نقد و بررسی
فناوری لیزر سبز لیز بوش، دید عالی به جهت اندازه گیریهای با مسافت طولانی در شرایط روشنایی محیط داخلی را تضمین میکند.
متر نام برده به دلیل مقاومت بالا در برابر سقوط تا 1.5 متر، حفاظت IP65 و پوشش لاستیکی ضربه گیر برای کارهای ساختمانی سخت و سنگین ایده آل میباشد.
از ویژگی های عالی این ابزار میتوان به امکان شیب سنجی تا 360 درجه، مستندسازی سریع و انتقال سریع داده به لطف قابلیت اتصال بلوتوث و برنامه Bosch Measureon اشاره کرد.
متر لیزری بوش برای تأیید موفقیت اندازه گیری ها و بهبود زمان کارکرد باتری (در مقایسه با glm 50 c prof) از قابلیت بازخورد صدا و لرزش برخوردار است.
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iiI8DpwX+8CYCZbeymML0f6p+xqde0452EA2LBDOJ4qzNl3vjyu5DiBT4PRWfJuEbfMWM6GiPTfTZKRWYhsPxOxz4uabhZYxua9Fp7MFCAppRp6rzs4Cpb32vWP8tBSsyN3aPvTYiuxb900To5D30cOgc1176ADvvxV/DfhVDRVPJ/5ir2tOcRdnLlyHV7quQ5VImjbT7j1Rtkfcr+gvz8CrWP//3Y06X43di/E/+0cZ5qNTcPnXNInwt/mIrzVOv/8HQuXvW+p23/oc9wjs8vTWvn+kLctBbgTKccwzKqkJY5FSnZARankxXijKYCqZkchHIr8P0xzg930VpaUQPPSjAHiUV1XCo9V7KbpML5UjYdX7IUCSUiOHSODA6VJrVRi7iAYKXm02GfFdOJK7uCqdcmNsM9YTUSyq6RLIe9X41P9x/p8X0UTYBOnPh7EtNUnKfKOaZGmKy8IdnP+k1vStmyiM/Js5qZepgwHSrF1kCMsipvCK7hkwEAcZ4qADrTEfO564mX5fimvJuyHMrAxKuYo9tT+Tn4dDwGI/EQ0HFw9NOWIM1b+iKpMyXyWYKYWtB0kAgQtsPm9M1xJw/ojM8wpN4UCDXGoZhQ7JgOiXXR5M/ClBjC6GnOzs2kTCJr1gI/yT2jogQaICru7fBy7DvcEnWOTO9PFYfs8y7jn/JEWyfiMoy5aLE75rzYa19ARyzUEnTk4i9MiiHbIs4Wdg4m0klrgk4I9oXfDgTKCUuBqZJ/ttTYdF4S+Cr1+XiEOYSAWNQ5O4AkAcuetjX3b5LM5lxfCMNGCBObH8MyQgR8Aty3U43UzClIzZoq0+CkZk5BzuQrevV3/P7FizGkoB5DuKItsYip1xKL67iZjaXFSShphHvUfCQUz1G+HAE0o5fy4FA9Vsc1bgVcY1lcjgwQHbdagU8ZExHElV0J98RmJJRdg7iyKzD/jmdPPfEobcY1D9hl0pp5zZIAIx9qiV9ncGal7Gv4pUs0UJJMh5jKdIl1UDNz6WaxCnaOl/p0lHnuv34zT447JKdSrj/mNSiAI69eNX+XL/A5MB1HwDBMU/z77xlmrsqme2AzY9G4H49+vmZOM4+X5+hAd/Do8ZNe7NOvvqfPQS76TuyJfR8z0LFF8OugcHZOte28w8dOqB+ENm/qP+GfaXYDeR/Zvt/Nve2Uc+zo7Db+Nn4s//MT2jFjpl2r5k/GUPOjoK6b9voEOl59MZeLvQABzg7Ugl5FACEIZd4wmI0vqO83WY8npO+nbMMXtI3hBB4akMg5K+CRgCbGIq/6uaoPcU5PW6F/CYZlTJZM5xxfkJnZfAEMy6gksmnmx0nOtpCcHeKSaZadIDm78tQDnaQNKZiOxKIGDCpsVIk/C+cjoXiWEhMUzUPcqHlILJqLuJL5LDC0hAWGMtDhpjWRg620mUmkuU9HqtjGr4RrwkppVhMCgviyqyTTyart/f+3Mq9RIHBmIAoU9CBSz6Rlsr9hBbVysZc+Ha9gOgag0f6132UArvSgPAdQoOPyBpGSVyPHywk2a/4oydil6o4wHWkCJKzKU9FfTCeK8sxkCcZnp3gSJqU9ST+mKc1JyWZjSCEOcqeXliEhw4IN+KLE+vQL06GLsny1ix/2HjpmAIvDPG3go/tSBmdV4GjL6QfCLV33OFyeAL42WhcxbPtkP4tsNsDG7luyjPkE5Oe+gY5iHXQR1kxmYjEXzMcEC8J43J5KNV9fUL4q9mKMR0GF+hMpqEjTbUifmwFk8nhzDA8FspA+HmF17GmV7e9p+/rIagY4vgAHnYDcmIggxCXTTFCQklUp43SScywk51j4gPsizNbVHcZvG27EWSNrcMHo2Xj8hXccj7t342s8BU4DEoqZoOCRzVu0bf0//oW4kkVIKG5A6Ir1+PTAUXR2duKDHXtR1HAHYz2ly4lfZyXz55Qug6u0CXHjriSg00SCQ1dxMcFqCUJxZb1jbYABOlQqTUFBYz0EgMhDys3rN8s+xf+QUq8JABFm4xAZUzEcMyCVnUNBJ6D9ZtY8uMlhXpY2P11mbVwHf+1f81o0R780c4nXIFwXlTv296NL5hIzhLF42mJ3qFAgYJ+DATqnYjmiPf7iO7Zz7XNRi3tsJdMEGIiZbONLW7Xju7rD2vdsQaKmM+UDkiDj0xf/yuZ7ejXX+55+Q76PRCK48A+LDZA0xpeLtwlIlnrfZ9AxTWP6Aq98JRX2Y8ViTs1pmpmsghxjacdLcwb1xWigFFJsxUf3VelzM/uiQCZ/5wQwNUZnMCtfEK5eMh0hHpDmtYzJSBvBmE/aCEsq11T+tRCTSvM0OKmZVY79RiIRpGbVasGhZ+TPgtV0v+PxiUUzMaRgFhKLGpBUaH9YbG3vQGLJkqhlMbo6u4y8a8vgGqvMaiINjnvcKrjGN3GzGgsKlSlxJjYjvuxqxJdd1eP7KJo0rxmqLw0cqLNfAkRAAwiXL4Bjx9sAKKe+jNMxzWs+ex86o2JrgjgHUD6dj/ccBAC0d3QZIKUr3xT74eDDWY/bSxRtfF//qddsfh0TNAgSeoJ4/l8fOfbX0toB6QeSwGLpfUSTM9t8SeQ1PeQ4XtSLHk4ZVzT2wMaMqZBAEw+wsdLyp9qOj88IqkXIgTVoQZoaC1JglphR0ed5u9IJqJn33RZTRNkPOYbPLzbmNbJgexQYSKGABBQH4KFCAwkQFdCAib5qrEXFT2j+FvpKfTAmWyFMRYynCSMMk58NnOgxxBzX08YCQS2uXmPbub4Qe58ZQhrPQsB8O1OlDyctaxpSM6tREHJeoKuW3y3jdIbm1+OMkfU4M68aQ/OdZf/fG9uIxCJW4iCh2O6HbWvvxPFTpKrZ+vGnPE6nmcXpCAXb+JWIn3C1ZDlCvaaZ2DjguMuYuKC3jarX1EJtaQs3E5QI0YtheuMg9Z1SlcMsbeRUCKYjgkMBYl7zBuwMhLIqvgEG6HgtpIycIsf50a8aeV9sbnGeKgdBgZGpgLwXx/YT6IiFI6izDgkE+qKdkHFy2v+jS+bpi7xcNA2m4SQoEDfcYEb7Dh/r0UUv4WYkO8gEbHOLrXqNLc4039mHuw5oxzbe+LAOKpQ5mL4g2zFB7f3NDz/Xq/m+8zEzodz5+CvQ4oicQM8UONBMBES23Vchgc1+Tc1VNmVZSH9P1WukL6qGs4EaAQANdARr4X1Snww1fbEFgooBLNJfJQEqg914jWMcAEhcS09b2ohJnN0QwMmcxBN+ViIts4r7dSYjJcviGQkqkJxjISWrCi+/9YFzv3lTkJozQzGdApZZ+qy8Ojz3xvu242+4fzMGFTXwnGsNPb4O0Vi8Dk+DU9rEzGwkI4Hw6QjJdHzZVTI4VCnY7GrO020yTkdbnC3JduTi7SWfiTnL7Q1hSKZ6OLx49hrOJiqJeY2tp1KEQPuzmdxOBjrs91M6XYmVzsye6sDGLMf+ooHR5+fTsfkW1DGb3nT+YYp2tKXVvshTEIm6GYDHt/he2LYB6POmbMvwncQOdKi/g22DR9jZiE39pQEOYTMUBMxAU684zt+jeT7y7L/g8pZj0Ah1T90+A0xk3+rBQEqkNQUdZUJ9i9OhQCAXdrpprOYkajQt7kA/RvO1UECQAGdBV5cJVhTSxQAO4CjNciebt5f6hyqgMTYHUOqteU2Cjiab9nPFmoWUrAA3r03h6W9CSM6pwLDMGrS2OSdtVdmmq3FWHkv2eeZIVjk0tPgO2/HvfvypzESQVDg/6nxX3PE0Lm16EJ9F8UsWzbxdFnBjYoJldiGBZDqrtWwEjO1chbiy1T2+j6I5Mx1jgTYc8lqcjUclFH5o8z+142zBoVL1Vqn1RZVxsm8Pj9PxmGlw2P/q/c+8DoDlSHSni3U3qJvPPCHbtWjKtn5Vr1Ffi5TSEobiDcrvEk/BckT74a/mKhWH02ayqqi+Fwszr3mwxxcNAN8rm60BjpwP902Jz7GXTKvru+fJ17TjckKrjeMIq9EYjwBHiyz4FByC8pxvjz+1wKK9swtfHz2D/H2DeOcjxnYuabhJjqWxUpPl8HnT+Ui9f6xAx2t3xIvPNhGAdkyFXQkWBaRsACJNbFSRVgFq5tL9RiYbI2DlsTjwUfm005yFydCYs2H262kTcmkGPJdL5Zowrw3LqGQBotnCvDYFqVksODQ1sxrtUTKas6wE05CcW8nS35A0OCOtK23HHzp8jAeHzkZSobMJ7r//tBpxo+YjvmQh4kbNczxm4bqniJigWZrXVO61VXCNM4UEV2hMp89CAmp2Mn0iBBj09Y79Pd/lZRaOtrQaohgOOt1hTYmmzGGiD8VONPMaZ0cuDztXqtfknEI4cISFT3y4a7/xXRTTnRyHmqn7DXQs0IBPfeHXPz/493+e1qDKtxO9L52JqH16VgS76ut028Gjx53HM0yIMQUdDy2+Zp+7VPdpjMYBfCiLiHofFQC9eJL8bQ/8/U2kjpyCwqqr4PZYGDSiCt+bMFtLw2NnpgFjfqaPz9Ln7okR6Ji+FG1hVyYwG5uR8uiqKMBk2Y+3ARz5h/M5nKsxKpPxWLAzFbLPSbpN56DF7QiTSs99dsMyJnMhgSUFBWxjsTkCcJiAgAkJknMsmQonWulnxnKmqiJu+bUYkj8bQ/NrMWbmLbbjP95zCAm8kJuTkACALFXNMhMswWcOPp6Ftz1JKoeu4FkJmnTT2viVMkZHl07zfX3IOK1lJJBmNbpYmyxBgULznRsBAGHut9HO46DT1RWWAZ69aeLBRAaHigBWPp4Qaqzb8IIBMIrRaNcg/wfEWvx5ZCTQFGWGuMDbMwDQnpbN2J9oSjkjhsfJPNXzOQjlUJBcW0heb3+kwXF5LLjSdVb4yd7DBFDIQk73mZ8lK1IMRY+PEWykHE5CoOTcaoysZM7h3QeOYtMbH+Duja9i+6eH5RMWAO2e23xKcnwxBwsaG+LA12fQscXFGE//NBbHtom/MfH1mMowJ1CT/qAq9TvxOvhuiIBBZhug/dKxZP8KPLS50WOp6U5jY73z6ZzjCyrQ8Vk60xkhgkIruaiAla1Oya5Ccg4LFN3x6SHHflNyWIbp5LwanDGynqnX+OsGkjZJtLsfe0UWb4vm00koboR71AKZkcARdNY9ZST8XC5LG7gnrOLqNREcKkCHbQll18REvaY5901HOwUf8v57E9Q1J2Urs5dc8H00ODSAn/52fq82NxebOGUkcHkDSMpSMVc/LJtNHqoIQBGg0jNps7l+PqDjpQui+idaffczPRpY9+0EHYCFjbWd/9Bd6QbT8QRx8eybenzBtA3OrND6s80nlkzHcP5bK+7Wjvn2OFHKmgKHAhJltqIsh/iJbL4gxUISMkJobVdPqYtvfVz+8FpaO3DnE68gjtuO2zq68MNL5sLl9eMDLnLIDDTLvrQUN4SVOZv51Pu+ZySgSi+1IOsMhyzQROIs4nKEWcxmQqOKNQ0ILHW+OMZQwWkCBU3AQBRqGqhZxnVY2pxV/E+FmofTeL3ISJCWycQDKk7HLxN+Mn9OiMfoVCAlK6j8OtlBpGZWI7TI7p8BgPxQE5JzK5mQIH+mFBIMzZ/hePyFv1vC5dINSCp0TqfDCrjNhXvUgpODjmQ6y2URN+rPiZtwpZZhmpnamrWYnd42xXToQ4Ge38zJZCUYxm2PPO/IiOI8VbKI2/ybN2DprX/D3DUbMGfNBsy7+REsuPlRLLrlUSy59W9YfOujmH/zBixc+ygW3/IoO/amDXzfBgCU6RhsxxfANfc+I69H/tYcxQMOMTv9Zl6jJhPzvZA/99KZnyCeBqJs1ITw//1mvg0A73v69V6NK1pB1VVygVbgQxaCWEumibN95z49vYwsK2sCi3HP9WSh5DtHIPLjloefl2McbWnF2bnVBDSY0GDmtevh8vrx8Z5D+Ox4q+w/r4LZu+964hXIuBwtXogCdUCfH1Uh9lkyrZuc9EWaRvbrLEiBi+X8qpnSTMAyGAY1b9nMfAqg7KY/h00AomTZlj5XAqyKORLTHv++p01mI2rhqVAAACAASURBVPBZMgcbS4HjR0qWX8swnZIdQHJOBWM6PO9aauYUx37bOjplNdGzc2dKBZtvsrMyLKlwOhKKG3nqm7mOxwwqnM/KVhefAnSEP4fU1JHxOgJ4uExayzQ9sVnG7/S26T4dslg7LdzEXHV2jrqPP/v9QhvgCKYDADs+PdSnDTB8OsR/8xOSDufs7CoFlkIcQRRz5ud+FhI4AI2hOvuv3y3s8cAAUHftg6QfO6Oi/b68Zbt+jDeAf7xul2P2pFkrSNCmyeb4tcbcvMbvI2UekUjEAThM9mKp/VTJRkBAFYcL4JyiadocGm54GMr8FZDn7fj0EN7fuR+F1Vdhx16WdfaiS5eCqesYPT/02QkyfiD6/OR9JNfA72NfQcfGGEwfCV+U4zzVullLi3EJGUDAHPvKPEdUYz4KRBQADKDRotGFH8iyz5ECnmkmpEo5c56UFVHfVC9B51xfiPhzhInNz6qEZk7iJrYq7tupQkp2pUr0mR3AsZYTjn1/8ukhfK1wOitpkD8NuaFrHY9jyrWZSCqYI9PfOLWE4nrElyyRyT6j+nR4cKi7tInlXyPBoa4JK2XCTyaZvloyHSaXbu67ZNqrS4h1dVmlWuiFiYqLDMrqVHmDBG5BoAo0FRwqvqvUxtGECuQ3KeJtqAlWL23A+k/wKmXrJF5PRzOhGQBFZdSfg2TaWJQFtSLsYM+Boz0eWE6A9Gc+oTodS4UEN63vfbI+APCVN+mLKWEVsVev0QXZr/lYjh1vU+Bh5lCzBVyq/UrW6IdkGR4/NhPZ+vHWDriGlytQkiySM5L0cuw5+Blm3/gwXB4LF8++GY+/yEp8xxHJtRzHR2KNNLm26Uj1K/War+8ZCZSvhDKcKrm4R2cmRtYBCgYe5QfSwELLWCBiash3kn1Q/45dLm2fk0XmTk2DJgCF1DwF4PzsMhw40gLX/1wmBQ49bcMyyjnT8av3GX6ck8FLG8gUOJezDNPZAZ7wU0mn/2N07+NqAGBwwXSe7LMeCcUNSCp0NsEllPCqoaMXIr5k6SmYjtoow2H1dJpU1dCJzYrliADRWAgJnDbOdlSQaIW2kLs9lXjk2X8BgCzWRk10gulEM3fZhQHOxwEKdFg2bPb/2dUdBgA8+cq7NkA0tziporR/1/+gIx3vIY3t9KUNySZVKb1B+dQ8KNMecX1Jw1oNHEpqruvT2IMzDHUcvS4vMw3FXkjAxqNtz4GjkEkzNd9PwHaeLizQj/nm2Fla6pAIgN37j/ZpE61H5x04asw7BkICuih7jGBPgzlk+ptw5NgJHG/r+L9iO9LSirKZNyhgM5jPmgefRSQSwdbte7V70dPG4nTKuXktiGEZwsRWzoNCK5E2QmSTFqWrmVktjdfVScucisZr1/fq7/jbOX/G0PzpvFT1PJ5dOoqQgIPO6QkJmrl6bYWmXnNPWM1zr3ERwURVT4fKpnvbpJCAqtO8AaP8gKVAwavUq+KhrY1bPLbvOaixCQU6AaP/oGIcIuuFacKTgEQl04qxfMR9tW0dneoBW7KcIDSAIePYYo76tZ6OLSpdLMoWXOk9C0A0258W/tmBaQSx8o4nbce2dXTKJwHmII+Bes30V2mmxFhmmWbXJUxgtO3cd0RnL9QvQ9mOTT3Gt3R/n02NsW6saF5Qzr3voKOzHMlCNLWXBdfPL8ef5t4qv6NsQpjebD4gaTZzMIeZSjQRoxM10FMcayp97AyMKthyg6swLHeKOsYXRHy6H51d3QiHI6hqvoeY83oHOqxaaEAFh/oCONcXQmqmXyb5FMq11KwKpGZWsgJuXDbNkn5WIDm3BnOvf7hHY1/SeAuG5NdjSEEdkgrmsYzSxfVIKpzjeHxiEaskKkoaOIPOkzwwdAUXEqwgpQ2aJPBQliNNbBObEVd2ZYwSfpLfmSMbieLv8VqI96m1oOH69cw6wLNMA8QSZPMNBfW+bfsDBuiw72uuuE+Ol+A0TzKeLZOC5t+p7EemozmqA7bNM2lFjweljUXBUyYVxMki6dMKajRg2HuoZylwRLv/mTfImJZu0iL7Yl7awEFezipwioXOUK6RNES2JJ/8uOS8qUjJm4rkkVPsW16U9/wzPS8lbyqSxTaSlSW+84lX8PVRM/X98vypqs88cn7uFBuA9xl06IJL/TtGTEvjjY/APdzJ1CXyX5kmL1IrR95f8j1VjHn1986mPBILJMxjNuk0fc/HSw/i1kdflP2Pn8Z8IuFwBL+ctJyco0yCPW3CpMb8OEEMyyjnzEeY1SyebbqKf65CcnalTPqZljmFgU/uVCTnVCMtpxpbPth10jFfeecTnJE/E4MLpvOKobORVMiyTCcWzcbggjlo6+i0bQJw4ksaEVeyGPsPH7Mdw3w6y2UaHNfYFaymzjjuzxnfTOJ0ViG+7EoSs6MAqLeNSqZ1N4FiFZqpTZibtQU8iCQS+vHjX8+XPp1uXk9H9E1VcVqqGu2z/tsElHntB79Soo2z86ZFATNLvxYNmMx59Ge5am1hpqa1EP537q09HpS2F/71EVQ8CVtcV9y+8eST9gizUgiJvfjnC4fDcixlLjSUdHw+sWU6fMx0S6a/AFRlVRU4Sh31FgFjU0wQUJuXHGumyqH7NHMi22jAqvg82Mgo7PJQWTQRCXhJH05iBz52LIQEKljToRIoB6LGGx+BK93P/pmzK9Hazthx3fXMJHT9g8/C7amCO70Sax95AQBQtepeUNbz35fMQ8IvJsPlqUD6ZcuYCSK9Epv/+QH2HjqGrxSwf9jp1/wVB48ex7ZP9sN9UTkGZ1WjdPr1ElAmL70brgsnQTr/DYm2DlAB3Proi3D5gtjE85VFIhGkZVbK6zf9TT1tSiJtqZLVHHxEGpxUnvSTmdUs7tupkkXcknMqkJxXg+TcShkQmpY1DV8tnIk/zbsddVc/jF/PuBFfLazn0ulZMuv0kPxGDCmYhaH5s5BY3IhBhSzhp6gamlA8G/Eljbyi6HxezG0hr6OzEHElS1hBtzFL4R6zWNXUEco1kZGgVLEcPU6HSKe5TycmaXAogzGYgjKnUcmxUrKJz63tLMXQm9t26uWqCWDJPiWL1scTyjdHn47XwivvfAyApb/R5ukgeIgGmiZz6+fSBnRBVgD0098v6vGgtN31+Cv6oj/81Oa6706Yo0winhC+fYqKoWaTFUSlLymgz4Ewkn5Jg+MN2Orc2II6nVLbaPJZP3TnvR+2Rd+Wr80EJwcw81iYtNgOELc88oKcjzamFiBqAmNAjt/XctU2R700k5FIfk/IBjpd3WG4fnopwuEI3J4qrN3ArmPH3kNYevtGuLxBRCIRFNVcI/tJ/+MSPPCPN9n7y5bB5Q3i769vk6zna2Pq4PqFH9fet0n+btY+8gKSsqpw7f2b5G9z/trHGOgYrEjLxSbYEQedYyfaATCGk5ZZSYDW8Pf0Ik5HCghGMD+OCBRNyxRZpqdwybQlK4gm51hIya5itXayqpCcO4WnvGEAxLJL84wEeTUcaGowNH+GzE7AthkYml+PIfkNGJpfj4TiRiQWNSCheDYSi+t48s/5vFx1IytXXbIE7lG8VPUotsWViIqhLMFn1IwE42hpg2YJNrTEQSzT4NDgUFNqbIKDpiTzBvDPbTtln0yRqjISKN8Q7Yeawpz6VQ/QgF7ETQgI3v5wNwRzN0sbmOY6TSBkMKJ+jtMxXsU23Ll2zum238xZqy3yV97zzCnPEZG6FART8qbgM16TIlp7b8c+xPsEsAiGQ0BVkwUzRhfb4FAFJE8YNXSEwkz33wQVJTcYhF6tkwRrOoEXYSNRfUZcyWaWp6bt/OJaAwDFE7vRJzVX8jn03bxGTVgOeda4oECBjoWkrCr5tNjW0YXu7jCeevU9uLwBRCIRJGWzLNFefxMbh4+R/sclcKeH8J8Xz+OgE2IgJMAt3Y/MyStw7X2bsPDmDVj36Is4Y0QFkkZUYNAvy5Hwy3JWPuMXkxXoSOWbQ2AqN691dbEFoTscxoWXLoUsNsfZnQIqdm5Pm/DlDMsIyMqhjPmItDflKhtBdoAp1rIreS2dKYzp5FYgObeasZ28GqTk1OLs3FrGfPJYGpwzRgqWU6