Van nhựa DFP D20 (Dn15 - 1/2"), Van nhựa DFP D25 (Dn20 - 3/4"), Van nhựa DFP D32 (Dn25 - 1"), Van nhựa DFP D40 (Dn32 - 1.1/4"), Van nhựa DFP D50 (Dn40 - 1.1/2"), Van nhựa DFP D63 (Dn50 - 2"), D75 (Dn65 - 2.1/2"), Van nhựa DFP D90 (Dn80 - 3"), Van nhựa DFP D110 (Dn100 - 4").
1. Van bi rắc co PPH - DFP là gì ?
- Van bi rắc co PPH - DFP là một loại van cầu được làm bằng polypropylene homopolymer (PPH). Đặc điểm nổi bật của van này là có thiết kế với cấu trúc lắp nối thông qua rắc co đôi (double union), cho phép dễ dàng lắp đặt và tháo rời mà không cần cắt đứt đường ống.
- Với việc sử dụng vật liệu polypropylene homopolymer, van bi rắc co PPH rất chống ăn mòn và bền với hóa chất và môi trường ăn mòn khác. Van này được sử dụng phổ biến trong các ứng dụng công nghiệp, hệ thống xử lý hóa chất, hệ thống cấp nước và hệ thống xả nước, hệ thống ống dẫn khí, vv.
- Tóm lại, van bi rắc co PPH là một loại van cầu được làm bằng polypylene homopolymer, có cấu trúc lắp nối thông qua rắc co , và được sử dụng trong nhiều ứng dụng công nghiệp và hệ thống ống dẫn khác nhau.
![Van nhựa DFP D20 (Dn15 - 1/2"), Van nhựa DFP D25 (Dn20 - 3/4"), Van nhựa DFP D32 (Dn25 - 1"), Van nhựa DFP D40 (Dn32 - 1.1/4"), Van nhựa DFP D50 (Dn40 - 1.1/2"), Van nhựa DFP D63 (Dn50 - 2"), D75 (Dn65 - 2.1/2"), Van nhựa DFP D90 (Dn80 - 3"), Van nhựa DFP D110 (Dn100 - 4").](/uploads/data/5201/files/files/van-nhua-ppr-pph-dfp.png)
2. Mô tả sản phẩm
Van bi có cấu tạo gồm phần thân và hai đầu rắc co để hàn vào ống. Phần rắc co sẽ được kết nối ren vào phần thân đảm bảo tính linh hoạt đồng thời hạn chế rò rỉ một cách tối đa. Ngoài ra, rắc co giúp dễ dàng thi công cũng như thay thế van một các dễ dàng khi có sự cố hoặc hỏng hóc. Van bi nhựa PPH dạng rắc co có dải kích thước từ DN15 đến DN100
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Vật liệu : PPH
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Kích thước : DN15, DN20, DN25, DN32, DN40, DN50, DN65, DN80, DN100
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Kiểu kết nối: dán keo
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Tiêu chuản : DIN
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Áp lực làm việc : 150PSI
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Nhiệt độ làm việc : PPH (0-95℃)
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Môi trường làm việc : lỏng, khí, hơi, (nước sạch, thải, khí nén, hơi lạnh,...)
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Xuất xứ : Trung Quốc
3. Thông số kỹ thuật
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3KrrWCL6PD1iFjUjNgngug2+Yvt46GajHkz1kDNkRSGKBXlquimxfdQl1lKqbBBeqwuAecMWu39FAOe5IRee0xOhywubd3RHxBDlvCWF4TjCcMH/u38X6rP07+85qxmNbpvyXzoA6ThYrDICSGxP8E/+YdoOCVa+r0dUKH1r5PDzDroQthutSU9U9BKocvzGEVcBkFRNSMrou7WO4QQLNmTwNmgBBwYXDFJU1cfMH5aJ2JJ9uXr4v4lcDRkXgHh/ELJBXVpiZIGG2MIx4NX53DquD8HvTG4Nmw3h1IyU3tlhZuPBhwH4OWErFQDRqAVz5HU8XciHxoamS2tOLPlJhkYyzxvhEHok+NT0UQ3T99wJBcBufbzMk/g8OWMYruWJ3SCQMlspIt1sjBSu/Px6dTQXVhhFerEky/0mAEOiwC8bYYdA7z5TuBxSoYm1Ja/xHM+sCxELHahL60Nt71T+KwZci4JfovdGAYCeWs76eJx0GFGSCJe8ET2Q3oMEuwn9YWGev8Fo19fCXFcWUXooJ3OjSRVNTUwSUkQfThYNk6+GT4EKXp3aS+SQ/+iRxWwZNsRC3BDPgA5DqVPE5stwUV9kzvrH0f5D85dQPMjYk9mdc8qbKZOGzg+DRJearueQOcKmb8Onu4jlL+4djiZnA6866DTcs6/rkcVkXJFcOayWfZHTxmhoprHuTSXAtLMGnjRlaHkUIzl40FeIqEP6UFowb0Wtg4EaFKNCf9cg9s2g2xuD+cw5bBU1KAXppn5ESCTnQOfhi1IrHhCKbF4/V9J4r7tM7meiSt5UF6NJtiB8rqZM5lfy3Hnyv4OzhsDqnAraWowmZKjWY9L81tsp+sISWbOg+82xx02H82NaoMUTU0bk8OPsG0KqmNTcm+GK4Zi38VhwF90Jt6ksGLpi1n28XF6KKubP6fdFOW1MRrqML5ZE2Jxj+JR55MTisKS0iKH8MoJ7aDbMia+rs4LJ2nhcRsAGaeePU7jWHMnNHBLIcl4U9DsraYr9CX9kHbTd+S0/F+xLbrxBKsUswgWJ90/ZdxmCx8Fo+4NwZe4rEumBAKdNjE6TDHYfobjWXy+o1muiX5iHOOqarm4wOYhyCYUYjiWpxfOWvqOGgoUeTa+M++75uBQjrlzEsL2zrScZgPOgzTAnmRZUWe51fwl7DoczgsLAnWNzYy9oWzpo4DqSKd8nv44T85FzjVJBlJqmy7lBwGOizNgZT3umMSP9HP2k+UjvVJdRgfyUYax4ETzvM19v9dMxP/Ng5rVxu+5YNwfE5NjGnFQM3SSgwuTB/aTYI7zcfNMR8/jZ/z1izScTTwe5nGQYsIxia1FzqlCGMLNpK8HELrr019+Ot0mKmkXrWegUJagx9mswCdH+YZRuMURWKZYI946SZqUxrhW4CaE0gUBkAiWjdmMKSYUIrJpMF1nDaA6+Equ3q0udKJgWfjZjYPZ46/zg+rV4ZJSJJKWYAfVliR6HSY51+BDtNSxvkLHlpMOuTNOowDfTAv25LI0khrDEFiDDKIo4aUF6P1+FaMfUdeNP6H013EmpH4t3HYhQpMKkfy4v5C3nOTKZWpJ/DDqjqsPfVSnatunhlMg0dI0w5t+s4eNPm91UQEKHTTY5MpHQyNoUCiVhCnkjeb+2/CFnZG7K/Hlv82HZaESlE6nU5ZollBUzNMR6DDbFEwWbMEew7kc9Qw9djvqlx1AEVR6GBbpAPEXGTF3MQqIVBFk+kL673eopibjYK+Abx+U1K1pTdk+f5lHDbqiKz2v0Yq00ZkTB6iABoQzJcClMX3QIeFNsW+nQBzxchhovu97YwOsEG4ZaPAJm4Y7ZshraGYI1YTARstRO778NR7FiAvg/rGdW7/Nh3WaWez5YuaIh8MuUcFzmnBF1ykAzT+tRdiuptSrnGeuNS5UcEtGnQvdipKHcXcndVE9+Bar2miDwFnr/mazafdLuEv4zCugiKfT4JUucukp7lV7vcuEVCzC6HClCam6JqHPqvVJkwVeTHtgbUQ70wZ+QT8ZRzGE50Bm5RNrgRmQ0sT15yid6Fx0xKZFkq9Ju072r2JI7BSWHa1sPF/Kf4yDvNkqoNmvyynkASBaWJm9mBhmXneI/Wf0z7IxBxo9I/LmxbfPpIgfkz8ZRwGwGnhgStekph6s4k6rLAisenm/deL2OmwHOMfqRHgMZPfppn+Lg67Bu8oxyEmIANs25m+7TOvQTuWYPKb5SLDvNSXYHu4ojMjSkee0Ix9YsGF+OGmN0/tWsYv5bCGLTN3TOAUVdhc43+cNHzXAieWPLRiN/Eyy56ZsJoKyHDhqSzDvF8TTy3BGs4PG7QkOEACztkII0ZiI9mbMu1iJPKVtG4xVBGBm8WbGGl8anpj8InBqmu6eV0fQ2ioIK/Tzavr/9I6HcGA4qTtj4GxgVZJrgplkZf/sQaVUv8nL5JEKdOxXz5UQX0+A5KYFAimvCbISGMLJUqXNQX3jL07UyAxHWKNM1elsn5R/3uiEpXnSRtrS+VaJ/AJORYwgg/X8P/5ZjaH4n0gxjFXSt3zVPA05rEET7A8/HzER+gu90JTFrRClqCPK2NNmj/5uCncAtpSW5nPfNwGGthJzIIP4RBoYjywOdLClkiTxPpTFKc6m3s4OQ87SsOaQDCkA8/trMgQK789eZEfN6VMg+QlCsBPSxJwAyYmzz9Q1ZAM5u91AZgFfvZf2ICxyf6KcKfCvxu5/k2IDSvT94RjiFlFrZ47TA1GUSMbWAp003ua0FkA4T7Psra4ga7sGLDEI/NiIAcQLK/PFMZTbyi5nVs2LuqW4tfGxvmiZ3u38kN/Du0bpM7U9pKJu4EFDeZYmTL7Hwh6TaLryhWfDKyW8jHcmMhOeEVQVwE2dvVXnsD8s4fICzzBS1w88NWfkUF1iwJ1WFRe6lB3OqzIM1YpgEdMy943MML1ezKwhAtckcXIVUQtGXpstLNj3g47Kb0ptBUE6fpyZqddeX8fph8cFRwzG2C/do02I1HgOmmzbO3A52BC4KkQOAwQ+2WRyISIR2vnD+0bn+zbPIYpZoRyDr7yxcAZIoDIFMhTLItLVhY2wcm7c3OSQ/ehqQvYyoGojKa9AdzyP9GRNWM32ISP7iF/Df5LinLvnRBlsdbboW20n0N3SNzhqCzpSQbeMEPi3dpcG2jOoYt1aDN5GgNZ08KSthzAZOCHgQ7zqDXr2cCyDqDRwdFEmrW8uusY5UBIOXW85T40Lgk3DKz/8FZElsxB6hE7prpeWGUxZf1XYPgxDouHqXEKWDhNLUsSlZ1fltrtm5hYiy+wpgeg2bNSVOUjjwmvYZQNL5ZWYm1iperk9YdrvHklVysSdRZ4T64m27jk6Dnh7Ie2XDpG/Bjm7/Bxg2/uf8tFWJaTcMa35E6JFvl1vjP5UAFbDq3eKBVSqVhSUGmIsg1LAeUxKrAsQNCdd/oW0lIRLBKHOqzkMNviL3cSSHPDPObKB4GTbVlojASLC5ziIo0lIh/Y9zWpS4cvP5QMbDJBi7oE8LchKJ+QOHm+nObGceRaiF+4ukRr3oDvwR2mFM0sjon7arHvJNjUpRuVBkiTUSRYqOnLzEVKfeHpW0KBXQIcEgOUIrFndZjxxhhLRPBp3VqEaBCW9SAazrjAGjqAmbYsn0E4h5tgvtxhaHIOzkEax9fuFvAcqXUi1tPcTjYX9yB8iMO4b0lVavsn8KcQQZkg5pjGi0urymCyfEA9UdIX3k5px0z4GIgVOVXosqa8G9Bht2b8RGcEw7ZH+uCAfVw44Zu6T70fOsINHGnKZ5i6Zib5TASvwWZMuVQCRifTSW0ynWLa1IuxWf4sBILhznqqNv118hDwIQ6LQP0jWsZyDfR2bnzq+coPpNFtY7SOpenmPNbaTy5jKSlQINDzbk+60IunVoc5gjkOA9UV+6jchIsJI2L/Dgj2KiUpsg54zboVdLQepSbvxBOtZYy1CPy45Dhv4r4Xy2TTGz/hILVMo/j6FkepJ8b4mDE1xXFqW38PV4JIG/LejoNOsUMFSjj9uKGE7K+Th4APcRgRpV/56rioMdCK5HyARVGyrBB5kanrLOvWNVZwzTBshF+/YfqzWAfoMDDRpZ9SS/rU6bA+QT+M9cDH6znLDyBN7ylQba26l9nEZJlK4ZapyLKrNuwEjD4oDq5DQ4cg3GSshAyD4OFKC+AboJD2hxQLVOAoNRJHyost49TE6sPYrSBhq+AvY7JGws/Eh9aYGjRmVqCbj+fJQl9cGaUKZTJm8qucdR6zGgOaxTq7Gs5lIZvNRVVU+E3kCmPX8Ch1mEAd9jBMYxCJZO5kN9nQvksFSC5R0CymOs/VZTsTyhR1kQ0yLcRjYRiu65DnOMXa5FguUf4cH5AtVYJXFsPhVhIv49dWc2t9gMNoG3iitAKpUxrGyO/ASlGRZa0oA9mlsuwx7GYFeE80LsUVgJSNAqepB7IsKqxzUOow0o29uwGHk3DXaFFV2VraYJkCwQqM81OMHcNBRnGjL2EnCKJWEmJwVtpOwe0aCG9D7OwZgCxtmSX82nqJ5LXceTO4trHz0k3FUUiAGTRy6P1eqwN2A9UCvrxPmcGdNpYd7c8EXOzbpsAWBz8srbtsm3J+GEhJHL8Eqg/4z/F1YoKQkH6vxjq50o9+zXQ67MdVYUJikqAhVBE0DPI1SEZ8e+iydV1filx6z5sQmRs5fmpeBO4hV/BFOexeu+CEd+csjpFlBEPTzPk+YclOoPMfnDEJ4Gwe1wH7A4gDBOsKcK8bThmWfpgAHSbBYMDgr35+NDofkId/g+tINgZgY7ps0IYLHQGeLBPyTlaUn33ngoxYghGu69CZxjwYEoQyq/mb7cFfO+L8bh32TZe+q0ceLVtIVDagfLJyCTA3pGwR+/NVpqy7bNFE+x45DGgdeu5eZeYvwaYiWKa+VPnBQq2IuSb0buZR/xE6T7pbZC75ajnk8TN/x2AIj+LZjPhV/Nqcjndbiex2HnfqueUuUAT5tXg+6Dii8wZtDB3rAKKFmAn8GAhmPHMHzpUlw1yHAb0eeT4nWJX6oV/qtJgIRaRopK/y+nbii6KbZ6TnRPw8VoWN3v/4omRV/FoOe7cf1oNmm1kcZY5aqkHOhdli7a6FhffUc6oOIBfDuOljkdfiWkWHOSuRMBvgT3w1n18LTvYsQiKHPbjqZ5gXD91C2+T8Am0QXA7izhu6LwQqlYvAFQFgc6vlDRhdyFkfW8EX5bAbbJiVga9rqmiAJrc9AsR63h/u5ms8eWKh03KCzABel52yP9NhD06H9TyWLwYQyTxC4t2we+8G7UONemuGIu+AI3/vhCsf3EVai9cOXPqOxexDRgeUbR61/qIcBiIREJQxjoHLvg4yAQSLxZyd7h8dzwCqOm0e60gwloiFft1AcanDAk1Trw8ncgZONr7i8VjetEUckDiEH63o965+LMCQF2CVZsrP8m4XCAasLp2+4wNByG2fddp9Rd8Y/uM1rLwjg0kZyF7GF+WwnrMtyuruEuwG7o1FFpAsSyuykPeGM8ZwdqFFWpLBS/SkiRH32EV0Sx0WoA4zHq93JigL8dSgyNV3ZCec8ww0ItMiAc/837g58WUkTa+RqqtOF8Vx7AR1STip6bPP6oaKUB6YgS/nXSucm0gV/Nqav++3Ess6GlhamWqTdzFlyaggyC7hS8YLdlqMZlVk4dNLGbVQ3KMPXjRwq3rxyMYjbqfAuj89SnDerHOy0VfuaqUHucq6qtNWSUfnOIgdYxxfQO/5L887V+ABqPZVobWuean7NM5U+DRqhIT5QLVW3JhVEt6KMmqNwPTIVfxaDnu3HyZoqVOmP+oZEy1yG/aGIChF1sXXZX1akYWzJqrGfS0DKOJNbqwfNiMloiUaoMOmzHuxVmKsW0AwLXWeqKSddeGNBITu+BEa1to9gv4HIhB47zLimvyDqyMZIGapYdN81sI8JsxQnPayS0YGZelze0m5+lsVv9gPe2+kgwXYqIBmLSvohNUmTOd+rgrLYYDFMIpNGXUAC2/mxUYY9klaoMNQeM0FJyLQjw2ggscLXG4YLELK/O6tp9qJNir5jgz8E54AFRZGkQi4W/yxheEp5edAkelNz2RDuI/Lq1q2ErHKNsNoo9ic+9R09o8XaXwzX6/A90U5DFphZnHk2dU0COK7QU6jKO2ADrNoLdhJzGOocjq8t0vVPAHnMZ5oIItpeeF3e6t7V7s5QDU4bPLHDpUjyeVTg3YvIw9UFLhaRY7+A7IV3A2Xq8TxN6zAppP0fy2V4Po4pF1YF87lVW0w63kaAdkGmoogveBLMlI6rcxNxz6SmE1mm+OLRjpwrv2dsyJygyPy8YRhZ2zk2awHysUwSmnfp1orXPZVYepuoroKY0m1wIvqLqe3TNUOKNyt6bGQlPm8bXVVxLE2RmfatBooTTHbk6O2sSPcyG3KwH0esPElY9zYdieYt7A+BlniyZYF96nASo4zqsVlDh116itwA+cVfFUr8TmMI0MbYHlhclLgip9F03qRzZdMLy08hKRo35Nc2KVhyQMu2RWASe4LXYhX03AXzh3nNKdCX8HvFMxrHLv61jEonHBS/09M+7kDtrIpOKUSGwOjK1ZH5m4KFLa+tjUeDA2DZLcfxtMWe6RTLHeLD+FKF6X1hvNNrteU2Jfzw7BNm95rdpWrTobrLXcFUA4bJa2BdMuTYDEgQuZ2sY11kKUVda/r9LEwL0JnxLPZwbOsqUAznRn2w3wfdkrXmyg0CTHUxDGWYXNTrRJDbrMxw8nlFUGGTs0UWxqsFNVR+IRFhs+2Z5IEaDbSoxS4zU7LGA/tGCrgd6s1tZ/DuE6ekxwEWFsnOdAn0Thq2M6LTpF1r4oiB1Vfw9nAkpk7aLirH+hmzWXhfESpeefHpdeGGAfmpXE/hLbktJvGhaXUk+PNoCtxOb5mPfD4Q6Zw+V+STBVHbWXZytp/Vomhz2B1KRVtzCoeCW35KVBXl90C/Lar71ff27hwN/QsXBY8UVp3VJLoZB7enONJptfEri570UlUgd1gQzW3X+uH7eewF91Pcs1AiFGVvLSCWGhFgziNmDbxBR/fUpuZKG98AS3AySXogMWQsnc/rIQO9Zxg6TMakaiDmiD8aKnDSgTGYxpOoAXLCOkMwQZRqeig74bJWJatUInZvJ8Y/S3gNg0Ei8GQgTfJGtyd//eTaXLRaKRMPQZhEDGlwf246+Ey3UIwm9m6DmkTRUGauvDmjzWL5XfnMCN+2EccWdWAHVvg+OA1tT0tfanjN5I3bmEZMWCupk11ZH+euTuyxdsQogCy2kFP3KhcOj+6BOiwYmAlnt3cF4V4aDd4ZwJvnMKHIRPNuc0qMQKnlOHMZbUSY52VqM5wRidnblyLDGw0LaI3liJ9V8tlHbZ0EVxQQyvxfp5TMsfvbiUajSLpov8swC8ZE9/OZ4udjZEygzV5uXjGZbZ5gCdVbgbQzauxjrl9T1zWmaRIL4/hsEyPek1wn11UQroKv6Ga+NrmFtqBLcHidqeTogccQPd3tiEKRZwMZLktzH1jinxgB7Rl3XrhT30XBg5825VSZwABTW1Pavm3ZFEXaQlROdvIWvv9NYn42/thaA5IYb81v3WLo8fUYJnltP+M8ewR8XtASx4a21DgKWUZtI2k81kM81iH02HXRiG9bOKOAP+W51HodFhamvVdSTIcJ7YpvAQtDYUZdS1ccM7yZWkbwoejgRMYcJq7mV2skRMdoAINS+HoAjJcuABZ6JIUgHqpF+BDbIJlbYdZjmUVv3ukYzDir8a6WEHdms3x1FqBsv/8AFQbEzAe8CQdOJ4rupPc+s5gXuM/xFOZuWsX7BCPNfTfbDKjte/CjFI38FVmTaEOQwrihAjYwKmQ3uBgMs61wcG3uW34hGI6MinLErAr4a1pfYJ3ui8ZiTgjMzI1/Hwwi7Cxmy4LO9zCYV6zZu8BIM5SXMbvzmH0pd535LIZlg1mUwi5GFpJc1svec4u8d+gpnUFxnReWnvV0CFcxhWIRFZroXBaECPWuSrTeMtofYtGuFKEtd3nmzQHjtACBRnmFICogxtMkNtAnNLMYEJH86YUg+YVWTqlL3hbEI62jcucmvSxhq9ys0WHYVfzWRhFwlBX1WAZv5cOs27qEnR+LbmMtSaSjxq03Us5vycKdBgfxRpnA/OUwklvfNE3ZOSpS6a6tvmhbYY2TtBQ7SQrcBq08Ggf1yUFEgBNrWCLTJQQzznbs/EwRX3fnU0xqJVixFCaggLVMhwVKJRPUFRjcoINTw1y/zHz4/oP+GB+MQGrZMw5ScQF/As1TZ9GF9LokHN50VcCvo8MkmyxnsAaUsJqUxFtLND4e1mJgQb4Wj/Dn8bygqa4etYJejIYJcrzvN3GFruCg07etfPPwRPrYmHeyx/Q3Pw7eDnF7DvxqeWmLAO2U3m3BiZmA8WSneNiKYKrXyrQYbYvl/USg0wKY5N6bNpIuZdyUH0GPjGHO2U4HvOKChDlc1wUg8LNr42VC34pcMRyeNROfoUP2VH5VaeNrnSew9dpJ+082ylcmuOZK7mK38wP46uP8wz2GOam83vkt0baiKLonyiK4zC8xboOrRYRlPV/3PzApbID2u1SVZlgjPZ90C20rwz4Px2Cy116F7ixrDFCGZZQirPPxzyd2EHG2Hg3Ck/Ys3Zjc+bTDBw2Vc8fVYFxD6vEcNpLanQBOkxhE7MCk+Vt6Ms+Xoh583EMz4ulF7Gm5U+s0/3kyTLD6s34zfywdPVr+FhHeQ8iK9BMiNZ+51Ln3aA+LxUQP7cCkGMafrK8/4SzTKxpZ1mDo/qXRaZy4OhEK5CbwNyqeCy6eBajUPYSOw+MT4QuMh+DFTnw8D+gBZs1kLnAs5NLozKMe5Erl8K1H433Euw3iyWChbYM45Yj2gkXD/dRsXmqmxWXo6faPNYhqc6yxGia5I82XefJhjDsrFc89FiSJ3nWSbTOCiAbxidzmyxnz7oN6ht2493DuQn8ZFloB5T70/8sBwr0JQyw2jecH3MQZL5Dh+3Cb8Zh/dVy/odwmMbm5Qk2bVpo8oChxVn6PIB1gSc6yVXObSaIXT3IFhywGfl2w/C9Av01u2evm4c6yg160jQD9dTJE2PNTgHOmuXUUD+EuRYgaatL/e1E+jU5bC3SQbMV+hi9ybZdBhaZB7LF4JxR1C4WlYoNce+lq80lsQPutgTApg1hknk2/kBQrmG4CTZIexy0x5UH4BKwFXFZlgv0+q4xJoEzwaxXoLoYckZP/CC8WyT+Zn4YxeV4q9D7OYxftWHb1GBXZHmRm8HwkVLaN7mPVZJpfUg7WXYFFnk+mOIKii8gJLXxVVcPpn4xoNRuDGyUvjI12INLYDOBE7ONPYRL2nCXzAdtByZsVxkNN/F1jiqwe4nTwCqFuHfji+qwtUjH2vjPIRzmSnuxQEr+s9MBYg2g7Z4HHTAOjW/MI715bk9ZXphHnPxYNwYNDDS9wXOwh27zqHNthrg38JdOwO3KPfCQHwJ9G4XxLdqCAhwy8UBaYRCDqSgb8n7r8PIqvqgOW+OweHVI/BAdRsD0m3W9yoSsALRLCRzH1audP11hZk/2NrqqVSSg3ebj2CABF63n1tuZFQHYi3frsN8sLzFCdV/FIRwmHMFs41UIVrm5JRgqpSrc2yooHeddSEAC1F3kC3GzINjUEuzuUDJ8UR22ZiXGP8qdGQ7QYTOC2a5XKfN1u9jFgdtk1UVaZN6XKIO/u9AGglWSGH8suju1YzcHp4H9KX7YBzis5kTiosUqN/8XOWzVRVozEMpVZnchgffQBYdVSpy4Kir7h9BL/Cl+2BqHHaLDXjfrMLKYmGU5bIVgPFutonHv6iXuwiqHrRJs7Qttwxf1w9Y6ZLza796qwyoiscphcNtVDhv7qxapty3gukBS28phlvwHGx1/tQ7bxmELK/F2k0h8wLqwbwRy2DxJZNZJLOpv47Cv6ocdkcPWdNjtYneTSPSETZmpoLlq568DU2cqZn2FYH+HDlv3w9Z02AHB3y0cVmk8JNgah62Z9QdYiejMDRc6rLdovaEj2KEc9lX9sLVIxzqH7SeYsy4ch23WYViFcD/ByszfXbA6bEGwih9WisRDOeyL6rDjcFhpdKxyWKXxsLDnukhc1WENl9OxC9ZKXOiwipXoCFbx/XbjT4nWb+AwW1dmJ5x1sa7DFje3kY69OqycbrQLGOnYxWHrqdVb8Mf6YW+NdGzXYesctioSD4A1Ojb6YaUOO5TD/pRIx7usRGd0rOmwKocdpMMOgN7qhw0sweYLne/DH+uHfUCHVXoD6rB1gq3qML5gnW1ADqv4YRUOK6fwrfbAbfiDIx1vJNiiHSoWDXb8/X5YuWjpLqBZT/9XHmzQYQdz2J+rww72w0qjo8JW+zhsVSQe4Ichh1WGV6ocZpMDTs9hv9l42Lt02IO1Em8cwd5gJa4S7BA/bNmsr+gw80nDK7+9H3aISLRT7ffpsAP8sMMGMCtWYiU05XTYn24lrkU6onUO2++HNWwL7orWH+aHles470J7ssRhFYL5f4UOW+YwPn5KyUqx6b1WIhc4S4y3fpYiscJWi5tv5rA1kXhYpKNiJVZiiX+Hlbj8/UTCKJ1QOxtshn2Zv80a6/mpx+mFG66vWIlv12H7OcyKxIqViLOcHP4OHbZsJQa5XUd+0YEB+yIdKW16sW402f2NFYxv8MOCVbfrAB22aiUuursTiQdz2Pt12H5n8YRY0dFk/WH2WYk2kTEeROzC+URbIh3QOisikQfTigayKOeH7cKqlbhQg3+HDlv1w9xc5Cr2WYkXA1xANtCDC5cjeCiHpaYWEDMvoWhxIIdtjiW+kcPeq8NkReb/AmBD7sZeK9HOqPSIGrnGyxeZqCuRjmWCuaXh7NSHOcq69buwPZZYctipdZjE2by/DvESf/OGbMDv0kD9AbFEy5ayNJ9wKnKJSm9fsxJTl1Uql1jsgPGwFR1WEaquasvJOYx33ilKj4E0GvOworaCAVWGalcIscTe+WG46jUfw0UuNFVZiWGXlRi75mrOi2UjDrUSF4/8C/ywtfTXz0OgDZjxlQfgvGVG3K3jO8M+K5Ez38/NAHp+yWELgq3osCUOi4dRCj+4ZMcC5epGu7BCsIof9kYOe7eV+FLp4Z8LDl/cZx6vtpnVaUv+kfHXDZEl3HP2MuKCNvuWzhUdFiwSScNXaNEFKeHDB8N6fVj3WfXuF6szMdaxkvn7uiCYW6ktPJRgo/cSLNyfPHkijKBLssAbVx2LGLiA2/opKbWY5FduZxuAuLii1hOTVL9MJ9OuwoXuEJNET8pdqhWbfFc1ivPFEKxqyRD3Gp0aVS93V2BldAg7rIAHHMinnnudqufZ0vyTImcTOtGJK87hBfZWlnwje8ESJtR0k/mq/nWSgqg5EGa+GPhn4yd89x60d5VgTTYgrkrUKGjhLPxYdYgtF4BH9u/fyh/8wpvZHRoRnDF8Q/4c4j/ANVCzRPxiwmulZ2fgjdBNeVCmcKTEfVZIDLGn12DJK+ExQlxlETgsvHMnzI37D5+mEtjG9LG8a4ov4tPBl7IPioeVP1KYeH4U8fAW/s3O7foDLBlln4gLLUeU/JQVowtQLk03x7O/VwSk0M5+4PVs61R0+e2u+WFx65HVXJnWOZpLT7IRKzpMLCIdTocdnKr97rIPvw7NIf2hNCuL25ZYG6U/ZDysUcP6AS7SsdnoWE8kjXMVb1qxcA9WovWVEWdHsNPPD/uF+NloYL2RBb1kIxhMV9avOCRryqG0EheGQ8Viw9z6ldDUhExosBzpOADWD1t0qkqkI7EEOzj4++5o/a9FuBQwlzonPHbVzWfY64eNZGA0Usn5RPliglnVDwNBuRL8BXsnVstrmd9vXp6mitVY4iqHrQRHt+PdftivxUpoShjaaywv8rh3xJlg8Tacll5y2OKOu/ww1Hz9B1OZ4AI4MKdjs+PszPq1JJVt+IoiEbDiZ4KquaOdf8sji/0jzsMBDfhwzmEVHbYrlghGj3hdsbfentNRIVjtbRz2RQlWkVoIbsg9bS8NYO7XYS9RyjC3ao3DVmKJqwRbn7739vGwSqSD1nG78oW244vqsNVU9PsbQ/jS2hb7rcTreiPyO6IkWGdhdOweD9sw4uztTx9ZMesrI86uisDpc+t/LdZDb6v8dEC0njzWSXM847CF0bGiw9Y4bC1r6gCs6LBqFQHLYX+6SFyzgtPVL3xI5q+jchmtX7TDig5b57DVrClvb12VtfGwxS0ch+EHHYQ/w+gAf3ZhMzgckvnrkjPerMPWk3BsHeGdWNFhFaODOivxUA77ojrsbpXD1koXHRLpENY4LzmsEppaNN5hOuyQOh3LIrFKMJuqfbDj/EV12JqOjlcLqxyU+Wtbfp8ftl+HvT2no2ol2tXhDuawxtWhpP2tsPb9otVU7UM4rDopfTPBNvlh78r8XRkPq8QS6dt0mMy/lXtfCmsSZI3DDp+BWU7oW7TYqTJ/q3mJ79ZhX9XoWMutfw+HuZZ3qdqVdljRYfuNjgNCU9urCDgddnDWlCx2ESwirw/h/p76+VgLDKxNNzpkBuZSnY5FO6zosHUOW9VhB5TfW/XDTsJhsaGMsQkudvW7Yc3oiKBBlvCGGZi28SrG1zt02F5uXo3Wn8IPIyawAxaxXQfy98Jah1zXYW/ksE5Fcb1Vh709Wl/lsLdZidv9MLsijMW4stDRb4I1o+MDOmzN6HizDjtgjvMKh1V0WBlLPFiHbfPD5HxRJgCui/BbYZ3D1nTYASJxicMWZsyp/LBK3uSaDltTytuwVSQK/AKcGVvFPR3uSfL7bODQ/RI26LD9HOZqTZUEW9xxRYftjyUekFu/Eumo1kt0kY6PEsytjZ4mwlWefll8wG+Bte/3cT9swWErOuwQs/4wK3HBYeuxxENF4jYdltqnbE2l+9r44L8T1p7nXTrMDfSvcdi+WCJZ47D9sUQbrV9wWJVgTocdymHbdFhge6zIqUv1CVclzi/GOoe9xw+rctjhMzBHmBS6hLePOFcJ5ljjUA7bFkt0nndIJNH4MOsLb/9arEmQj/hhb9RhzQyXyq7ikEgHisQFh1WDv5bDDjbr12KJnMtGGoPvZQ/Aplc4lfr357AP+2EVttrNYdUolkO6XySu6LC14O8brER3JZApDsiDuBETSo2hxg5c9649qdB7flh9xl+M4+gwVwmnFImLO1Zq/m70wwarH86DvSJxx3iYSxE4sIHHcWECweqUTicvjN2AURg1bHzDdodAC23vZFdq/Y1wQCzxjX5YVYctkg5RlePIyBLIorUPxgrBqn7YPrOej/m9TOPWww012piuFq93QRw1Lpa/4KslVOrEfGx7wW+E9Vjiu6xERzArqYDDOOcjeSGlELhsJr/n3GvBbXUd1AT/eTG6uIeTgCCWF3AIV5QbuPLeHUi3wVdnf3gJ51Yk2kWhLSp+GLOhqbXJEE0u0zQOWq+iN63j+kg35DZO5Sj6viXSMVqsVOc9VfZ/D6zp