责任编辑:
zZ
时间:2021-08-29
来源:公众号:CAE学习笔记
责任编辑:
zZ
时间:2021-08-29
来源:公众号:CAE学习笔记
仿真目的
通过在ABAQUS环境下对弯管的二次成型进行有限元分析,可以研究得出管件在弯曲成型过程中变形区的应力应变变化以及塑性应力应变的变化特点,以及成型后变形区的拉切应力应变和截面质量的分布规律。
本文管件材料采用Q235,除此之外,模具、挡块、顶紧块、夹模等均简化为刚体模拟。为了简化模型,缩短计算量,本次仿真采用动力显示分析步,并使用一定的质量缩放。
1 创建PART和材料属性 将模具、挡块、夹模等三维几何文件(step格式)导入ABAQUS/CAE中,并创建好材料Q235,并对各part赋好材料属性。
![](data:image/webp;base64,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)
Q235应力应变曲线(试验测试数据)
2 将模具、挡块、顶紧块、夹模等part装配在一起
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)
弯管模拟装配图
3 采用显示动力学分析步,并开启几何非线性开关,同时为了缩短仿真时间,使用了一定的质量缩放。
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)
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)
本次分析主要对弯管进行二次成型模拟,共创建了12个Step。
4 创建接触 弯管和模具、弯管和挡块、弯管和夹模均设置为面面接触,摩擦系数为0.2。
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)
接触面设置
5 对弯管、模具、夹模等设置好边界条件、采用位移以及转角等边界条件,并添加刚体约束。
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)
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)
6 对弯管等各part划分网格,并提交计算,得到弯管二次成型的模拟结果。
![](data:image/webp;base64,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)
弯管一次折弯结果
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5ToQOvJhJSpyWpsNGKnpL6GpXfiWvHg9Y+/A36vZv0y1IhU6wXjic1Xq/FDT/b/RtBFgeeUjnNhV9Ic03vr7P2hPfGsDnm+EtGu68BL/d4H5L3878bpWzCBzm5o4ijT28dNYh0HSZxxW3FBuR7WrhuZ/Fi0tbotc9e4WWXxitXoiawAAAAAAJGkY2KJa4pGWS1yDY3WJN6QYg6xezEc6u1P07BSqVp8UW7D9N+y2HKoo4ia8zypynv86D0QPTX9Ou3IQjhyCtSbrkhJUV/0CgjvyUmuwcEYPOJ6jttDFE6Mr6RO76Ek70A/aL1ZjdCfF0hzgi7W+aRwq8HvH7EbgXfwsNpqRWAC1y+RsHGBh1+43LYyst0t77wv6ESRqiLZfipCX/FoFgrNO7FDcOnwFfctvsRNJNe74NK1WNI5qluyNIbTak/PEFpj+k7wOzmSSiVmGem/KutYgMFmj1Hv9DaB9XT+j3yQnh2/bQdYL596qZKEVT1HZgsHfTh/2qEJJMZKshJ4d9NMe+f2rONVZmHvYND4amlZSqEaZEZMUyk8rbpUkALQ/V7EgdFLwEWYfcmjrmminJx1KKbbr5VRIzmUHsLqoEOyVrXV5BsuoI02d25TV4cftYEQ1D3m38A67xT2OTggCccQj844F0LP1b0Hla9+bnTMxvG1Xf3fw+YK2Yg6gtdNgfJqpPTR1WrTe3i241q/SPEYOGGJvATJSVUkloC9NZ0InRp4pE1MEcCnJXDR1BZj6o/wRaRm/oJC9jqUBHek9BVe4kdnZlm30JuCYE3+nfqWACTrycmhq0GmTDjnjZIqX2VsbvFRMDaTX+MDDrxZy503YTvvb2LxPtVf5WBvjw/iYVxao6FvbEOq0+xzWPR0diJ3jBvtmgWA9rgJDRFCrXpxuFvc+oMa6lRV0KZR9flpEorkn6u2pmvqFp1CwoTdYSBxfPOEl2kL/jjDIMck/Ew7Vfyye820MGQV5iGE/LacIpXAAACAAcbF38zgUTSti8prYojwRqYfX3puSjRWc3qL1JftyAPWqssCnufBg6s23DV/il8MOeyS/bPdfgMrof5QrTbyt5RdNKfasYOrIPiGb23Xj/GfR4ZrnL+HraTlv+v5GCTfqc6wyn3ArQUnvaq2QTyhTH4LTZ7CAo32woDusb2fRUAYWbsXvAdcTZB4d9nu1tp7LyAiJ8k0523I6SXuhTG+iDkts3+xGlkGJd3wnkCQJIedw522rDTfsN6+c04xk71HLIriOxdL4530jyqoZSHJV5YKrRuQtJIurGZevH2tu5VSde9YHBEzvRwsj2vn5LIqEX9FGppBmMJGnGrXWKeCMu7ZK6duRsUWz5rI+Ok3Ykc9C2FjC61ABYwtyRPfAle9zhKpaC/05RaVnmZvafG1XiyLJH3olDP5tpkRwkIuH2AyY/nr/nA9V1zeHVJ+hPw21dsNo8Qs4eU9ic+mbEUY21ut5RDL4VF0txcHF8dAdv9CVbu9G1EOnkz4YhLfbJwbWiM0A+ni4Ieum9zqYvkrT+X+DhNjX4FmWExIAkNp4AJJGB72XccOvgqeglWWg8Qg3W8fa/I62oWw4sjePxH9ggdt+HYumj4ixOuMcVVyxpe6y3xjL2hpXFzq/gAp1ypam8jlGtwqWI7WLO2a9+k82E5qqE2//R8N5z3NVK3C90KXTu2DnoUYy5ZwwaJd19WP+jeqiq+c0UWg4ubFQEc+AaGUX8FThAShvxQycPcli7teO2xp4PSipWswNhTOpY91+9L6s3Zx3S7UF+MZaFQ8jRA0I5C5Nn8LvELWWRLztybT7d+W/dSlH1iQekgBpUfQAABDPzu0LGbwBPnzLb7Ww4CPGDjrkDY99z6lvrYH9HZvV6ht6a1HJ4MlfRrBnfLDPgoJFWUPKDeRZvD9rq8TwXeXDL12+GM+OnoJas97bTg1JcZerU1hWm1ylFVi3CenIOyJewmz3bShklHYYOQPgqf/EGPYYOQPrfPomMTCCeABBeN456yLJa54pb7vBcAwuLfHlf852mIhgjsNQtUYZ9tq1M8WT0flB1QGoqXowLZZ8yw/RF4c2HAPhBRFfIO0I4dSUcEHPFNra0AWyztX42TFVtNmj4q8oY/mvGATBe970s7em1SuBRclJ5iG6rmhhO1jjFRaNZMw1aEtPizgPYZLFYa2cZXi9fj1NkjiFZN0w0lV6C/ncxup6CrtF700FN/6dghabxURvFFi8RWFGzvMfhnR5Kvzfz9vORVnTwSxLgfxL/DbfrWS+ybwqtGKN1iOmdWaj9NEfSJ3LMtqFiGgZi3pOF740ksNiRcltrn2ccgObCOUX1PCOayln1pl7fNNNVpeIN0X0ruBrcKliLk4A872dDxBDm4WTBJUNHv1PqQN1UlpHTE9N/LFe3nZMGmsTshInH3YGZ1djCtLe6cWaLBhYMsNoDKysI6Dv4CsSPSF740ksNiRclzXqh7HgRRumx1OGuhPi6Q5stvcEwJv9O/UsACVXAutSPaprC2aBpqyfgRHSWDJH5pQ4+WFtVLLYs7x52Cgoiu1id04jRkYjofzxRpP7Rs49i/CO9yIM10R+1txIhXIe7KpOJkY3730fV3xkzkpcAAQADAV5Rt9qIfjdb/DurlQgLDMi6Q7V6u70SeF6bUjbG+Ahl6sdY7krDoluCgpUPhN2YUm8sLstT2vuNZZSg3JOrobQqHgOP9j/MqJw28Jp5YiEFqcRLyaLuSX/YqeGJOC07WF8coWQ8upLhkKjzKSGc6kp6akh0e5E9XQv0X6EZBzIJXvDAwW3C+zQqOm9COI1rvfnwj3pPEJfN3xQyG/yoGIpKvoxAS/fBpgEFNyY3TC6N8LTU2es9Y3fOCFG7EN5kBYtvw7Fa2QVYQ+vMCDmLU75yvVKgtStVGebd9DPvpeIrtmtddtZAkXxOKBUkNKPvQ+4Tov81BxLXBEl5vLWsp9sCFe244eGtfsM9fxy4HKXzxaDQpLKs9PM