CSF-5BP型壓力變送器
CSF-5BP型壓力變送器
CSF-5BP-型壓力變送器
壓力變送器采用HT系列平膜硅壓阻式隔離膜充油芯體作為信號(hào)測(cè)量元件,位于不銹鋼殼體內(nèi)的信號(hào)處理電路,將傳感器信號(hào)轉(zhuǎn)換為標(biāo)準(zhǔn)輸出信號(hào)。整個(gè)產(chǎn)品經(jīng)過(guò)了元器件、半成品及成品的嚴(yán)格測(cè)試及老化篩選,性能穩(wěn)定可靠,有效防止易結(jié)晶介質(zhì)堵塞引壓口的問(wèn)題。
產(chǎn)品特點(diǎn)
測(cè)量范圍廣,全不銹鋼結(jié)構(gòu),壓力接口¢50.4法蘭連接,防護(hù)等級(jí)IP65;
輸出信號(hào)形式多樣;
本安防爆型產(chǎn)品符合國(guó)家防爆標(biāo)準(zhǔn)要求,取得了防爆合格證,防爆標(biāo)志為ExiaIICT6;
產(chǎn)品已取得CE認(rèn)證;
產(chǎn)品應(yīng)用
對(duì)316L不銹鋼無(wú)腐蝕的氣體、液體壓力測(cè)量。
應(yīng)用于醫(yī)療、生物制品、食品衛(wèi)生等行業(yè)。
應(yīng)用于造紙化工行業(yè)、污水液位及飲料罐壓力測(cè)量。
性能參數(shù)
量程范圍 | 0~35KPa...~3.5MPa |
允許過(guò)載 | 小于等于額定量程的1.5倍 |
壓力類(lèi)型 | 表壓、絕壓、密封參考?jí)盒?/span> |
精-確度 | ±0.25%(典型) ±0.5%(大) |
長(zhǎng)期穩(wěn)定性 | ±0.1%F.S/年(典型) ±0.2%F.S/年(大) |
零點(diǎn)溫度漂移 | ±0.03%F.S/℃(≤100KPa) ±0.02%F.S/℃(>100KPa) |
滿(mǎn)度溫度漂移 | ±0.03%F.S/℃(≤100KPa) ±0.02%F.S/℃(>100KPa) |
工作溫度 | -20℃~80℃ |
貯存溫度 | -40℃~120℃ |
供電電源 | 15~30VDC(本安型經(jīng)安全柵供電) |
輸出信號(hào) | 4~20mA 0~10/20mA 0/1~5VDC |
壓力接口 | 卡箍式法蘭接口 |
外殼材質(zhì) | 不銹鋼1Cr18Ni9Ti |
膜片材質(zhì) | 316L |
O型密封圈 | 氟橡膠 |
電纜 | 聚乙烯 |
絕緣電阻 | 100MΩ 100VDC |
外殼防護(hù)等級(jí) | IP65 |
![](http://www.saiying.cn/Images/Up_Images/20146121337172795825.jpg)
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAgAAZABkAAD/7AARRHVja3kAAQAEAAAAHgAA/+4ADkFkb2JlAGTAAAAAAf/bAIQAEAsLCwwLEAwMEBcPDQ8XGxQQEBQbHxcXFxcXHx4XGhoaGhceHiMlJyUjHi8vMzMvL0BAQEBAQEBAQEBAQEBAQAERDw8RExEVEhIVFBEUERQaFBYWFBomGhocGhomMCMeHh4eIzArLicnJy4rNTUwMDU1QEA/QEBAQEBAQEBAQEBA/8AAEQgA6gHZAwEiAAIRAQMRAf/EAJAAAQADAQEBAQAAAAAAAAAAAAABBAUDAgYHAQEAAAAAAAAAAAAAAAAAAAAAEAACAgECAwIGCREGBAUFAAABAgADBBESITEFQRNRYSIyFAZxgZFSsiM0dBWhsdFCYnKCM1Nzk6PTJFSUNZKiQ7O0RcHC0tTwY4MWB+HxRKU2EQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwD9AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIkQEmZC9Vy8jIHoVSW47s1dW5ipcV+ffvG4CsNoo8kk85dpzFdxTepoyT/AITcm0592/Jx7HHwgQLUSJMBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQESJMBMvreUUrXCrC78oP3jWbtiUINbnfYVPI6cx7M05mW4iZPVy4O5K60XI14jyWNlVans1J3P4dE7IFbpbZWPve1CzaBfRioS+vHQkVFQOD8Dq2mnlE6dizW/dc2jiFupfsI1GoPj5EH2wZN9FN4CvwdTurdTo6H3yns/8A8JRsW7FtNjuK7GIHpWnxNvYFyEHmtpwDj3ftIHZu/wrKlV2vx7XFe2w6vXqCdRZzYcOTcfuuyWkuqsZlrdXZPOCkEjXw6TMtuyL8nu2U05Q+Lor87YGHxuSDpoQBwX3DoW0lxsDBrqUhBT3A8