بلبرینگ ها اجزای بسیار مهمی در دنیای صنعت محسوب می شوند که وظیفه اصلی شان کاهش اصطکاک بین قطعات متحرک است.
بلبرینگ ها اجزای بسیار مهمی در دنیای صنعت محسوب می شوند که وظیفه اصلی شان کاهش اصطکاک بین قطعات متحرک است. این اجزاء به افزایش کارآمدی و عمر مفید ماشین آلات کمک می کنند. بلبرینگ های خود تنظیم از نظر فناوری نسبت به دیگر انواع بلبرینگ پیشرفته تر هستند و به همین دلیل قیمت بالاتری دارند. با این وجود، این نوع بلبرینگ ها بسیار متداول بوده و عمدتاً توسط صنعت گران، مکانیک ها و تعمیرکاران ماشین آلات استفاده می شوند. ممکن است شما نیز اغلب نام این بلبرینگ ها را شنیده باشید، اما آیا واقعاً می دانید که بلبرینگ خود تنظیم چگونه کار می کند یا چه کاربردهایی دارد؟ برای درک بهتر و دقیق تر این موضوع تا انتهای این مطلب با ما همراه باشید.
بلبرینگ خود تنظیم یکی از دسته های بلبرینگ است که ویژگی های منحصر به فردی مانند توانایی خود تنظیمی دارد. این قطعه به دلیل کاربردهای گسترده اش در سیستم فنی خودروها و همچنین در انواع مختلف دستگاه های صنعتی، بین تعمیرکاران بسیار شناخته شده است.
ساختار بلبرینگ خود تنظیم
ساختار بلبرینگ خود تنظیم به گونه ای طراحی شده است که قفسه، رینگ و ساچمه را شامل می شود اما از ویژگی منحصر به فرد آن می توان به دارا بودن دو ردیف ساچمه در یک شیار کروی مشترک اشاره کرد که این خصوصیت به بلبرینگ امکان خود تنظیمی می دهد. این طراحی دوگانه ساچمه اجازه می دهد تا شفت بتواند در مقابل بلبرینگ خود تنظیم انحراف پیدا کند که این امر آن را برای استفاده در شرایطی که شفت به دلیل اشتباهات نصبی دچار انحراف شده باشد، ایده آل می سازد. بنابراین، هنگام نصب این قطعه باید دقت فراوانی داشته باشید تا از عملکرد ایده آل و بی نقص آن اطمینان حاصل کنید.
انواع بلبرینگ خود تنظیم
بلبرینگ خود تنظیم ساده یا بدون کاسه نمد
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b4NeE0stPS4lQF5eSxHSpjsD3Me3+Dmr+Jrg3V3czXd7IcvNOzSyMcdSzZJP1rWm/Zv1hLYu4k8vGSGU4PX/Gvtn4F/DezvrNby6iV93IXHHt+le5SeD9MktzEbSMjbjG0U3JR0YKLkfk9pEfjP4N6iLnQNTvtLEbbjHbTEQtyOGiOYznAH3c19i+GP2gNT+I3gdGjmtn8+IQXTJAIpY5No8xMAkKMnPuCDUP7QHw1sbG4c28a+W4O5CM4r548DNP4C8ZH58addN5U684PJw3/AAEnOfTI70w62PettOC04L7Uu2kUN20BfxqQLS7aAGbaXb7U/b7Uu2gBqr7Uu32p+32pVX2oAYF9qXbT9vtShaAGBaXbTwtOC0AM20oWnhaULQAxVpdtSBaXbQAzb7Uu2n7aXb7UAMVaULT9tO2+1AEYWnBaftpVWgBm2ipNtFAHn1LtNOpdtBA3bS07bS0AN2mjbT9tG2gBKNpp4GaXbQAzbS0/b7Uu00AN20baftpaAGgZo20/bS7fagBu32oAzTwM0u2gBm2l2+1P2+1LtoAbtpdvtT9vtVW/maNI4YMfarhvKhyM4Yg/N9AAT+FAEml6edc1IuRmys2x7PLj9QoOPqfarevEo21B8vSuq03RU0fR4LZF2hV6nqfVs9yTzWXcaDNqd4IwoPOeoAHByfYY5yeAOa1EcNfSpZ2VzeXcsdpZWsTTT3VwwWOJAPvE/pjqTxXxf8YvjBffETUGtoGe00GB/wBxa5IM3pJL6nuFPArs/wBpr40W/i6+fQdEu93hmwkPmTIcJezKT8/+1GpztB6n5vSvM4/C+meF7dL7xb515qbKs8HhW2nEL7SAVa8mwTGGyCIkG8j7xAOKzk+gzd+DvwRf4jQzeIPEN1caH4HtZjbm5gYLdapcAZa3tcg7Qv8Ay0mIITO1QXPy+96rfW0mi2eg6JZ2+j+HtPDC00uyUiGEnq/JJaRs5aR8sx79K+Ub34ga5eeXbaYF8OaZGSINL0jckEeTk/eJLEnJJ4z6VseGLrx9NKP7O1PUgGxkFlKHngkMDj8OtSgPefDv7MVz8VLiS9e6TRNBt3/0zWblGaOLABKIOskhHRV+pIHX0vUPhp4C+G8KeJfC9tfLe6LZ6hOVvNn7/wAuxmZJcjG1twHynOOuTjFeZeBfjx4m8M2tloXjZJrvRLVStvMwAa23EliFUYbJ5ycEdMnoPXfF0Nr4p+HdxdaZcpqGm6nazWq3FuwZD50LxYPoQzrwfSrQHxL8HrVF8SWkcoUmNEXdjA4A7dhx0r9Hf2efCk2oz/aIyEWLDZ45x2/lX5k+D9Yk8P61b3MqYeM4kX0YfeH1BBHWvuj4SftFQaPpAFlcKjsuG+YDBx/9apjsB9deI/i6PDsb2TqpnjG0tnivB9V+JyW/iWa61HRNM1+C6xHE+pqzrbtg/KFDbQGJzuxknjpiuA8RfEca3dy3Ms4Luc8sDXA+I/iFp6wSQz3CkOMFQefr9c85HQ1Vkh3bPpjwre+C/iFri6NrvhLSdFS8iaC3utPjKFJyNqE+nBOO2TyD1HOR+EbvwjqkHh7UdhvNIENvu6LJGv3GX2KjPPfIPSvJ/hh42XxXay2VwxTUrUZSRjj7TEOkqn+8MYYdjz3FfSryP8YPAou4/wB5408PxfvFUAvf2w5+pbPPB+9kfx0ttQ3PmX/goNbvdftJ6aJNvlyaFZtGe5Xzp+D7ZB6ADk88nFvwSqWdraR5G0KoPAx2re/bf8MSa58V/CuoRxnzW8KxOgYbSxS4fI2nocSLwc9ccd/JfBXjIPi1nJjuYW2leh6/zojsD3Pvf4N6pcW+l7wjGAYyce38q7zUPiXp1jC2ZBvUY296+cvh98d7TQfDUljLb+YzDjacE8Vw+t/ECS7klcybAxztUnjPajlTd2CbSO2+KXjX/hIL+U5G1jwOo/8A114xqehy61Y65eQIXh0+JZ52B+6rOqZ+uWHFVNe8ZpHkvJksOBnk06DW5rHwdq1tE2G1URo+M7iqtuRR/wAD2nHsKYj2bSJjd6TZTsQTNBHIcc9VB/rVwL7VHYWgsrO3t0zthjWMZ68AD+lWNvtUlDNtKFp4WlC0DGbaXb7VIFpQtADNtLt9qeFpwWgCPbTtvtTtvtTttADNtKq0/b7Uu2gBgWlC1Jt9qXbQAwLShaeq0u2gBu2lC04LTttADNtLtp4X2p22gCPb7Uu2pAvtS7aAGbfaipNtFAHne00u2n7aXb7UEDKdtp200u2gBm2lp+32pdtADNtO2+1LtpwX2oAYBml20/bS7fagBm32p22nbadt9qAI9tOC+1OC+1LtoAbtpdvtTtvtTttADNtLt9qft9qAvoKAGhfarvgzTBrGrSX7jNvDmKH0PI3t+Yx9BVN7S71GaGwsEaS+u38mFVGcEg5b2AAJz7V6VpXhtfDFjDZLwsYCc8EjHX68ZqogSTRCYqoQkY+g718+ftifFwfDvw2ngzRp2i1zVoN2oXEfDW1o3/LMH+9J37hfqa968W+LrD4deENU8Taqf9G0+DzPLPWWQ8JGPUs2Bj0DGvyw+JHjXU/GOvav4g1WZrzUbyV7qYgdWJJCAegGFA9MUNgP0Tb4b0seLZ4BJcidrTQoJEzG1wo/eXJHdYRwAeC5X0r0D4V/Bm68YwS61qQnvJbiQyO8hZ3lcnJZj3Oec1x3xg0n/hG/F2i+FFkLf8I/o9hYOrY5nkjFzPIR2Z3uCT7Ba+9f2cPiLpvw/wDAEEEmlJdSSRBt6gBug457VKA8M8Pfs/6dqeqLFFZZlLY28/TJr6c8D/su21lYo0kSR8dFUdfpXP8AgzXILTxZPqDxLEs0rSCMNnaC2dv619KQ+PtOj0c3Jljiijj8x5HYKqKByWJ4Ue5OKbuthq3U+YfjN8A7L+y5leKMgD5WC8jjrXxzof8AwmPwt1vXNF0pWuLGaP7U9jIxMFzGpGSnHyyjqMYBPUHg19++KvF198RIZJdAskn0QjB8Qak4s9MGeMrK43Tcf88lYE55rzmfw/8ADrTrjzdYvtS8Z368+VpanT7McDcvmEmRhk9QRmgR8K/ErwzbLqsfiLT12aPrYN0ueBBcE5mib0O7LDPUE+lYuiJdSTrFp9wHbONqNnr24+lfoLb+L/C+i20lpoXww8I2FqQQBdWf2uT2JZ8ZP1r7A8E+F9P8O+GNNtbWyt4CIVeTy4VTLnDMcAY654HA49KmT5Skrn41Weg+L76aO3QXBfou4EZ9/pXpXh/9lPxnrNsdUv7a4S0jXzJJmVtir6kngCv0A+Lf7Muk+OrqbXPD19J4S8UbWJubaMSWty3bz4DwTx95Cr/7R6V4B8Vfh/8AtF3ukvpl3qaaraoFVZNLnBV8DrsZVKnqOc49aE0xONjw/VNS0r4ZRwRJeqNRgYNF5J3OrZHb0PQg8EcV0Pg/9qfUtBvLTxDZ6TYadOrP5YkupNk8YYK2VCnCH5h6gjjOKxPC37IvjjUdWaXXfCWtajF977JHmFbmTI+WaduVT12fMRxuXrX0v8Pf2Q9e17UkvfH1t4asbBPLUabbaTbTz+WgASISlcRxqvyqBuIA9yTXMhWZ4X4/+KOt/GrW7nx5PaJHPpdjDatpNiWcC18xnedNwBb5nG7jIAXjiuE1fwTD4suRquhT+TfE/vYDwGPHPsa/RC6/Zq+FOgwC4svBOm6fPGjRpLZhoZAGBBG5WBIIJ4OQa+Ufit+zpfeEdbfV/A96RFnd9huGPy+wfv8AjzSi7rQclbc8107Q/F9jFtuNMuHK8Bwpwef8BVDXbbxXMDHDp08ZPHI5r0vQf2rPiN8NYVs7vwdbajsGDJcQsxHA5DJn06GsTxj+0l8RfipcLHB4UjshnbttYGAGe+WAyevJpi0OC0vwbc6Uy6j4juwpQblh3cjn/GvTvhbpEvjPWU1ZomXRNPk/dswws8w6KvspwxI7hR3OLXw5/Zr1r4ianBN4w1CS0gkfm0tiDMRxznlV/U4r691T4O+F/CPglLTRbL+z4tPt9kKiRiOPUZ6liST3JJ70mxpN6nku32pdtSBaNvtQUN2+1Ltp+2l2+1ADFWlC0/bTlWgCMLTgtP20qrQAwLTttO20oX2oAaFpdtP20oX2oAZtpdvtUm2lC+1AEe2nKtP20u2gBm2lVaeq04L+NAEe2lC+1SKtLtoAZtpQvtT9vtS7aAG7aKk2+1FAHnW32oAzTwM0u2ggZtpdvtT9vtSqvtQA3bRtp+2lC+1ADQvtS7adtpdvtQA3b7Uqr7U/bS7fagBm32pQvtTwvtS7aBjNtLt9qeFp238KAsRhfwp232p238adt9sUBYYq+1G2pNvtUd3cCxsrm6Zd4hjaTbz87AfKv1Ziq/U0DPU/gH4bS+vtS16VFZLf/QbduD8xAMrfX7q/g1dj400Mx/vox36AZJrS+FOhjw14G0jTnfzLiOLfcORy0zku5/76Y1m/Hj4gWXwq+GOs+J7vBks4sWqYyXuG4iUevzHOPQVHN7xVtD4I/bo+K63Ot23gmyuP9A0NfP1LyxkPeEfd6chFwAB1JNeHa94f0D4b6NJp/inwsfEvi7ULHzTH/actkmjyMuYoisQ/eSBdrSbsYJ25PJO/8J9Nbxp8SL7xRreLu10Ef25dmRcrc3hlH2aE+u6bDY/uxNWR8TPD1/4g1G51GeZ7i7lkMskrcl3JJLH3yc1bMxn7UjGb4haL4tiib7H4o8PaVrEDkEBmFukEqfVXgIIHA3Cp/A/7R1zp9tFY3EJVEG0MCDx/+oV0+j6OfjP8Cx4PnBg8Y+ELma60fzBxd2cpDzW4/wBpJNzY6Yb2rw7wb4B1LxT40ttAtLORtRkfDwyAKYlXlmbP3VA