/V1xlcMAdJhXUYml/P5dKzkcBLVSdwoBlUOE+WrE4sms/ZzWLEjVquSlePXsSYzujF3LS2kpnVpKhAj9PR43KuZHLpiSpAtLdNZZmuUL9LYl6z+Xi8hC3w73/beLPsb3CmAitpXjOYi5RDSzObKpegg4elMR2RA24wibXyL73d8OlY8jwh07b5pwgQuT2V/c10jFevQvUotZZOqyWOICjaA1HC//xhsTEvhvyDM6sQWnk3Nr60FR/uOoDHXtiCixvWKqm15icxBAQ29tMfTIc9+f/wV3O0Yy5ffDthMgIEg+qzaVKjZjMnVqS9D9iPMRRxP/pN9Gy/onV2dUshhAYqprlNu49s3FgEh6raJMrEpvtoLAI6IcV0vEF8Y8wsuH7hx7ZP9mPM9OvR1t6Jn/xqDlxeC6vveQbPvL5N9pn+xyVw+YKoXHUvN6+F8NKW7WrsCyfjzOxqXHvfJjaHXwbgu2wZBmdVwfWzy7B+01t4+Nl/wfXLyXBdeDloahx7lgK2r5s/gQLAH+bdCsmAvEG4vWY9H3bPe9pYldCgFBAI/07aiMncrFaBtBHMnzMss4YJCbIrmbktq5ol/syqQXJONTetVUmGk5IzHcl5NThz5DQZHHrmyHpuXhOvDRhcwD4LdpNQ3MBT4szloDMXCcWsXHV88QLEjZonxQTxJUuZjHrUIm5aW0SKuC1nAaLjV7KUOLyIm3ucykLAgkNZ3jVRsrqv6jVb7Iz0sVQokxcxo1Hw+Dqpo/ONUTO0Y2iWaWlelc593cTlmBGaMyDAyEjgC+CC0Wrcb41rUP06AiV58BWMmxzXf5Jp099B2Y8nhDW9jJfZfeAzbfFfddfTp33ukZZWOCXotC16mgw62jHBqPtjX8RNsQqz6cyDAg9hFtribrw3sxI45WMzz9OAzoIrvRxfKZke9Vre/2S/w5gBo2+76q7P5jUpJlBmKjt7sJzNaxdejq7uMDq7upk9++eT4PZUorOrG93hME60dUA96TGmI8bZ+PK7cPmCSMuZgpH+JnwlvwbPvvUh3J4KXHvfJqmI+8uTryFpRAVcP7sMPn8Txky7Fq70IFwXXq6BokpzoyTfFHDu3vgan4eTGIKY2nrFdC7n2yRSRTTA6+cEkJZZjrTMalI9lBVyY+a1KUjNrOZ+HWZmS8lhvp2UnFrGfnI54ORPx9D8Opw5ciY3sc3kWafrMbigkWeYnoNBhXORWMTMaxJwOMNJKF6MuJIFiC+ZLwNEGfgsRdyopSy7tMwwvYwp17h6TZnYmphkWkuBs1qL2+m7ZJou8mphlw+5moAgqGTHJLdh4w3rIVkQX9CVeo0/rJAaOkLhppu/qDhBAQOg19MRc51xlarqqsUQkePc5rpPfVZ8jH4u4iYWKROA2AIQDodP1pVjS5ALSQCu9BB6SpjSCmoc5meyFwfQpD4NG9iEtH5iHhxK/CL7D7doxw3NqobGSKKZzshiLpiHY00bwmT0fum9MoJRPQFkcHOTaHc98Spcw8vxjdF1aL7zKVxQ2mAHOY8FGTxq8/HErrSBSvlvQcsczU18jTc+Atdw8Tc3lGg/u8wuQPhFOQMObVGnm6X5X5wkzyqY2OhDxhAJv42l5uoLwjXckjZ2AGg50Q5TFm0zxRFfVk+bSn3DShwIEGLxOiEiJFA+ndTMaqRkV0kAWrr2b7K/9o4uJOcyE9uL/9Ql+xeUzcfQ/HokF+ulC7bvPoCh+bOQUFyHbds/1b47u3Q2BhXOw/kTF2v7t370KTOxlSyRZZ0BPSOBFBKMI0KCslVGlulVWs41ITDobXMCHY11OLEfLu1vOcGu4/V3d0D4R+i5KiOBA/ugICcVa+b3rE9AMR2t+JsvgOf/+SH/O3ZG8UGZggcCTPxz/6bBsS3OwrHJLjhxRM/K56aMrNUW9//vdwt6PPmXtmx3npvJcqICphPY6AGj/ZJlmo85bsb12nFPv7pNsRvNDGY47L1KSeZcQC1AAMlkP4ZazWZ2C+BEu57C/pzC6Vq/ujlNB0X7fNj4fQIdQ4Ls9lZINZgCjAoddDR2Yc9AbStzQHKauamM2kyHQ/0wGrA5gIXGbKpAK4bGeaq1a+zqDjP1mhQLEMVblDQ+PW0sTofmXWNxO0y95udyaSGdrsKwzBrFdrKqkJxT6Qg6Z+XV2EDnm2XzMDS/FilFevDn9t0HkFg0E4lF9TbQSR6zEIlFC3H+RF2c9MbW7dystlAHnXVP85LVy3Tzmixt0MTidLhpjQHPal1UEIPKoXYmQD9b3MQmfh8B5IXYmEy16nc0kSnQEVYY5XOJBmx6yWzdp6P5bOQ5flkjqajqCgVwJoCZ8yPA04/mNWJ+corZ4QtlvDeIF9/eftIBDx49juS8GgVa/HwqIe7RBQwPnHp+lAFFiTdSqU5EH2x+sQMd8eTr1+ZhtjOzq9RiTf0xNpUY60N34gfs51CVmlcf28ys7faEbCynvbNb9eUzs10bczvJ/GJVOdQmJjDialicjiqyZpMaO6jg5HFeCjD68UKyLTYnEHBO8GmYBPkxLa3t8voikQhcwy0OOkSl5iPX6jBGT5uK05nEK4ZOln4elo1AMJ6gEhNkVyIlW/h2pthAJyW7Gsm5VQ5MZwGG5k9HWqEddJiSbZYNdM4aOw+DCufjqxOWavv/+d4nTFAwaml0plPapMxrY1fy4NAmyXRE8TahXmOlq1f3ubQBTS2jTF0O7ITu8wZxQelsJGiZNCgYBEm56qAEFGdVnKX1q6nQDPOaNPGRh++EjCC+U9Yg56BLu+lvOyABj5bj7mfzGmEJ1M8gkJEuksPLMbr2Wtzx+Mt4act2PPHSO/j9/FuZaMAGWEEkZPTcVCBa2cwb9flpsmAxRwew8RjX4hULpQ5G/ZPwU5nIFt3ymHbs3kPHHIAjSOZpCgcC0BRkhL3QBKBOcmr1AxJ+Jr9NFPKtsfUKPDRhQoDMjYK1A3uKAejYpMMaMLBsA25PhfLp8N/mEJ9FnhgtPPnKu4hEIvjd7Jvh+mU5dh84ikgkgjFTmWT6g10HEIlEUNawho3zs8vQ3R1WLIWPOSg9iI6ubs60FAM6v2QmWk60o6srjFV3PSnnR8HxQaPGzPfK5oLG6ThmRhCsyqPyzPW0CRGByLmWNuJyXupA1M9hqW/SRoR4LjaekSCXZSVIy5qGpWsfPa2xLpg4H0PzZyKtyDm3mlM7q3QuEopn4/yJp5dAmIGOKFW9gpvYVD2duPFXsCDRMuXDYVkIrpT1dNxlscm95iZ/F6kAo855wh7M2js6CwlK0OkWOdkMs5lK6BmQY4n+tFgdrz0NjorvsbR5ydLXGmiZ1xWwXW//psGxsYMg+QdQbEd3fFMwMECBMJA/zL+td391AEeOtZ6avRiMTD1NBvTvHeYXM9DxGQsxWejNVr36PoNx0ffUZ2M47AkI6bE4uqmLMhEFzOWyfo5oR1tanQHLBDItENUi91FdZ0zS4EhgtZuxBPORTMcbRFJWFXbuPyJBJ7t8JV5/bydcv5yMId4K/OTX81FQdSXihzPG+YMJs5EVuhIuj58FEP/0Ury7Y68+B28Qrp9fjg92HUBHV7c0