HdVvGSZTmwsaTU/qFfOIhcohm7JGLbsWPCfotOztIjvRX27W8GxCvomXsQcqzZ6XbvPeZMzr4nb2S6IHmsVU5+nvethe9Hza07vScMcr4y+bLUMEegrAuGDbVG9sl07kS5yfCi4GzuSsMxdgwPIysiyIU3URAXj+QZOExZGqUs6CUbBTtWotcv6sgALxWIDEm0xRHwHtK9ia9Byfg0lj9LYLrRacUk6iaCDfmMC/GCFOjBZqIqlJsOTWGAWEc8o6VbCSuI/b+jkKgGCkUDowoeDIonmOoWuNHqAEoGQTeuggDowl4UDhjJU6e53Bo37qIHgPn2UsQJSKqqH/jIzx1JDE1vmibzbfolvP+ZSIOPfTQEo2VYgWmjNccU1JgrIx4QBgnxhoRUPTQrsxIwG32yEyiB+dHlFvphuOHp0UvjD3vZ9GH/Wku8wbyrLk1yOfTFBBaRnEkKo5mxvLgBz+4lK3hHeAYWL3Wta5V9jZZZ0AE7aeNNYcKxACjF76JowmcUGrW3z1O6WK8XTJgFF0MeC0jeTdQDDJnNQcZWEc83Br9rK9aciWh1tihFLIQebldlOk0mpm/PRrmoZRuXueHnMls4TUGBw2NNbzHIFo/v83d+uT76I4csrHWOM01h3VwBhIsaGWLww08iqA/4QlPKPsEp10vetGLCog0HvROBkj0FF3IpD5qnsCPccyBXO9LMjfZDn0bW9YufeMb4ISjmiyqNVXCJpig/dr5S2aPfiMfsveCPrKNfueQhZqH8gz6uIfTYm2Uo4l8kiX86jS/aRcDDXy6AtQEDkTilW3ik0n6XZYjm9PXk/kh+9m3kqzWokB3DKxYFzxDZukga4InHJOOduZNnmRXyYVgXDK7ddt4Ha+gV8r/zIHzQ8eaR51ld79+6XD8QLeREVlAcszB9hz5oO9j3+kodgHPPu95z9sjR/gEXxrngQceWMahDfduNA3HaDzr9+afFxML1OFDTqBKCnPAu36PBXTG+kMnepqckBHrKdKudNB3IvJs3rIj7uxNqiYEVuy1XPRK4IFTxblywUzK2m93u9sV7FQ7OuSL7C7b+aGj8jJvQUR2Bw/mtRepPKp52d94fdlOZmiSA5cEFfCTta4DGMvud5a1VH0isOxin5TI0j05tCL7OM3BtRljnGUek+5ZmfODOHn7fKJ8jDTlIdIk4qmUhRJPNBKoxYSUDCFH9EQDTCaZn2kET8Qzk5+U+Ukt/FpEDFDP4oYh1+qXYjdHNazKlhgK5W885WQJ8m6ARJrtXQA8GRNgTE2sqHtdKoLh6tp5bdggB0gCcaL3jssFWMwTIKUUa8Dlc0JM8QCe63F+0AEgB5JFcCguY1H/LIqjLtQaihgA6ckotdkkxtf6Z9O1dhnAOFX+B5TxhLVmJJVNxLAmc6bdnHilLePIG+VlGhhx48B/vm+zGD43XieIcQKMf5ohMT7rxVBbK9kp6wtISd0D5ABle1rSJP6K85MXXlImxp7TVfB/XkLICUzU1P2M6pijqk+0wTvmHYc6/QFQQKw6f7LFAIk4uaY5P3gIGPKcOaCZMdtHYq2AbaC1XvM4qoIaAhwcUxkL5VGcVYGPWfbvAPqyRWSJkygDNO8V+UAbctNmcXweEJZMirVAN/w0lvUJDawRo8a5If912Yh7gEO8x9Egxyn1XGs+eJvMJLpmHWTQgV68HTBWj89cgCcyYCxkQjuynMYzyXApTcGLyl7iLMnSMYZxuOoy3tb5EbSQ8Znm/KCn8WhHhkjk3EXvKbMB3hP4mba+yl4Z5Y985CPlNvXysjpoYFzWcdKeAcEVNNDHvM6PdtEaL+T9JOi/bJDWzhsvGi/9QsbQSGCIrNaXyCx9WQdJ2mz8PM4PeaEr8qJa/MOGyLajMz6yv/Wc5zxn0SNobqzoY6yCNpxNfMseslfaVBbJKaJHllFeO68eWOT+VTk/CaKwg/Z9upRpC0SQnwSbFpnLpGedAmvd8I0qAFnjRS9rTB+hHX4R+HbRkwIm3ufGucu+PTrCNYudm3ds7JHx6IO+oyMFdgR0g9cEYYyH7XWvvZLLvuL80OWwGxysuoEdtva+bwP/yx7DpPb0y9bKDLvofzKPRjlNlr3eiLVZxfxW4vyYCMWZUyuATN6tKCTjj9mymRKjMWaULAEATCh59wGBeYO4NlNyMI1QKQPLPXFM/J9szdi+okTz4+wAxmOZAfeKKDBCQOJNbnKT4hgAoCJ0gF9Kh0T1gU4ZB4YUnbQvIseBYFiyP8Dz6EBglT8FjCSSxhAx5PrTb1srG+fHKUeYunZ+OB6eH2NmhotSALpEg0SFPEs4jMlFScvmMc5x9Fqaed5cgVeGkbMGBFEwKQliREVBlLYAKk5oymZrygrI4XwAPwwpEAkIiIJTaIAl+tlTBhTFYap5Bm05VdqyNwZQncYTyVYlIsVx50jKksj2BQCNvV/IGOL8oIOoE34HWIALwCE1vykHoSB97n9yoq9p9dDmq6afoZTVssGbU+J5cmUueAmNyNaszk+OrBYpZpTRWhv4Ee05M+ZRrzljg0/xuOfJgUhasrwA0CxRX/vVHFGMNsre0H2eC81FUfG5seA7QQpzEEmn0PFYnHbr7B5KX3Q7L88dO/lIRtXmUNFgTrH2atkK7ZX+AO6iobJ9065EJOkuPILmaMmB5GzjI+OqHXy6FR/gFeuR78gxR8hzrdMZPtOe7KNn0calPd+jR661nB96QlbH8zHyeYaMWwtrCAjhGRc+9JlsbFvCtxZt6FB0pHPRGaBWgpQjluvou3HQg+ae41nJLV07T9mbsSUQhhfpjDFbMg+fTrs36+M9UWQu2TnPJEuJ57zLKJmzOli3VuYHH9JBbeYHzfQRnheUolfqiy0AjmyMR0d8gt/oJ/KlzJrdA+wE6fCv0jegF2/lGPZJR68vi27LbGdVzk8CAIKMOZ3Q2tIt1gW/b8ThUDCa4IX1II/eWbiMkiZ2WwaR/Augstf4w+XAAxkGODCYJgGMZa8dfYPvBJzZfwFN2ENAkwMCC7Ft5IutjK1a5ji0VTs/8IqAgj1kAtv0Y0oANyOrAhPBdUkiwGcwmKBljqtfNj1W1d7KnB8GNHWWwID/ebbS3ohISVK4AEhO+6A8nSiTdLhIpHuS8SHwftrsThiKIUokKnX7mDilQCltEWmf1EbayUlo7jFOToWxTVIEqRUFTI1VyRuQL6rNUHEGCB0DwTCLejL86v3d73vjAwyBPN8RUA4Y4xOgK0oq+i01avyUCTr5sVGRcdHP3nvv/f+Nk+FTXqOMTHuUHKNUR7unMSCwpbTCCVWijiLDHDXK2cUIylxRJMDlpLI3a8ghBooAS8DD3gKRD9EgAu85iggg1B6wxYASQAqZQ5SynXvd615lLCIVgJDvrBUjgQ8YCm1zMI09IMU4gBjPoyd+4UxNu/ABOmvD+lFU1hafiFjbAJg9MC3gq8GivwOARXj8ba+SNjkpeJVDBJgBMLJs5AaoRuMcdjD2Dh704lwCk2QOTVPaZQ4CC9ZJdCllb/hYkAL9zGHSKT/ACoc0e0LMBzjifAOi9cXQpWwG/Rg7wQ97zpTtkGNjGZuLNpXQ4ANj4tTZ7zHPRZb86MsL9LTH4a2v6ARzT6ZaqQkn11gBN2OvwW4yKGmHIcfLHHPP5b1N+T5rjvdFVoHJlIK0fFL/b58Q+SC7soyeY8AFHOhW39VOJ4fJ+pI386YrfE9W8MOkgxbwnjWLvsU/ymsEEIBjsol+McjJ7AewJPODf2SA0HOSLKC7rBUd6crzMk5031p7x0IP3+codgEOcuxySqL9UeZuvWr+9Qzaky38ay7WyZhT
<p style="text-align: center;"><a href="https://nikanlink.com/product/87160/پاورپوینت-تحليل-دادههاي-اندازهگيري-و-سيستمهاي-كنترل-(خطا-و-منابع-خطا-و-تحليل-آماري-دادهها)/1126" target="_blank" rel="noopener"><em><strong>دانلود فایل”پاورپوینت تحليل دادههاي اندازهگيري و سيستمهاي كنترل (خطا و منابع خطا و تحليل آماري دادهها)”</strong></em></a></p>
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