5J6AevAK1QH1x4H8aXfjK6tE06Ke6urhtkNtCAXkIAzgHoADkscADnNewXmqWWg6fHa6ibfxbrMZ3CCT59JsZAeCEP/H1Kp/jcbQRlR3PCeEfC9l4D0b+ztMffK6qtxfbSHnwPuD+7HnnAxk8nOavyKWPzA59+K0sBL4g8Rat4lu/tGr6hcajKp+Xz3JVOeir0UewxWbtGAwPJOMZqR1CZ4z/AEqrLKOm7nOaAJIR5txFHg5aRV/M1+h0EYhgiToFUL+Qr88dHLz6xp6MMhrmIdOPviv0SasqnQ0gRN93n8O9Zl7EbpggHy9xjIrUf5sgmmLDtPNZLQ0INPso7WPIUBqt8UvC9+KjmO1T6mkBgeKbgtDsXP8ASvJPEdu824AFhn6j/OK9Y1SE3DHP+OK5e80ZJckr7H2rojoZSPE77wql5JuMSk9/lH+e9aGk+E0iKiO2VW/3QK9PTw6mAAnOPyq/Z6CoKqEUnI4xV8yJF8AeHfsqG4dRnoMrjHHFa3ji8/4p+/UZB8oitZFTTbMIOoGOOprj/GE7SaDfHPGzoOR1H+NZ7u5eyseQBaULT1Wl20xDdtKFpwX2p22gBm2l208L7U7bQBGq0u2nqvtTttADFWl208L+NKq0AM2+1LtqQL+NKq0ARhfanbaftpdvtQAwL7U7bTttKF9qAGhfal20/bShfagBgX8aVVqTbQq+1ADNtOVadt9qdtoAZtoqTb7UUAec7aXb7U7b7U5V9qCBir7Uu32p+32pQvtQAwL7Uu2n7acF/GgdiPb7UoX8Kk2/hRt9qAsN2+1Kq+1PVfal2+1AyPbTgvtTwvtS7aBjNtOC/jTgvtS7aAG7fwpdvtTlWnBaAGKvtRDpja1rWlaeMFDN9qm/3IyNo+hdlP8A2zNSbfam+EdWji8W3E7NkKVt0zjhUPI/77LH6YpoTPoXw7qgtdkLNkKP4j+tfGX/AAUU+L51HX9L8C2co+yadGL6+Ct1mcAxqeecKSfYmvqe51SDTLG51G4YJZ2sL3Mz7ukaKWb6HAx9TX5SfETxpP8AEDxtqev6iHuf7QvDcSwltpaMvny92Dt+Qbc4OM5waVtbiburHs/gvRH8J/DDR9MkjVdQ1eQ67fkE52uuy1iPpthG/H96UmtTwx4Cl8eeLtI8PQu0E2pXSwG4iHzRJy0jj3VAzZPGRXJaL8SPFPxS1e+uvD/gKXUVMjGSS3uiLa2UYCo0rRhFCrhcZzwOOtdpoqfErw/qVhrWjReHtG1a1YPG8WtfaHXIIdXi8va6kHBUsM+o4NP0EfRnx6+CHw01HQH1+VrrwDq2ixoLLxL4fULcjZ8scTxEFJy+duCCSTwQeR4/4Z0iextmvtRgiHiK+jQXjxDCxIBxCoGQOfmcjguT2ArXu/iXqvxklsX1uwg02LQWaOS2s5jJa3WoAkNOu4bgsQyoU5AZm5O0GrCwYbBJ69+O/WnFDIREWOSDn3PNRXGAvtjPPardxcR2scksrbIlGSxPPWvHPiT8VotPt53eVbWzTJ+ZsDHvVCOv1vxTZaYrAyiV+nDAD86828RfGLT9OlZZLyG24z8zgYHrz1HTpXy58QP2gNR1WeWLTZDbQ5I81hlmz6D+H1ycn6V5DN4kuL6+eW4na4mYgtJISWPPqT75+lc8qi2RSi2fdenftBaPaXsE51RWkjkDrtZnG5Tkfdznp2r9E/h7+2V8JvHWj2s7+M9J0fUnjHnWOozi2dXAG4LvxvAJ6jPH41+DOl+I3h25cMDj5SeBz9a7DT/FRddofHPRulLmUtx6x2P3ztfjL4AvsfZ/G/h2cnAHl6rAcnr/AH+emfetS28feGbwAweItJmBxjy76Jhz0PDflX4Hxa8GwSkZH+4DV2LXItrxiKEI+3eoQAPg5GeOcE556GjlQ+Zn72x+JtInx5Wq2UhJGNtyhznoOv1xStqdnMuY7mGUHkbJVbOfxr8F49WhPzCCHPbaijvn+fP15qxFrSRgbECDp8gKjrkdPfn680+VC52fufcXUJLbTk+qjIqi9xb85cAHnJB54r8T7bxNdo2Yru5iJ/553Einrns3rz9a37Lxjrrf6vWtUjGONuoTgDP/AAPj1q0hOR+yCTWjtkTpnpjPt/nrWhZyW/VWVufb86/MD4V+DfiR8RIY7+z8R6po+iE/Lql3fzsJfeGIODIOPvEqvozEEV9P+CfCc/gu2VR4j1/V7nq1zqGoyMT7bV2qBntgn3NFhpn05dl5mwM+vqK5jx0sNj4buI5JEFxNtCRswDEZHIHcV50Ne1TGP7Rusf8AXZv8apyyPPIZJXaV26u7ZJ/HvRawEO2nKtP20oX8aYDNtLt9qeq0u38aAGbaUL7VIq0u2gBm2lC+1P2+1LtoAbtoVfanhfanbaAGbaUL+NPC+1O20ARhfwpdtP20u32oAaq0u2n7aVVoAZt9qXbT9tKF9qAGBfanbaftpQtADAtKq0/bS7aAGbaKk2+1FAHnAX8Kdt9qdt9qcq+1Ahir7Ubak2+1KF9qBjAvtS7aftpQvtQAzb+NOC/hTttKq0AN2+1Kq+1PC0u32oAZt9qUL7U9V9qdt9qAI9tOC0/bRtoAbtpQtPC0u2gCrfXIsLGe5YZESM+3ucDP/wBauF0u9e0kjkDklTkse5yOfzrqPGU4i0lYs4M0qr1xwMsfw+XFcWmUOSCwxnjv7VaJZ0n7R3xNOh/s93NtG+2912ZNOTBwTGAHlP5BR/wKvmf4T/B7Tr3Q4PGvjG3kutEuHaPR/D6OYn1hwSDLK45jtVORlcNIRgEAEnsP2kLV/HXxo8J/DyK5ENto9mDqMgOPJaTbNdt/vLEqoD64ra+HniZviR8QVeKGO20TT0jtrOzjXEcEMahY41HYKoA+uT3qdxHvvw5+BupeOtPtrnVTDYaXGqrbaZZQrb2lsgHCRQrhQAABnqe5NVfjd8M7T4b+Gom0v95rmo3Men6fEpwTI5O+TB7RxhpD/ugd6+jvC/iCysdDtYRhAqBQo6k44H1/rXk2n2x+N3xK1/xQQsmg6AJdC0R1yRK2Ua9uRzjmRVhBxnELf3qV3fyKsrHh+i6JB4d0u10213eRbxiNWblnx1dj3ZjliTySSa3tK0WfWLoxI6RRxo0s1xMcRwxKMu7HsAOfUnA71r+KfD0mk6pJE0ZHzYHynP8A9c1zHxj8WxeB/DP/AAitsduqXSrc6tIpOUXG6K3+gBDMPXaO1aMk8k+MXxNs7fz4LOUw6Vb5KNJhXlIP+sf0OM8dAPxr4W+K3xMn8V3zgyslnE+UQcE+59fYdhXafHjx0dQ1N7C1nYwxf67B4LZ4X3x39zjtXzxq141w5Ic46dMZrlqT6I0jHUiubxpZGPzHkEAnH/66rGYDdkZbOTyD+fvVdpfQYOeBTcHjBP5Y/GsbGxfjvNr7sktnv/n8K1bXXBHjczBh+GfaudDY/vDA/wD11IsxKnacZ9O/tSFZM7i38QDC4cqAeu0kAdj9O9bNn4h3c4+ZiTnII9vr9K82hunLYLkljzgk/h19MitfTbxg5YnGBhNvOOvPf07U+ZkuJ6Pb6orKoV8sxwAPXHX/AOvWpb3hLAFj7gVxWjyPLIpV946HqRn1/LnmuxsbctICOg644x0raLuZs39NjaSQABs/Svq79m39nD/hMEtNd16ye6sJWzY6WVObwjP7x17x8ZC4wwGTlMBvOP2aPg0fiN4p82/iJ0LTgst6xBAmY5KQA++MtjkLgcbwa+p/FPi+50rXbHVdJIiGhTrLbxx8K4UjeMdMEDH0+tbIjzPYLvwzqelW/m3OnXFtAuFLtEQq5xj6DnH14qhtr6Fsbqw8ceFre7iO/TtVtFkXBBOx1B69iM/gRXxTqnxL1nwP421TwtrtvBc3VhcNB5ygxtKvBR8dMMpU9utKLuW9D1IL7U7bT/C9rL4rtYp7ae1iEi52yM5IPpwOtVviZouq+EtBW5gvYpPMby3aOEqUyOCCSc85GcDFV5CJgRnGRnrjPNOAyAc8e1J+zD4phvNT1Pw3fslw8y/a7VplDNuX/WLk9Tgg8+hrpPjpax+AVtvESW+dJlYW93HCoBhkP3JAPQgEEDuAepOV1sPpc51V9qXb7ViaJ440TxAyJZ3gklbgRFWDZ9Md66mLSb24JEVlcyEHGFhY4/Tj8aBFML+NKF/CuU8TeK7zQdVjtpLQwRRyKZlLAyOuRlQRkA4zzz+Fe5az4N0q78P/AG/Roz88a3ELCRmDoRuxyTzg5+oxRsM85205Vp+0/Sl20AM20oX2p6rS7aAGbaUL7U8L7U7bQAzbRtqQLS7aAGKtLtp+2lVaAGKtO207bTlWgCMLTttP20oWgBgWlC08LS7aAGbaKk2+1FAHnIX8KXb7U5Vp22gBir7Uu32p+32pVX2oAYF9qXbUm32pdtADAtLtp4WlC0AN20oWnbacFoAj2+1O208LS7fagBm32pdtP20qrQA1VoC1JtpVWgDivGkvm6nawdRFE0hH+8QAfyU1D4NsIr3xRY/aY2eyt2N3cbeB5USmRx9MLj8abqha71/UpAMqjLEuOSMKM/qTVTxRrC+Dfg78Q9eJ2T/YF0u2YHDCW4fGR6HYrc+9X0IPmLRvGF54t8bfFLxQ6sby70e+nBYElFkmjTr2+TA4/Suw/Zb8QwWMl1LM6qVbPPfk815F8Kb0HxxPpMj7F17TrrSVZvu+ZIgaLPoN8ajoeWFcho/iTUtB1CSOKSS3cSFJEzjDA4ZfwIIqL2A/QXxV8UdUm0aaHQ5GGo3UiWVhtOcXEjbVf/dQbpDjnCGvrH4Q+CLLwD8OdE0KyQpb2dqkI3cscL94+pJySe5JPevhX4BSnxPrGlXcwzBpsXm/NzmZ8gt/wFAB/wBtGr798J61FqGnxYZTtHbH5UT2LjucP8XrfTPCOm3Piq+2ldPXzY4WA/fy/wDLKPnrl8Z9g1fnP8TvElzNpeua/qc7yzMJLmSYsMvK5O1R6kscYP8ASvrP9srx4b/V7HwvA5+zWq/aroKSAZGHyD8FJP8AwKvz/wD2lvEEtjfW/htTtWyRbi8jAAP2h1OEP+5GVHszt6Ur2iJ7nzZ4q1ItLM8p86TOS2TlieSc/XJ/GuDncu+SWbjvzj2/Sui8RXzSSMvzAA44OB24PrwTXMSsSpJLYPB45rk3ZstiMqTk4JPfFNP6HPfOKV2LAD8e/NNMh6EkiqGLu4+n+TTs9wffNMB2qcDOOtOyDQIfG2M44PrjP+elbelnHGMkAA5AAwcnj34zWLDkNnGVyO2a3tDhMzKwGSr8MAASD15+lSw6Ha+G7PfHFtAG0bW4JJ/+tnnJr1Xwb4Zu9c1S0srK2N1d3LrDBCuMu54Az2GecngDJ7Vx3hnT9wVQuBnBznI619rfscfDBLm8ufGF5ErQ2Ra0sFZeRMVPmyfgrBAR3Zx2rogtDF6ux7T4f8J23wh+GtjoFiyvdsp+0XSrtM8xAMs3tzwB2G0dhXOSQpICrjKkYYccjHSvQ/iDZ7rC3uQOY32n2DDr+YFeeSN1GO/Wt0SfQv7HniZ7/wAD6p4YuCxn8P3flxbiP+PeXLxgewIcV5T+3x4G/snVNB8b2UW03A+w3jKpwXQbo2PPddy5/wBkUv7O/iM+F/jpZwMwW08QWT2TZ6ecnzxn6/Kw/wCBV7H+1NaQeLPg/renbPMmjUXMSjkh0ycfXG786ytaWhe8TyL9nLxal9pMcZYl1KsP90jkfmK948aaCmv+FbiI/OWQlRjJBxx+Oa+Iv2YvEhttVS0dtg3tEck9D0P5gV9+eHFGqaOEdtxZe/0rR9yYq+h8baJq1z4H8a2GrRAh7O4WQr0zg/Mp+o3CvtP4haBZfEn4b6tpnmbrbVLHfBMOAGKh4n/Bgpr5N+M/hxtC8V3Squ1GPmrhcDnqPpmvePgb49W++GNpDduXlsWazJzk7QN0f4bTj/gBqJK+qHF9GfEnhrU5vDniYW1zlLmCQb1xyrAncPbBFfbnw91v+1tNhYuXLADOc59/evj79oywg8N/Fie/tRstdQbz/lAwGb7w/wC+gx/Gvef2e/EP2vSoEZ8vGNvXn/ODV9CS38dvDLWcyX6p8r8Hg/561337OfiY+Ifh+bKd99zpc5tSG6+WRuj/AAwWX/gOK3fiP4dHiLwfOoTc6puGBnHBrxP9nzxC3h34iXOjSkpBq0BQKTgefHlk/Ejcv41L1iUvdkeh+LtIGk61MirtikPmJ6DPb8+KxtvtXY+Mr631WKMoR5sRyOOSp7e3rXJbaBjNtKq09VpdtADdtAWpFWl20AM20oWnbadtoAYFpdtP20qrQMYq07bTttOVaAsRhacFp+2jbQA3bShaeF9qXbQAzbRT9oooGedbaVVp4Wl20EjQtG32qQLShaAGbaXb7U/b7Uu2gBm2nKtO2+1O20ARhacFp+32pdtADAtKFqRVoC0ANC0oWnhaXbQA3bRgLyelPC+1VtWkNvpd3IvLrExUDqTg4H50AcxZaW8+mNe43G5kaX/vpiR+hFecftd6gnhf4NeGtIEio+r6hNqEqYwfLiVUUn6EN+dfReheHgNDs4CpAVAMkZGAB+fSvlv9tC3XxZ8avBngeBd6x2llp8iHpuuJgZMjthGYnHYGqZB5PeeFfAngvwNokniLStQi8ZPDHqB1Cx1OaF4mkCyxJ5eTGCgKD7vJ3CuA8SabF44Mvi7SSiXEz/8AE105eWtrjj96PWOTG4Hscj2r1v4taSPGet6nf/8ALJppGiwvIj3HYP8AvnHA6UeKf2P/AIhfCe307XriEWWn3UkVnJdQzoxVbhlQqy5zjazcEcEA9qlgejfAUt4e0CzkYFZJgGbPXkf4ACvrfwF4hFta3N1LIRaWsDXUzL0CKCx/QY+uK+XLRY4NkcA8uJOEA4GK9E1PxJJo3wH1ckqJtYvY9MhJ4PlqoeX8Puir6AeVap4mXxD4m1nxXrWZLS1Euq3Sk8FUwUj/AOBMUTHvXwR4+8QXGt6tqN/dOZLq6mknlbGd0jsWcn0GST7V9bfHPUz4T+DMcCkpdeIr3ceSD9ltu30aZ1Pv5dfEfiC8M5ePBYDlinHfoCep4NY1GNHD6rIbiTJbJHDcE5HJA9/zrGcHPJJGM5xjPFaGqTGSR/lVT0+UEY56fXk1nE/KOhHXjv0rmR0kbYk7YwPTpz+tBX5uT0/KlGe+OeevWk5GCeaokdSeWdpIyT2/WiMn170/5lJyB19OtICWGPzGAzjmu28I6ebiZGO4DqqkZHft26gVx9nG+8DYMrz09/1/nXpngu1k+QsvK/xHrj6fhSW4S2PUPB+jT3k0ENpCZ7mZlhgiUcvIzBUX6liBX6g+A/CNv4G8IaVoVsFKWcCxtIBjzJOrv9WYs3418dfsc+CTr/xFi1KePfaaHbtcnOMGdwY4gR3+UzN7FFNfc+2uwwRleIrA6hod7ABlzGSv+8OR+oFeNO4JGT7173t9q8Q1qxNhqt3bHgRSsq4/u5yP0INUgZz99q8vhu90rXYDtm0q9hu1IJGNrDI+mMivpH4rauDdTFJC9jeRLPEexR1DD9Divm/WrQ3WlXcJAw0bAflmvYbG4l8Y/BvwXqaFpZ4bQ6fM2CCGhbaD/wB8laOoj5N8CzP4X+J2pWJLAxzsFJJGcMSvf0xX6PfCrU1vtNiKkYZAR3xkD/Gvzh+J9lP4W+MkMzJ5f2uOGfcwAzyUIH/fHU+tfdv7POqnUPD9m2/IUbCMcjGP6EUnqgjuR/tMeGw9jZ6nGmWVjE7egI4/UV5h8FdZeG41XSg5BuIGdFB/ijywP127x+NfTfxa0Ma14F1FNu50i81dwzyvP8hXxt4X1QeGvHVldlfkWVWcE4BXIyPyJFEXdFSWpi/tLQPcafYXwBc28rRt16MAc/mvf1re/Zu8RHz0RiP3gUjJH0Nbfxz8LzLouuWwRpTCrtHgZyVyQfyFeN/ADxA8OqQIcjZJtOfQj/GqJP0m0dRqGkNGfmDJgn2x+tfJHju3l8D/ABBW/t8xyWN2t1EcdcMDj9CK+qvh5e/bNLQ7s/KDzj/Oa8Y/aW8NiK+hvUT5ZFIPuc9azju0XLa5o+MJ0ttca5tjm1uAtxERwCjqHA/JsUi4ZQQcgjI96wtJuW8RfDLw9f5aSezD6bMTzgxtlO/9xlH4Vr6U5ksY9wwV+X9f8MVb2JW5Y20qrT1Wl21JY3bQFp4WnbaAGBaXbTttOC+1ADNvtS7aftpdvtQAxVp22nbaXbQMZtpwX2pwHtS7aAGbacB7U6l2mgBm00VJtooA87VaAtSbaXb7UEjAtKFp+2nKtAEYWnbacFpwWgBgWl2+1P20oWgBm2lVak20KvtQA3bSqtSbaNtADNtOVadt9qcF/GgBm2ori0N75NsBkzSxpg9/mBx+QNWVWtLwpZ/2h4y0W1IyGleQ/RY2Of1FMR6RZ+GQsdtCoAHyrnnPJFfAHjDUP+Eo/bM8YauuZE0iS/nUs3yr5FuLWPA/35FGOmcnmv0vuPK02J7uY7YbeNppDjoqgnP5CvyZ+G/ifT5PEnjrW9T1O3tLjUgq28c8oUy+deNLIRnqFWNBnp8wz1FTF3YSR6BY6TDd6pplvIV8uW8t4n3MANplQHk9OD3r6h/bK17zbjwX4ahcEzS3GrTRjkGOFFjT/wAiTqR/uGvk601ga4t1JotvJq9vatsubyEqtpbsQcLJO3yBiB9xdznqFNavgCG+1HxJ4hubyRZIrWK3sYEWSR0jJDSyKu4DHDIeAAeOOKrdpi6WOggt9hy3I/lxWr8ZpzaW3g/wzEQXsdPW7nUdDPcEvn6hSgrV8N+Hm1vX9P04DH2q4jh4BPDMAT+WaxdcvovGn7QOpThmksVv25wMCGDIx9NqYpsR85/tm3Hk+INH0FHJTStPittuejcu59jvc9favli+8J3F8pALYYcEnn8PQf0r2T46+Nv+Eq+I2r3zjcGmYrk5JXJ/pXncniSGJUUlhu45GSOen/1qxlZvUav0OSg+E0t9LHmQFC3LYIOMcir198BZo2DRXB2bf4h+ZrU/4WMtlIixqGTP8JyP/wBVdBdfFi18hVOAyjB6n6/561KUCuaRwEfwHvJHG2bcueSQMjg/1/So9Q+Cdwqr5DEvna2RkdP0+ua9Es/ixZxAMQV3cEHirsfxM0q6jLOwBxk4IA69cfWnyw7hzSPL0+Bt95YO4+uO5/8ArYqU/ATUDsaOVsMcnjB6DpXqtn8TNM+0AIQydDg5wfSt2z+J2jyvjeuMYO0jP86fLAXNI8q0n4C3UIAldi3X0HXpXZ6N8Mb3TJkVY/lX68cV6Np/jPSrmPCOhOOeB7fnzW1purR63cxWduN01y6xIBjJZiFH45NUoxWwrt7n0v8Asl+Ch4a+GY1KSMrd6xMZySuCIlyka/Thm/4HXt232qnoOkRaFolhp0IxFawJAv8AwFQM/pmtDbVFDNteX/EWxFv4g80DAuIlf6sMqf0C16oq1xfxNsg9pZXIzlJGi9vmXP8ANaaE9jzGWLPGMBuK9f8A2QUj1zwh4n8O3RVxp2p+fGjckLIp/TK/nXlEq4ByMj2rvf2RtUWx+NXifSjIQL3S1uUXnBKSAficMacthLc89/b2+HUfhzUfCmvW/wAsZea0f8dsi/T7rfnXof7JniU3GjrCzc/I/XjoQf5Cu0/b08IjW/gPfaiIw8uk3dvdA4yQpfy2P5SGvn39kXXCk0UDuQcbTnnOCOfyzSi+ZA1Zn6B3VumpaTLE3KyRlPzHNfAXi/T30vxFLE2VaOZoyv0YivvzR5DNp8ZyT8o6818afHzSP7O8easABh5vOHBH3gDj86mHVFy7n0Hpvgy0+IHw70u7cK1xdWEYZzzltgVv1Br89/C8T+E/iJqeluDG9neSQMDwQyOV/pX6Ifs16sdU+FNghIJtZpYM/wDAtw/R6+Hf2ktPbwf+0tr8e1UjvLlbxdo/hkRWP453dKIy1syXsmfcPwX1AXWk2/z5O3HXP4VJ8d9EGpeFmkAOY+cjtXF/s76qLjS7YbuQF6n/AD6V7D47sRqXhm8ixn5Ceme1D0mNaxPn/wDZnli1Q+JPDt2gePMd7Erc4Iyj/jgrXoXi7w3FoVxbm3QJFMpBAGBuBH9CPyrx74H3v/CP/G20t2by0ulmtG5xnKllH/fSj8a+lPiNp4l0FZgPmglU59jx/PFDbUrBHY8u20qrT1Wl20yhm2l20/bSge1ADQPajbT9tLgUAN2+1LtNO2ml20AM20oHtTwPSl20AN20bRT9opQPagBu00baftpdooAZtFFSUUAeebfal208LTttBJGq07bTlX2p+2gCNVpdtP20qrQA1VpdtP2/jSqtADAvtS7aftp232oAjC+1O20/bShfagBgX2p22nbaUL7UAMC/jXT/AAptRdfEaNzj/RdPmk+hZ0XP6NXO7a7P4I24k8XeILjr5Nnbwj/gTSMR+QWk9mNbnU/HLXG8MfB7xnqaP5TwaVcbZCSNrFCoP6ivyu+Cfwts/iR4qn/tyeWx8H6LAt3rNzbsVkZCSIraL/ppKylQQcqAx7Cv0c/bU1YaT+zZ4vzjN0kNoA3ffMox9cZr4S+Gsp0/wxoOjwkoddu21S6GSA4DGKHI7gRoSO2XY96UFoKW59I+BfhRL8VL2wht7S30DwfpQ8vTNJskxbWUR7oON0j9WkbLEknjpTPCvgCML4nurSH/AEZ9ZvBCwIYmOOUxIxOOSUiU+2a+kPBdzpngb4bJdOyQwW9s08rEgcKhY/oK5r4D+GyfhDoT3AZri4tEmlaQAMzuu5ifcsxP1NVzWFa55r4L08eHr7UNalChdJsri8Bf+8sZC/8AjzLXgngBGaHxXqrPmSLTZApGcmSVgv8ALca+n/jtp6+D/hf4nnRMPeRx2isMA/NICw+mFrw34U+GxqPw68R3A2gy3cEIz0KhHYgfiRVbsk+MdY+EF9qd9PK27MjE5GeBn9OKwb74C3wXeoZSDkdfz/rX3ND8LXuFOGXOMVZ/4VDKVwNhGe2KXKgPgVv2eZ3jDvGQSRkcnPt/PpTG/ZznkZCYygXrhcA8dfyr72PwhutxARP8eaY3wiu1P+rUHPYZqfZrsF2fCl1+zmRCfKQmTHcZ4J/yKqn9nS5ZSURkLDJx27Zx2OD3r71PwmvMk+V+Qph+FV3Fx5OT7Cj2a7Duz4SX9ni7UAgMWznBB9Ov5Vdt/wBnm5SRHO4gnJyTkev1r7d/4Vfdpz5OOc8CmD4cXJzmBuvpT5EF2fKejfBiSzyGLFM4GW61638Ffhqi/E7w6GG9LeVrk5HHyKWBP4gfjXpzeAZ4DkwtjH+TXQfBjQ9njbUrgoR9jtBHyOQzv1+uENO1hdT2nbSqtPC0u2kaDNtYPjq18/wzdEDJjKyD2wwz+hNdEq1T1u1+2aNfwcZkgdRn1K/400I8LvHEYYk4Wpfghq66P+1F4RcsU/tG0urIgnAJ8suPqcqB61Bc4lXJ6Hn9KzvDbJpfxq+Gt71C6zFDwcYDhl/HrVS2I6n2b+0do76/8C/HFki7nfSbhkX1ZELj9VFfn5+yzq3keI4lDKA0uRn0IP8AiK/TPxZY/wBpeFtVtDg+fayRfN0O5CP61+UP7Pt6+neLYI3JBjaMtkYxhlz/AFrOGxctz9WfCcnmaTEePu5/+vjNfNv7VWmrD4kinVRumt1yQOSQSM/livoLwFdifS4gDn5f8/rXj/7Vlnuj064AwcSJ/I/41MfiCXwlv9j3VvtPhnXbD/n3uY5QCc43pj/2Svn/AP4KGaR/ZPxS8O6wmQt5p6q/cF4pWGf++XUfhXp/7G18YfF2v2JfiWxWXb7pIB/J6wv+ClWliTw74J1EA+Yl1c2pwOoZEfH5x0faD7Jpfsva0JLK3BYkEdueK+sNQUXGkyDruj4/Kvh79lHUSYrVCWBwvfnpX3FbsJtLXnI2f0pz6BDY+J72/wD+EX+MOm3Z+VbfUoXP+7vAI/ImvtPxNb/avD9/HjP7lmH1HI/lXxT8c7M6f4xunQElW3r+DEivtbRbwa14bsLo8rd2kch996A/1on0YQ6o8b2mjbUjRlGYHqOKAPSqKGAelO207aaXaKAGbRTtppwHoKXbQAzbTgPanbRS7TQA3B9aNtP20tADAPSnbTTtpo20AN2ilA9BTqXaaAG7TRT9tFAHn+2lC+1PVaXbQSM20oX2qTb7Uu2gBm2hV9qkC+1LtoAbtoC/jTwvtTttAEarTtv407bTlWgBirS7aftpVWgBu32pdtP20u32oAYF9q9A+BdviTxRc5DK93DCDjH3YVJH5ua4PbXpHwHUt4V1OZgcy6rccnrhdqD/ANBqZbDW55R/wUP1IWPwEitMgNeatbxgFc52hn/P5a+J9N1QaL448Gl5cwLpFiVbAAIKHp6DOeOcV9a/8FKLsxfDvwhbqWzLqrttB67Ym6+vWvh3XN+qfDfw9rdq7NdaLI2kXijIZFDboH+m0qM+ufSnHREy3Prr4lfFa71bwTqOh6ZerEZ7JraOQtgBpB5a/U5ccd+nevs7who66D4bsLDbt+zxCMj0wB/hX5W/AHVp/E3jHQNKupd73GrWMQLqWJU3EZYD0PHU9Dyelfre1KbHDufPf7Zl0ln8LrS3BIa61GPjHXajHn8cV89aHrbeHfhTpwjdozeXk8rYOM7diA/mG5r279tycDQfCsGSA1zM/HfCKP618s/FTXW8OeB/BVtGmWmtJJzjkjdM/wCX3aqGwpbnUR+OrqMkpOR2OT71YX4l3qBT5xxnuea+ebr4hTWoLlGGOMbc596qRfFZ92HhcHGBjI/H9aq5Fz6VX4qX3BMx9KsJ8WrwcmQE9OeO1fLF38YPs7ACEkEYDEf5701fjCzIMwMRnlsd/T9aLjPrWH4w3ROCwyB0z071aPxidsklcA/if/r18i2/xgVtzPDIAOBj+VTR/FYMwVY5CufvH0o5gPrxPim8uOFbj6VYj+JCFgSq9M84r5U0z4jGQbnDgDp6j3/SuhtfHgnYAbsE+h9v8aOYD6Mm8fQSxMCqgY475rW+C5N9Z69qR24uL/y