9AaM/3m7Aej6CurdpZBzTYXLsB1b9RcEvnKOY3oyBkNQnWWzPBnOAxxCHkyX13pp4DhZnnBrxr9ZDiNgiaZ2/UQeoxLo0knSoBGNdFMt80sNpOp8vK4QoANM2iXoBc3KukFKxOhK5cSE+Ma1PMKTUx4MUItFmGR6KOBRrU7xEFLsMWrJtHfB93AB/a9AWcunxLf9l9YOvTlwXrPFpZHkr7q4meUm2qSLj2Oykr3BeRkJYIzWbbBvbmutIcYNX9Ju7/lHZMOoOuWR5KZ9wwbfIzUh9dH1MdfKLJ1Av/IyCXjAw67tCSbvPcgWgfooJGnqXBlO5ky3Ipm4exCX/FoLF9eX1W9VDJZXXOR7QSBu2DJhlD5KERI5eCEj5Auvx8vVtMLdZIewIQFf6pbrG6+uK/aLWmOuWSyMYcBh1bJ3W0Chistn3Z7IdTFxxfPOEl2kL/jd8iWsdTk6bIlzrFbNUbpuXY1ud0ijgMh1RvJv/QfZBbzeyD2TiBsIOhGci7hX9AAWqVAsAJ3Wi2XDbS+7WlUx97Op2ucwdCS8B96IivkDrc28+LWtFb8zzbc05RI8tFHcw3dMhbOMSVxGr82AN+Jc/zJM2H0YnXw4fTHVyh4XwyLn6GR3RVeybkt3CFJmaiyRJHR+MBNUwltns6l0TbuzOxRZkn4037Devmik/0zRYZOiTgWgcCEE8qSg4aVRcDEmy2NKzYMP7vVexlU9jBDxWAK2+psN6APCJ0TW8x+2pEj7IvO/czj9SaT14xb0asEfNSDgstScI+QYoXTNwCThhamferRl+q9Jnv9jQS8gdl/RN7zp4UPnBtw1XAnSuOP94mULVY802fkUaSFW8jvyA35du5+zGigj3iSIKYpBfinxG2OMRe6jfJyOLZT8UzGj+PnlGDM77Se21gfZq8UPtSjwH91oP7Kzl1DXKFi/wpg3UeBTFYlOTTTKQe7dUdOkWoP4fu+fr8I+c45Jxp7aqxOuITRRh/DTJqoD2aD5EbxRYvEVg9IK3ZclKO3ClGzzULiCOUa3CpYjvp1VcQ1X73+mG4CwEIqIO7a8dE1uF7oUuK1zDkoZSG8nd9PNx47tvxNjA/5oki6WzNjWOv53mC79FYaLyXst+RvXPrtMvDWNUWSgGozS/lLkg2PLFe3nZMGlsS70birSaUq5G+BuHXqX4xloVDyM/xD/BtC/MutqLnxknm73snBq4uv67bff/lvs2YULS4cs6rmtXvRGmOhQAAAAABwuSQKWslIOCLIsXc4nX0cd41KI0vEKG24Yj3XkFVX1la30wVxHhvOQWostQ+SoavmRvkXi7+XJOAK3df8hSedGHF24/Eou8iFPJgdk0ZqFekDYWcHAnu33VJNfsyRkN2a4PnBHHIYv0JkwuLOZ3Y99QxXANe8SJh6/Gc3ePkS+yGNbCZMXtsEo5WDaMDYdrIfi9C9xq2RsKhezHOA4G1XSlq6/4tBbpTYB83mcNM4ib9L0vUxKI9LrTLSYRa2FCk4Stwu6q90t77xqk0iKHLdLe+8XA0Ycd0gdCKi7E0zjwAW4nllfS1DVzrKoojn7w+GkyV53tg56FLrjKfXpCaHE4mAs9hK2JLyyQ/yXk+YojKSF7RPVCB6Qh0JxVfqs9n5Sj5glGAZdRl8MEt0KrXZjElsAideP/aB0fGOOPfHA+ZvYAIwSr0OuF0+oMH4TnBb9wN8goMX/55LG7GPl9sBGAnjkWVokLUVEECEKepiXAhCZSrl8eMhx+OAawySuNPg2qIBxD/WhXHSThMM+ExNKe0UHEtCJpSO9v/vIsoTZ/lpTV12hzyQl7BgBUW8datseAch+dG5zkidN0rmJ5bTH0tIL7fKTx4osXiKwsQTNUXIYdJQHY6mqYKIEaXgn+78JsBgqgC9oUr6nMEow8WaLCAPviQWfeYfuL6ueVIhnpUYiYTqyjvKPSFvGlS9XIXhcY9Yjpy77C9QLaRUnRdSwloEOsTNI/eljkER+d5ecC4BcYn8ieLJ/myRUvw6o1xvqFs54zmQSvheGZ5qISktVGFSGWM6GHxQty6MRbKZF2JPnYHTwmLpRcp/7XdM78DjVLnmyTD9omJ+pW2ZEmsbbWc1iUKDVBc7lIe72FnR4K4LJIzpKOFgTOOHKLJ/nwfcPpJDO1ulP4qxmoAAVk2QmFrUnD5wyacubSxhxIHT1YiIXWOV5v/iWGa6FNxoox7JnZ2EMpaFaGBPH7FNK0+MIsTgJ8N/h2sS7/tRbW+cLlZEn9dAI4SRSnJPw2WKWMMIFCVJB8Ve4Qa2uJUHTKwqKIDwdN/ATJ92s2O8GGzJMS1mO5WXUhRD5sJCZN1mMbI9LutU+XckT6S6A2ZrFWH1/p3v4qSPl8QAgUo/l0RQSPVf6WfM8gnOXlOw4pvslOtvEOEZnGAMYX+vL+mz68FhagaBDyJxu8M2LxKVBhidvpSugU2qFh0c+YDOIpPNUHMQgRK3fBBwa2CRSFfmJ5/oCpua0W5vknJzgpT7+cVBmDqIP4l5SsGvHes5UVpqFncFtJfuBdUHdJEgXw7ASGJnGJ0eayycHJn0VXTqG43Lt+G9ARNuFmq7azH1HZ0MQqqIHIkqWkWrosKlfj59LdD3xPU8PRUOjVTarbPk1oFY4Ozuj7A83ETgWll3hR+N46RR/yuInVBowVcbUjMD0uWywRn0Qn0w1+pFqkv3A4SoyPB8m7aNDBTCEeFVzNhztOj2gIByPCvtQMWmsbVVh7suNKVateAFi2/DcqyvH9dp7Ts1Yjqt0RmMctVi9v1aST4cZJOnKNnUKs5zdK5iemQQpQy2WEafL45HylTSIbLnseheZQp55B2a1hJnkQ3Hmb1SsltyFfZmtf75dUxSri1/VtY8IH9RNpQjORJqn2njYgzkcXaEM0hNGxgdW9NFsARyNI+wepLraniNgBN5AbLSq9Thmf4tuS+aAiheq4w76E0Aj/19DFspHjWjg1tGnjnYCmj6Q1G701L6fIxqFt/NKaE3c7BFsNPCrYg6zzIz3wyvC4li4ghy6eVSWKrWfffEPuJYnfzIhdiS0bOWraV8iCB2Q0gzAAATxaWd355fro9Jsvi5ixh1zpWZEAwOSf/humHqXYArhOebCUFYVYfecUtLPuhqnwP7pygv4R35+2GCPX0Z5JCQ2LW+PBQjJv9BrDe63eYCpnDc4qQAAAABI2uPASQwtbURGi2FK/a6seGZXGFbS29XNgjTlenzIN85buVZLZc3oXP1EGJVFEFDig2nZCL7GXanzimFsVCXyTr+N7kKyBU9XGjd07b+rJ1JkDeJVhlPRWhoJ6M9WgB2DGppYaRTSes8DyPZx+pNJ6zwH2R/K2qFo+/5aNnnNxJXsarxRT+T580SK1fsJK+UOEdit6pHxgT2LCyYI8SGlJhMfUdnQxCqogciSpaRauiwrpBsHuP3M3bjZQiLc9PP3YGQF7PBfVIrq5AyQcwMPIXZ/QKhQz20/M0SUTI8O85oDF/KEt+AGafhALvJPcLFd7SFU0gtJZ2Kf4XXcXneJWowv3Nvx00/Ml0P6mnTghoJ5I3McIdqBXCxBmVnDtA1p9KVUtMo4wWXNHYk6QT6wJ+MQPWP0akQmIlJnlCq6P2MvVs1p47679BVu/InwrjM9b6s4ZQkjs4RjEHeVALwhc6j5HiRwSYlQTyWyQ72tPO3CBHmfCUdsO/dxtngTOJ/Brnp8q8fS2Zsax1/O8xtJtTJ83CI+BsK8/ID1KNNE5N5l+ILOl7N9Qq2J5zzgZ+DzeyZ0chCJeE+0PQgodAQzUxkIJ58LQ3hxTmcjVeL09Z4Hkezj9SaT1naG3PNRDVT9VRT4vHO2pLMr4d13zRJF0tmbGsdfzvLyJEoWkCIOAM7ObaKX+IOyR7JI/I5YIKp7GCHQYAMeD5ael1tqrlniDizQ5+B7gAhkZ4zmz9nJyey4vZEHkGh77PVprQfdwiclSW2kH328KedpWYUYUVjRFpgd1m56QbkgQeN61tTbyWBmwQijjT6fxC+oHCNtl5Triwwqo3eXAhJCSh6S4WrjBFM4F1Ipa3Lw8z8NaAyAfCAmCdFZ+GuyOyPHVVs0rpu5iqLNaZ5g4Kf8Pma3jKzDleyx73WaU8sr+PnTQxvQX5DXPQ9xjfwRKELhDpNdKE4+1/G82TBsmzIO9dmiVYDFi2TA9gUTWdnU6rHTrotz3mqCOalw/bPVicZGMcrri29xe0e2kNGVBBm+f8CXppdFO9ENvrHj5l7Ap/waDLoAfWcr5mL29Ekl3+hngyBKIIVAc8jw21fgXUnu/wn86CyS0ofOaaoTeqlXRqW+q+etyBzsbpI7QRFPq6FjZ/Rm45mRY4W1cNlYDtJ8sf/6MYKgBMbNv+IhRBB8bLhM+AqAYrq0S7LqXvAwz3VQPNI0yHYvH3APU+I6f6xELvwa9qlHgaQAWcWOp9aUx/Coy2biiX65KGRiIwkRJmfuisut8IInDSlwd6eLfExpx5wRHj4qkmRkcrYhqn4VW4D3X2GcKnD0qdeCVfI33UgTLk5vGP6ont/mQrmgCdfftsRpju69VFbbPkjUrR41PMXxqPP+hXcieCN/PLZrMPkQwY+Bq09rS74k6K83/7p2prAbjADkTT+VHBFpKdzJluRTNzhf0vO6tFVOyDa0Ip+rbUJsvkIQmtNISICVZt0gK90eFG8EJtY4h3Mr0LOcf+Gkpgje/xQ2RB9MKon48IrD25LDtEwFGVdCHiCCQHR6GMBp9mqJQgWfMJE1FHb9YlClTftJgH5NXrSeEOTfO4jTDsaJkXrfubnJKocfBwTJHrXdvvtvw3H5tJ5Yh/rQrlj4p0KikI4UKSuEeMZwvkaaJaIs9eBArvnV23ki1YUiIez06ztrcwWeAf3pu/S2nWjNQdYe9fZmCYQFBbPptyXHcmNP6AF7hO3MDE/IRQxOs7aJegFzcq6O2dKEJib0aIG8mgBGbzfvMTq5LZAhSzPk1UnppAzUSWZQ9ZiTxhNaaQkQWv+BX49f9db5E8M8wxAQk1l/XXjn8boT4ukOdclAUAnjkCvbgXnpKpRYRzcy5IE45Qxfza3nmzsfL3Bj0tAvS3u6MZf1ry9tRIemkrbY4vxfZdtFWlLSnb0CD5CFoh4XCuObn+sry8smfqIprrhQqAZoc56Fv7xiNmy6m8r1GOjyAQ0FA3oGAL+jPYdg+7EHXYPhNSLqkiPBfHDOrKOY06kPtW8VRERLDOSdaFKHJW2fX2UfutTrVE+6yBarNVXfFDzpTXU39IYybH787+8+JEDggQ1MG3gpwY1sU0rk2DeDwjFu2aSyQ6GmiHoaPtO9FNvrQxmCIIzRrvVCdEofmnPc/F6TcGBV3Uuk4/NPT9GP3eT5tOjUFNpDk/oNeZNjZxAG04TbgUCr/Ld7fhzc9+DkpTR0wgLbpahV5j0w3fDlLraE7J3+8drGsDIWxbc5YvQ2i8ndrLbsYgny2hK2M47uzIUgWMjDOJG3sT8c+ktdp1FrvPWAqXOKItSPYALIEafNlnu0QGNWe1NrXatJrgKTbVgKfceBuXlXgZp6TRx4WXiDj/nEpP0e00HIYQB3zIQNX8gBcn5h0qnPTByK7ygkgp9CuRBHmhK21Dy+YK4CC2enNdAupOltw/pzZBpA2PR3ltGYEAwXtNHF4XdpYR0wAi84Nfi8ZbLh0hVRwLBHTOZxaJqv0nuD0R42Nafr8e7dlIIL36UKX53xhCChTdOpz4rcvrCHGkm+hIK8QodJZhvJY6ubPBm70fZhCQdRx7SdODQ/gBaEIqa1VvgpI5pEnXJ4uhYQAAAAKIrz83Vf/fYligD/H4JAK/9yY6aWYNkiE/EO+XatsGM58C+3SqXQvue5rHG41bmKkO0xA/+DDqceOJUUFjGACtKBbdPiMkYk7yINjrPgPejixNu+TJm6gl28M4cZLXO+lGE1Gg2cYcnA2BQ44BYd0s4Vog31JQv7ZDfrV9zsKnm0062r08a1NUrS2OiWFw941KHIvhRvHLQCx7ct4VlauXx1xyJJMZT55PevhEk4kYuhyzqXTqahu/jmVSrZLqUGGGFwwAAAAANr8dcZ1IILojFMYGML6yK3xSZJGm7cEN1t4MvBEacJO+ooE/QFEe2RCo0KDBLJ2qkXfUjzngkEX+bj7w9kapnrNKSmyg2MV2c8wAAAPYLyUCiXmUCQk6cVFqcA//nQJBuWGjwWhvxV30R8O+5rJExv+a85dKMIr1Hex941OK9QotOnQJUWWlvX8k2qewem8Fy/K2rYjzgjHiayTk+6GuSDTL8acFbN26Ta2TVrVLtcE5C+LMT3T/8FXUCctOsNQCq5TCQPl9XE2fovTF5i8ly69pcno/PiSNt/FZy3w0Yc8G2hdZYql7o8LuetxGiuBgGHUNVQ8dUPmbK1uc41fhZSkZgHLbRSfMX9kuuwzYEJbkDj0AAAABbM+DLFjAo64voQTEqs7pp14zCwlWK9B0oRaQBQ9riQyydfVgWF5KV8N0w8rqYBO/8DQR5i1S2Lggm9xy32Hpr7m8/38DowpNuToZCC1B9M0WK9gQcCjYIIWCocYLHTmWcSDk6La6c/btC6YxoXKOVZVGlSIZqUYKmJd90kUVNZ7LKky6fLAAAA9GZV7e+Kxb1giwgAfAyB/GNJvUGPPl0MA2Yyf7w3REDtSdXwwU5bSGN88v6tvuUSYycXAPfs7IoA9YSvx/70o1zqpNie+LDb/dus/SObn0sDSahGAUFK0YBvUBAPFDgTWKbvKQTBIKezbLLNEqo9ghTWMwPgwMDMNzNLlsYYO1c0rxQPpguG6cq23wW4t8c1UBFXkb9aHyJtQzv7WnhjzZ1NZAJguGcn/Mw1kOkRK4V5Al4sed3bLqYMuQOZJRYbqNBvAGSr/kInKj8YkWdDPmaf4GK2Sq6Jf7LbV9WlIe8PSTRum6VzE9PEpIWcLOrrFFAD53bci0/waNvVTGS2vDnVMzdNGyD46U6+xCIHdq/lPosNxSY5e3O6PrxommyZOZ/XA32FBBBamkOXoL74phTf1qy3lM548hFn/bl6HNUbRN8idiDUaEWm0m9Wn7KX/fu/jpTO3WcY8flfE7LRkWdYzhJvvCdhw4ovKADi9tQwt4bph5XUwCd5G57PkAOxBaTYZVq6/kM36yKDzmqUUkrGvHM4m/gLPFglZy/XuXsMIC/7938dKZ26zpw3AecJr2+E6IiRP4GgjzFqlsXA2EHt014KeSSAOygIGy3y+CluI1EXAAqkWsm1E85aAVg8QMIFNlDIwCaQooZiUABwjaIKSDXFMgAgdSZhkscJwMcl+l24/kWhwpnHAjPjYT1DzxvQXjVS/eMhuxqPAhlTXEjWeFzQOiYuXGLQUIAoB0OYlsC2fKAV7UL3pJiLrOIluHbGo8j5YdZnGQERFUCZTmdPjaSc9dmMgIPVwVf3K/cfPbc1NlnjFm8VbRXDWVGVuEP3H34UWeJyvocg8nM3mmkoc1cIsHqH51tLS9gi/sUchotF745k1KrlbUV+twIfDRQU4tlAx2buPUcKfN+XZlNblaZkAbkMHxArIXxBF4KE5nh4OF5cn+S73nJaGeBvVQh3mafOjXDFuT9cG6qJS6wADvP8zlCclL20BQz5nl8JHxJlujJYOtBB4ZTSt+JUJKBs05rfbwdXpQaitjZCHvETraDcqbE+H9OWjUy6lMdUHHY3AZd8FaDmnqa1oGWK3ZUnGoNwIMoY+WNzaTnmKpapf7Z3eWgBWHYAADVP4mQHxhktdlOJBggeYhgaCkC6gNKZ26zpw3AecJr2+E6HwxDutdCm9FcAujzcPcFHe7hJ8o9MqnA0XIWGvqm6/NKst/MvR5urPdAl353rCvCKpz4b8NvyH2qh5QcWu30WVLHBeTCwtMi1d1SMas0NfY2pk2EQ1naVERmAozQSbYxJ9aSEYA81oJNseQi9NaMh3A+3FSYqtqyL9AV1IEB505kQH80unxMOT5W61vdhadJaKrQ43XrOBYAANKiQv+/d/HSmdus6cNwHnCa9vhOiOdZ9+VqHppQDyk+BoI8xapbFwNhT9hiTNCF2LZDSK/ga3CpYj3PVOk8HsuW5pVgthpjGUdTSDXj5pGeIi+lXlqI5gLq85tcpTlprO+3QoxFwn1D7Wq//sivX6wMwAUIAAAzwAAfpEuMv4DImnV3IWB/tjpP5agybmMDbc0TwnUeO3YZhI+uLEKZeWB89PvkXgSMSydMeH+QuIIm+7ByG80h9FfBzG7mWoGj/IgwjMqdfEfvNJ0+xoCL8ImsqI69