ybk8Fq7/62bb3Mvq15DfoYUxNXr25fueeYOB6vAKBjrmE6e85pC6bl9vmc5kHqfDRATn+kJKXJAZYpVDZSG3qUjODiEluxIp2VVIyapCWlYNlvAaLadqDHTqewY6Y+choaTRZl6L1haue5or2HhpA2FeK22CezzLuyaYjqusSWaWjiu7QuZfi0XCT32htwOEtmaax1DTGAEAGRyq+WTV/547PcQ/+/l78f9MjvWytUUr4uY1gkF96rMt4af8HZI10bjefmI65EfvNctFCyDRF317aeto37P9b3+4p3d/dXER2qLnzKZ6PD/+Dx5LybRiFtTfEsCPfmN/sju3sBYiQ7PmrLf5TwLqOC0Q1DLOJyAj+pDfBVG+1F6gyzW8nNwXGhRqfib9k77FNbo9oZgJCYQPR1eyqfeC6YhFe2h6QILOX556DUdb2vDquzsQiUTg9lTg26NnIhKJ4KcXz4XLG8SZuVMBAD/+7QLW54WTZDqSFbdvxP4jLXCnVyAps4owHTb2+aNm2MzEXd1huC9izCX+lw4lyiUTChDQMTZqhiF+pJ42xXAmyRIHor6OSoHDknqmZlUjNbNalqpOzapGSlYVlq597NQDgYHOGfmzcG5+/WnP7+zS2YgvWYDzy04t3wfMIm7LWLAojdOZ0KSyTJcJk9oqqVqLhXpNBSdTxsJUarLMgIMcWWYYoCYzAgxCvRaLNqbmaikikIzGBD6DmcV5qhzBVGWO71fQIQt3VEZhvBcMh7Icp4Wfn9fXFuejT8BO8xP/sFHAKdp5MTev0ftDzX5+R+BNGlFlsBvOKnyKQUgTGl38NZMcZSXK1KPO8+PiBnsF1suX3EHmqSvmNCajzY+Y/4wtFqDD/CmkmiZx/AuQoUzH5bE00Km7bj1ueeRFuLwBdHR24yuFtUjwVcE9vAIdnd04K3sazsydAvcvg+jo5KlCLpyszGs/vRSun14Kt6cSg7MZ6FDGL/w+HZ068Dz24jtweZiZT7RIJIKk4X5Ik5nGdBSbYVuI3APlo+ppE2UMRBYCYWIbluE3QCfEU+FUyZLVqZmsvMGSW07PvNba1oHjre04QXxXp2onWtvR2taB1raO0zpeL22wglcOXaFlmlags1qVNihbLbMR9FkybQMMw7RmSJG1Qmk+lSrH3J8wwkJK7lSk5E1hW+5U9Vm+r0JKXjU/poptfH/qyGlyX+IIy9a/mWPNMU6HqteoGZD08zmUqyaLtGQ/dCEi4gD62WZS0z/3tQ3yEiCRgOIAdiYwmeDowIxinpFAAwQCAN4ATjj8s/337xeS+x0w+iFgIx8MAtCre5p+FrZf+Gga1zxiG/PFt7eT+QV0RqOJHNRne6YD6v+JlXqNOl3FYq9X4KQJP5Ozq+RC397B8ttFIhG0dXRi/ea38LUxLEiuuzuMF7d8jDPzGMvp7OrGWx/shuunl8rzP95zUI7punCyBiB61dEQ/mPiHG3+nZ3duP6BTdq+Oze+Sh6GQorpeBzyykURQfS0nZPhlyY2qlxjRdyCSBtRIcEnLXOKKm3AWQ/z6fzt1AN9To1lmRZCgmVMQDDWXjnUNZ7E6HDAoSUOetv0ctXif1H5dHT2QBZt4vyXMTeyj6CDyS6ovtfGC+r9+ozaNyaYCBZGf682kQMdT/fjmH6nfsxIEGVBPhXr0XwKprmLOLFiADrx6X6HeZjzJsxCC7Y05mown9hmJKALMmEkYn+6Hx2dXbbzr39gE1yechuT0MGAXpvqU0+XQ8ZM9+P9nQdsY+05cBTMHkzvhQmYBODEfSTmNJtKrs9F3EyTE5FAG+oxZl5zWrAtyHIDF/mVySo9CPcv+T+T+F1eFLD/czr5kkgcjgkS+w7r2c8pSHWHw/p5nhBc6cK8ZoH6iVTeOYtcB3vtaVP51gJs05hOBVIzL+dpcCpZyeqsSqRkV8jqoamZVV8y0HmKxOmsVAk/xzZJliPT4JSpAFEhJhDxO71tLE6HLtYBnVFoTIEwCg0s6KKu77P7WIIGgJAHaApUDiZae0qboDHHoH6uyXp8xnz5HPpRSODEBihjcPKjUPAJGsfqwPDWB7t7/YcHAFc6NZURlhMNgEwQpb4pwkBiKpm2maKoA574bdIDWoQ6bcMKppOF3xQYUGA1gUI3f42sdM43daK9Q81H65MADjHtmWY2LUZHE23EQDJtljIgmQhUzI0F9y8CKKy8AtQZr+dqEwu42uwxPOSzFotjgJk0qemlD9yeSpydXYVw2B7uHA5H8N3SeqO2TyV8k5bjnJFT+XhmJVSH8T09i4sDQFhOORcPTMI5viDSZJnqamleE+Wpk3NCiulkTuXpcaYiOTuIlKxqnuyzgh2bHURKznQMza/BmSOn4OzcmSzZZ0EthhRMx9D8WRhcyF6H5M/C4MIGDM2fJQu6JRQ38mzTIrt0I+JLGpnfZsxSubEg0BVGlumVSkgwjtfRmdAM19jolUNjUsTNBBjhryE5zOhCL/wpUgLNgYbKkE3AodkNqB9IqwRMC7pJYAho55l+I2reszEeKjqgQGSc3/9Mx2Q5tqDLoAIgU6rsGDvDwKy4DxVAjxw7YZ+fDfhC9nnLfdZJ5xcr0NGkyZrCS1+4XV4/3OnRTScdnV348a/nQbIWHwEzU9lGQXR4Ocrq1jguhACYOUkzi/ntnylgSpA2gM4EvJhJpkUVRgoOwpSgg8Ov6tfgs+NtOHai/QvdIg5JCbu7ww7HtuF3c26BzqiI+Vr+X+nX39MmCriJ0ga0gmhKViVSM0McdKoZCGWxqqEpWRUMkLKns/xrOTN46htW2iA1Z4ZM/jm0oJakvhHvZ+GM/Fk4K68OgwvmILGoDgnFszGosBFJhfNlhumE4tlILJqLQTwBKKsc2qhlmo7jZQ7cpctIGpwmbl5bLkFH5F5jWaZXy2SfoqSB2GIBOuzBIeQAJJVy4ZYPQCRhp5bhmbIk4heSYiGtnEFQmeU03xDtL2jrTwcTsmZTluUz95kJTalpsL/MazaQsIyFxmnxMZlEtEWdv/ah+mhqfq1+c6hfSQO8oPFdwH4NDkwopvV0KEukfhHNzCful4VbN7xw0n4/2HUAk5fdgXOLapnSbDjPbjzcD9fwcnxt1EwsXfc49h8+eaG7sTOuJ2BFlHU2ELPIHAW40O/o7yCgAU+fQEcybcF4DFOT1wLNv6ZlFCCOd/ZPWaWBlRQnyESaFRLEVBYBxYa0Y71B1Z9memO/s+F/XKJdR3d3GENzqhVTM82DfJ5aYTmvpcbQ0uBURblb7ArM/wAAHq9JREFU0Rurn+OXIgIhmx6W4ee51oQfpwqpmRaSswNMKs2zEjAxQYXMMC2AJjl3GlJypjOWI0sbzMTQ/HoOOuz1DM50WFLPev4qEn/WI6F4Dq8o2gj3qAWIK1mM+JI5rJ4OL23gHr1UZZgWOdlKm3gRt+W6P2dCE9wTVkkzmihpIOJ2hG+nt80sbTDzqvvw1vu7MCx/mgSC4qor8Nb7u3BGdhXe/nA3Xtu6Ay5vAPPWPIy33t8lt789/zbOzGWBpkkZFdp3r7yzHT/59TxoDN0XkN//8FfsIfTuJ17WzhNbgi+AN977