1YDGVRF/TLN+tfO8fiZmhOTnjucV9F/s+oH+F2nXOMNcz3Mrc5J/fuoPtwo/Chsa3PRNtLt9qdt9qdtqSxm2kkjDxuuM7hj9KkC07bQM+dZ1MYKnrjHtXMeIJms9c8LXqOyG11i0k3Dt++T8xzj/OK6/UowLiYHg72/ma4jx7iLSopySPJuoZPlGTxIp/pWhkfpTfMBZyEnjFfkP4L/4lnxR1O1GQI7yePjttlYf0FfrBqeqKmhyMzAEwk+h6V+T0Lf8AF79fQHj+1bwDHT/XP/jWUCpM/T34UTCTSIDncSoIxXJftQWyyeG7WYgZSbGccgFT/gK2fg0xXw/ZEksSi8568CqP7Sih/BQJ/hmQ/TPGf1o+2P7J4d+yvqBtfjJbQA4FxaXEZ98KH/8AZa7L/godpy3vwb0u52Kz2urIdxOMBoZVP9BXlXwLu20341eHZQeGnePrgfNE4/rXqn7cl8t98F7mJW4W4t5cH2cL/JqGveTEn7p4d+ytflHtQSOo7+9foHos3maWgyCdtfm5+zBdeXdQ88Z+mea/Q/wvd79LXJBO0Y79qc9hx3Plz9oq3EXiaZiAQSRzj2r6N+BWpHVPhH4ZmZtzLa+ST/uMyfyWvnn9pBT/AGzI3bPp7CvUf2YtaUfB21WZwPJvLmIZ4x8wbH/j1KWwR3L+rReTql2gGAszj9TVbB9atahIJ9QunVg4aZzkHPc8frioNtMoZtpQPSn0u00AN2mjaKdtpaAGgelLtp200u2gBu0UtOpdpoAbtpdop22jaKAG07B9adtNG2gBu2in7aKAOBC/jTgv4U/bRtoJG7aVVp6rS7aAGbaUL7U9Vp22gBm2lC+1P2+1LtoAZtpQtPC+1O20AM20bakC0u2gBirS7aftpVWgBm32r1P4KwiLwBbuvIlurqTd65nfn9K8ukISNmPRRn9K9Y+Da7fhnoLf89IWl/76dm/rUS2HHc+aP+ChVudev/hboADsL/VvKZYwN212jjJz2wGbmvkzxJ/wjfg3UrqPQtAvrbRrxXtNUt7nVZL17qBWbY6BkVUkUksMAZBKnrmvrD9tyR5fjV8GbcIroL8SncCcESKRx/wE89sV8l/EAvDazyogfajSEMpIPBP4D3qo7ES3Z1v7MPhFrL43eBbuyvo9R0m61aMw3UDbCQscr7JFPKtlBlOuR6Zr9VCa+VPC/wCzX4H+Evjf4Y654at7yDU9R1LZcNNeb43X+z7mTAVh1BHG3BALds19VbqzkaRVj5V/beus3HhO3BI2pcSH84x/Q14n8QfDSaloPhJZI94j0yIjOMcs7f1Net/tsHd4s8MpjP8AoUh/8iD/AApniHweb/Q/CzQDMf8AZFuTgHGcHP8AOtYfCZy3Pmuf4fW1wmHt1I6jjp/hVOX4X6fIMG2X8uK+gv8AhAZ+CBk9aU/D6fbkoemeKuwj50k+EenyOCYPb26dKfH8ItPjjKi3XnnkCvoUeALgHhT1z9acngOXcQUwfpRYD57Pwi05o9v2cYz1xipYvhTp0T5FsPbIPHvX0B/wgUwYkAA/QCkHgScfwg+uR0osB4XF8ObSPGIFBHTPTrVhPAtvHgLEB36D+deyy+CZ92Apx06dakXwVLs5HI9qLAeMXvhUQ2sh5wFxx0719LfBG0S0+FHhlEXaptA+Mf3iW/E89e/WvPfEXhOa10q5lKHCxsenHQ16p8KoWi+GvhhXxu/s6HOO/wAg5/rUspHTbaXaKftFLtNIsbto20/bSge1AHzzq3N9c8kjzGA/M1w3xCdo/Dc78Eq6nkH+8P8ACu21R83M5/22P6mvPPimzL4OvgrBGbaueQR8w9PrWhkfot9hgvvDMQkbBNoue38A9/5V+UetKLL4/eIohjC6vcKNxJ48w/09OlfqHfXn2bRYYt5BW1QcEf3BzX5X+M7tm/aB8QH5h/xOZh90g/fH5jjr361mtCpan6V/BO4/4pbTyQNxiQ5PU/KKs/tCR+f4DuGAyVZGz+I/xrl/gfqDHwzYLuOfKUew4H+FdR8bmE3gG/yP4VPIJ/iFD+IPsnyz8LT5Xxd8MHGB/aEa8cdQRXuf7aOn2MfwH1qYBTMohKE/9dY/6ZrwHwBceX8WPDYB5/tKAdBx84/xr2H9r+cN8FdZTeSRGpxyf40p9RdGfLv7M1wf7QQZYhZPxPH/ANav0J8I6kP7NQEnlQR3HT0r85P2bbkxzSv12yqemPWvuTwV4hDWoiLKoA/HpTeqFFnnf7QrCW/lckEZx9a7j9lezg1b4Y3cMzFBFqcwHbrHGf6V5z8a7nz7iQMdxIz144xxn612X7Mcpt/hzq+W+7qpIxwRmFP8O9KWw1ud9qljFp+qXVvASYkYEZOTyqt/Mmq20Upbzbm5fOQZP/ZVp1IsaB6Uu007aaXbQMbtFG32p20U7aaAG4PrRtp22l2igBtLtNOo2mgBu2nUu2l2igBu00u2nbTRtNACbRRTttFAHChfal20/bShfagkZtpdvtUm2jbQAzbTlWnbfanbaAGbaXb7U9VpdtADNtKFp4WnbaAGBaNtP204LQAxVpdtP20qrQBWvCI7Od8cCNj+hr2L4VxiP4a+GQvT+z4SOndAa8d1UEaXeEdfJf8A9BNe0fDlQvw/8NAdP7Ot/wD0WtRLYqO58k/ttzJ/wv74PxsMlZ4yN3vOBnnvnHv+OK+cvENmLhHVzs3Ky7ueMg//AFv8a9//AG5pvI/aC+Esh3BUktmzkgf8fqg/59PxrxzVtIubjXbPRrC3/tTW9UumtNO0+3lUmdwTuZ2HEcaj5mduAozzwDa2Rm/iPqP4e/tFaD8ZfHHw00bTdM1i01LTriSeeS/iiWEqNPnRtrq7FjuYYHBIyegIr6mOeecV8I/s/eFNJ8H/ABi8HxWlwde1b7XPHe64u5bZibWbMVrDg7IQQBvc7nI3EgELX3c3WspaGkdj5A/bYAPjXw3np9gbvgj94a9s8K6LHe+DfDchXcf7MgGT/uev414r+25EV8WeGZegaykXpnpIP8a+gPhOBe/DPwrMOc6dEM9Ogwf1FXe0ULdsjTwxCWyUH4CrS+F4CozGpwOgUfpXUraBiOOBxUwt1AIFTzlcpxr+EYGZsxqT9AKjbwZDuOUX0HHX2ruPJHHGe1L5I5GKOdhyo4b/AIQuDgNGpH0psnguAqP3Y446dPx713RhX0pPJHbA5o52HKjz6TwHbv1jBPTBBqtcfD+KQAovTk5r0n7MM5PI7dqQWw6Y4p87Fyo8V+I3geKLwVqcqIN8dvI3uPlPFYHw7QL4C8ODr/xL4P8A0Wtez+PtPFx4N1lMHm0lxgdfkNeL/DNjJ8PPDbdT/Z8H/oAqk7om1mdGB7UbaftpdoplDKVshSQOcZp+01U1eX7NpN7KSP3cDt1x0U96APnS6fflyBzzxXCfE6Np/C0sQAJlnhjCtyDukUY/Xp3ruJE3IAeeK5Xxpam8TRbVTzcavZRnB6g3EeR+Rx+laGR9Q/F7xxcaL4gvLKN8JCqrhTz9wce/Wvzd1m+N58aNWmYYaTVZnPGMEyfrz3r7o+NF2bz4la6ikkLcCPp6Kox+Yr4EhkWb4pXr/L82pzEFckY85h3qOiG9z9IfglfmDQbFScfKBx1PNd38Y7pZPh/qGWBPlA98H5hXjnwy1L7HptlEWXIHbj/PWu3+L2qk+CJBv5ZQcfiP61Vg6Hzr4DmWX4weFkBO5tUt+MHn5/8A6xrov2gPE1xq3w78RwyuNvk5+boPnXj+lcb8KZll+PnhZC+Ct/HL3x8oY/yFHxkvN3wx8QsW5kWJRkes8fH5fl1oJPOP2f7z7OlzkqPm3cdBwea+xtPh0T4feA9P8VeOtevtKi1NwNP03T1R5pUK5DEFWySvzYGAoIySTXxd+z5ZvqnijS9MVsC+vYbdlyfutIu4/gu41+lPhHwf4Y8deD7DVtY8M6NeTXDTPEzWMfEJlYRjp/cCjI61DehUdTwm/wBH0b4sqW8D+LrTWr11+XR9WUWV4ORwpICuec4wPrUnhu61f4feDbrQLyyudO1uTVGlaxmQ73j8pQHTHDrkMMqSPpXt998F/h8jCQ+EdJDq25WW3AwQOox0P0780y88F+FZxGk2h2tykbB0W53yqjDoQGY4PHUUJjaOd8F3U9/4dtLm5DLPLuZgwII+YgfoBW5TZbO0stSMNjaw2Vstuh8m3Xam4vJ82OxwBz34qWmUhu00badtNLtpDEo2mnbRS7TQA3bS7RS7TS7RQA2l2mnUu00AN20bRTtpo20AJS7TS7RS0AN20U7aaKAOJC+1Ltp+2lC0EjAtO20/bRtoAZtpyrTwtLtoAZtpVWnqtLtoAZtpdtP20oWgY3bRtp+2l2+1ADdvtS7aftoC0AVNTTdpt2B/zyYf+OmvYfhq2/4e+Gj/ANQ6D/0WteSXyFrG4AHWNh+hr1X4UsW+G/hvPUWMQ/JcVEthx3PiX/gpJCG+InhDI3K2kyjkcHE3T9a4X9n3wzH4X8G3GoWsKw6/4qLWiOFCtaaYjMrBP9q4dckjGERR3r0H/gpbGYvFHhC4X5SdNuRu25+64I+vXpXM+C9Rt/DnxE0fRiNsFhbW8EaMTkKsSAH8cZ/GqjsjN7s+ldD+G8fgZvA1/wCWkdxJrtsC2wbgrQzpt/NxX0cffmvE/iN43sr628KiB9zw65psjYHY3MaE/wDjxr22olfqaR8j5X/besc/8Inec/8ALxESP+AH/GvYf2e5xdfBrwq/UrbFD+DsP6V55+2pppuPAuiXva3vin/faH/4muq/ZR1AX3wX0tP4raeaBvc7y2fyYUP4UH2j1/YKXFLRWZYmKKKWgBAKQ+lOooAaQOKNtLmigDP1y3+1aTdwkAh4nXnvlT/jXzx8Kcv8PNEHOY4fKOeo2sy4/MYr6RuF3QuDwMV85/DOSKXwmiRKUWG6uoSvutxICfzGa1hsQ9zp9opQPSnUu01YDdprD8dTfZvCGquDgmBk5OPvYX+tb+2uK+Lt0LfwiY84M06J9cZb/wBlpoTPE5MMp7ms+1sV1f4kfD7TnVXFxr9qWVgCDsYOfocITntVovncMj19q0vhHbLqv7RHgmCQGSOziutQYL22REKfpudecjnA71T2M+p6F4+8GaneeNtU1IwMLae9aXcynAQv1/75Ffnb4dZtQ8apc7ifOu2l3Ft33pCc5+h61+uPxe8bWWlfDnxJcOFR4dPuGD4wVYRNz+dfkf4FQ/8ACRaany43R5+Xg4Iqb7BLRn2Z4Y1I2n2Q5wFCjj6V0PxJ103uhiMSFjjPWvPrC+WEoXYIFGNzEAVZ1rWIrqwcJPG/HBDg56VfQDB+Dlo7fGC2vCZALaC6nyCBgpazN+XArJ+MFyo+Hl3FISFklhX72CcEv+PK9K6z4SxCDxNq1zKFXy9JvmQs3rEUH45fFcN8atOudQ8P2Fla7JpWu/NMe4A7QpH827VK2Ah/Y90Ce+8bajqqIzR6Lpk1wi9S1xKPIgX/AL7kz+FfpTYW8fhnQ9N0qPCrZW8dv8p4O1QM/mK+P/2dta8D/s4+A4L74gX02katrlyt1FB/Z1wxkhgB8tQQnzDzGLcZAIUE13mpftsfDXUpSLHUr24Jb7zaZcRjr1+ZOajd2HHRHt+pa0SpO7I78/55rCfWRuwSobr1rxuf9pzwXex/8ft6nchbCZh1+nI+nQc+tZa/tJ/Dw3BSfxDd23b95pNyAMHp9z0HTv1q7ILnuen3BvZrqcnPzLGPTAUf1Y1drj/hX450Lx74b+26JqMd+FlYTquRJE5Yna6nleMEE8Ec812dJlrYbtNLtp200bTSGN2ilpdtLtFACbTRtp1G00AJtFLS7aXaKAG7TRtNO2iigBNtLtFLtNLtoAbRTuaKAONVaXbT9tLtoJGbadtp+2jbQMZtp232p232p22gBm2jbT9tO20DGbaXbT9tKB6UAMA9qXbT9tLtFADNopdpp+D6Uu2gCKVN0Tg85Uj9K9F+DzlvhroYPVYWT06Ow/pXAbfau5+DcgbwHbJnmO4uEOO2JXqJbAtz5U/4KYaZ59p4LuNmTILu2L9xlVOPp1r5r+InjCax+IGg+JoYzHbarpFjqKL0GfKWOVQR1IkjYe3FfXX/AAUgsTJ8NfC96B/x7asY9wHTfEeP/Ha+ItMZviD4Gj8LowPiPQ5ZrzSI2bm9tZCGntl9XRwZFHBIZhzg1UdjOW57zoHxXj8WRNIW3rbiO4Kkg48uWOTP/jmc1+kG4MAwOQRxivxR+G+tS6brKW5ZkS7V7VgxII3qU/A5I9/pX7E/D7XB4g+H/hrVFYut7ptvPuOcndEpP48nrUz1Kgzi/wBqLSf7W+C+skfes3iuRj2cA/oxrjP2KtUMvgzXtPZs/Zr0SqrdRvT+WVr2Xx7pI8ReB/EOmMm43NjMiL6tsO39cV8y/sXa2bfxdr2mucC4sxMF7FkYf0Y0l8LQ38SZ9hbhS5qp9sTn5u5pftkar97ANRY0LO6lquLuM8hs0v2hOBuH0FAE+6k3e9Qm4XaTuH1o84HgMCc45pATf/ro3CoRNnuPXrTTMBx0P1oAdM/yn6V84fDtRaT+LNNA2/YdeuowMY+VysoP/kSvoe4mwCc9s18/6Xiw+LfjiyHEd0LXUUU/3mRkc+/KLWkCJdDqqdg+tO2mjbWgDdteW/G+8PlaZZqTnLTMPwAH82r1XaK8U+K8xv8AxS6AkpbxLEMf99H9WxTRL2POmxkg5B9+K6r9nCzNz8add1NzmLTdEMKBRyJJZVGf++UYe+fYVz00PuD/AC613X7MdiI9J8d67sw95qMNmsmScrFEWIA9N0nbv9KpkDf2rfEp0n4P+JHUhnng8gKe/mMI/wAsMfwr4G8Bp9o8VWQUEFZVbknHH+cV9Wftta88Xgewsgdour5S6rk/Kis2Ovrt/CvmL4UwiTXUnJJ8kMx4x/nrSe4rH6Ifsj+A7DVNJ1vxJq1hbX+64FlZLdRLKECAGRwCDglmC5HPyYr6Dbwj4fk4OgaW3/bnHx/47XB/s96ePDvwT8JwsjQzT2v2yXd1LzO0hP8A48Pwrvn1RYzjcOn41k730NlaxWbwH4WZhu8N6Sx6f8eMXrwPu+prnPiIvhP4W+C9S8RxeH9Gt7qzj/0eQ2Ua4k6LzjgDr24FdO2sIMDPXjk4NfNX/BQLxc2mfC2002GbY97JhlDDlcgdPoWFCTuDaSPhL4j/ABC1z4wfEC+1zVruS/vrhvKiZhhYoQTsRVHCrznA6k85r074a/Bp9SVGliMkrDPzKcCuD+Efh5NRvjdyAMFbA6ev+NfoF+zz4RtLhRI6qxQAgH+f14rTzMVqeeaJ+zNPcwCQ2u0dSSMVzPjr9nldOgkEluMYz90YPv8ApX31FaxQxhFUAAYrzH4yfZrbTCG27mHGamMruxo42R+c2jalrPwQ8dQato7kFDtkhdiEnjyN0T/7Jx15KnB7V9+eDfFVl448L6brunFjZ30IlRXADIeQyN6MrAqQO4NfF/xdtUuI53UDIOQce/6V61+xH4rbUvBuvaBM+59MvvPhXP3YplDY/wC/iyn6tTJj2PpCjaadtFG0UGg3aaXbS0u00AJtFFO20c0AJtNG00u0UtACc0bRS0u00AN2ilpdppeaAG0U7minYDkdtOC0/bS7aQDNtLt9qeB6Uu2gBm2l2in7RSge1ADNppdtP20oHtQAwD0p2007B9aXbQAzaKcB7U4D0pdtADNtLT9opQPQUAM2mup+CcgXw3qUHAMOqXQ+uXJyfzrmttaPwgvDb6j4qsm4C3yyrk8nfEp/LNKWwdTiP29tLOqfs838yrlrHULW5yBnA3lSfbhq+IvC/gjw3D4A8P61Non2/W78XE41CW+uE+ySR3UkaGKON1VWUIpDHJzziv0Y/aL0VvFHwO8cabEvmTPpckqKMZLR4cY/75r4H+HezUvhFogJVjb3moW/uMyrLj24lB/zmlDYiW9zgpdN8/XoL7U7Ke6vhKsgv9NKLPcsrBgZYDhXbAxujwzd1J5r9J/2YNUe5+DmjWM8EltNpZmsmjmiaKQKkzhAUYAqdm04I715b+xbYWMeteKhLbW0uoQQ2r287RqZY1JlDhWxkAkL0PPFer+F7h9B+K3jfSWOI7qWDVIVOeksKo3/AI/A3tzQ9dBxVtT0yKcC5UEjB9fftXxb8K93w7/acbTJSFi+33FjnsVfcEP6rX11NfeXMuT0P418jftNQyeFfjVaa/bL5a3UdvfIyf8APRDtY+xygP40RXQcn1PozVfFi2GpXFs8hRo3K8tjoT/hVR/HUaOP3+RnPBzXO+NvC974h1RNb0w5stSgjuo9rDI3ID/PJ4rm/wDhANfK5AYj88f4VokiHc9Dbx0qucTnB4z+VDfEJRwJSeevTP8AhxXnw+HmvMRnd+BHWo5Ph54gjAIVifc5p2Qrs9BHxEYk5kxzjOSB9aevxAZf+WhJ65J9q83HgLX42BZXBz3z61Y/4QrXFXJV/T/61FkF2ekL8Q2XH70fietI3xG24Ikzz2/n0rzT/hDNb6bWH9arz+FtZj5+bpnnPP8Ak0cqHdnrCfEJXIzIM45xj0rzG91gf8Lw0i58wGLUdPuLIjsXUpKn6K9Ys2lazAPvEAj35rkfFF5f+Hda0LWrgfu9Pv4ZJZGPCRltsh/74ZjRZBdn0ltNLtpRggEcjGfwpdpqDQYxEaFmICqMknoPevIdW0k6jcT3L5LzM0h9snOP1xXp3iKbytNaIfeuG8r8Dncf++QxrlxZmZcKACx9ODzVxIkeQ+KLQ6TZXMrnARCQcYHSvVf2ffDstj8B9Bl8sebqctxqLbR/z1lO0+52qprzX48rJB4agsLYKbzUp1tYlORlmIUfqw5FfZfhvwnb6B4X0nSERRHY2kdsAo4+VQP55qZSsEVc/Mb9ubUSfF+iaW33re3kn256b32g4+iNz7V5R8K7A3Ed6cndInlDJx94gV2v7YmrS+Ifj94mSICaKxmXT4vL5GIx8x/76Zh+FVfhD4YvLePTbl7aQW1ze26eeVJXmVOc9D170bsk/TaOYaPoWmWSMNltaxwjAxgKgH5cVz994lZAQrEYGevI9v8APSm69qZFw6KflVmH6muSvmLuXz1547VSQ7nSW/icyTqrN/F6jBr5c/4KFa41xceFrXc21Id56Y6P1/AjpXusMjCZRkjnFfOH7flq8OseHp85VrdVHHP3Dz+n8qGTueZfBeYGwZQ2192dxHv0r63+FnxGPhkxgSLjGCDjmviD4TawYJGiBwynBHr/AI17TY6+6lcNk55GCCDSQz700b4rHWoSIIt0mOxzXj3xh8X3U9063G5McbeciuP+DvxcsvDV9uv3BhxzjkjvxXK/HX4taf4j1WaawJSHryMc9PyoslsO9zzT4jazE9nNlxlhgc/X+lenfsJaVKF8XamSRE/2e25J5ZfMbP5N+tfMPiDWrnW77ywWCZxg8D/61fen7LPgiXwX8ItP+0xiK81SRtQlXGCA4AQf98Kpx2zUijqz1zaaXmlooNRNoo2inbTSUAFFO5o5p2ATaaXmjmjaKADmjmlooATaKNopaNpoAKKKKQHMbaUD0p4HtS7TQA3aaNop+2lA9KAGAegpdtP20u0UAM2il2mngegpdtADNtKB7U7aKdtNADcH1o207bS7RQA0D0pcH1p200u2gBu0VT8I3x0z4hanEOBc20M/oCRvT/2UVf2iuevJGsvH2jyDhbi3kjPp8jK2PyY0xM9T8saz51jMSIbqKS3b6OhFfnT8LrBtN8L+LNGlUefpPiJlcc8K8QT8Pmgbp/8AXP6HWU3kXUbnnawb9f8ACvifxRoqeFf2hvjBokpjto9Rgh1i3EjBFfbMCwHOM7bhj2OFNStyZEvgv4oa98JNZudS8PWNrqV1qEK2ItLpZGLuZAY/LWP5nfO4BeAd3UYr0Lwh408V2/x30lvGeu2Oqahf6dLa3dvptqIbewmiZZFtg4Y+YyrJNubJG4EDpXnHhS4Gn6TqHjSIiS6FzLonhpiQQJwNt3fr7x5MKEYwzOe/He/8K3k8OfCeHxjGrC70C+t9UMjEnNsD5d0DzyPKkkbnPK1Wl7i6H0leEzPwDycgd/rXkH7WnhN7/wAA6RrYTEmn3XkyN38uQfy3KPzr3fw3Yx3mnwXLkOGXOQRj61F8QNFtfF3hHVPDsnJv7doo/aQDKfT5gKz5tbF20PCPBfj64m+A+jXSTYuNJuG024w2WK8tGfb5ePwrMX4z3UaAC5IHXnFcD8JLueS38Y+DHzHLqVi81uj9rm3+fH1KhhxXzP4g+MVzpN5PAOWViOvHXBrRGZ9rH41XmcfaMce2etO/4XbfKuPtAxn29K+DJPj5eKgwnzAe5A/+tVZv2gr9eCDjoFI+tO6A++H+Nt47BfP9+Me9OHxku2AzKMc4yBX5/S/tAX+7dgr3x6+31qSP9oi/2ZZeQAc9cj19qXMg1Pv0fGK6BGJuenQVHN8Wp5eDNnt2Ar4PT9om4LKGTB6Drk/5FXLH9odt+JQVGeDk/wCPPFPmQH2pcfEOedsF8j3/ABrnvFOrp4g0ue2lAdHXaV/CvnCx+NiTKpZxzwAG6V0emfEZdRjBRyR168/XP1p3A+1/hZrp8ReAtIupH33EcX2edj1MkZKMfxK5/Gus2mvmv9ln4iCbxFrXhW4cgzRjUbUFuCwISVfY4MZwPRjX0Zqd/FpOn3F5NxFChc46nA6fXPH1qDRHP63dfatX8pSTHbLsOOm9sE/koXn/AGjSxoskeAAGB+6Ov+e1Y2jPJMnnXBHnyMZJME43HJI9xk4+grZedLOze5mJRIkMrZ7AAn+mPqa0Mzz6z0lvH37SvhXRjh7TQUbVLpcbgPLxsU+n7x0/KvqnxX4jg8K6DdajMDIYxiGBcl5pTwkajuzNgAe9fOH7KuZ5vGPjy72tJq179ktnPUW8GdxB9DI7D/tnXjn7a37RN/dqNG0i5e2R5JrOGWE4ZVVQt1Kp6hmL/ZweMDzsYPTGScmWnyo8Q8WeONH+HfiDUnsrWw8c+ObqeSe81G8Jm0rTZ3Zi0cMa4+1upJBZmEQPGG5rN0C78e+MdfstX1XXL+7e3lWSOORisIwwO1YU2xoMZGAuK1vgB8GU8YTPfX5WCyt4zKWZSVRRwBjuSSFA9T7E19j/AAp+CtjfESPbhbdeFyOg/qavzZByUfxt1K7ZZLzw8ATy5hmcZPr8wOOe1ULn482VvK6XOiX0QUDMisjA9emcen696+qI/g9ootyn2VckYzj9a8Z+NHwdsNL06W6iixxnIGMcUKSew2mjjNF+OfgLUI99zql1ppjP717mxl8qPnvIuVHX8elebftna94X+I3gvw3e+GvEFnrt7YFvtMVkW3LGcgMQQOOTyM8g9K8l8SmTwf4hZSFl0+6Bgmt35R1PVWHcf/rq98CNWn+D/wC0JotheW8GoaHqcsNpNDdwrIl1YXHEUgyPvI/BPHzRuOhpsR4bpN1caRei4gb516gH+dfQXw78UeHfF3kWesyyadPwrXMYGT74PX9K/QXxN+zb8JNdkI1PwJpMrg7hJHDsI98qRXA3n7FPwfabdaWOpaY7H/l2vWKjn+62QOahSK5WeLXXwE8JzwtcWHxSjSJxuKXNkwYcdPlJzXifjzT9C8N38traanN4gmU4W4VSkQ/2gvU/jX1xffsS+EZlK2ni3U7Zc52SRK46+2M1i+Ef2RvDWi+ItRbVbyTW4LWVVhj2hEdSitl8ck5bGBjp3qriszxj9nz4FT/EfXItY1O0aDw3bSbpN4I+0sD/AKpfUZ+8ew478fciII1CqAqqMBVHA9qZaWcGn2sVvbQx29vCoSOKJQqooHAAHQY7CpuaLFpWDmjmjaKWkMTmjaKWincBNopaNpopAFFO5o5oAbRTuaOaADmjmjmjmgA5optFAHP7TS7afto2igBoHtTsH1paXbQA3bSgelO2il2mgBuD60u2nbaXaKAG7falwfWnbTS7aAGbaWnbRS0AN2ml207bS7RQA2uW8cn7JLoV9naIb5Y2b0V1Zf57a6yub+I9uZvBepuoy9ui3K45P7tg/wDJTTQmdxFOSEJOAwxyf84r4s/4KH+HfI8ZeG/ESx5S/wBLaKR2HymSIkY/LFfW2g6n/a+nW0yciSNXwM85AryT9uzwXJrHwItNUZT5uj34cnbk+VKuxs+g3bTS2ZO6OC8RabbeHW+GXhSxiEWn6ZolmuFBw8kiCaV+e7PITnrX2rpfhmx1b4eHRLlFeyvbFrWdcAhkdCrDn2J618H614kGoaH8LPFgYNDdaJbwzkAYW4gHkSjPchozX2V4D8YR3nhi1m81TCIVOQwx0FJq6HHcyPgP4muZPhra6fqEm/VdGll0i8ZiCfPtnaJ24/vbA30cVuatqzwyCYuVZTuVsYxj+VeT6R4yt9E+NHiK2gcf2d4mgXWoVzlRcRBbW6HscC1fH+0Tn00fFfisM7Rq+F6HHf2qlEm+h5R8Y7WfwB8VtO8YaVGq215Mup26jO3zFYedFx/tBuPRhXzD+1J8N20D4i3V9pERk0PWUXVLFlGV8mYb9v1Vty47Yr7J1Gwj+I/hHUdAjQPq0LfbtMyOXlVf3kQ/30GMdyq1yfgzRrb4pfDhtDaIT634dZpbeNgCz2cjfMn1STnHYMaHoI/Oe60O+iODbyEdBxkelU5/D+pjLm2YhhjoSTz0+nNfoI/wWJch9OG/P8SDI/wof4Kbhg2CYxj7o/yelHKB+eMmjXyuFNs44xhVOenT69qI9Fv36W8hOcjKnP8AntX6EP8AA+EkN/Z0ecfeKjP+cVOnwQj5YWEYJ4+6KXIB+ekfhjV2yPsrkdMlT6fz7Vbt/BetXCgLayqCeSVwa/QcfBlYQNtig9cKOfb9KQ/C1rfJWzUc5Hyj8qOQD4U0/wCHXiFsBoHC44zn8a9G8K+Eda02NfMjYgDr0I/+tX0/L4HkiUH7MAQOw5NVW0JIcKYlzn0quWwHlHh3UNS8A+KtG8V20Uks2mzrLLDGOZYSCsqe5KM3XjODX2H8QvGFvrdvp1pplwtzZzLHeSTRNlWUgNGufp82Ov3fWvB7m0j8wQRxK0shwPQe/wBMfma6TRvL022itosLDGoUdBnA6+3SmkB6/wCH3MiRnG4gfWsH44+IZ9K8GvZaeC2q6lItjbRryXkdgoGPdio/OpvDOrKVAJ4xzzXKy62mufE251uVm/s3wfb+fHzlJdQlJWBPcqdzkekYpsD0K/vbH4T/AA/GhWT74dDsPKZlyS8iKWmb3LSFz+Nfnr8cby7uPilLpN5KZZNJgt9PkZsYMoiWWc9us0sn4ivpTxt44+z+HdRurq4YQRqDJIW65dQTz9e9fLnx8ZtK/aL8dwzAho/EN2xyADtd96ng9CrryOoI4qH2A+j/AIRobeysbGNtiylS2OAfb8zmvvP4d6Kul6NbZGCy7jX50fDnxIIobSZTh0CkZ9sf1r7O8EfHywk0WCG5IEqqBwQP8/hRK7WhUbJ6nv1eQ/H3WrSHw7LAXUysMAAjPSuZ8U/HR4Y2FpMEXHY8nivB/GHj251i4LXErOpOfmOSamMXF3Y3K+h4t8Y9NF3YvMMB0O4Y5xXJeH9Wg8Sax8NZRuGqWOprYysoyXh8+OWHJ7lXaf3Abv26r4n6uh0OfJB3cYwDnmuR/Zm8Oy+LvjJ4QsghaD+1Ipnzjoh3Zz24DcdKpmbP1m1y9K3LYPtWFd3nlrnA9znGeaTxBet9ul25IZiRx7+n4VgXepgxPkqPy4pJFtjp9bbeQuSBn8KtaKxnhmuGOTNKx/75AT/2WuOu9QChmAz1PTnp0FdxpdsbTT7aFhh1jUNj+9jn9c1bBFqiiioLCinc0c0ANp3NHNHNABzRzRzTaAHc0c03JooAdzTaTIpN1ADsmimUm6gB+RRTN1FAGVtpdvtTtopdpoAbg+tG2n7aNooAbS7TTqXbQA3bS07bS0AN2mjbTtppdtADdopadtFFACbaXaKXaaXbQA2ob60S+sp7ZxlJo2jb6EEfyNWOBTaAK37P+l/aPBdo90Vea3Z7Zl5ypRyuPY8dK6n4yeFYPGnwv8S+H3+aS8sZFjTqS6qWUD3yorjvhn4gj8N+IPE+iS4XddC+twe6yqC34bg1dU2sTS6hHcsciNwQuffn6cVLTvcS2sfm98IdQbxV4b1X4V3p8vWIriXUNC3EAvMB/pVovqzBPMUdyrAda1vCf7Sd/wCCNCvfDmoblljPlo0vBQ5/+t3rl/2rPAF38O/jzqtvppniN5dR6hpsloWEod2BTyyOdwbbjBzk1p+MvDcnxM8Prd+NtLl8KeOof3UmoWkJmt77Cj95cxIC0EmQScblJ5yuSKsyOpsfihFqC6VqcNzvn0i6+2KA43GFwI7hfoYzux/eRT2FetavqRuGDh/MRhkNngjHX8jXwnZ6J4j8O6g/9nCPV4UYrv06ZZ0YZ6FQdyggdGAr6b+EviG81PwrHYajBPb3+mhYSt0u13iIzE5467crx3Wmhnf6frE2m6hBdQStFPE6yJIpwVYHIP51s69eT+BfGWkfEnQLdU06+mIu7WMYSK4I/fwH0VwS6n3OOlcoWBOODXU+EtTs5orvRNZBfRNUQRTleWgYHMc6j+8jYPuN3rTYHVfEL4trpt5Bf2DRy6ZewrcW0igElSOVPoynII7EVwd1+0QikbpYwfqAf85rjvHHha80KbU/CmqyskfLQ3UZDKNw+SeP1Vhg4H8wa+PvGlp4g8Ja7PpupTSxzp8wYMSsqnpIp7g+3TpSvYD7hn/aHhHLXEQPXlhzUS/tDxRsp+0xDJ4+YZPA/pX58XmvagVXMznt1PPPSqcuvahuw11KO2Nx9ufyqecZ+jD/ALQKMAftMYGOPmA/D3qsfjik6kieHGcfex+FfngfEWpAKou5CPUnP4e3WrMHiTVMYE7gZz1yf/rUc4j79k+LC3asBMnTsfas+bxY14QFYSs3CquMn/Ae9fIPgtfEXijWIbWxlmkKlTI/O2Nc9T6fTPNfY3wv+G88tojzOzxRrh52H32A+6PbvVJ3AlsbN4kaWU5mk6tyMDsB7VehYJgDrnPb/P51pa7YiyufLG4ADAz3rMTIYEnIIqgNSbxCvh7Sbm9lLKsaZGMkk+n54471heJJZPCXh3TvD0xUakztqerspyTdyqMRZ7iKPansxetHRbYax4gFxJELjTdB23U0bAss90f9RCfUZBcj+6nuK88+IWsTaTFe6tqZfq0hZ/vOSf1JP60mB5R8f/GObCDQoZzGZCJZ9pIP+yue3PP5VlfHdh42sfCvxOsgskGuWMNjqhjwfI1S2jWKVH9C8axv79a8t8Va9c+JtbkvJwN7Pzjj0/wxXqPwNvVaDUvDXiO0uL3wdrgUXkUIBe3kQHyruLPSSM+mNy/L6VnuBpeCtYuP7HiuLctIqr8ygZIHrj/PrXc6Z8QSg4dkPTA6/wCfeuTu/hvr3wh1aH7PJHrGkXCia11C1YGK5jyOT/df1U4IORivUPDFn4O1qSF/ElrfeFvMCkXjWcj2x685A+UfpVoDFvvia8UWSSeencf5HaqMHiWfXAdilQfUkf8A6q9uT4cfAu1t5LmX4l2F2iqW8mG2ZnbjpjPX2rxL4l+JtLsmlsvB1lObRzlZpIwGcHucdPp2pbgeZ/EvxIJJhp6uHKnDY5/Cvpn/AIJ6+AX/AOEiv/FE8eIdPgbyyyk5kcFQfy3flXzP4U+F+ueMfEUUCWk8080nEccbO75PQKBkn2Ffa3gX4+fDL9n/AMFr4Rnk1GDX1l8zUY/sJ3JL08s85+XGOepye9Ia3PetZuf3jsTjrjBPFchqF9uLAcDp+teaXn7X3gS+yIZ71EP8bWhB6/X0pbL42+EtahaSHUJFXpmSBwf0zmtEI9A0mBr/AFe1h6hpAW/3Rlj+gNenc1538KtY0nxN9qv9Ov4b0QgRHyz8y5wckHBHQDOPWvROamW5cdg5o5ptFSUO5o5ptJkUALRk03dSUAPpMimbqQtQA/JpN3vUe6kLUASbqaWphakLUAP3Uhao91N30AS7qKh30UAR0u006jaaAG7aXaKdtpdooAbS7aWl2mgBNoop22jaKAE2ml20tLtNADdopaXbS7RQAm00h4p9NagBp46UxmA60sjBfrVOefbnmgDifF0x0bx5ompL8kd1E1pI3+0p3KPrgt+Vegrch0QggcZA9favN/iopufDguUBaaxnjulwcEYJVj/3yzGul0LV0udCglLgDb1z7Ve5m9zxP9ubwtNqHhbw14502MnU/D9wsMzKwBCBvMib3+ZSPoKyviLcQ69qln4mtGJsfEljb6xCwHBMqAyD2IfcMdule465YWnxB0DWfCt1t8vVrdreNmPAm6xN7fMAM/7VfN3wvEuofB/U/DF4Cdc+H+qSQNGww40+4YlPqFlDD2zS2Yjp/hP+ztZfHa+1JtQubGytNOeNZSbVZ7uQMCQU3cIvDDcQ2SDxxXafHb9nXQfgf4H07xP4KtLqO20qXytYhluJLhprRz80nzE7SjbWwuBjIwM1yHwj8eN8MfH1lq8pkbTJVNrfxRLuLRMch8dyjANgc43DvXqHxC/auTxJFJ4d8MeGIb5NQV7eW68RTeTbiLaxkdo4wzFVUHlivbuRmHzXKVrHjMU4nRZFcOjAMjKchlI4PuOc5rV0tDJKhGQc9sc15X8Ndbjstcv/AArLKz2Su02jXMmQZbckZi5HBRsjB5Clete5+GNBeW5Q7cpnNaok9Cj+Htv8UvCMOn3YFvqFip+w34X7gPJif1Qk59QfrivnL4pfCN7RTonivSjNFGf3M6nDRE/xRSj7ucZx0I7V9ufDzTvs9qoKbcd+meK7DVPD+neILFrTUrKG9tnyDHMgYemeeh9xzWTkostRuj8ZfEX7O99CWbR9St9RjzxDdL5Ex56ZyUJ+mK4S++EviexmdJPDt+SvG6KMSqeeu5SQa/XLxP8AsjeGdUleXSrq60pmbd5asJYh7ANyPzrhpv2P9UjmkEOs2xUHCtJCwJ9Dx3+lL3WKzPzI0/4Q+Kb5vk0K8jX+9cgRD6fMRn8K9K8G/sxXl88cut3y2cOQTb2o3O3tuI6/QGv0G0n9kby0J1HXcE/w2sGSe2csetd14T+EvhnwPdJJbWX2u7U/LcXjeawOOqjGFP0GfenoFn1PA/hb+zCLHQ4XFg2h6FGdwVlPn3Gep+bkZ9TXq11o1tptklrZwLFBENsaoMEdOfc+9e2asv2jTXJ6bc8/SvLdRhGSCSCBgZ71UXcTVjx3xhp3zGUDJz+Neca5qE1gLa3soDdapeyra2Nqo+aaZs7V+nBJPYAmvYfH11Z6Pplzc3cqxRRKWLMRgcH+leP+ANTI8RHxTfxeXc+WY9MhcfNbQsDl/Z3HfgheO5qxH1x8KfhDpPgX4d2unagIb29LNdahdlR+/uWHzN16D7oHoPevz5/a28cr8SvidN4T8H2k17a6ZMYmhsIPOea44zjbk4QZXnA3FvQV9MeJ/jNNe+H447/UJrLSLoNDEtm+y81EjKusB/5Zxg5VpznByqBmBKngnw34m1rSkt/DWmweD9D27VtNHjMGV45eT/WSHvl2OT6ZqEvMbs9j4q8J/so/EfUpoLm68FavZ2bjcHuoBET9VYgg9+RX0R8I/hVF4Y8RQ3evaU1np+gvFcXltexDNxIzYhhA6MGIZyewTODnFfQWkfA1rGGS61e5xDGDJNJKSx2gEs35CuF8eaksUcGmRx+UxkN9cxsckSOoEUZ944Qi47MWoshH1nceGvD3ibS4/tGk6fqFlcRqyia2R1ZSOOCPQ1Un8B2/krDaalqVlAqbBbrMs0W3+7smVxjHbFcH+zX4yOseG59DuHBuNNbMPPLQseB/wE5H0K17JWDvF2NlZq55FrXwbMyziSHwzrJlyFGqeHot4HpvidOfcDNZEPwEsrVsjwV4UZN3S2e4t+3oM4PSvbRHvmLHnFTU+Zhyo8A1z4e+NdN0m5s/BGk+G/B0lxGVbULOJ5bsAjB2yMBg/XJHsa+W7z9g/wAXXWoS3F5rEM7zOWkkkQs756knPJzzk9a/R+4Y+WQOp4rJmsw2ciqUiXG58HaZ+wdcow+06mmBzt8sn+teieHP2OdI06ICfUpc9D5MSr6+ufzr6fbTQeQT0/Klg0ws6jnGf61XMLlOP+FvwN8NeBLqW/sreZ7iSLyma4mL5XIOMYA7Cu61nw/b3FuTbxLDOo+UKMBvY/41sQQiGMKB2pJmG3nmsuZ3uaWsjzZsqxBGCDjnqKbk10XijS/lN5COn+sUfXrXMbq1TuSSbvek3VGWpC1MB5agtUZam7qAJC1N3VHvppegCUtTS9RF6aXoAlL0m+od9NL0AS76aXqIvTTJQBKWoqDzKKANCl2ml2iloATbRtFO2mjbQAlLtNLtFLQA3bS7RS7TRtNABRtNLtpdooAbtNLtpaXaaAE2io2qUrwaY39KAKdw+0E1iX11tB5rVvMhTXMaq5APNAGVrE0V9az2043wzI0brnGVIII/I1x/g3xA8WkNp88haazkaA8nnaSM/TjP0ravpzuNcLqb/wBl+IzMpwl8m489JEAB/Ndp/A1SJlsdZJrjW9ykyOVZTkMCcjkc/WuB+JN/a/Db406H8R5Ub/hDPG8L6P4jVDhIZTtV3I7FW2TAntuxWrNdFjznOc8GppvD9r8UPButeAdQdETWIw2nzv0gv0yYG+jHMZ7EP7U5GZzvibQbnw5rl5pdyA0ttJs8xeVdequvqGUg59DXLasGsfDN/qSSf6Tqty2lQAtgrbwFWmYYH8czquSelv0ry+9/aQ8VaNpeneHtZ0DTp9Z0GP8AsqS8vpJfPKxOVEcyqQGdMFN2eQBkcc9nfahNHoPwxhuCxa+0aLUpsqVBluZpp3GP959v0VfSpuM7PwN8G5/G8MEW10mVhJFcRqBJE+Pvr6EA/Qjivavh9JfeFfGlv4P8YQra6xLk2F0w2wamgH3om7OO8Z5B9eCfWfgD4bs7bwvb3iIplkXhhjI9uldf8RvhxoHxM8Nz6Rr9ktzauQyMGKSwyDlZI3XDI6nkMpyDUuVnYpRurmvpNotvCoUYH0xitYDpXzdo/wASPFP7P96NH8fTXPi7wcvFr4sghL31omeFvIlGZAP+eqAnHVepr33wz4o0jxho8Gq6Hqdrq+mzDMd1ZyrIjdOMjoeenX1rKSaNE0ay1G3yt7GpajkAXBxkdD9KkoZKvykVyepKY75T97v/APWrrpMbT9MVzeqwl7gEEg5x61cSWayA3GnFcclcV5F4zvrbw/FPc3MqwxxhmLMcAY/pXX+PPix4X+EPhd9S8VarBp8SqTHAWDTznB+WNOrE4xxx71+Z37RH7U+t/GTUJrWxhbRfDyuTDZq372TI6ysO/fA6VcdCZHVfFD42W3jLXEhimSTTbeT9zCrAiVs/ff2yOnSp/Dd7FrP2261Sa4TQtNtH1PV5rckOLdcBYEboHmkKxg9QCxHIBr5T+0XWlyLI8TKeqjoPb6V9E6CHtf2TxO777rxT4k8qeVuD9ntFDLGPbzJM46ZFXczO5+B2gX/xU8bHxBrKqpuJFW3s4x+5tIF4igiX+FI1+UAfXkkmv0X0HSbbSdMgtreNURFAwAK+Q/2Y7C2sbC3diAFXIPAycdfevpyfxhBpmny3Ms0cUEMbPJIzcIoBJJ/AZqZJtFxZz/xm8UwaZp/9nnmLyzcXarjmJSAsR95JNqcfw7z2r5Zv7qfUrue7uXaW4nkaWRu5ZiST7cmuz+J3ia51jUjDOpjnlZbm6j3E7OCIoT7ohyf9uR/SuM4IGPTvWkVZEt3Zr/D/AMaz+AfEttqqhnhjOJo1P3oz95fy557gV9j+FfGmieONJg1PQ9St9Rspl3LJC4OPYjqD7Gvz1+JGuPoXh544AJL+8/cW8KnDOxxnHv0/OvX/ABX4fg+EPwU8J+EkSNdcvm/tG+kUAOpx90ccDJC4/wBk+tRKPMxxdj7G4WjNfnXHq92hAE8g99x/xpTrF6M/6RJnPTcRU+z8yuc/RFgG+lQmPIxgV+fCaxfNgC5k7nDMR2qT+2L0AH7TJgcffPFHs/MOc+/2iHtUsEQXLcegr8+zq93nJuZB35Y4pRrF6Bg3D/8AfRFHs/MOc/Qkuvciq8rJ/fUenIr8/wD+1bssP9If1wGJpP7RnYjMzEf7xo9n5hzH3tqGoWGl6fPc391Da2caFpZbh1VFXuST2xXm0dzHcqJYQ6xSDciyDDBT0B9Dg18z+DdEfxh4tsbCXMtpGftN1uyQY0Iwv/Am2jHpmvpIN0pqPKHNcnL00vURem76YybfTS9Ql6aXoAmL0wvURemmSgCUvTd9QmSmGSgCYyU0yVCZKaZKAJjJTDJUJk96YZKAJ/Moqt5lFAHT7RS0bTS7aAE2mjaadtFFACbaXaKXaaNpoASl2ml5o2igBNppeaNopaAE20bRTtpo2mgBKYwqXmmMKdgM68jyDXLavCcHiuynj3KeKwdTsyynikB5zqKEEjFcb4qtnuNPdouZ4G8+P1LKD8v4gsPxr0TVrIqTxXI6jEVJzSA5SG6S6hSVTlWGVx3qVJTG24FlYEFWU4II7/mM1neWNOv5rTpE372HHQKScr+BB49MVb55/wAOa1Rkeb/tefD1PEGm2fxU0yIBbh49P8QwxKAYr3HyXOB0WUYBJ/j471zmpayNW+Dfw08QQIN+kwSaDeFSCUlt5WZC3oWikRueSM19CeG7zT/9P0jXLc33hvWLdrHVLTP34WP319GQ4YEcgj3rwSXwD/wp/wAfeIvhT4tvdvhvxAsc+la9JjyfN5+yXoPTawLRSYPB56AVGwH1j+zb8ZoX0mCyllBjYAj5unHT9K+m7G8k1mEOhGMZr8ltHvvEfwS8XTaRrsUtpLbybMNkA4PUeoIIPuK+zvg9+1lpVlp622qYmjxxJG43D2walq5UXY9e+JF3HpkTR3IUtjO1sEY55+mPWvj7xBpMOgeJp9d8HapqHgfVnLFptEnMUM2ccyw/6uTp1YEjnBGa9G+Nnx10/wAV6kr2c6pZImMMQCTz1r5l8bfGK0hWRIZPMlAxleQP8etUttSXue16D+2Z8YPBbGDWNP0Xx5bJ8vnW6m0ufQEqOCfpXYQf8FKNPt7fdqngHVLMhijP5uUDA8rnZwfr1r4p8J6nrfiTVJ71WYwwsEjx0kmYgRxgd8sV47D0zUv7SWsSaV49ufA9k23TfDGzTH8tgDc3SorTyyEH5j5jMue201NkPmZ9h6p/wU10hrfbpPhC5lnxx9rugq/+OrXDa/8AtefFf4lRm30C3tfDMMgx5lpCWlH0kbOD7ivnD4a+BZNRuEur5S0f8KkDB69q+2PgP8PbXUryMvAoiXgADHpz+tNRQXbPA4v2e/GfxBvG1HXNQvtTvJCWa4unaV+fc5xzxgYFT3/7JN3pdublo5HKfMN3Qf4mv0x0vw3ZafarFHbxqoHRVwKi1jQ7O4tXV4VKsMEEA5qedFcrPzd1j4X2nxV8IpoAtodP8WaTG8mm3CxhDdKvzNA/9443bT1z8vORjD+Jnhm98A/sw+FNNuomhvdN8Q3ImjKkEC4gjkXPXGWRh25UjHBr6r8X+Ax4c8UprWlBVubaQSQrtyXkLbUX6lmUdKxv21vhm1j8K7WWII9i0NtYXk+Aoiuo3Jtp2P8AddpJY2JzzKnTBq3oSeAfBz4utDpcUKvtkjGCu7BOAOfzr33w/wCNrvX9Nu72550nTjG8i8kXNwcmG391yPMcf3UA/ir4h+C3g/XPE/jWLRtIty99NMYQsjbFRgCWZz2VQGYnsF+lfZeox2Gj6bYeH9HlM+kaaGCXLrhruZj+9uWHqxHA7KFFNCMa4lmvLmWeeRpZpGMjyOTl2JyWPvk5pikbjnj+nvU3lDcT7Z4/lXMfELU5dN0Y2lipfVdRP2e2jjBLFmOBj8TiqA3PgR4KHxh+Og1e7fPhrwmvnyhx8jy8lAe3UFiD2FXvip4vfx5461PVssbYt5VsrfwwrkL9CeW+pr0pPC9v+zz8B7HwhbKP+Eg1hTPqUyMCxZsF8nuOdg7YDYrxf7Kx+Zhgn1FRHV3H5FHaDwOD7f5460CPLEjgY7n2/lV77G3XaSPyz7U025YHjB6VYiqq7uME/hmlb5jwc9smrIgO3gFh9cUhiOCT1xj6UgIQDxgEDOe2acE64OQB2PWpVj38AYJ+v5U4RErxnHTigCHAGOPf/wCvQ0m1cn5QOvTFS+SQxxx9at+HPDr+KvEdppQz5LHzbllGNsIPP0J4X6nNAHq/wV8OHS/D0mqzpi61NhIuRyIRnYPxyW/4EPSvRN+KrxhII0jjUJGg2qqjAAA6fTFBkqDQm30wyVCZKaZKBkxkppkqEyUwyUATGSmmSoDJTTJQBMZKaZKgMlMMlAicyUwyVCZKYZKBE5kphkqAyU0yUAT+ZRVbzKKAO92mjaaXaKNooKDmjbS0u00AN2ilpdppeaAG0u00vNHNOwBzRzRtFLSATmjaKWincBNoo2il2mikBGwzVG7t94NaTVE6gjFAHFavpu4HiuF1rTym7ivXb20DqeK5HXNI3KxApAeIeI7JiFmQESwncuOpHcfl+uKitpBNGrjLBhXW+INMaPdxiuLtMWl61u3CMdyZ6D1H9aqL6Ey7mlEhyCBz7fSt/wAV/CSP4/8Awvfw1IsMfiLS91xoF/cAjBI/eWjn/nm/bPQ4PYVT0uy8+aMAZGe3Wvdfh7ohsLdZcYbqOueO/wCdVLYjqfnxafFK2n0keBfi/ot9qtrpb/ZLXVo1A1fRtpKmN93+vjXP3SdwA4JyBWVdfCe21ibf8P8A4h6B4kgYZjs7q+GnXy+zRTbecDoOPc19p/tWfsqR/GGxk8VeFoI4fGVvHm6tVAVdURR0z2lAHBJAPT3r4/8Ag/8As62HxgtdctJ9Ya18TabMyf8ACMPCqXc0SqN7L5g+ZlbcCgGRj3FZg1qctdfBj4pf8vGj3CovWV76AoOeuRJ078Z4p/hX4E6rrniyw0WaaLVdZvGxDpGjy+fK5HXfJjZGoH3mOdo54r0Ow/Zy8I6XODLb3dw8Rwsc7hAhHbaoGD1HPuK9m+DviwfA/WZr/QtItLq1u1SK7tZhsldVJ5jmwSrc5w2VbA+6fmqgPRNF/Zm0b4M/DvTr/U4bW+8RTazpMbNHGTb2Mb39vuihHGT1BlOC3oB8tfnT4kjm8SfFjxFJcuzXN1rl/NIWIJLNdSE598n+lfqZ8Vfip4Y+JXwL8S3WlaklvqNlEl/Hp97iK6Sa3lWZF8vOWJaMAFMgkjBOa/PX40eFP+EY+LV3q1pEf7P1C6fUIJCOCkzGVT9MODioV+o5WWx7F8OvBhu4reGFN3AAwBn619e/Cjw//wAIvDH56eXkYy3X/wCt6184fAbxpp2m3FtcXO0wlVPPFe6eLPjVpFwqxWLKoUfeIrTyBHvP9sWqxbzKuAOea4/xZ8QLGxgYCVTxnCsCa+a/EPxklCFEuW29PvY/yK4TUPiLcairZlbbnGM1KgkU5M+hND8T6b4q+Ilgbm8t7bT9MjfVbp7iUIoEe1YySeweRW64G0VX8bfGnwH8WrfXPB8119s8O/ZXa9CFle/jU5ZQ+MQw8fNIxBI4Ucg18uR+HNa+J+qyWWmCKK1s1D6hql4Ctrp8Z5Dyv6kgEIvzMQOB1HtukeB9M+GemRw2EDrcYSUG6jAuLmQHKXVyvOwj70Vv0TId/nAAbSbJvocn4X8H2/ww067htBINc1UMLiaRAs1rZkkrA3HErjaZCfmACqeSwrQtLUyoQV4x144/+tVsQNeTu8rF5GO5mYkkknqfU9ea27WxUKgxkdOBV2JZzl3GtjaS3M5CQxLuZicAAZrZ/Zb+H8nxC8aXXxH1eL/iS6c5h0iN+BJKPvSYx0XoDnlj7Vx+oWlx8ZvibB8NNBlkS3h2za3fw5K20QIJXPTcQcAdCSK+1tN0mx8N6NZaFpUKWun2MSwxxqMBVAwB9e5PrzWc5dEXFdTgvFngMeMtXl1C63Nu4RT0VRnA9h3+uTXOyfBe1zkEjHHIznnvXs6wqV44I6elRNbgNkjB9M0uaxXKeKSfBiFiSCvTI+X+VU5PgupJXC9MADvXuTWwGcqM+vem/ZxuJBx6dKOdi5Twv/hTACgALnGTjPHNVJvg1KjAhB0xwfpxX0D9nU4OAfyqF7dPQeuB370+YOU+fB8HZQf9X2zwf85of4NyqG2oDxjrmvfngQY+XOOfwqCZUjjLkKqL64wffpT5hcp82+Jfh8nhnS7i9u/3cca7i2cgf/XzW18KPDJ0TRn1G5jKX+pESMrdUjGfLT2OCSR6nHapfEGqf8LM8Xm0hO7w9pUgNw38NzMDlU91BAJ/+vXVmSm2CROZKYZKhMlMMlSUTmSmGSoDJTTJQFyYyU0yVAZKYZKBE5kphkqEyUwyUATmSmGSoDJTTJQBMZKaZKgMlMMlAE5kphkqAyUwyUATmSiq/mUUAep7TS80c0bRTKDmjmlooATaKNopaKACiiikAUbTTuaOaAG07mjmjmgA5o5o5ptADuaYwpaKAIXQEYNZl9ZCRSMdq12/OoZFDDBoA808SaJuRyFrxbxZZtZzbwCCp3AgdK+nNUsBMjAgdK8e+IPhwmOQhaQEnwjMPiARuNu5TtdepB9K+idLs1jiRFwoxyoHt/8AXr4c8HeNLr4ceMYpdwFs7YdXJCn2/H17GvuTwTrNn4q0a21GylEsMw6gjIPdSPUGm3oQlrY6nT7bocd8jH9K8L/aJ/ZJsfipeHxd4Uu18L/ES2Ikj1CPKx3hUYVZdvKtjgSLyO4YAAfQNrHtxx7Zq2MYrG7ua2ufn1bfFD7Z4gfwZ8aNLk8KeOLYeXH4jgiBS5AIAaZBgSoR/wAtU5wO1XPFfgzUPDCQS3IiudPuQTa6lZOJrW5X1Rx39jgj0r7O+IXwt8L/ABU0n+zvE+jwanCM+XI4Kywkj70cgwyn3BrxG4/Zr8U/DFbhvh3rqappNw2bnw74gVZIJx6c8Z/2vlb3NaRkZuJ88MpV1cgblPykjkcfpWX4z0+Lxb4LOiuipq2mRn7AxABntc7vLHq0ZJ47oR/cr2nVPA+nShpNb0PWvh5fJxJGbOXUdPcgcmKWMFl78NkelcRrsfwwW3ZJdb8S6hfR5a2ktdJFuscoJ2tmRsgfrj8q0uQfLnh3xzf+Ebh7O7BSNW7qcjn/AA7V6BY/FWy1GEEzFWxkq1aGp+GLHx5C0OpWS2t9tAXULKFvLuMA5aWMA+Wxx1XKk84XpWV4f/Y/8Z69MP7M025a1Y5E8qGCMj13SbQfwpCGy+LYLmbicOc8DPv+tejfCPwpafELxNFpt9eXVtEsTTtDp0BlurkKR+6j7IWz998ADJyOCPT/AIR/sG2GnyQXXirWFmlXra6eck85wZWGB9FB/wB6vqOx8EaJ4I0GSy8P6ZBpkLD5/s6/PJ7u5+ZvqSam/QtRfU8x0rwva+GdOs7aCwtbC3sG82x0i1PmQWcveaVz/wAfNznnzDlUP3cnLHB1a0eZy0mWdjuZmJJJJ6+5z3Nd/eQht4IGCcZ7CuY1O1DMSBgY79vb6fWtIiON+yeWxAXnrx6Vy/j/AMZT6HHaaLoyfavE+qHybO3TJYEn72B9eK0viN48sPAOlGaUrLfTfJbWqkb5XxwB7Vu/CPwNbfCXSrj4qfEMCXxXqKkadp7n54EI+VQOzkYyeij8qJSsTE9B+DPw2039nnwUILqSKTxVrLm5v7gncWkPUZ7qoOPc12tr4rtHHE657sW9+tfLHiP4nal4k1i51G7uN0sxzsVvljXsi+w/U81Ri8c3R588gY9c1PL3Lv2PsJfE1qSP3qj8R/jUp1y3PIkXnvxXyFD48u0I/f559cn61YHxFvxgCfPOeWx360cqHzM+tf7Zt5ORIuPTNN/taFuki4I7kV8pL8Rr5eVmJHXgkZp0XxKvwf8AXMPXDHmjkDmPqj+1oMkFhkccmojqiHgOAPqM18wD4l3obmVjxn7xyfarEfxPu2xlyO3DYH+eaOUXMz6PfUkyx3