6OvJSrbgAX4YN3ZeM528CvFaKD9JcClYpYoCF5dVSvtaqbopikTDy23YdIq8WxRFjlfha3aD69fCBt/jXrN7sLGv2bNKZwljaiJuHgRjlD0WmrIJY0L0hVJECDFbUb85+l903YKLWK0GuolOxN11KivfbfvslXi+3PZ9fXX06ZdjzQqmxYrQPoDDml2FWz/LQWlnCWndtoJbrYIwvMbpVCTXrZcsVxkL8gmcySd3QSufwlU5bQVBjrPI7EZpQ4IOvQ3cxp5VgzvYDFv/ur0kz5JuNmQiKYA6uSGEFn1ClGIMzgxNPfdjUE1oPdAa6wlBwqghN4WXdkTrYy2Qh5/C562X/DKscRjtrjDUIX5YB4MMPHkFk0EWpR08tsskWtyb21amdFeg6eERFEXC7uHmAQ/tBiSo8Oyqi26D6UCVQ9zc9tXVc16kPLXrQ+O7XkAcxya9j/IrRgftImd90gqjtCGX8mHXsGt+mLwxdVbzcQ7V7wbbhFUIZJYqDvHDjHVpdORxUu8q6Na2qcSztUJAgWdZ0U4eVYaGt3iEkwJXtRQUCIzrjnpkgJv6k2R9nH9EcG1LglOv3QYPb+1r9LajdWKKbvYKn4U8nCjxw89zkK+ZiuVdPcdFMw/BrgFM6H1ReL2S+P97YI3DglWz6BA/zBodTR0Qw6TKAO67huWypUGGCzmb/Apob0mAS2Z7gduAKV3uca9JsXdUT9gNyGS7Fz6GOai9Ql9lmbnROeiwjJKYJBHLiuyScmFSseo7bEPja6a5rUU6pK1VWYGxEZrdiJGVmrrTB/2nCqWy0rOVAxu6CLIczA3dztTANfzzPWxw4meMJUEqGxw6jH14dzR/ze3Z18z1JO92usX3TlGwhyQaW8nKwZKbZI9F1jF9fviywPc7Oey3xarbMooJ1nOrIEmiNALALq4RH0dxENy2CPyC1r8RAow0k+CasbqLgyxx0TV515r5CDaA5g6ywgwMBcugjSaNbX1b8MgSo9zgIZ5I3R5s7J7boHBNh63HkOqknTPdzQU6YwTXcR6AtzfMO53Mro/bz3CmP+tNp4z1BZqthLiZ7vDsGHqK4hT+pdHdF81LXOlmsXkc0voQf+ymPs0z5A/tt7MCvE2wAjNthgOaZwqPNFiGg2HdZN1nOoG3Uwrmel4k834Q6BhFYre4vCpAfgnKJeg6T/qg0N0GXR3p42smSN1r9/AmT9oNHl6YEPaoGAQefF6ed7tZN4fXCbIrLnqf5hlIyQ6JZQoWPBiI7aw9qMMe2q3QVYrMx4dV8My+b3BB9jbw+5fMS1wPvTXLim4z3e3nWJOPt4Y2ztpgNhjERa2FF9xSAW3mpVM8mQZTE3gqA6FVSV9JNflJHqCrT6fPVz+gkS2VKhQBbpT6GsjihxesAXcAAi1vfOAhDs4UkD6fsNx/ICwHEsYGJCvGaqUPbp/JlKDqMo/Afomn9mtJ5ma6PThzL3RVO9I61rn4r1F8zUTSvYIcGeC/eEBRTTUmBqN9F32DcyfHxNialpGhONbfUKoFVMrzdreQT/0BnkJwOl+sVGtgixzLl0LT2c14CJsnXJ3+CVhlNEEz5T9kmifMMbMbe5030fAgP/OWF0zgCXogfdG//Q9tDGmuewWwj5GGpWG/rhPVQg+Z4G3xuh52HkmH+ETNV+wDSL319QG/AvaPRgy8ZjiwXTRlPtYskcIIIBcPoHng1ZiiwPJSYdpweE+KK3V5CedRFpYA483tELQIYtPConvNOvYVCpsxbpq4sb5ROsHDCdpw+JpH7YT3LiZytKdgLiJb3cBlcNMYQ+sc6EIzVXRzW6LmSSjKBlSQBHUjcJn98Cbxra8RG5vnI6mRweoqxV8C+8f7hoIOcJpjymzUB0znG2yIwFieiycGzUrJhoIDu4Fdn4OFbc369Lk/E6vXvrM9LcG8hs6h0RiO47xgL7e5ZG6jmiD1cJSMIVcyNNFZ7T8geVbAp03bQCagG14LAtR7Srqxo/QUfYkE2Sp1dY5SpWiNiYC4ZNDU2FdHzHYu786H9wR/KIcZ+x3B97e1s4npQYt51yXPTYe3QBTe0wTaAws8p6DDxIOPvdjjk/nah9L0sDUf3LKyXAxSgVXBSv8ZXnJOtIYXTRcEWelT2w1cclOYJAVSjhtoM4LhYtnKCwvT9KbQ7hJLHl09O0bCT4jNK/fuY1oUqh/IJ/H/WDEYGDv/rEFtuL91qMf2W2Eta2oNKPL5q3lAcsWmb7vvixWGF4IiLXnL///gVR4oK3xyxa6n5VzlV1SAFk02hGschwFireDaRRzDbaZxz2tN64FzrMtNE5hGR3cqHakQXS73OsrTyMQ1oB4wDhou6aWZMRJn7nPjSfjfz1iAJ/DAx0+8Z+nEWwbtpWZaKXfwhbCfw2rFQGddf1qbTK8yA36N0JlGz6YPxnsYhkRh22PxNOs7sUzIR7S5LWLX4REt0GlzgqFkJbc4vrwU7xjdAA1jEZgLPIS2D0xT9p+BmR6SVLMnTOvEk00KGg7dg/q3OnIbfEhs8oRYYRAwXzQ9HgamgOeLAwbuCMjpJOt8I0SwTua/0AHYKNnsITcC3E6UCb8d9uswHKEQ33qwZd/gDxzSKRzAFy46xSWqjiwLvICCwr9JZc2QogZ2ncKOjpCPc/s+Mq0FweBMrTsdw4sgYZ3rDPS+MLDHjUb/2TrRJnw1N8iupN3WYwoPa53rHrCVdc4wbmaVGFxuusy6GAUoNpDP7tHAiSwyw2567McNEqnQ7LUnbn7ACy9WnW1Ek1A6Bfd79i1ODJD8B+MAHTZr8GU8ZOD6aP95oPJiMMWqiR59roOey3No8w46Wxa8h7LQ4p7aqP4cad/QBGyJRUQjRtMiRR/LvdbWFA1SAMnzn9+QMCh2X4dwX8tWOXwumiDo0qnEXmh81E1RnmlqjNaqozJ4iwVPQ9KjN/+4W27Ph5Jmci1HMhbzb3FKBErbilu32IZ7sRatX0OlElcVfREnURNL/bJMxfBPihyZadxBUSNYGfcFtPT8ScxKmtTFjaq1YhSlzonG+l4XA9CaIxo/pa/tpFWOLTdJjkES3vDvuFVi1hVIzSTw+hOQf6hoFdwcbUQO1/XrST6Q3rjJ0yRi1ZbgMhTGZySWa+ksMzTmzx4vvsXJkKogNQbsg+KgYPR+DpszyDJ+gBx0zMe78M0loaQGsiugRRe4pCV4fRHrmI0CV3TYHDFTWrT+QfnGqRAer8cjKttK1AyGkmd46PiMJqpbJImPys0GOHQa3dyiyWjDU5d1785yOhMT4pl65B4vomiSLIMD0aZat9LZI1bBKxMgGvOJLCcDgX42El46eD6oc+yPdFRWpqmiD7e3th107ZyCekiYeqY6UzlyWIN6zd7MXcYSrqVgWycYNFD82vM7oDG0JpoY1QfzwQiCXt4CrVx56vIKMwtwKMDahsBWXA3vnRJrDPLcz3xWoxOV5Yx2h7PHixeh6Cq4UGI6oGSNaIENzPB/rTg8ne3/lGIIOh1zZdAnAqmwlxSI93MYusJu8EkVTPQfBFP5BNqza3MM0KtuLbq2QLG3hWAI3ohDIshLwiZ3QUzFqoHWFGB4KqW+53knh/sAf3HkpgA/zCoxE5tMJQnNKRhERNQzeDT3eJ5lu3WEwM5pIOo+fYjLRHoExwrGnqQ1jfYYn7uSR0ZUH5Z2zT1TNjVwec2FbdhvJW4RCj0bp3PxiSx5Hk6nfZU0RAEcBpa2J7AjpP685d1Y5oPfdHAvrqGsqr2hMnaQ91Kln/OrJL+KiSJh/KjjOPBB7Im6U2I6ix9IpG96NB+YvMB7MBt9Yps7ZRnpeLqIxdDURFCymqzjM4sJmLF4aCcfHR2c6AAMgCZ/8hrwcbECqXEYwfZzGA5obcCNfeP4ET5lLPovhYGO7St9BUajAQc1dXKF0tKFBha4aXqtrtba1zjWgX+mPnwEhsDxqxfGejeCtuEfYyYR/R998CH6P26E+CaYuNH5ZdZVKrvM1feim6lHlXXBZE9FilVoxxgf1ll6o5KOYjVtem3Ly1ZYemxRjb2KoFJChkeiTmntAawnl/o8JC459jQBrGhA55lNFJ6Uoxt0IMH2xxI36zCB8UBoktKOCqEvizT+fgkES2OwC+0sK7j/88wyHjPg1aB1S+DXL0SLEPglROUPsBXw8/pdsYQJoFI/zxS4ehYqU3RgjFK6Da5fcVl0tGoX4FEolScKmM0QkVJ9L1iRpT+K/0mQYcHrLKHQGv/MNf0q3DSVBXhE+qDUnIU00KJtd04xGYL4lYqUDZ+yBONvB4rEvRz2uJnDviVu8p104VTUFyz1QI9cXcZeOhSzunjhItZB5oEqj8yT6CvJVSOGAQyEEG7oChEYHLsZ83t+QbR4kVz+5DI13SLPadZtZ0pnRVZgJkk39eH9sZZy2gRxbD8MLZMtBPt3Aym4jA0+A1cE7G18xnC1lNOHkQ6Xm/Se9OxM1OVl27ZhqzMyR2V+ahX9W4KxWaBYOYwiaizCYY5LHKkfMzUbvCjzOhCg08o9L1g4ZwRHmx2YHRGBs4LT+WTMhVfgxf7ckWNZcaWLAgVjieIybSOZY9PAHGS36BJ8ZuoqYa2hKhIrcBP60AK12Uf/rvDhh0H05sc5EPsne5SybRXgjVqLA75h2crTvOHVs07mXhXz8sv/9eY0l3ReRRvIMDOoYz1XMuUgmqxDj5h7BZWof5rPZpCFWZFnwmTtbsGAWF1TZFcNt4wMmdihhNCZS2l90TeWcLeZFBfWfSNaOpOWbQ9gvQfl6M/7sd8P26LDQOI6lW6FkP0PxinN8pJgHi2n8wDuMBDhMB/LBIPkaiaT7od2TBhRshPOIAkrTDgXpkyXX5inEVXyPh6CSZ6mxudSXabPzm0gLiHKhvXhltkWs351FkEJa/8+9YydNiidL3csEDtI9RG820ok+b2LMOC+axnWiZBg5RyVYFKrxH3nH7OQhY18zoRPNeftSeFd0Cm8y3oF1rB0mGU4ei9pZSSbAPEcyzYZG5tC+taYhydx2bDEhi7jeSxxGbdbQkHR0N7ywnokW1yC90HSLVGIN+CAEectn1HLU6vSES6m0GuxPLvq5uGIw2FKuajHIMD4CHX/ZDbjRJqZVAuSBR1vrZNt63Sgk+1sM/4yV88zTViLvQgF3xO6C/xfHb8gP/AxEK/IZSLKBsY5LgAcso5LIq5hq8FuB04diNnmMr4DgZtx9jHs57AtViLQp/OPHZNCCHS7pg2ZZ5cdMMTVAGysQniYnB0rsLiEyjD8bsHZTKrRtGJaoEHSQO7yrv1gVmGFlPcH2AxHnJwLRj+LNZCEKD+ked7zWqotm+CcSUW4M1pF7jQ7Fa/FZoEI7bfV/ps9YLOPCSRvR0qEuFttNknn2uAjOGDEeSsXv4IZZYdBABPortZKBGfWgMmWDrNMSzDhCBwlssiym0WEiMwMywb05tkXA6nW5O5pLiiZzdlLh3ObygpTgnl0XY0jW02dZWEIOxJ2GHyMuuiI0miNqIvgNk0xF6CrWPXDKiC6FsSh0PvLhqyjIdqJyZVReqkqf7CI+nwI79ZhCFxCInZL7WBCGhAM3KPCM8lzRhOdJbowWbcYgOsLTtILyVlYth7oNEwipjSOh3krjkP7m6gQtrAbBSrr4ytxHJGcxuX6Tym8i9E4zzJjOoOuyEymX4pudpPBNk+M4ij9bBeStdSxmlt9YCM2+WEz8GAypRiTfSt4S2mjme9PNJAMNYJFmbt1BLxfhwGsE2fH8+FJzW0/8vw8ymge4nBvC7iAEGQAaOHaM7yiOvlszCfIrlRH5V2lEnhVwT4gUTm+aHc7IFrtIezmRds13X1e5FdwNwANYCOTLANhC0dJpgTvUhz/dF0IxLPl/YWWXMN2kfh+yBelceYwzg6Je0qVZldg+kdhL8AHdBh0ZpwqhNOE8GBkkoYXhx7r9ry0z4h50QZzGLUXMtGU0Pzp6OIhx0tBeuqLCzmSw/getvcX0v1wmdoj2JEm/Ykza0fypxz9D8egAVJFMbvNWY8JI15ZC5PZwLX7ETDFeiBetbI9GrsQmJnobTTU9tmIW/ywj2A0zB+t0nWByH9Mjslis5ygo2D/iPN2HQZOtX0Q4aZkNXC8HvDNNURK7QDPLPSU6g4o8DQT9lo3H3nNKx0tnsaVNy2R2J4BzT/mLLSZACMn8Th7BUUIN3JvfHDjKWTYxHIjgeG75rIEW/ywD4CpMuRGXLDw3oDBFftzL/MI2M9hWyIdFteugTA1EDBLvZn5023rnv2HAX1AiAOPsRq+YKaMTRFd7y6ptRItgkrme9NXOJpto3uUdO2npG6Zs3ujkXLNsnjo1BFBTDj6Zy0fXI+tOL5IJAlmfyFm0bCGSXBKwBGxP5a4Q4cBbZwt5kgkJs79tSFyQOwsNEyax0fHWGqccIK6pSQYx5mXFVTWcXYhvRI6CDDq31D3Hk0LHDyCC5x9yl1Uw2Z1LAjH+tbMzHcw2C4r8X34aWzCH8KVVYAvNMCcpCNirEulsh07rERsNdt4Ng/XY41ZlkfpTzMrvZx7TTNs2Bi0TPjc8nrl/IiZ9V6iUmtqaagXvGqM+lsO42Ab2k8pI2KB46KGi867J/HGVN1Bs3XKDr8Ru6zEd+F1UVOm54Y9oyKvt6uy/eMw+byJtmCXDptHWC1NwMovgwRlBJ9fucARDnWYDPt+jEaANK/1srFWJHJ1pfReZSoo3v3i8SYGgtXkJOu4xZ9d92ho51ik7jPvnXJrat8LrdG4FccWiVwVZR9LbzoKVWuY5yIuVjLFPgjqmGAHqj19A8h8FMNWwplH8O2r9NmZ8amWYYZdH5scDZFZCXJcNrqCajW3fyuhPsc2QsG7RdzPU2FH7z07l/2eiaFlpNh1rfKjf6qXq1IubcGxrcS0KAVw65k814mJI5zCy1Vn0QmPALFaTmgNuzkMupGbx5P6/7NVaezkIEsi2BJRmm/QmNZdS0u7xJQc9pMuCa1GJbQg5yMxjsMAD1dAsH9SaBcMrAD6SO/a6NZJ4tl4iu1CPL9cLC22Ece2EolyT5lq0LQC/uFsOXy5NECOg2B3LwTsshItwIsP5ZMXDp1CmjpRFmN9of/dzFKWAkzznHEYMOJM2i8lecKtKgK6kq5F3XfGd7eIh0R3Uyy9H6ArWOpKekDXdkZmy8iUqr1TmI8sEse6NBFxMA4nsJX2XLpW1/Mj4EFsqz5tx+g5doWhNgPOjWTgq7oQfsZI6y4UuQiD8Do2Oo7D5zDISRxFqcTJl8BCpVqpzQi2bKUurb1ih1gcZo4CEAw8gfZNmgZK2ChWXgtMLQg65i4gRHQUo9QMi64yjXSfTXFkKzEq1xX/OYRNHbm3zEs3TkYfB0F9uhuU5fVaub8BNfiZshqrmbZSVxhN6nQ6OeD/wN8V1jtReZGrPNe+tQXSzLlPU4VJUYwJ07b/LXo3VGHSlENvmPwod/sdZd91/b3p4Qyjyw7c8go2HaXhJ/dNnVI6mWBdKXiYnrgG3fbfPtFwqJU4vq1PXULQLrCk0GwypeK1I8RrrkAblMN9QRlQOAp4Qzbk7l9zbXe2/c12LyT//4OfF/f8nv8c3SPnwcv3DxQrRzSitFzdu2m6hfa1yS8x4xTrg2Wwcb/FJf6z+4tT5UFW+M9aK4qTxbwm3q4BHwqfxsdPayuelWCrRdZXcLBITImwdSN2gihl/8eBDuJY+8D9zl/0GjYn6vNQP3hIyM7yW8bTal0dHsUxfKlIyv81ZAo/NSHt/9Qd2n9uL6XkHnfslXEQwrvgBi7hsQq59orDvqjb4VZidIBMS1WpMzl6NijDZam7mrXOPjPgqNgZ6VhCpTroHK5K6Q6sFdRcYGPYbH3xiKazEdcgd4U5AIdbiYdk/5L5JEaszoNzNebZBaRS8/MTsCNavwL0w1axN8nnYnuzrtWLRlysz7Krbe5SzT0e5OFWotnCwxXwZO6gSHBCaH+W2A+QbtH9z8I+P2yBTRwm9y6FseldDhsnIoxd3dMq1herdRCVWMkGHG4lOpdkJ+IyiwQhDc2Vm23tQBeJDp+AvX7YHJs47MnOBdmFivW+iskmSqx/yrYRhz1p8QfHEp/yveEgjzo71qEZV8kFD7LI+PsEfEyHea/7njXaXt/kbpM8Xc/s3FZafs+atQeLRMw2KXe34X51bukSRsn+8u7Hw85o/RI2Ghjxvi+7YwbWzM5aQm/Nq4m2hRJWxgJWcLiVWKkOvgVBpVr/BrDjjrHsxhs4bBPBmntFam2LCgJsmky4zrJbV2ypBvzXcbiVuH+UV5QjpXL2wGUvHbnjcDc9j4vDrcTNJvze5PSNgs9h0zSG9dbj28oz7J4qdLiV+LB5gtkCF8o5G6JdVs0MrHbg9LvLc5aLSRynx+FWYmVZjQqiaRqHu+6xUfA5bNJO8Tp9Wasy5bWCpol3fPTh81Lc4k07ELqhy6AwhbLhA4K8HbFOrl3wlCZbbeGj42NWosdJThnDUg5bsWVSLqA6xFLigmlR5imWkDcdnxpbRWkZT618sOOjD59buZdgtBz+K4orMOiHLdkTkhi/k+fdwgZASop+Cj5mJfL6JOXNMU8Xs8TWQMhoLvtXwEK5dOqib2qCMD1dvEj0Ay4jEbq6ehWMBrWUe2MeLwpQLOENBNujgcqhCE4zKmmnSLQuOomvumoyer6yH/6UDN+V9P0eHG4lbuAwOU/kfGLb6pM3Wc4oZW64bxncT2p0urhvwwiXZ7iYtSRwCrwFW2bHykfXaps+etvslXXs02Fl7ClIMAknqOsCU10LW58w6Djmm1kln4APcVh13u5kcz9t0EnQkJLQddkbGvaPvEjFbPqYLTfrELvsH7hkQSW2ZEWwSgBwMQG3guvDrcTdIpELZ7WLQv+H/3+G5IEQrA4E55SblhFXllU7MT4SS4wwWB/Bk6ck9C5mSXtLSOeMQFwtjwWCWamn0dQF86rkdxVPOBaqlReeNwa7rIl1w2aIMX6XEkJu4VPlpvjw4VbiHoJJZX3Ne71JUVFlxzHvh3qPP3o0HG4lrpv1fTCWQpATsWJUbAxCNSsmQehm0s2AeT0z2NweTObwAnxxBHey02JjoCTHpAm7im9VK9ncg3jwqG3e6XImgsPhscQ9Oix0kadYLdxjnCDnEBdOJrLOZ9mJH9Bh/JF7La0aXv/Ba6iNEQmXjSGxljDcYKknT20jpyH2TMtJ6DLfYXIqNwraG6kDhEh1Hnhx4o0Ux6nRJcazqa49S5Z4Q/xrfw7tDG7V460wrmdN1SIov1iOlSeO72Jc+OxT8AEdxkEaxBHYB7zppUnzYjGzcYaxvXtkqM0tXJpQnNqrW9oVVEfygJILBioGRxkL4HC8GF5Kg0nLjmWYsDKEipUfEA2X9TPaMMBxLLNeaiv0uK19W+JhwZMic8ZQst17OS4+EOlwo8PWPOCaePeLzPkZbF5iU5Omy2esktwJUKCPTZ6/p7w5HHuSP4Ze8z42Y4/jJFyDqd70zsMZFzSo8PhsKc8yT/InZsas4HCClUVxtkAoy4AkmVf1XOLJWLkMV6H2hXyOhDeMh60SzMYwOAqMkQHRd7Ee87PD+BxIGllPpiqlHPFMy9b5BXKkzUekjtV5qQ8OFg6MWTuGAofV7Jn+/An+9+Ky9suMJb6Bw/493OjYpcOaU2UnyPUuKxK/ypPaTbLettD30XF4pGONw57QOBs/g0i0iaNL8xsc7EKTY/+hXAWrQjDuxFtLOYGDNgawFZAFyYelEPkEiGXj8WC03z16nh9VspRHzj2LS9tsw0d7rcONjl06LFU2DbmhyzxSi+o7hLIPzusHrOt1DHzED8PA7xj4p1eQ4HqTlrcxN2Avv27XUKokFIwtwX6aIDX2y09jt+DrnMOsWrJ9/5F4MklDzWVF8Nmq+t5DyVmbDNQ3ROt3icSWy2KL8zJH1qL6Dpm7SS2knJZ4anwk0oElwzwhvRszMBO+Qeu6OfFcysC2bLVdLfnjdpmPjbxkCW7nOsT+2L01RbtQwJWB1pHXr/TrwPb70PX6TR/9BrN+lw77z7i5GLRTNUSX3uErO9ctXlsW+TT4iB/Gq7UlHzY0UMMa4hPi1ldZWjTZkudCxdzWxsEw8D1K2BCbhwdgX9prq4VP5HPVM6/OoxObolDHGQ9LXVEtqZfKFSzxJOlav32MJcM/AdsHhFexzmGzqSSIwC0XsYymlVyRwXkecHXVNEjrqH6IcaFbt3Bmxa4r9xsLuszqypWwK5I5lJV6VtA6OJa4S4f13YgXUUsLGS69Qypr6IIyq3Tf0+FjWVORdsWVRotw7RJa1vIfpdY2qPLjjHmkPcX9/8H2ic5Xc5nTIPVd1Jinizp/DlE5feRCbPaAjqPDjDPmJ7O1Wh2W32Hc7CrZ2T5icUR8wEpESGoEIT9MzZnZayjnOSAWmXwWDZeGj7AVRwGcUoyp8pg+zqVfOnwkQdBiLnm/itR+dA8XdNmEN3DYdoLF2hIq1cvR+GWt18ptRKBJk8+QiRusxDS0i16uYoNIRDReRe+uql2WwJ00hK/TX2WEaFZHTNL5NCQyoKxG7UpWc6QTSifBpg6REsHutvXqwzmsErdYBbmyYuXfq+UcgGUSc+XSgskxp0VsxbqV2NBTVl+PWmzmsL3gzIg4Tb+ZdXmR1odB2ojZoi4mIA5dwsSHcQw/jJtnfOonuuIVr9iVj8o66emn2InrOix64WP+st7rNumwQ9AQU1pfqVPvwGNGB+8qIXQAjqHDUre2sFQr45Ovy6wUFs5ppvMyAyfEupVo5y9smBuyRSQeAjvwtxGb9c8x8Ibhla0Eo65WHFFuYbQ5Vt7BVWKvE58RnjJpIxD0FdcxcD+NaPrzSdZbF+VxFKVxnbUi/j6R+MtwBB3GEzcENphNsp9hVYiyrrNNCuurnBZDItpZplg553JKxd13M8Thwvnszdowy/JJ4KJBXwZH8MNKGzHWq5m9qwmVYe40Cz3cSXo3BmmTX8QpqK3xE/zANqrJe7D6mrMXOP8ZNjhfLg/1++MIOuzBDZk8ZKt5orNKOHN0XOHh1ifEE9fTpaMtwn9zNudviyP4YSzHJC5eW5WI68Fm07F2YlRWSj0lHtetxCWn/sviDRy2pYLEiFnjTyZrc2LTVWswyu0auNLJ0JNi3Q+Tp2frz8Ab/LBVAVdC+jbwGxeuiPcuyLyNHV9SOzZ2Uhw+HvbFcDiH3a/1WQfpkg2DSvbNNjS1za5vsuMWMtqEw8fDvhiCg3SYdNw1DmwewDJi54UJtXanRZrbDNRVMGJY5vO02DRH64/AYUk4qct5eto0OTByBGOdNbM/WNMafeczi/zkAuvP5bDDCMaaHpGb56DFGcNaKvpqGtuiKg4YUTM0sktJzxE/FwYuCnfWSD0O/lgddljWFBKMxV4TS76v4p+uxlJJ6lKz6cT9Tqc97vF+koimd8/oS23CJjXcJl2F1yZ2wcmT4vC8xHejnFj6yTjMSoxqNki6odoEcNiVrfDH1keS1+3K/nfrmpXzJk6JTwimxMdZNOGNOMxK5L7WKjG6kiU6R1RY5SXWJ0GsxxCYu6hXFqA6IQ4fcX43/jk4pfOYODBaz+U9Vj/bZI2nLm7Ryg8Y5tI2//epdnqz3lqJuCL66RDPl536JFir+3A/LNhSF+5e25HwKN/vOP/s2KEwXjv9rKNBEDCjKC4wisuLnuAvcGNr6evm00f/I8QkAxFuzH3biG1pbpzaVCCZL2VMIRqrYilyQ5iNWe3cE8IELZpnhjwIQYQQr8f/uw2tcGrA0abTR/8TIrlU07iaNLcb24ZXnnp2qV0+WStNtBYuFi59Mf2EiZgM82fWPfdjYkMlh9OCoySLtw1LrmFrtL7vvKp+thqbWssVzjOblB44u/KkOCmpHOKDtclRcfA327p2cuBbLg3Uqg1Zrr0yR9pJLGnZIrv1KyPWrYD8xt9ka249T+wMCD5YXQZwdcT55tJSVubrhUe+Ijhh4r0pV5+B7bn1pmuDhqKzIhNXtN742RWGIC6144wTY3teYpzbsc20ky8H4Ve0XlyUU1w+I83tjO1Gh8e1nTjIK4tWW6yQuJfb9dIaZiUb7ozTYKsOw9ig5RkyW3elxDKJnzouWSf4hIyOMwA75ofFbvAyslWLFlgmcazczDB2loifg+06DGvHYqyJ02ypVPpytL4+m27kFmU649TYrsOAa9rOTlRL8xWXeJK3y+Jhn1iD7+/GLoKV9c9TvTQy+VDlsCBzsw8/acrsGbvmh3medsvfl5miJZY4rJyvnn7uegN/M3boMHSarcvfytv20KFqdMhc2SuOvPLbGduxSyR6qbJjDamulmurGh2tjh1ZGdfUpxUl/duxk2Dc2CTsJssqYadqLFG7BLf/VRb7OOO02KnDwEC0diJRajGRuyJEZeLOt85e86dhpw7zorZN6ZC6ErKv8OSs/J7/WeX3ztgtEj3v2UV2J5VcnMU7miZ3dr/6jAnpZ1jsIRjpWNYKlE0YsFjUbo+6vp3n2P+cMjhnIHbrMK/RsTwEymrDdSS3deo4rRZ7O+O02K3DvDF15ga7Kj3je1yx2NGHdxwVo3NY6hOxRyTOKty41A5JcKlilSjzL/hdkXIrwZF8z5q3ZxwR+wiWajs+Kc2lkCRX6rvOlS5URwWyntu6uWNj3JIWZ3wG9ugwDOvayC8rOupKqakghpIeVeoy6XTtsEvq1NwZn4M9OgycYqeoRFZctodYgrMFMjJtGXVZXNqAFUus83zG52CfSPSkc7KeqFGumreLJV7UlW9PcPNJBZrPsNhLMI+6TNKxXcwd0CzpE7uA8GcuH3bGASLRC/Ody22K/GsVCfrq2FREfRmpcdX1N4P7p6/OccYC46WS9JuxnCIq+2IemwJEn7UoxBkO+f41Yu+SBU24oEWnusbc5BOXLD0D4Fu/eCe4mk9zaE6opCylc8+L609b7O0Mi+rKgNuwSBIlU5CQ8I55Rf1WhfvO+AyEB3i90Sy73i7VT2/gldkAWO/01W/OqILHsdyLKPHt/6fUcM71Cx/J0lmWesPiZWecEMQMHod0WN/+Ux/Suio0XGPCMK+xXp4LNimrj8ZrM6DPOC34T85H8LcDI86JYvB/xFMz4iNT41yWydvUzZY94zdDUzvvuIl136Y90HzOTBwt7Mczfiuw0tsK6tbo4OXSMURtKUB7xi9GVLy4HUYbhqV22TPMmjp9dakz3gWeX5Wyj5g8r5euQLRWIv2M3wUPi8WLJnNX+XNWNDrjPWhoPUvcmE+GSNXG1QHP+C0g5gbhbMiT189zjH5jAHlKUVjODxvT85SV3xrStJmdBOY4TNK2XUvxjN8WqVYGc35Rh/EWHGxdSvKM3wOcJXki4gmLhVJKnPnr90dAh50iy4oOpedx5q+BqEV+9B9a55DvGWecccYZZ5xxxhlnnHHGV4Dn/V+CyYWBWc291AAAAABJRU5ErkJggg==)
Item
|
Parts
|
Material
|
PCS
|
1
|
Handle
|
ABS
|
1
|
2
|
Stem
|
PP-H
|
1
|
3
|
Stem O-ring
|
EPDM/VITON
|
2
|
4
|
Union Nut
|
PP-H
|
2
|
5
|
Seat
|
PTFE
|
2
|
6
|
Seat O-ring
|
EPDM/VITON
|
1
|
7
|
Connector
|
PP-H
|
2
|
8
|
Ball
|
PP-H
|
1
|
9
|
Body
|
PP-H
|
1
|
10
|
Seat
|
PP-H
|
1
|
11
|
Seat O-ring
|
EPDM/VITON
|
1
|
12
|
End O-ring
|
EPDM/VITON
|
1
|
13
|
Cap
|
ABS
|
1
|
SIZE
|
A
|
B
|
L
|
H
|
P
|
E
|
S1
|
15(1/2")
|
85.3
|
54.2
|
106.0
|
49.8
|
21.8
|
31.2
|
5.2
|
20(3/4")
|
89.8
|
63.1
|
115.0
|
55.0
|
23.7
|
33.2
|
5.0
|
25(1")
|
105.8
|
73.7
|
126.5
|
64.4
|
25.5
|
40.3
|
5.3
|
32(1-1/4")
|
116.0
|
84.5
|
142.7
|
75.2
|
29.3
|
52.0
|
6.8
|
40(1-1/2")
|
128.0
|
97.7
|
156.5
|
88.3
|
32.6
|
52.0
|
7.2
|
50(2")
|
139.6
|
117.5
|
172.0
|
104.3
|
35.7
|
71.0
|
7.2
|
65(2-1/2")
|
205
|
149.5
|
240
|
146.0
|
45.7
|
84.5
|
8.0
|
80(3")
|
205
|
168.6
|
266
|
152.3
|
49.7
|
84.2
|
8.6
|
100(4")
|
248
|
210.0
|
316
|
181.0
|
59.5
|
120.7
|
10.0
|
Tiêu chuản lỗ cắm ống
SIZE
|
D
|
DIN
|
d1
|
d2
|
15(1/2')
|
15
|
20.30
|
20.10
|
20(3/4')
|
20
|
25.30
|
25.10
|
25(1')
|
25
|
32.30
|
32.10
|
32(1-1/4')
|
32
|
40.30
|
40.10
|
40(1-1/2")
|
40
|
50.30
|
50.10
|
50(2")
|
50
|
63.30
|
63.10
|
65(2-1/2")
|
65
|
75.30
|
75.10
|
80(3')
|
80
|
90.40
|
90.10
|
100(4")
|
100
|
110.40
|
110.10
|
4. Nguyên lý hoạt động của van bi rắc co PPH
Đối với dòng van bi nhựa tay gạt thì nguyên lý hoạt động rất đơn giản chỉ cần người vận hành gạt tay gạt sang trái hoặc phải thì quả bi cũng sẽ quay theo, tùy vào từng góc độ xoay của người vận hành mà van sẽ mở nhiều hơn ít(theo từng góc độ) và ngược lại gạt về vị trí ban đầu van sẽ đóng.
5. Ứng dụng của van bi rắc co PPH
Van bi nhựa rắc co PPH được ứng dụng cho nhiều hệ thống nhất hiện nay như:
-
Hệ thống nước sinh hoạt gia đình, chưng cư, trung tâm thương mại
-
Hệ thống nước nhà máy, khu công nghiệp
-
Hệ thống máy lọc nước, bể bơi, hồ chứa
-
Hệ thống đài phun nước, nhạc nước
-
Hệ thống PCCC, điều hòa, chiler
-
Hệ thống hóa chất axit ăn mòn cao
-
Hệ thống tươi cây nông nghiệp
-
Hệ thống thủy lợi
-
Hệ thống chăn nuôi
-
Hệ thống sưởi
-
Hệ thống thực phẩm
-
Hệ thống dược phẩm
-
Hệ thống bia, rượu, nước ngọt, sữa
-------------------------------------------
Mời liên hệ để có giá tốt nhất:
Công ty TNHH Thương Mại và Phát Triển An Hưng Phát
- Địa chỉ: Số 21 ngõ 298/33 Yên Ngưu, Đường Ngọc Hồi, Xã Tam Hiệp, Huyện Thanh Trì, TP Hà Nội
- Kho miền nam: 132/24 Trường Chinh, phường Tân Hưng Thuận, quận 12, Tp.Hồ Chí Minh
- MST: 0106786344
- Email hóa đơn: hoadonahp2020@gmail.com
- Email: hungandat@gmail.com
- Điện thoại: (Mr. Hưng) 0915360835
- (Mrs. Thu) 0936.053.984