BG9u26nWoOEBrHv0Rew99Bk+2Lkf3xlbL4Htwv9djLfe34U7HntJXt8Lb33Iz1eA6PL2E9Oxy4udGIXDZ9O/YHPi636dsTNu7PHkt3z0qR3kogJI0HgNGPMjZjbyfawSftpr0NCF2QBhvs/tCeErJTO0KOxYtvd37kdihsFeBHsyY4HMuCAJNuLvLBgkSdNBGFdfhQRaETRqAjtVRgGTFXlDoPnRTBChx+tjqsVfLzlAxqQPZRwcAObPeXXrDtVXNF+QBqzqmuV4EujYnHvahB+H5V0TRdwCWpbpVFGuOpNXDOXZpVURN4vX0KngeddYdumz8qqQmjMDQwtqcVZeHc7Mq2PgU1CLM0dOw5D82TzLdCMSi+qQVDibsxtWtlqWNSiah4RiFq+TULSIFG9jIBM3ijKdFXb1Gi3iNn61XtpgospMEF92VeyEBJwVDPIx//TV9z4jF2WRZsbFv2tpbYfbU4mb1rOYrkeffxuPPv82unnuSld6OYZksfID73y8By/+6yMc+uw4AODHv50nJc/udFVt9NV3tsPtDeEvT7yMdz7eI0u8vPPxHrzz8R4keCy0tnfygoYW3B6/HG/9P97EvkOfAQAuX7QOLm8Q3vLlsu+kTAZEB44cR0dnl+4T6jefjmAJ0cxU2iIehUnYzHJOx1h4+Nm3T3viLDmiOR8H0YMm8zXmJzcTNFU/MU+D4z1JvjQRa0NNZXyB/58/LMbRltiAz45PDyE1f6oGFDQITTMFUh+SBCDqvwlo++2+JPZ9X7NM634WuuATym9bxFmmAqUI04MuteJwNlMW28T5TvnP5PnShk/Yi4el4rnm/n/ggqJaMi+nktm6Kk2wLwqUas6qvENPG/PhCBObX6rYmJCgimebZrLp1KxqJiLIYtkIBONJya5kRdxypnDzGtuEyW1oQS3OGFmPM/PqcIbIMl0g6ulMx+CCBlnSIKlgDhKK52BQ4RwkFs3iGaYX8AJuop4OL20gTGuC8Qj/zpjFcJdyEUEpAxzKduLGXUGyTAsV2yqZBqfPwaGcCYitg8dpubxBxHmZ323G1Q/Iv9fx1na4PRUSdFzD2XneScsAAHGeKgzOYueVTruG/a7SGWA9vPmf0qT2+zk3IxKJ4I33PmH9pAcgzG9/eeIVvq8cwhTW2dUtFZyPvcDW2TOyKySAtPJ8iy6PH97JKwGwh6UtH+2ByxdQoEOvt7+YjvLROLCIqCBiLv4OjnxtoQ/KcUYEmhA+RYGedX97We+bzs/cHxXkooCUBlgxVq9pEcNikaYLv774sydi0/zmx2MvbDnlPTJbR1c3Ft/6OP8hUsbiN+6JMT9NhWgeE9Svg4I5ZUieWGWZZvNxe53ZifKDhGDziQh1mlSxOYCUrR+dDZ0KLDQzoDlnmg3bMUdbiIBoUD+GKNboOT1tQkQgmA7z6QRknM45GZX2yqHZlizkJk1seTW8gihnOty3k8KZzhkj67XKocK0NiSflTVg4gFhYlNF2xKKG3lF0blwj1qAQYXzJMMRwOMeI0obLOY+nSa7ek0Ubxu3SittILMQ8PcxqxxKUstcfe8zAIA4n4UfXDwPAJA0gv3/AgJ0QhJ0tu3Yi20868XuA0fh8gYwNJNJ9yfW3YAhuZX40/xbAQD/Ma5e/qa6usPY8tEenFvAjs0KNkswkKAzXMzNQmdXN060dcp5AEKgw865pJ5Zmr45pg7eyQwAR5SvAACk5FZroEPzs/VfETdz8ZGLCWFBkg0Zi7mmZDKAxjTFyXP8+MroGWi640kcPtaKz1ra8bcXtuAnv13gADZUeUZfDWYjxzPNfAbL8erXGHvQIcCjMS5DLaYFdAaN62Kf4zOCOLekFpcuXIf7nn4d/3x/Fz7Zexj/fH8X1jz4LMZMuw4pI6cQc1dQ9S3NY8bf13ELyu/1hJ9iIST33ZSEe2MIOqa/xjSR2UxqRvEzr7HgCwCQajjqIyLv6XjUROYEIPI3p5iPDiSWPrYNxCytaJstGzYxzfW0nePzayWrhWQ6bcQkaV5jTIeBjjCpscqhvIhbdi2Scyu4L6eGb9OYmCC3Bmfn1fDaObWaL0cUc2NmtllIKpjH/TezlXKtuBGJRXMwqHAe3KMWIKG4UYJOvBAQjFkC9+gVvJ4OV7SVNutZprmQwDW2Ce6xzVJIIJnORApAfZRMmyqx4ZMBAHNufAif7D3Mfr9caQYw0HF5A7htw/MAgNV3bsTqOzfi4NHj6A6H4faEMDirwjbWmr9ukmz9jEyWqzIxkwEKAOzcd1jORWc6lmQ6J9o64fYq1SN1nYgMCN8snSlBJy4jiKMtrThwpIWAjqWuuV9Bh0/M5t+xLTpBfZHSgMcArWimN9v3hjnMBBzSh/P8TEBzYkXGfMn4MTWvcX+JZpoyhRamP8yUVNsWd+M4R/VYkOw3768QDghfBDWvOQGPA9hIAHOYcyx8Otqib0V/FddhA58q+wJPAECJBKrIqwUKIBTApHBAfk99SlXGGE51eiw1PjXPkfMcS3KT6+1NPZ1hPO0NLeDGkoCK2jkqODQlq0IynOScSiRnV/C6OtOQnFstC7el5NRy5sNUbExAMIODjijoxvYnFc5AUmEdEotYpdDEokZeQXQu4ksWcrPaXCTwKqIJxbMQXyLYDmc6oxbxctVL4B69CK6xtJ7OCrhKmxA34QoWozNO5V5TpQxWy5IGjOnEAnREiiumHDvR1oFjvF5Ozep7pAkLAFpOtMHltXDrI8+xLNLDg+z7i5iYqv66BzE4k4lEmHktgD8sYExnSDb7nV7D2dTxtg6caOtAJBJhfaWz/2UFOn4IRtLW0SnNa+9/sg8AMIhkKth7kPl1XB4/vJzhxHsqcX4Jy53X1d2tzGvyt9pvPh3CbLwO7ynr4QuiSgIa0oHgpAq3IMzFUGcjTmAR5XxH1mIsmnwcmgdOK2nNz4tt5VACGJoZygimlPeRLf40Z5ujdNkMDtWu1/yego/BSrTvzS2g3Td6Pfr8AnbQ6qt6zasUW2ZUtGIlIfJZpIHXmYUTS9JBhgCAYBQ+wqToRtiKKM5lq3BKRQBiXJKJWOtXmzMBJApg4no4K+tpE/V0mG/HzwHHz+N0hIIthLQRrIyBKGmQkl3FE3+yPGysSmiFFBMI0BE+nbPyBNjMlOq1QUV1zMRWUI/EopkYVDgPg4qYWS2pcD4XFTQisWghEovmIr54gR6nwwUF7lFL4B61WJnXRJwOSfjJfDpNcI9fBdeEZqlWE6CjiwqcY9ZOpwnzmhnEWXftAwBEyYqgZAYAExK4fAHc8vBzAICG69ej4fr1eG87M7GlX7YEgzOpTycoa5Wt+esmuHwBhMMRPPvmB/ifPy7Cz/+wCFkBxlKqV91jM68JQUNrOwcdXwAJnO2EwxFUN/8Fjz7PfDxX/uUp5l8STCedSbw/3n0QAKSQgOZu63emI01nNl+IeOoL6sc6Lfwa+Dg9MVMwMY918BWZY0sWFNSPMxd1k21pfit1fMyZDvGDKGmy0zxMthIFJGicjgZmYiOMSgMjBViaRJp+r4G/IXywAVdQje0xj+9jnA4FArl4h6CZxzRxQYXd5CbNUsS85bWfp2J+TGblsI9kDtAYlpyfaWpz8M1IhhayMTJzPrLyZC99Oitu3qBty9Y8jOU3PYIVN2+Qrytu3oAVN22wHUu3lWsfPa19y299Qn637M/PYOXaR7H81sexcu3fsPKWx7Bs3dNYfttGrLh5A5besRnL/vx3LL/tKSy9Y3OPt2U9OGaZsa+3zVSvSdNTuh/7jxzD9j0H5fduTyX2HznG0ylZuPa+v2P/kWNy27XvMP40/1ZmXsu0sP/IMR7kzOJtxHHnFtRg/5FjOCu3Sj3o+QLaeDet34z9R47BlV4uj9lz4CgzwXlVmZJ3t3+Kru4wjhw7gfEzr5fHXnTpUuw/cgxxGew3NySrAvuPHMPu/UckaxMMqd/idBxl09oi7iwUUHEzBthoNuwofToyG/GPH9D6iT4/y3l+1Byn+aVIv3wxiHWWafYj4Qu3j7IBgyGQ7+y1cgSA0eskggPCMBxZo+HTEv1r89PmEFTgJOTUJKu1rWQ2AbPYFXFzWPwpA6ALPGVBTu81v4zBTigr0vw6ln1sm1DBUMBRf5DHZGhBo/+gfZOmtArb/HoDOgMtts0x4afD5ibCFVn0LVqamZP1wxd6mplaU2XKsSzJvmR2BLJPAqQYn7A1e7YDhzmRefdvRgJHn4u5mDvsJwzl3KJaFsjIjxGfzy2qRVpBDVTOL/LUTMDjv363EJct+jMLfuT7aB9a/yedn2XMzwGo+Bbb3GtmnAsZUwMVA0ycWKEnyO7XcKJGE+cPLyfHOzGjgN5POmUlHNBEP8PLyTzI/LX9ATiDW0Ce1zemwxds6gdxWKhNdZl04BsCgZOp0Gzf+YhPxqZMozE6ln1cE0C4xNoeS0QAKcp3TtLwgfbFNlbagK0xZrlptaBb+n6yoGsZA7wq+adktLbFnoCYxrDE2myp8+j40YBM/sadEoPaj6VAJDIg9G9GAie24Oj8tuzf8w1gMSIuTxCzrnvIccyzcqvtfaYH0GXkI7vwT0vg8gaw+c0P7BflNf4YZJ5aFTxH8YAOQjHz6YjF2vCZrLrrKaxZ/xxXmgQwuvY6/O/8dYbYIKCYBZ/bDaRg2DOvbZPHXv+A2v/10jr9uuQcGLDc9cSr8tj2ji4kjFDA9/fXtsnvNr/5geznj6TgHjMVsPtI9xdOuVqyn1iAjhkc6bjw29RgBkugIgOaiYAAh2MJbGH2ImxDCwaVgKPPTdXZiTbnSjWeTz/OMfbImPMA6HzxbcY1D9gYgssbxKHPjts2V3p51P0VK++y7d+9/wjcngpt3yd7D6Hhhofg8jArQpxHH+vg0RaeRcAvf3tuX0CN5aHrYhDpk5Zz1VwEOz49hDNzq+H2VOI74+pw6LPj+GrJDLh8AeQEm3Hos+Owlt9JwIytJ/2Y8NNYnLXPxsIuAOpkoOMNSND59thZcA0vx1dLpgMAtm7fS/phr39/ndVfPyuHUdM3tu2Ufbe2d2LvoRYtDYwuXnAAGE0F5gCifHN7KmKc8JPcK4fUPy6vHweOtLD3kkkYrMFj4fsTGwEAK+/YiKLqqwEAtVc9AJeH9elO96Nq1T0cFPzG+Qxwfs5TtPxpwTpcUFqnzeGmh5iT03v5Clx06TIcO9GGwVmVOCOHKaaeeXUb/vOSuQCAl7Zsh8vLxk0rmIrvTZzDip55dPNbX0HHKdOATRVmAo/xWaTB0fsJaX0px7/OjnTWY5G+T2LCOxkzMgBFY0TGNUq1HBEdDIDOF9+YkMCyMQcAeOyFLVj78HNY+/BzDAjSywEA23bsk/vXPvwcXJ5yzLiGCQ/o/rUPPweXL4DucATtHV24+aHn8ORLWwEAx7gCLp7LsDe+9A5qr34AN/6Vlc9ouv0JCJNbYaVS502Ycb1c20ZNZevGP9/fifKld8oaUEkZFfjOOLYenJVXg0EZ7HpefPsj/ffdr8GhBlNwdNALgHBSuJHFHnAAnXGzpGmG3dAOAwjY/o/3HMR3J8zBits34oLSBjk2AKx79CXc8sgL2PD8FpzB8xc5m/ko6JigJI4JafOPaRE3MocdXMP/rXH1yOTqkx9cPJ/fo8NweQPYun0vPtl7WG479x2By+PH8299xP543FEYDkdY0TEeuZw6cgrue/p1xoCog5/eB48FV7ow6zHQiESYKQtgCUAHjwghtbBGHldzxf0AgDOyK+HyBHCc1/9xefzo7A6jsPoq/KZxLdo7uxSji4V6zfSPCJAwnO60iqc8RjIVIjpwMn3Rxd+UZzvlSaMg4qOMysH3ZM5ZihoME6BPBz+ab83G8jw9zzIdy7blve1YdsUNeOOdj9F83a3Y/MqWL3Q+X0QTTEexHOZjAYDCqtW6eYqXRL/+gX9AM635AhJ06GIuzHDd4QhPasx8rpcvuR0AcOEfFsLtY31Ov+p+xrg8DCCeffN9aQoDgLfe34nu7jA+PXhUWlC6usMIRyJqHsMn46lXtsLlDeI7E2YBAL47th5dXd1obe8kvqMQmWe/psFxMEFpn433JuCQG8DMawp0Xn9vJ17dugPtvI6Mf9mdtvEAIBzWzWvTrrxfYwvbPtmvLuqicuf5aQ55Ku22oANPP5jXxBg+P1zecjXX9HK56IsW52NzfOfjvWhp7ZDbsRPtcHnLFRvipiuRa8nlsZCaX4tIBHh3+z64vUGUL7kTc296RNvGz7xRnvvgP95EJMLKKsf5gnANL7fdTxYDUI6XtmyX47g8QTzz6ntsvp4QEnxBHDnWir2HjsEtfETSPxSrjATRFn+LAEXI2GdfrPXFXsRXiO+of4WwFWlao34ii/RHlGW27AVkftp7c16WmofHmIPmC2JPsV9U27BxE44db9X2tZxoxw232Reg3V//ptxarmIZnduPtWDXV76BXed/HeHD7OHr0B8nYdd5X8OnP/5vAExuvPsb38au876G1vXr0fnOVuz++jcBAEdn1GHPD37Un5d4Ws2piJsAnZse3IyZV92PmVfdz/6ufK3q7g6jpbUD7R2dUoEmQKe9oxPtHZ0slocv6t3hCA4caVFrGWdMNz24WabZ6eoOo6OzS5ZKH5TJgGRIBvuNDM0KSYm2a3g53LyPzW+8b/MpubxBfGcsA53jreyh8vzCWgU0ht+nf0HHtnCLxTlIPounaMqGFEsC7D6dfYdbsGPvYXy85yDyq64k53Fw4ItgZ1e3/E7cXJfHwjdL63BWXjVcngC+yStBLr99ozEny3gN6uPYgEfFF8W2XLUysck/AAfpn/5+EQDgL0++Jvf91+8WwHP5clx06VL8/I9L8NPfL4LLY2HPgaP8XObcO85LAutCBPa6+c33bfNZ+/Dz8lq/NW42RgRYpt229k55vw8fa4UrPYhEnlhyxe0b8ciz/wIAJPiYv+bNbbvYuMRXpfuiVI62vgsJnADEBBZTcODAVAyzmKhro2chEL8VXXhgxtHYkoxqUmnRV8h57t6Q7VyaV00DWDpnEjj6RbUX3tiKR55+CR0dHejo6EBnRyc2vfwvfLRzr+3YXWnn4fjaW9C++VnsSjtP7ju2dDmONs7FrrTz0L1vH3vdvRuH/ZY8Zs/3/xOtT2zE3uFedG7Zgl3DzgcAHKmeit3f/O7nd8FRGs1IQOP9zObyBCXT2fjSO/jN7Jvwm9k3IcHH/vYCdMT+XzesgWA73eEIDh5tUQyIWyKuufcZxPE19ca/boJ38kqMrWWg/sqW7XD5Alh629/YA6PXj8QMBobTrrwfbm4ReXnLR4boIKCBDgCEIxG19hLxgkg82s9F3KI43c192nf694AAHUv36UTrg2/d4Qi6usPyYtt45taEERYuXXQHzimaDrenAl8dxaJn59/8qPN8qdlNLgrmd5YGnDEtbeBRsTnyD5DOgEgkCmT7GGgcPnbC1pfLE8Sdj4vgr3LZ14e7DhDQFNdDYmgMZVpg2V147q2P5HEHjh7nY7P+3v6Q19fhP9C7N76KsdOvBwCcX8KKyXV1h9nfhTAamxmWP4j0BXQG2penhbvD2HvgKLq71e+1u7sbXZ1d2HfwqO34XWnnYfe3/gN7vv097MvIRNeOHRJ8xPcdJ05gV9p52JV2Hg5dOknuj3SpKrqdW7bIY3alnfelAR1VM0dJlAGgsPJKaNU6Obtg5rWgtngr8xpN88QAoDscYSIALo9e/ufHAQDfHluHOP6/Ov2q++VYnV08W7XHuVzM8dZ2uDyWfHB3p3PzWnoAHZ1dGOFvkj6d//rtIvzij4sBAKvuekpenzSx9RvTIQuJihfQkd3mK9CYkTJXAQJ0QtFBRwSgknFHTbsWAKsfs2s/+2EvXfcEhL8HAJ54eau6KCEZpvOTfZuCAosskLo5MKZxOkT67PaE8BQ3Te3mrGXbJ/vwvbLZAIDtnA3qCzkBkXQR3dyB97kZ7AcXzzGAxmRvAdKfH1fd83cAwGtbP8ET3EF5oq0DLo+Fxbc9BgC45ZEXcKSFmVG+OmqG/BsCkOeUL73TziJp/E4MgkMH2perHfnsOMLdYTz8xGa5RSIRHHV4SNqVdh5OrFuHrm3bGJvZu5cBCjeXCwDq7u5G13vvYde5X8Wxq6/DrrTzED7IyqlHTpyQoNO5ZQsOB6wvDeio9UUwU/Y/Ulh5heafkf+zJ9qxa99huVHzGt1/4MhxCPNaV3c3tn2yT1o03nzvE8aSuclu+6eH8PxbH+DVrcz8/enBz/DVUUyYlZxTLRl10x1PAGCZCv6TJyPt7OrGPRtfkdfk8gQl6Fwwpg4ubxBvbtsJAEjKIGspB8XPp4ibAQ4qvXsUhRtxzO/cexT/eOMDuDwh/G7OLdi59yi+VVpP+jOAi2z/55L5ONHWgdb2TpTV3agWuovK8crWHWht78SOvYe509swq5lzl2zHYb/B4GKrXhNmL2aKuu/p13GirQOXNNwMEUS5Zv1zeOa1bfjlpUsN5kUc8x4LaflTcZzfjx/+ag5hMwZboxJtUmra7QmhdNp1ONHWgbb2Ttz5+Kva/H7buBat7Z040daBC0pnyfm5PSHs2HsYre2d+OOC2/T5OdXh4eMOgM6/T7th3b2YOrdJfo5EIqhbuAr3PPyU7VjKTqR57dyvyc97vvN9tD36KHalnYdPf/JT7Eo7D13vv4+DE3+tnSdAB/iSmdeMOBi3pxJbt+9FXqiZxL5YcKUzYZC5uT0V+N85Nzt+5/Lp5/z9tffwvfGz5Jhun73PmVfdD5fHwtqHnpN9iOPPzGFza75zI1xeC8k51fhw9wG0tXfi1Xc+lvP/9tg6bN2+F2fmTONrUDm2bt/LqwsrwOkXpjN3zSOEsZgLdsi+oDumvjGOtbEgGnyqH6PqnTj1a4Kc05iWMYYBKhKcQvo8pK8qiBlXP9jrH6Vos657iCzoio1omQY0YAlCW7glgFrQQEQCmB2U9PsYIucpINBl3Pb5aUxQzEEEl5rsSYKdAB+6L4CpXPk20P7vbydOtGHzq1u1fS+9sQUtLXam07ZzN7r37Uf3vv2IdLKaLZFIBB2vvYa291QsWLilBW0bNiDc0qKd275pEyJdXYh0daF7H2P14ePH0bl3X39cWo/atfc+A90JHyB+D9N0L3xyzkGh9qwDIZiA5vIGWEYDM+jTS/7fNb9LiHxnEb8NPc/S+7WdS4Q1PiU2EOevunNjj+/bSUGno7PbYaGmLMZ0yhs3WjO3EDZjHi8X0yj7zcBTRxByACR5PgEj7XunOetsTujX+9JYwTljURdj+8h7Jx+MthlAJNPRkB+KLSYnYO/D7F8DZHEvSNob29/RMuann6cHwbLvRNbdgfbv0brDYdzz0BNYtOpG3HbvozZ16b9z6+BK23A4QsCCJg6myWUVCGkpZmzZAYS6lfhN5P6gGsNIQ6P5jYzvNFZC4oiUT4b06w1y+XdIXod2ni0TAlsLxPrY2XX666Qj6HSHVYGwc4unR1nkDcDR2IcT+ChTl5IqOwEG9Q8IYAjpY9DFNCoIGUBmMhzbsWqf8F0l50+V98HMiHA6jRZaO6dwGjSGQQFGAyRjUXcCKr7ZSmBrxwkQCuiftXENluMNGAxIHGeRcQzQIuOqLAQUBC2cU1ij7km4Z8XnBtpA+zK3H05s1M1oFBwE2HgJa9BMcRUEXAzAMAGEbzojCSpg0caiVqMgTPCzgZ3BsmjMkQ5+Ouv5xpi6U98gh3ZSpiNaav5UAySoSYyCjcMCr4GJQy40zdTm4NA3zWbaPBxMbB7L+Tgn05/tXDW/5PyaU9+YHraU/CnGPKm/xpinxlb+//buZgVBIIgD+CP0AkEv0zF6hzoFQoEdyrP3vqgXKCg6FHWux4rAMqaDuM1ORn6UoPv/wVKUmLuBw8y6yoMU316OY0e8t16vWpZkiX6H/5X4DTk3pO1Hbiv3H3xfqdvfBwagoHz/QbWm8/Z4A3UrI55xRJzoeakqanFoGDx4+Y4vRtUyLVGKC5YE9FSWomcq7Opd9pl6NLw8TlEOrDaGqccsVtAhCtInZ3GklrssdRvMDz8pqX1yuXrUn+2p7a5K3ezpDiU1MMbt7tNkc6buaFvqNl6fMp8fYwcdAACArGIFnTTzGUX3jz6bOJ9hYp/BPF6CifSiS3LRQBRkOgAAkBsEHQAAyA2CDgAA5OYJLCitWC8L7XkAAAAASUVORK5CYII=)
انجام و محاسبه تمامی عملکردهای کاربردی اندازه گیری واندازه گیری پیوسته و لحظه ای جهت محاسبات و نیزاندازه گیری توسط متر لیزری glm 50-27 cg با علامت گذاری (علامت گذاری در فواصل مساوی) با توانایی اندازه گیری حداقل و حداکثر و جمع و تفریق اندازه گیری ها و محاسبه مساحت و حجم از مزایای آن به شمار میرود.
متر لیزری فوق بسیار کاربردی برای محاسبه مواد مورد نیاز، فضای اتاق و دیوار ها و قرار دادن عناصر مناسب در موقعیت های مختلف و مناسب معماران، مهندسان برق و بسیاری از مشاغل دیگر است.
نقد و بررسیها
هیچ دیدگاهی برای این محصول نوشته نشده است.