NBvoxSvG2K6gK/YwbLUqbJ1/f8qyeYq9jpa4OfGO2hW7AFzrWXIt7+NGosButI3Dv0VLuvIQ02XyxfuyAry1UA0nL6E+G+J3zNFTt6wsFdeY6uesOPlJEV1BTKwP27lsEIFuXkyEf83PAsOxYO3SrpqT7RJPTcsnliPdeiwcirlNxg6amrWQBVa2EqbEQt+696k8GB+rnOlIZOx9zCkRLjlCUntwIK5wmkhunFnaoFwd1BN44+oz2FopVNVOfDfht+Q+1UPKDi12+iypY4LyYWFpkWruqRjVmqGSdrbcWX9FSGynLl9hEwwdQLS4rq1A5izl+jR3LdxKePX1EPgqCUwCqvLuLIygLhhExL1wl/FPGCLS+VBpxyRizUluCLgxLqK2G0nOktHMDoqhtfDsml7Cdr7OfMct4J9SLR/2flDBmrQvKdAFJgDP4sF/ZnQPgMSGlM8vBqm8d/S/qw61ctgYna8/dqk132/QUkiLrWVElhwkWxOf1lNrj8//7jCAzRYLNinMIxDfgoAB3pMRLqNhA3NJd8MD89usESMRFiH9F2VgTtGuG+IYm3l0p8gGkk7oFBBBam/Y5iiQf5XA28vF0/zvxeABzzHYLF7dWuF5ikXwIfHM+J/udslX6rGslRm36M/gDty2OG+F4ku/l/gXukydJ0fiS96upzO+7NNs7OgJ/tehk/XhjOuqqt0GrpFGsK02vCCXzAcZn7mSGVyec1SiknOMwsJVivQdKEKoH1DkQSQpWaMpVe4uX6kPdNAAEOO05FuDg4T5yEoS2ee+PG/ODjTPcAAADTVDeCeOvytiWEC7pb2sdMmnjWKNlBZeRH+EAHKpAvJdNCYwyPzpz8npNpqp6BYJqVeEwkfN36xthv03eVZNT7/SJMtp9IuVzAs5xAZ/NX3GwfiUW4nlTf+SgyTg4zqJrGoSjw5EHDLOA1Vm7AO5rdz/WySn9xl8iSR4U7weG9OkrOaiPFepz779Cu+U5Xc8IO+DYSV8S9j4qWmRg8BnMbTmkiJUjVXNQr+oKVghTFIMQ+LZ81CdhQfSLFGvgHU1oal16uKfq8cRKPfSbfKez5SPPNYMFt57Z+5c06qZwpaviEXa5NMBstGeyxgkcX7/zcGtWf+hNvVWaP4zmxgaglaP2oUNAacCkeTRIisMkbPjIu+yFimhfRYWbTWQBVa2Eu8N+Bccu6bBHf9G/UGYHwl/2NofuhhaP28dPBvLryRwNywvb4pcYHqgsCJJBYHO6rWwjzgRxU4EzHUFf2N7fDGSOWAU65rXusCBh/DGSOWAU65sEvP4UfhyJtg9iUQ2qKHVaeWlLa4tvhtjBazTceLQSVPp7dpMPYOvVAAetqlBo5FKs3rMdoniHYl2W2HvSkq8xpHsAS0J5mkLPByg8My1LoW3py/9NLlo5y/VDIn/DJXMZXdNgVz5ZKeFm8RHhLnVCj74CdDVu9jfRSpfHsQD7U3WtfrX/gk63FpgHZba+wTjOyzsVjz+q6nQceUUHmv1R3eblfkCHwGzVkXn7jvZ5BV/hEQIeRrnTfq0kH8MCtNAbsunWW9fqKYmEvlSHMHTeY5J7KRSABBLRdMv6vQJACKnGJ7oY46s00tpUJ4QPmRpKukVBQnM1pKukVBQg/DG1hfhFtHI7q4vnc0zu8XVKJakrx91D81vE7+suzTxc+ptrkQSP1464dOlPBhwOf3T9Mn21vh5ueIjZdoxDioFXbntd1eeZHlHmtkwRjZCPdXKaNYBCO10Vj5EmHrltgiJDEmqLxSQH66L532yu8U5ReKpHfNXodJo4nrQuIfvR1ABD/ULcPepDa+5pEe+f8JV0aivmZmS9unfD0GcHWBwjEtwAiUdnXv/1IRJIvDvk3pkdfrFvBflS7Db3kd68e8RqD//zcHFIYGBcL0fnyWQnvAyklSN1NPGCXlz2SLCcVD76rQto1ddUBDoLNaCQ0plcnsQ+X5XkfgAAC+XBUjjSHCTVCOXpixmLTU9w4jw37ULglwlHUW/8Ti/Tfy6W0fSoGYTx5HoLeUs9eATKu4iB+wFH/F4OPaUAABC+kO6YxR49sQAACklWF2DW0ODiPrNr7KSmP9sv03pNmztPfmw2YS4uayvdA5egjU0JHdzRD6m3IuQAHgYLEgfiESQ16MVv78wN+ZY0H1xGA6v7zMTQsydiCWjnuY89MnbhcNJ4BS8MhhURdyNfiQBRHcxKHahyv2trg3jny5ZSGt390StPiSjDNQ/kWS3nMQUeT9dg8EAgLzt7ZKKv+7HXKMDDCXAr6iOaFoCLZxBt3N1W46fXcbwr+ZoRZ6MhL2OQ8uEVqzUed4Zx58YCdLxkCgK0in1krj3QEYkgtKNywjbn1x12Lei56EdftnJgjD7HHl0BVKu3jBz1hTl8gaYIPDzfvLqqZs841NUPvxqLqRnt5gW/y1MyAuJWgak61HHAd9avaLOdOBOHb+iCqgBZdl7dcJOK35h02Z1xAcnA+oy11JlO/vJOdhL/Ks5P9xUzlGV6dCWi7eAE8h4I1HhbN6G2yK4reVEHKyju2fWzV8YvWMX9zfiviWWecUnCKwRE0pXtAsxoS40PXCj6KoNK5q6/jS3A2ahOd5YrgCOQyOpTuUtfY5iZ1ZwPRrlFF5oosjnVtR1OTYTtQiKjyS1A0bz+CmbnYVPbhvSGEQ7rXQpvSbdoF0CRMOU8Zyg8emMFE1a3ui5g46VWxNxrzdfjO1JSbLJjy2E7CwYuZjAy7c7RSbotmQcd2kA5M/ShMGiQTwe4Z119SNvTtvMn0O+E2iZCV/p4eUnfcChEcuEBTwfsT8u3xrvvJ4AO9FG6+1ZDL8sGbh018mT1DzoVxe0ndR6axQiVfe+sWJzmWuM+uJgSeWOzqnSWye79sebZYXwtnRBFlvtZ1jIhcmxeTHEtLcCs3js1TfEmsibgZfn2+PFNbrXF2+YMeyS059JNR4xW+L7ctpxLRjYQO2JWc6vUBgSXSu09lo3rpJwTeVkf4zHcw8o94Nq+445niVmww3eDdxWeRMmw1MfaP1UW6z7MPDaGpZibDGL1xrYnqTVMMe1zqhwp3gfxNgTNgOMdaZI0/kUbyvZYlBPm9wuD/VN35qhcccWkpJBQ5AxjaVGl43rW2oWYnzzLGkSKoi0x8GKkJNePDY2/F5rIjv/Gk9uhUUnt1OgsScmuQnDkWrvycbjmPLA2TZCgi0B6rrpPhS0kC/EmgZ6+2Lvicyn1q3/vyDa8jOXX1gLQQtiUPSGKoLkoOFnzrZCWw3YSA1EIPK/nkGp3frESARSIcAiobeJlt9YGuNaXuBLGIV4mEVQaMSppKAUFazl57Oq9ln+DmiVv74aG9m/OHPdBnnxk3VWjfsPuFEYViH2HPll4+9s3Yh+0PbGDZDTTCYiu17Pxb+p48Fco1JWdANY4KUPrrL3mB0edL8ZvLuTpggoIHyUqBr80LL/WLkplPjWJJaDJsv/FxOr34yViFFGLjFQm9Da2L9NhdOSSHZwBayIhb5o0SRd0qSJL47itmkNVYWcsteTu8/fMmS3mRlpnmwM2vd+7t9O1/x0QFpdNesKliAZdMbZ/HxIFxq17KZ/2jFZ5lw1dmsMmIDol5S5+tPLkak7/OT/cVM5UDaNgU3MpbZNMYBfq+sGAa/FaR72XvcM7u3U9v90xwcpXZ1yND0h7iHrMAj0nL9vNcLh/SGKAkdlnYqquKlTilMEXP+U6iSWerSCknv3nPHtFZmeITQ32WdiscoGTb4CdDVu78I3Vmqgj5e3r/2yNUVkZNuS7FU0J7KhdbltQ/F9djxUwhdwRPYgbzCb7+LX5ZybJXsfcT8hDgKPfp9DRFmeal61lF6bDVraZjCFMHX4AAF30oK3AMZlVNpy5uvm/QJtboHj+JDZiTweTtDbRCIOccClDsYD5qW6k086uYBAOXeuqdGk0Tbh8sOkaZWQKUsUvxnvkz5+zIHXV+ZasIRZQ9iD5NRsSDkwf8hNuO9+P/8VD9a+NzH9dioHZD7PL4/TWCNnQDcgdoEKI/63DnLu7kOKRJYdxtF+x60o9uZtQLZCVLhOGBhRxBxxhIydLSmldzqDjvmDah7/QS0tDmyr647g8cgLK4ScxbJ6D8793xRXB6o3jQaXVn2hK6Um11RV13