jr6+1eXfFPx5c3UsfhjQXB1G8GJZecQR92Ppwf6DqK881H4sXqRLBbb7i8mIjhhXks3p7j9K6bwh4efRoJbu+cXOr3fzXM5Ocf7A9hn8Tz6AFkg3NnQdItvDulwWFqMRxjliBl27sfUk81dMlQGSmmSkMmMlNMnvUBkphkoAnMlMMlQmSmGSgCcyUwyVAZPemmSgCYyU0yVAZKYZKAJzJ70wyVCZKYZKAJzJTDJUBkppkoAmMlNMlQmSmGSgCbzKKg8yigD2aiinc0FDdpop3NHNABzRzRzRzQAc0c02igB3NHNNpMigBaMmm7qMmgB1JkUzdRuoAdk0m73phak3UAPLUxqQtTS1ADJVDgg1zHiTRlvIHGM8eldOzZqvOgdSCM0AfKHxP8FH96wT9K1f2afjhJ4B8QDRNYkY2Ux2/Mevow/wBoD8x9K9f8ZeGEv4HwgPHpXzL8RPAr20zyxKyMp3Ky5BB9c9jmkB+l2m3lvqVlBd2sqzW8yh0dDwVPINXK+Cv2e/2oL/wXcx6Fr7+fbFgq7zjePVT2b26H2r7e8N+KdM8W6al7plylxEw+YKfmQ+jDsaya6lJmvRRRUjCqNzo9jecz2dvOc5/eRK3Xr1FXqKAMmSzh06Ii1hjtx/0xjVfw4HpXEarcXBZyzktnq5JI9a9Du1DR+9cFriFWl2AAH/P/ANatYESG+Fbp3vQjknnHP+fWu3vI/MtiMEjFea+G5JI9SBKgDPRuoyf/AK1ek3F3Fb2RkldUQDJZuMUS3COx55qUAWRgwAA556df0rxX4yfGLSfh1pzvKzXeoyDbBZwqWllfPAwO2TWb8dP2nrPSdWuPD/hWJdZ15v3axQN8kR9XbsO9eB6fNbeENUm8XeML6HVfFMgyitho7bj7iDuQT161qjI9d+G3hyLQVHxR+K6R3Oty/vdH8OuwIgX+B3HOOPwzzXAfFH423/j7xHJfX0+UX5Y0B+WJc/dUdh056nqa8d+IXx8uvEl1PM9wzbicMzZJ4PH/ANavLZ/iFcSkBpcAHPHOP85pAfRY8SNIgG/cMevPf86ZF4q3TFA5BHBJzxXgcXxKa3VCzEjt+VVR8Rna4ebdsGDjacEcZ5/A0tAPo2LxSWcoGLHGe4J/wq2niOTOA5Iz689K+bNN+Jkq3IdydhOcnk13en+O47ho387kjlc9KLiPXl1914LD5h61ImtuQCGwcevT29zXmi+Jkk+UuOT3OcY//VV3T/EBlmCBwRknjJPXpTuM9Ei1aWTALH04P0qUavKuMZldyFWNRlmYnhQO5zjgVzmnPc308VtbRPcXMx2RwxgkufT+ue3WvfPhr8NP+EYQajqxjuNZccBMlLcH+FfVvVvwHckuBb+G3gOTQ1OrasA+rzLhYycrbIf4R6sc8n8Pc96ZKgMlMMlIsnMlMMlQmSmGSgCcyUwyVAZKaZKAJjJTTJUBkphkoAnMlMMlQmSmmSgCYyUwyVEXphegCYyUwyVEXphegCbfTd9Q76aXoAmL00vUJeml6AJS1FQ+Z70UAe780c02igodzTaTIpN1ADsmim5NN3UAPyKTdTd1NLUAPpC1M3UhagB5akLVGWppagCQtTd1R76aXoAlLUheoi9N30ASl6bvqHfTS9AExemMwPWoi9NL+9AEd1CJVIIyK888Z+EUv4nIQE49K9FL1TuoFmUgjIoA+N/Hnw+eGR2WMjn0pnw/+N3iH4Z6hGs9zcmKMgLcRN+8UejD+MfXn619JeKfCMV9G/yAk+1eF+NPhsQzlYv0qdg3Pp34a/teaH4itYI9XdVZsL9sg6Z4+8nUH6Z+le7aH4m0rxNai40q/t76LGcxOCR9R1H41+SGo+G77Q7ozWjyQSA9V6H2I7j2PFWNH+Kmv+F7gSqZklXpNZXDwP168ZH4DFS0g1P17pCa/Nbw7+3F4t0X5JdfupUBzt1OzSYH/gS/Nj8q7yy/4KEalLGFdtCd+m5opYifwY0uUdz7iupMRnP59K4PXtQsrWR2nnRAB/Ewz3r5I1v9sjxBr0TpDqWmWwYYxbBSevu1eea14/1TxOXa+1V5wx+604Cnr2FXGNiHK59NeJvj54a8GNNIlx9unTpHa5cn246dO9eA/FH9qTxF8R9PltEuJPDOht8m8MFncZI69u3A5ry/UpGaIrHNGnf/AFik9Tz71xOsaJd6gwMl0jkHAzKpAGe1WQWrz4i6f4ZtbmDQrYi6mOJr6QkvJx97OPXtxXmviDXdS1qd5bq4knc5+8cY/Dt9OK64+CncD97ESOfvqO3TrUH/AAg8zlgHjJx/fX/GkB5zLCxAzuORnb17/qKrSWh7FlHX/wCtXp0nw/uDhv3Z45w65+lIPhrdPyDGO3Mg5/WlYDzNbMhTuHy9Mdc+lNkst2TjGRySPbr7V6hH8MbuTACxnH+2D3+vpV23+Duoy4KRoQwI++P8f6UuUDyFLE84Zs5xyOPyx75rQsftMLqYmYZGBj/PTvXs9h+z7rt9hUtlP/AxXd+H/wBlLVbgJ9qltbZfV3LEfgufp2osB4BYLeHHzHOOeSPTivXPhH8Ndf8AGV0BZQN5X/LS7nBEMfP8R7n2GSfYZI+gfCP7NnhvQgj6g76tKCD5bDZF9MDkj8cH0r1mytbbTbSO2tII7a3jG1IYlCqvtgdKoOXqc/4D+HWm+BbQeUTd6i64mvZFAY+yj+Fc9hk+5rqzJUJkphkoKJzJTDJUBkppkoGTGSmmSoTJTS9AExkphkqEvTS9AEpkpu+ot9M30ATb6aXqEvTS9AExeml6i300vQBLvppeot1IWoAkL00tUbN703dQBIWpC34Uxm96bu96AH7veio+aKAPfd1JTC1JuoKH7qQtTC1NLUASFqaWqMtTd9AEpamlqjL00vQBKXppeot9NL0AS76aXqEvTS9AExeml6hL00yUATb6ZvqLfTDJQBMXphkqEyU0yUATGSmmSoTJTDJQBMZKYZKhMlNMlADpkEikEZrntX0CK8QhlB/CtwyVGzButArnj3iX4dx3AciMflXlviD4WMC+Iv0r6puIEkBDAEVkXugwzg5QH8KQXPi3WPhrLGTiI/lXIah4DmjJ/dn8q+3dR8FwTA/ID+Fcnqnw6hfOIs/hS5Rnxhc+EZVJ+Qj8Kz5fDMg/gP5V9Y6n8NoxnEQ/KuZvfh6iE/uh+VTYD5rbw44/gP5VG3h2T+7j8K+gbjwOik/ux+VUpPBaDnZ+lAzwk+H5P7p/KgaC4/hP5V7e3g1P7g/Kmf8ACHID9z9KLCPGE0KT+7V620OTI+U162vhCMH7g/KrkHhJAR8g/KiwHnOlaPIrDg16R4XsnjZMg1p2fhdEI+T9K6fStFSIjC4NMDqfDDMipng16Dp9x8g57Vw+lQiIAAdK6eznwAM1ZJ0sc+QKf5vesyK44HNTrNnvxQBcMlMMlQeZikMlAE2+m76h300vQBMXppeoS9JvoAlL03fURem7qAJS9NL1GWprN70ASFqaXpm73pGb3oAeW/Cmlvxpm73pN1ADy34U0t+NHNHNACbqN1LzRzQAc0c0c0c0AHNFHNFAHuZakL1EXpu+golL03fURemF6AJi9NL1CXppegCYvTd9Ql6bvoAl300vUJkphkoAmMlNMlQmSmmSgCYyUwyVCZKYZKAJzJTDJUJkphkoFcnMlMMlQGSmmSgLkxkppkqAyUwyUCJzJTDJUBkphkoAnMlMMlQmSmGSgCcyVGze9QmT3ppkoAdJg9etU7iEMDkVOz5qJ2/KgDFvtPRwcqDXNajpCtn5RXbyqGFZt1bBgaAPNb3SQCflH5VjXGn7Sflr0e904NnArBu9L5OBSHc4iSyAPSoGsxnoK6i404gniqUliR2pBcw/soB6VLFAB2rRa0PpTBAV7UguNijHpWlbYGO1VY0I61ahGKYjYtXAxWvbT4xzXP27kYrSgm6c1QHQwXG7vVqOf3rDhmPrV2OfOOaANZZc96XzMVRSX3qYPkUAWN9NLVFv7Zo3e9ADy9IWpjN703d70ASFvxppb8KZupeaAFLfjTd1LzRzQAm6l5o5o5oAOaOaOaOaADmjmjmjmgA5o5o5o5oAOaOaOaOaADmijmigD2fcaZuNFFAxrMaazGiigBrMaaWNFFADCxphY0UUANLGmFjRRQAwsabuNFFADCxphY0UUCGljTCxoooAYWNNLGiigBhY0wsaKKAGljTCxoooAYWNNLGiigBhY0wsaKKAGljTGY80UUARFjUEtFFAFGdQQeKzLmJfSiigDMuIU/u1nTQp6UUUAU5YU54qrJEo7UUUAQ7RT1OGFFFAE8ch44FXIZjx0oooAvRzMOwq1HcN6CiigC3FcN6CrkchNFFAEgY4zS7iaKKAF3UbqKKADdRuoooAN1G6iigA3UbqKKADdRuoooAN1G6iigA3UbqKKADdRuoooAN1FFFAH//Z)
بلبرینگ های خود تنظیم رایج معمولاً از رینگ های داخلی استوانه ای یا مخروطی با زاویه یک به دوازده بهره می برند. این قطعات دارای یک شکاف استوانه ای به نام کونیک هستند که برای آنها آداپتورهای ویژه ای طراحی شده است. به کمک این آداپتورها، نصب بلبرینگ های خود تنظیم به راحتی و بدون هیچ مشکلی امکان پذیر است. این نوع بلبرینگ ها به آسانی بر روی شفت های مختلف قرار گرفته و به سرعت نصب می شوند.
بلبرینگ خود تنظیم دو طرف بلبرینگ یا با کاسه نمد
در بین انواع بلبرینگ های خود تنظیم، نوعی وجود دارد که دارای کاسه نمد در هر دو طرف است، به این ترتیب آلودگی های محیطی تأثیر کمتری بر کاهش دوام این قطعه دارند. علاوه بر این، این مدل بلبرینگ در برابر نفوذ آب و روغن مقاوم است که این ویژگی باعث می شود روغن در داخل بلبرینگ باقی بماند و نیاز کمتری به تعمیر و نگهداری داشته باشید. این نوع کاسه های نمدی از جنس پلاستیک ساخته شده و دارای لایه های بادوام هستند که این امکان را به آنها می دهد تا در محدوده دمایی از منفی 40 تا 120 درجه سانتی گراد مقاومت داشته باشند. همچنین، این نوع بلبرینگ ها در دو مدل استوانه ای و مخروطی تولید می شوند که قطر داخلی آنها بین 10 تا 70 میلی متر متغیر است.
ویژگی های بلبرینگ خود تنظیم چیست
بلبرینگ خود تنظیم که دارای دو ردیف ساچمه است، عموماً توانایی بارگذاری شعاعی بالایی دارد و در کاهش بارهای محوری موثر است. در مدل های کوچک تر، این نوع بلبرینگ می تواند بارها را در سرعت های زاویه ای تا حدود 45000 دور در دقیقه تحمل کند. با افزایش قطر بلبرینگ، این سرعت کاهش می یابد و در بزرگ ترین قطرها به حدود 2200 دور در دقیقه می رسد.
فروشگاه بیرینگ مارت به عنوان مرجع برتر در زمینه عرضه انواع بلبرینگ و رولبرینگ، اعتبار خود را با ارائه محصولاتی از برترین برندهای بازار و با کیفیت بی نظیر تثبیت کرده است. این فروشگاه، با دسترسی آسان و امکان مقایسه متنوع محصولات، انتخاب را برای مصرف کنندگان فراهم می آورد. همچنین، بیرینگ مارت با دارا بودن تیمی متخصص و آموزش دیده، خدمات مشاوره ای دقیق و تخصصی ارائه می دهد تا مشتریان بتوانند با اطمینان کامل بهترین گزینه ها را بر اساس نیازهای خاص خود انتخاب کنند. پشتیبانی پس از فروش و راهنمایی های فنی این فروشگاه نیز از دیگر مزایای خرید از بیرینگ مارت است که تجربه ای رضایت بخش برای خریداران به ارمغان می آورد.
لینک مطلب:
https://www.eranico.com/fa/content/179823