QguVsEJk4y4SEVtqNyBQGB+gX/mbGJt//EPe1Ino5XOgDthuZtDNxZQfkyvXCH411D5qbZvQ8hNQ5ytGiHyf1+nfeCOKnZ2fbxYblGyyfW6Q66zpV/MbdzHh7n8RZpV0/YkJKj+amQ/nFr2064F22+ImehBuANaFi1I46u9v/zdIJqAoTY+3v/1Mt5XcwlYqe/fTvYISybT7znyZtaDoHM75NkBSFepGqMxcUDqNeIx9PuHda6FN6TxBmyT52ksDKtK3nll2TjOopOQ8y6JNlS3TX0HtkQHbI62GYtQ+Ve3Q/tJ+7V0b9fonB/Lu7//78eHQxbFT660d6lr/hGcvNk4WkgKFHpl1As6X4ShF9Mx7O6PF350QKKB/cdLCu/ukaWY/oB4dIkF6SAZqu6ZYZZVPxsdPsOjNrpERsBZMcyeNui5rxJKWzuTRYh9gh5u2gDNo1hk/1f4XeBw/WOP0uQq8N/xmq+H+Fl8hwSN8bmGEd9jrDEzcIs5shqLn2Fdffaf1slOK/T9CVd4g2UzVRHjf4XpjbXpVh1FjV/SR2Zvz/2jLQdPcgKn6WqHL70NsoBgVWoTjX9y9WYTIbZUKcbj0407PeUyJWQZmhiRh6ri2mwJIbZUKcbj040sq7eMGg+yK9IqS5kyBcbDN1rQTJjOQ3SijhFxsTSo2Y9pOoveEIPpq4tqFy3YP/JXnrGi57YDoACrMdAlqW1m1mFFKH168lx90cP8FdlJbyoWRwAAV96KcDNOGLxxwQFwUYnFbMgiSGkBiMYsBl7F4YAy20b73tIBQ6nkjjtKB8wFRMFp9/dLDAI0YIMDkhLz7AM9GrxKeWHFz2QZaNMyezh2bSIYCTKz91PURfEXyjBPlJ1Vcav7aMdECaXi0A5R3mRP5zZl7fpY6tL+b+LrrarCDcjYtp09B1FoJeGBce9SDy7+dDvZY4C1tVEZdwPsQMzcq4DwwXNmk0Oi8iV6Vvc3xcZfwX/zAnKCij2TmYFg1q/JQ+GodmsD86ozErQuUPGFa/UB0TuiMei+zz0Mbh62RXCQZh2UuLQstsxfCtdJbSHqyHmGTeXNCtQ8PwGLdklPe0qDeK917v3iBDV84WPjCtoSHn5sypuGNnIbK6adosDV9dnAkdvjPqH1QqPMxh7gHToyLYj5+3CPuNgkSn/cv9M22j8xA8nsWWUx+AlFmZ2yXspNhCcK0ZZlit+WL4uY429Re2EmjJviTXC8LTC4JTAgJ9hcEcaWeaRybKP8BbRl+Ftn8mQwzLGE8CmWDDZxnPu8khgC8en1e0k0w63seSizQJLpnmYR/ndre/CVoNO4EuApxWjlupv0g/v/nJoEknvJ07Jxl4Y7KqFwBUTTd+8V81DAui5KSE7gbPEIMvBXOPJp4GX8MewsWZdAYJpiv2hUAX8lqHLNssQkkIJhHIx9oqC7wTv02aO2NZUMAnCG6wUCRgOPCwqyRQeucacuG6XRCZMh8Tg/2gZPBi1D78GVUJ/dcvznHrvKSC+hzCASnDF90XsyT1TrzsmcgnS7FXI2YRX3bxNTiNVgYUzvfDPjnF1TdWmoOBMGqntqQoEOdEOUwBQpMrM2ZKj7p4Q4jfwTL/5QwJLI4JH8dweaJAMwvZMXdkU55qWZNGOTHcQuV+nMAz+0+3aPbyUyD2zlSaFBlG3hM+pxYIfnmwZnI3MUXsbbGIR6F+wDNO87tVHjS1bNgM7zUatPHawWFzIXnmqXz7rqflXv91sqQG/pQUqYznfNwYitJ1mBzsmK9ivHSnSozscLn0nb9jlARZ8R9EVysq9n/sKMMHpXXHR+XvzzDf9ICZp/qEGbd41ZFwQuGtq814GMuiCv6gQSnBukuCfR5LJFy1CvLxvHUmO04wDPnKkg8cSxLp8wtvJvigwOYLyIRP916XkDdj6GLox5MAPVGrzR+oMzQkMWnbWeRElQ5bZUDGhg6iUOPXF5VwSwAzBO7XJHFH3eG0jOKGQgTFE7kn27IQHHwJBch2SxFE/IHb8WWhuRj2nNANplCj/ma7uxfje1ffu4w3rwIfQh+QpM0HTNutpm4nP1kc55nq5+1FWesffs/hIW2x1KG6AoM3l4vJIfdldkU4L6/Ps9vrAfjYiUXS/iYeKN9tp3DOldf3z+Xx6h0y7JNVEMa8TUNKVS4HKMBeGmuOIpSYe5VUE6xLR6aYQfwS32nSFrZVo3NbUbvHHnKgmu/gKctjpcxh+Od01W4L9o0oUVXTKIv1/H/UPMQ0NVTcxQpqVmOn1Pap8Bw2xczF0DKbtEoM4T3DbRJb6jv6Eb51LNb74f85+JqZf85eQqO8UkP8krQOVt6CtjVtqwXuhYpABs808tpvmnAP+JOt8Urz8a51ielWsNEZXGs6uK2fpS610RhwtEe90u97ZQq6lYtdtwOM4PPfhoR28s/bBjY8kAGcsQ4bR1YZdaHH42zYfEaxfhWz9Sc8ggKbfgauAxVGZNsb5z+X+TpoeGTyJuKbzGsTTLYQdG5zkPde4J6JEQhIRdLu0VludLt3BU5BeutABTfObbAFjXvWGlz0cpf1FrDl1ELusAExYBXwfLffKGO6jVD0vB6QwxJk3jjEBnYkAvWHyqv5fKNLpgjZJmHweaK3j7P+uH32I2wn3ZkLfC2ocp0b3IvtUlmvmUymW7rYI6yxGDQurH2UYh2XZOOO/5UaQ8vyQ9VtG/f/TP4HclzRgY2Z+MAdeVqhxK5MjSq2/X0ZnHhI1fWd1pKWXYR4BhhSVLdRGBnhXxhkAMi3xxNq0SCGSP+cHq8r2TaNMCOUm08ET2F/EAdpp7p+Moa2c90uOXxNkSLQiUlKuzFKglHLGD0OC2Wk5L1K629w5OnRDBUNjZR0hy1heyf5JTO9y6sQ22kwYwKmywnI9Cgdo/Za0/qj69K/CyqHD/qpChL1VWYZAH4c/p5NNJDQhh2JgijL8PJRNssxCvvaffTN0CtBnb1yz4SfWLpUOyn4DEqUJ32teI4sCUXzmJiQdare1kUspbWN1bQKjK/Y93l/ClLJhel56hT0DXB55v+PPi9Q2+erXh1czwT3vOJX8KwwOmD27e0elsRbF7GoUlByN15DKMUxomzHVvwr2DDs6tD0OsAgINoxIX8HNFnGyh4p3AXUUjc3B9m244t6YyfTAy62y0HJI2efqdsKmmldi2qmbw1zIdDOmqvROppF4E8dfn2m8JAW5ylzz2/5LIex3R6I3K2a2B5y3+TKgy6oHvECngHndyEd2s1/hebytxI64Pa34aT4Xlesw+Vfl2/DdpFWsR6esV5kROcnYv1GDenJrv7Y00GRPBVpNgK7vzHaamDfegonfuJM1YVtixYsr/Br23trrM/+zalX9VOjrTICDtc9xybtNTPyBHOdr8JdoDEY84/poFCCIP+2ykFJGs0o/JQQh7VeiIK+wYM4aJKU9heRRpDClq8kY7TaPG5dfXLO7XLpEL22Uwsd+MWhs9whpUCGkevvAsr0O7iHTJBAuKeGMxh/aomuDkMa14rR1Yug2kxtNW2sOLxfoqalyLNoz7qHHYeQDw5EdYYNZ6vJYjZexDLvtqad1tGkfka/lPqxLapX/1XbH3YsH9/FbzXNHGk60rp0H0viOk3FW8RrPp7eRMftaVdqjbL9w94L2aZgDbx5fwywDUP5Mh1G3FZznBwzQEgw2XEhW0mpDPPKX0M4pN1Jdp3DtVXmKL3GK2S+DSSCbLcc2tGyi+PG0iMF+OggUdJsPNO1Bj+uSEl1rIJqquPEVODgmIwGglS6z0rhS/2/E1q+n6Hs1Ka500VKjOK+TIcJtPXi2ASlw25BYCEg18bbCT3Zu8E9EhPZQwal/6Bj9tKBKK8znblV+6XlsFuKR8Hq1dXUIGUieJV4tbzigOfLc2v/ZhL+FrgsDjyO/FBvX30UyCcp8xARgHyUMMB6XQ5ZztYVVhTnNyrgc2QO16+wUywuqbZyiQ27TnYkmMoWAT7znQX58iRIGc9dS2xjbTNL6c1ib1YNzVAy56tRrOcfkJlRnGNmVW18wgw/STvL4opQfVr/RXl6cZMw8rhdFYK7hig2r5G1aemr1o+VW+cmj7lLm9TcTNUARnUzrAmFJ/CscFIXSByyHv3li3y1/2ZPFpd3xt47mCmiZ9LS1RzIdivj42q0fL18FCGOexFJ+2FgrRxB+VX48ktvXmcXQOFR52L4m9OI0+dnJQjOj0zXICAXrBmvNiokwiv6aKJZIW0DLW7Ump5/PAa0fhBBBMAGiQpPCF29QeMpcPVDSw8DuqZhWBD0VxYD9nxY6R7+gAAEaSullLdPZGideKJW6sZbydywsQEighZYTa1IZD6XELtMilSqDC0yjnB88GmcuXa0dmMzMs3C7rFWqbti7AVVKYvEkgVhfbiPb0LP5dU7EN3PAATRLOTWIouGbiSO46eqW4IEwYp6gc29j0rdsH1qAEcfRYl5jZ1sgRTdxCe6z4VNep736ZwApjs0Z4zKTGI1k0A9ZPmOHgD+R22YPVDlmCb2xy+BR8WEofEh4q1fCxB/VIWAi0CHgsCeR7mxyKuCoJlSJQukALzWC2xrapkBcLS9eHLMrvIfqq8Dojt0ZxJg2xO1zD/xgubDLYubPjZX7x1IrlG84wqHLHb88iNSOsA3+ET0I5dIMMXdmch0uPOPOE6WeemA4SxohF+WRhJjYqlKsbnQAJz6rIXSBoCs3YhElp2vMa8XNivoOX06y3wwQewjmCLRke63szLtdf6VotfAb6GueaSzN4ajLIRF8bD8lPDPYSebmX3zHbIu/1xMrDfjHFIZK8ZJr5XziMPOqzKuUx6uaG2iN/maxGRS7wK18Sx1szTNUVoHRys/ReUzNnnQoN+o2HMvCZr+/X47ahYrfB1212inuRWnYbNDjAtHpUPVzSf6Ipj3q+7TrjzxDgPVFQ3XRE8oXnkLTv8V0kC7pRZfkh6raN9d159pLUMqVjyGfYV5J8g/i8nqacuM1DY0WfwOOKgzbiJf4S1SHnSvi/iJAI0lCFT3CtIqH0hrq5+GkccynH3BN8acg94TQBfvqCCl7ZBrPZ0/mx2kUhR7NKvtE4hFGFep6LUTBxv/FPkJL2Ykr6rT5vmDLNKRSUsl9CTsHNFrIJhMS2kHoIZ/p4cKv1cb/EQIraxrwsDpaU8wYXqQpyUyBCUy5HqeqZdsUDLqpBMnpChzWeL3aWSEL1URhDqvGlLs0pSk5vuJvddz1Lf29H/9EXHqAAaazyZmC14sE8c4YWMQpdq6gZhcQ/C/4Ql7BPSW3WyVIaEXNzrYJFVjSuj3uu66SWlfMAyKIceO4F0wbtM5g6X+HLgsYFAr2X4odL81kZW+XKRMRWkxHCpX4wgOT2ZUGCEgGGIQTya3adjRpGHR14O742KMY7c7DIBeKxro13KdyEx38SVw+FSodXt8BhcIfde+pz9GkVF6VAyTVEZiDMV0EaKyOkqnQRFCrHiKfR+8jQIoJ4YaKgmbVTUQw+Or786142BRrZfyYNCbxbL4ADqauBJy8MduIiCbhkziutQArgRNuEuQ75dkAzcAgQQAC4XAAkKy8UNWLLUuduZID4mdfnfm4JpaPbzpq96FnTxoZk4BpCXnxvoAMkX5IBCO8CMWs4BYKb7F2qQ9KFa0yZrErvpKDQngtCglLcz/GjJUwJSGwK8llFwKVa/zooH1hF2fqONegWmtAIHzlgsrzAWJga+R5DWqTtN/+Sul/wacm2f20leh9/4U9tdIjV5dZz3ZCzDpXQTcFtPxvP1GMLMZJbLpDsbCX7t/Q8vI6IIreuSXVBDoadvivhuN7Q2t53bhpMnSurjBdOUOfpk5gNG7TRYKVGOUbjc5sc5lJrwes35f00qF3VeCddo7km4uJwwv2U4Ud4IkXlCS5e4B28VP6tUBHZrmXjI7dD+RVKMH5aY6r9zsmMXE7DyqxKewtM1lPG1IrrqQkXfUBEJdfUnVwH13AZR2duW5F1ThP5DGsddCzwAE2PS1oiDdjGdyLPIeohwXErEkABcRXtxsvpydIP/w7BCQG6G7/WzWCEdHGs+y/yJB8lP8fa8/ZVBVpIvFuaRdUWgT1SCs5Tbsnlx+oa6STZRxYbMOSBed+y7/fRzgXXrjntpHq1U22K0dEAJkPl+3/EtXSPnaCxEuAAAD7CPh1F2KhBzbODMMQ561xsGr4cVkdRujUa28D2vL0qnJ8BuzfoziHE9lCK7utgBQ9FPe16zuZxwtRFXBNbqc+G/DZlcyIFpA3mhQtn/K2AVepTVKIsxLTgAIDiwkZJvxjI3TEdjQ//jFyoJtXwuiNAnv+4V9Kcw6O4MNus7TQ6QUHLQjaLBtVEtP1b/TbhBUNFwE5m43exIsklxiI+vvkWAtQjVx0WglpS3sPN/JU/dE+0mplShTO/tjT6jl1mZsgNsOK06TM5vVJ0OOkd8fBWwdoO8K9ldTiga6VZ6welbiL/34s9I7i28Mn9qe21sqH9qCRutkw0tz5SjulKYhYNFRwjtz7tAnq40qzhwqGrxNbLP5MsE+VxhXaqkCQXttUaccW413zzMr0D/BJgdFRwXYcs/+Df0SlAt+2Wqf2q3Vi+sfPVvSZNPNceXwdBuk9cAM/4xW8vI4/yfmaJuyGyHixF8PH1hnrEKb+yMEG20+yQDlej1VJ3uKOJeO/OgxGTCrKnqs8pQpb9PIDWkwYSVwTPTs3G/TCUdXZMOAeV5Zuo+EihX7pscA1bUKI7GnLcEqcUZSHRiWFdVVKqfeMV3bhew+pnmkKhecIzgQrwrjZQa9NWXXK9A9xixZEAAH6REAAAh0x+s0RbYD1jeImyAAYomApTbcgTEvJiZee2XHqxjDOo+wotc1nxF+X6vrBgGcwavTMKpV0Gz98Czi1YzpBLlBS1mjC7+59/tWfEFODjN8KLiWJ5GJEMl1ZZNOQ6LWwXUQ5MzefCWFaRwe9ww4a2hORICML0DXkuN1uxdkbfG0V5+fxCBA9akbRwX8FI0vgIzmyuvqOzYLg39Mj+dh1dY/O2uN69YS3R8CslOohKxQCGPzef5mz302jiDpAOsaLddjVOZxFUjLpB2rp+Oa/8eSOJ4ogg8sPE1X0FADlNnnaBRRnuhAG+uegM3zDmfdsvgYtgsFU+pazgCgyY9+GQ4TOPaFHse+VO7syE8aARIUruNuQXOL7StLaFREz9TJ4zb3cM8Wu23Ry1U1RxsLjy8RIczDbZNpnSFp+dcIS/8bRgJAEzbiY/ZLrLty8B0sv5EDkrUQA41zPF/zFBf+v25Iee2wyOrPWkSciVzzceeudWHZj8VhtZMkRRaq2G48QZwfCVQGP5OvkB8WGNqJiExHkhnIZzFuUH/ZdpPSAgM3pe7L+qQ/gv1YGlpvjGxvxovnPzd/4d2bq5vDMKWuWdsArXQnT0YSZ/BkPUf98rf6VdUJxBOuf/E0uDWLnuX6C7flKpFplHjRiPsME74C4q8hN2DugjLRqJk8xzpQHHUN8J0almOte0m7AAAAscKVUvlQaGraK7zU5Qq1DjGVl9/4ELwvrHj0FTEehav++rLQy2tGyUuIl93kym+D4Ccbqb3CAKU6RYpY59g5BsftDOFzJVJmbm9mlvHJXJ++2qmBVsI6atnLmVTu6/vK3xyJg3QJ919wBQxcXyLMQQyJdODYA6AeJb8433RuUG+pE2PBN5PjNiv7zb47ODOVUrY83V4BN3Nyv2SwUxag/FWMHPeBhTDaLfdMozxtfYYc7b1re7wI/uh0lwu8gNrPy6yAaw6zisHSpb+wwG/Saf3pdJJlzk504kTtPHMNTEpiEYk+Ay3eAYlbZAlDmzg+uFWe49pZp29XVJKfkQmDcVLB5FaXdzvITyIDgRV3U7tJ4j9TLN+lLPyzbHkMRPX+3cTorQ4BUoVuYem6cEflZxV2pClTkLASg1XfQtOFbj519PrTfpUNhnyevepli9Th7Z5jyKlZmkMYBGDOBgi4zKXz74fIDAHrc7dSPtmhwDiV6ZB2pbC8AXzgo1u04rVzhcGjwlUR8GYWREq//xC/vc6NQPqxBG7JNR4nj1bSMHblCuPqb5KuhQM9VgptuYLi9ZywqWmgsf7LH1cNUf1+bD67t6R31bUCiaGfe/4vdNCUAJ0qkF+VlBuZhGoSsPYsRITPUs9ir2rcaNULtn3i53XQ9pLC1ahsecBy/jMVIDYhaop67NcNo958EAYnHK3j/L9rAMZZ+rrwfVV9XDKKIQaI1hV9Btk9RcGWQ33j7QhCq/xLo4NqC7s8FUT1L9ZdU9O+RKsBUIxFPl23GaeMTH9ewJ6uatv2PB2rrX1SI3v4CbqvR00FJEUTi7u51FOhAsDfEOkAH7K+bguoq4sESLedalA4OHEQSo0f8jzXLFaIByucZERORMQr0WqGknpLy5nBb6tqPqxctDWk96t007rzNRqCPAavbQkl4XtXf7abN3L5tFrMfYll2w/oCgqjmpyF2OYc4aM2xpJVZZZcj1DTAQuN7Ycq3CdqNUD9amsZUsno2Knw39edVcGqjLNeqYQcP/4GpVZZ3GGOUrtcilKs9sNw8dQxjlCNwak4rtrbrqr3wvbjCXjhUfotg26eThw3RnEXj4TdqbXCoz9/Fg/eDfd7Ljj/5f615Pnh6CxB9/gu8Zup06ZRFtYH2OEBWXuD+ao+HfXWypSBNazrujDPfp7wkt29jasrFR+ja2iasfOlPnOLO1cuhbhU5MrsvN45XAtdU8nHqXINIEXQPEEpUKgyIEjn1Bgqd71qWMZUF3BxfRUlUa2AkHDq1qHF73oq47Md01mP2brBddUiCsHJkFv3yFmg8gkbadWSPVouP9xfo4MtjTdOxAxd1CH7XIiZdRYhDilbBnYjWsgYRkA5db5IgZ7N25edlOLYpOzJTE6HQFs3HlFgEdtTY0u9nNpse+rxmS2Rrl6SJUKOmGBBkk+4wJ/XdCnzns8vfY1gb2fzSZUQIyiTO1Sv3Z8n2KdrfhLPZMZY3/9tdqDVHrzwLYKumXH9I5EO55XzzhfkNl20UMWbE5Lmw+FSZDSHwfiU9+er+dVkM3KqLOQAbigTdhPMRpd8Y1UW26PZylOywR68Y9QHtITZZTE8adI4COmrsaDZ/yTfutso6OB4xv33BTdvI/VoajzloBytQ+i7BWMgZuUKis8IT0RwoZL2YIu1Xpw85AACx+0IeA+5bxH0nrWU+IcYHDLcQ5KmXAzCWcTkjCQ5KY+tR1hZf1yITTDWQlvQtIPB/ELE2f4nAzG1OnhqD3otPfMtQqu4Ea7I1D3ely0aA/DDgMyrBfZuBk/EbOgKbUBe0hWzLe8VTVst43SkC1VbZMJaBd+1wNQg0jwCHcqevGagz90rpMJ2yDYHA3Yimr+kB06qBY5PLgbkgWt0jnEsw30EfuSrBrl/HmKT+WcpB4bTnftrCPI9UGCd6YtxovpvQDnhlYjg6knEMaH5tbRNbkudgp6jAkIBigIw3dtc2NIFklFFlnTAx8/x/4JNSA5PusJWPRn83DuJ1Fp0qR9SkijUI/FzHUYMvRtpzv21hHm+axTps4nBuHfDwfojsyLaoLyXJfk3U79ufgcPXz1jBrUv88wYIOr0oyUmUVI5FPLVtypFZ5H/SNQiuSLHNBC7Ga/TqSfx+o0UEBXUkXcDkHUvBMq/lXIdhEj4AncpFLZjTDqkEAcXnq0khSBEsPTIRYixeR5zc1xOsJ2AUdnpoUnU+hw3GhVcX6zGb9EB9rtgQu3bCfibilRV/iXRwZNwTr8gJMWrM9ElT+1iPXKrK2D8uAWVcrOWQR5+fhZjtTBxspdMIv5gn4lWVoGbiRq1yHi/DNS04lU4hjsFY3aVhN2T9Mj3g5dgyQgDXQWAAB4RZTXRghChyXXc+2CAEwDZtxyOeYP8PWLeCFeYFJq4W/cToZ8eUU4UG0TUP4vWzh3D4oo4rFzGPP/ibEsHhJwDMLg+UbtJhYlofNqD/T/3bsk4zYZTCt0UGegigtbqoe0lfAsFOE6ccSHUyb5haX1FaFszEYR04UG0TUP4vWzh3D4oo4rAic7yhCEi9/f0DmodCuBN4cDPk6/K0bSjrnc8Vnkf5ujfb2+ICLVFGjP8OWeFY2moZiNHBApZvEG1qSJ3ObYnLmT+RzgvGvyWw0dunOliKx2OJ8DNN8/DCR8c+VW846KqNeew74EhCDh0Ky8xCIReX5In9pgb5mvdWBAib0JZHs45RQ5OvOv9QEvG4VK+1TWLP5BgUVLVUYklcBXokmjpID5JeIO/CWlCmBUL9AYSDGWlafugC/fg2CSmUYpttScmkyHu87qt/IftyTtdFDAtlvmzf0/AsdQrDbTn6FxwAHJwhr9diMNPkUJVO7XdcAvInoWkShkOhC86XQt6jyBE7yIysAcY/vj1p6iQLEfWbRQzKTlPJR+KXqjn4Q3XzS4oIVtriDvZB2gFN3oTUvU8I4D/bCReDopLU7pODr8OeRX723NfKZsDRKfe/7AIVxjwratopVkolnWNPxUSUH2UoQEHzDTvdMT1s+kcJYO0ksd1+0xWbyvueXZGgKBy6CnL2GR9U2rAUF1IBrWShmyNzQh3a8hiqrxCpPCwwwqu/YAJqJQwtbsT703Yy5O+7RLBxjvzotNnq9wiXAWbDrm3c/kN0VjpO5P25tFBJBOuyRMLJjZBVXbYub4LeDV/GyspKYmnWLwhWsNgW63f2mvWTOb1epZJejlrmghHUsGtVzQBlPbQ+Xuldq5veeE/rGbFJVa5HrKcXSdcOncjBGt5wRh/ZhZFQOOEH79RV3jxiiYi+ZOEeEcIH66LqK532uv5lru7+i6ZBalehuOOUrIUGyzOoIfoggxvTVgfIsuJ/5wa/Mb2+jctsP/SdmxmiwlnDamVXmDY/5ZvoirR1HZKO/eOLaYtwldVodSH/rVU3xHVCcfEbK26WEdn8eUCkqhePcZ3V/Mwo1UcO101kon6+5dIHZ4ug+rljgb+2odjh5dOkX6mPcukD3GoNrYGOjhlauaAhNo29g5RZDaDHOg5t3ZAn4suEJOEl2n3LR/ApkCS3SmlguHzpzh8Ljr/fbpvqeT8OLWEY3wOL6QA/zP2BL38Dcfj0H602eWYDGTMG0v3vwAR5gUfaweSq6F/oAjBNA3exuPmu5lROPoB7XOIk9oah8jZg1p6In8g1krJ8fXcttDfj0ilUJU8W56DbGsvuoZR9jz2L58Et6vbXb/iFOrwhgjan+04t7ctcNsUIk3WXefCmhzMiQhDZdqsWdETk6k3oX3/sKIcgpd0mIsYvVaLLkeNstKONT6nw9vJq02a4GSj9UJjAul8opHPVqVhkYRi/Dvz/BJBcJt8r0bRQcTemblZJqYrd8UwZWSBUYlbqYQ30wFhfg4PpLtx5zeO42MfmINrO5O0dHSTPDVpmKP4KgnR7ZSBwoKjBjLHzlhHZHyLB6oRdv+3b3UemABtI/Op3XNOYMi3REemWmEj/A3tqzq42xXELPwp8PW4pAc+bxUeb6N5nCGO9QN+d615DizFwk20V2hjemzNLmkc6knInJsYY3QPxwzcoI7UGtOx5kJZfuUeIuLr3JzQqNZSQHK/gDT0RL6fq6XDdmrOVMxWLykUuSmlgXHhVWLrcFC9pa7tn4V+KZx7tX9NIHz46PdKAmofwNfzlVRgMcKh/jDbtLPT+V3sUzrMj1tfbJQOSTmeW1gBHEuB+AWJgH9fSEgU1bJo2WU4wUPuSTRTrOykJRFQ/7gQgVq/nP8fu2GMxgMZH8vCXCLAOL23YMvXA/9jUBEBqRpfBrknWRRYPvOhQsswpiC5vtC+EpvJZG+nckRA1L69XjtdFwwmRY0Ecj6qC7LJfZyZMiDFdlbQbr78qIsxjnJJRkUq0gXnrWS1QJX7akQqXJXyQ8Mm2qz/1vibJ43G1H0C3JCQJMRLBdQ9Pqv0uveCMq4WmsdlVre2b1sXbX1PkgGrwVSVWzxWzgXXZvqpIbEqBe9YqHkUE9hSFgx6EsNcSl57pUrat/W6KBcdyPUu1gw3Zz7liatBEjKpizs/g19u2FFz3t61RO0CaU4jn2Y2e9vV8/oJpFJ6qJrEBmpGF+ME5YfFp3x9vPVdrymAO4/e6lovuKq5+++vu9xyEY5kccefKdcU9Hz4cyYqF0d6jEwzibtUJ+aq+bRY888Ar8KXG9IcGMr0pCxShn/cRySmNFAqzOQe7Zh0tGvO/66DvgmhfZaJgAH/NDW4R5279Oe4x/gyeulXPUHox6SOHRkTZcsiO8MwhSAHFw6+GevDrBaSckKsyoapz339YxBoEssbTCacb1KDrnO/GoFOr+T6GRFRyhA9GQe23a9jP945mxKYqEDlCFpXoGuHbyocSX6G25sU7vFt5zhdNwcSp6D53sAfYesFWsUC/40behm1D6nOTJcmnlHA70VxG79oYAMTp9Fg12mKEzJwWTtbVuoO50FxG5Kvw364eTR4a2N0PlWbgdwT/ZR9ljncYOTKR8kVHeKLVPzciH9ZoC5sfKKGvlf8R6vDpnZyZvvwUkcZ42jE2CIHLfwCVmRCTYILdYMb9LS9SrIpltyYscT+ruATwVI/CmSVQ7H508VEaZDvSIMeyN4+f3of6r8zevfwMKnTKUpSc/BiKyx9TB1x+hEynNSonyds8VkAQPtSbRNQwJNrRdPhbhPR5TQ2s7oOdiSuPgNVa58eaUARILq4HCAOAAHp/Vq4yy9imaw4nQOTummsp185EI/fhdb5GC8nha/Tau4HDRTuzSsxrTfmwBYsRhxR/QIZGFaeJaRRlhwc0UjgbTBSu3BQoxm+J0+ekIp+JMXALnmUZ/a2gmtKib5hdsF0vNzV3f21ORDP6G0x/iwIs05H6ttN5kyUjbRfpFtxASGvWgymKXxjSpYSOsV175ZHk5pNLwTw7NiRem+LSgpFJiF4/r6ULa5QwKr/WHrrZ7kBYkPVQlM/ApK84gCiI7f63Kt9Kmq0caY5EvoS6qENRhI2CVP2UUYGDY22QawbMqMmsNtGdztabCKtd8PY0O21fq31PeS9oI1EqHdmh/JnfpvE+Vk1DBQSgCv6CFovukWudrvyrXSLXO135Vq8lSr3RO3ChM3uN2yP8BFml2tmlofNdYvLECH61Z+gQEDfyXWnGDwhU3QxeT1PzN41vpTiqw4VGfpWA0URNDNREMwd9xt4ZIQcXP/m8354767FLPBXycRIXvbpVt1jAmQZcvr8PhJYZlRc/o3Xhv4/p8gtRTO2XlnaawjemquynCTKFJd9TzUhSJ9F01DgqLiqIYtKDT6rOb4cyYtlza5cZpNJpyrhOebFLl6Rs+rxzLIAQdt2D/fgW+jCycpy39O21Y+ySJcSwxdPhDJLQ/EY+TOTjas3KoDt9m6VUrPGEt926G8Vy39x/Hx17fk4yoOk/xHuDIpU/ZrCOSe0C5LsN/dOxz5gUMHEPzEEhoFtj+QTibQd5j6sZsB3tBL+ZtqlwYkc5dxma9wCD4gMqIa2urLoI6mKWWbB+bBK7PT+2Jm865+7PvfiUaE5mZJcrCH0eIgY2C0w+LBRJCnSUR1ZFMoAkqtwPgLBE5zz1kv/SChYZw5trYf0CXDk9fD4n2M6etJkaJp1Eh3LqYBbisU64Bb3e99VFKv/R0yK1nCGmxtwjnOddcvUpiEB8SV1G5WRnqDBoEUXI+M597M85V9raLgWEsVfBhDRFqK8MNPGW1mHm53tLFbmvSuTDbkps4cJ+ArREG2fByoRWaoTGNW48xmIN4XL0byLtt34O9CypnIPrk9y/JRiDELBA4FFrNftEI6+ctRhP0jW8XELT3QAnhiFJAehHwG7OsthAdg/qoNiBvRNCsazIJn7OS+nPxSk0D0ZFFOiNxJpEpthWSmYVHovF5sEs7TfGs0nlhUfbo+53ioVt4eEch1418DERgof+zvDH1DJ3OdCJnRGg3IwwB/D1TB7vVRZOAoFmKIR659AwpKbZoa2JqVlf4u+AhX2zE7jgdtBEFwyyJKt4i2r5SrINtBp2jfc0jXbS7Yn0GgGGwEzCPqm3LfF4PTyfeenUPT6r9O8EfRRxWVZi6rwVw2meJvGYMeIpfapxGBVIEjeMh56tJPpfaYV9WR0eFXJfGPiy212bR8ayvM8STcoh1eGw8QJNFYotTC6UFj8K6keRhJvmnEG7L80kBO4CsAUKIJPT8PClTUce06PXIEtCKX/HHDmvOH9RlzO/SlpXcaFi7wKWEegJOVYbTgUWLHH8i0Oh/lHRRz15CZvNcOy3jJR2HymEu8JG18vmvs8IOufKhIp4AVfvOfxLLYfI8ZzfOwWc+g/ClTUbO2Hr7Ff06aGfiFxMq92CxrlP19xDTDYNws8NXGf5g0QqgvL7issRyiBmpZ7C2ijrDkscLV7YAq0+BoXc4RqvBbZgoLLV1LHE8X238kga21KpM4hAxBwPMvcUiGEbCChOZASGCxfNfks4HV8rSD2KpAy5p/OCB8tS1cabhvcq3L3OFIfSqdmhQZ5anvIp5qiE0137pBCtIr8iJJ+ayuWQoqJhUoXWcRFOLkH+Dx3hgquqanVAmtRcuq4TeKAWX5X3iM5nz6vHu8Lg3BnPQoArAwWkmSY07G4ryRESLGqu1aRV0bNANHzaAD3CmbLLuyoMejmjAsMEOgOcknJIDVtQRwcoTBsl0DOeLDS8I0RrD6hSv6qBJS8j2o10Myg/ygntcimjgzEb/8Br1WeHW3JbIYd6B192/W0bs7PyIrKGQvSxfZt/oF8CZkmMWYdltS+GPG7EALC71mj7VP+GhjYAWShF4YcBTPHo4b2l7KCoK6nXEhDq3XzuCyHYusVsIfCXGZm/zhUF2CvkGsrKo1kaS2CcjdkGdbaP58XHbwuU55SSoFRP1sTbvJu8gLh9MMJw86h+iCO0ppgcXHzCmjPG68O/dx7APo/MfRmJgywa2k6ZMD77k2lPhlvSz4lGUWprlEGIyGihbG6cdnMAEF/5nFZtVJViLBDumUGFmXF1ERVcHcZDvko41fpghVAjZh2TbSajK5ssTE+J9bEevIyUZ9v01o1wQcny6qewsdWDGg6Rk9VDUcx43Mm4nuwTorjHMyvOV0qKRpCCxaD+GluTD0tm9RywWvI4P9GynqOFeco7iF0STlkcaQJpAQZF/8syBA3jeeVAG/EL0BE8NZOc1siLFvxC//Ovi2r5eI6BUchmwFLOn/l0aHD5maHcUU+QFm1UlWIsEOwXAW2ev58RAwg2FpeNq+lRIkvRdF9yftd0+Ndv3XXHaEmkiUM32iGjS8Y+2sLlOeUkp/D59IQ56jG7rvyLb9p01ndlrgw4uBkWXv02tYBMoOgNQDcrIMTp6el2cbKYOMzXuAQfC8nGnhwRcOPnjlb2r4/7vcYMg3TfzLrzB2628fImA4nFemDbkafFM/TkM5ROP+z1btco3y+Lvfgz7rInk/7jXQrCVFBuAse+nUY+sZ4/MbAft0s033n/dn0ju/GH7oqbgduoeVkgONlb1FlyVUagCdTk/Q/KHJ0kCDOBiEUIAlQaNTAHCEbZL7xs+HLJNpDvT6fC/Dhvhrg278iqkAity0y01hcZmvcAg+GS53HOpJxDr2msOUWVCa4Q1MFb2r4/7vcYMg3TfzLry94CR9wClLKIs3f0D29XDdFyVT7Z5RlQYsVxwY4XDfc0IuSkkfGMvMOOsrceFz9D/gNQtYhrmWS69SyJ7KAAAdpXYegZ327ijp2IBUCOQ4GrR1evUq5n36Yg/dNs+qrIQrovzrkNWvxr7eyePZxnyvDJFjopYsYuZSUpQ6IRkI4anytnx8Q/QKrrBQm5OKRqHgiybJs262YxvpKXjMNNPS37wszbPwD7+cqE/2HaGU6I7Mw4ReBe0NFQjhTM81J0vshSvP3VCXIQZxbSaCrdClzpVs/Sgk8w3JROJ+xO7WEJ5rbiTp1fCsjwbr2YSpAqpmLlcCFnHGR8se2jbu5s5E8WaxURx5e2nozp7B9KuNZZB0aUfhtoNlQebR435b8WFpzBS5e2Hbm8QTgww30nX0wxnOELlMOZ9k/XNBJqxAAEDXUC8UqN79pKzCzwhWp5JNcUtzrmYenDqM1cpgg8l/ncjWCJRxvxdbYmcj3tbJfV7DjBLxKOzTMBaBDrG2Xy1U7iFmU9oQUAQWEgPx5nxJ/X95LwZ7jVTrD8/Ii/XPgfN4RojZVGiiEhiWhCjdZ6W2TZ7/DaajhRgWbCbuUneDqppLh5CjrlSpxK83Wn+Oq9k4xCNi1ZAs5lrmbW7q0uwwdZd+KS8Eo1Mw0RaMp45OuPCeBPI2QW7trylrDYPYGfxpYuAkn3WzrYHrv8sRJb4uEM7HY7rhkpK47Sy8QNjQHgHdCHIsrx31y+MYRNo9kQJvNOBFIKFozGrybwZJfVMWyBQ53otVdNcm9nUYd5SOllZ+8kbPJakaDaSFuRx5asQsnmUe+SvWk7k/mAk9xffp7zZDFRETaCOmNSz8QML1LyMUttW96+UWaXKGLVUPRBSZ79CkCCcmbI9bU8sSpNWUBZfYD3AAAAAAAAAAMkWBaDcd7RL9EJji0G472iX6ITHFmkAA==)
弯管二次折弯结果