i1TtdAPu+fZx14HtgWpMr4VltuJVZcNLHUMeGnPlw7OEsQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREiBM5X5FOOm+5wgJ0XXmzHkqjmSfAJytvta00YoBsXTvLG8yrUagEDzm0Ou3wcyNRr6ow6qX70lrbyNDdYdzaeAcgo8SgCBz9Ky7fk+KQOx72FSkeJQHf3VEd31Vud9FY8C1M5/tG1fgy3JgZmaczDxbMl8xmFY12ipOJPAclOg15nskdOz+lJjbEz6si1Va3IsDrvY+dY7IvEexpwGgmnKGVTTnZldFla2V4xW6xmUNo/wDhICeXvj7XY0CasKvJU5GbUDfbxAI0epOaIrDipHbofO18U55K5OPtxqbzYuRqgF3lNSgHlWB9PKCj3+upI8rsmkSACSdAOJJmCbMrPyLENQpXJ0FL2nybMVfL2JoOdv232wXs8kQO1GNYcVXrQ2Yeu7Ho3EXVVgaI9VjHXUjjtJ5HThpoYezvyK83I39PZSpZfiyxGquuUBoyabhryXXztNQs06MlbSa2BrvTz6WI3AHkRpzU9h/46iZ2VvPWHap+4XHxO9ubQMrl3IQWrw3ACptOIPgMC53ebjfiWGTSOVVhItHsWknd+ENfuo9MyzwXAuB7Cz0BfbK3MfqSj0zJtTKuW4Jh4tePVZ6MzqwrZ2fVkbySqaDkeHg04iXvT+94YdTZGvKzzKfZ7xvOH3gaBzoz8y2vvfQiy7nUd1arHyHZNfjO6Gh26850+kqV/HVXUnt3VOwHsvWHX6s44bZ2Hi1Y92I1rVqFZ6HRgzAeU2lpqPE8Z2+k8Zfxq20+E2VWBR+Ht2fVgdKc/BvbbTkV2N71XUt7mus7yqLemZ42B6Moe91Sz6nGR9F4S/ilajxU2PUP7NbKIFuTM69MjE7t68qy0NbVX3VoRlKu6q/lBA+oXU85oQJiIgIiICIiAiIgIiICIiAkSZU6nmNhYdl1a77tCKkP2z6E+4ANT4gYFqTM+q3PXJqoutrcXU2WKVrK7WQ1Af4jajy507nqn8VV+gP7aBckSp3PVP4qr9Af20odN6hn5udn4oyKtMC1K2IpOrBl1P8Ai8PKDCBtxIkwEREBERAREQEieLr6cdO8vsWpNdNzkKNT2cZX9Nvt4YmM7jssu+Ir/vA2f3NPHAtyZmW5uRWdLsrCxT7x2Ln3S9X1pNOZlWHSjIw8s+9RjX9UNd9aBpRKfp1lXDLx3q/8ysG6v3UG8eyyiWKrqrkFlLrYh5Mp1H1IHSIiAiIgIiICIiBErXWWW2nFobaQNbrRx7sHTRR90w9wcT2a9Mq/0bHe7bvZR5Ca6F3Pkog8bMQJGLR3FW1m32MS9r6abnbix9jsA7BoIHuqqumsV1LtRddB4ydSSTzJPEntnSIgIiRA5ZN4x6WtI3EaBEHN3Y7VUeyTpIxKDRSFc7rmJe5x9tY3nH2OweAaCck/esw2c6MUlK/A13mu34A8n2S3gEsX3JRS91mu1BqdOJPiA7SewQK+X+82LgDzWG/J/Na6BP8A1CNPvQ0sXU131mu1dyns5EEcQQRxBB4gjlOWHS9dZsu+UXHfbpxAOmgQHwKOH1e2WYGe62b0x7n23DX0XK4asRxKuoC8fCPthxGh5Ukpzc2/qJ2pWLgmJcHY6oK03E1gL5Sv3p0128OPimzfSmRS9Nmu1xpqOBB7CD4QeIlGgZV6V5lLol+1qshWUlLGrYrr5JGm1gdPEdIF18XGssW2ylHtTgjsoLKOfAkaidJU06t4cf3H+zII6vodDjk9gIcf8YF2RM7D6zVlYtOQKbiLEDapU5XUjjtOnKdvpFPyGR+hf7EDtdiYuRwyKa7R92ob4QnH6LxF/Fd5T4BVbYi/2Fbb9SPpFPyGR+hf7EfSKfkMj9C/2IErguLa3sybblqbeiOK9N20rzWtW4bvDLUqfSKfkMj9C/2Jws67ipf6N3OS1+3vDWtDlghJXdppy1EDTiUl6nWyhvR8gajXQ0vr9aT9Ip+QyP0L/YgXIlP6RT8hkfoX+xH0in5DI/Qv9iBZstqq0711TXluIGvuzx6Zifl6/wC2v2ZndPFGbn9Rvtr3MlldKLanlIgpSzTa3IFrCZo+iYn5Cv8AsL9iB0VlZQykMp5EcQZMw2Apw+v0V+TVV3jVqOSmzGS1tvg1ZiZL42OoycZakXHOdQDSFATQ10Ejby4wNuJ81fTS2GVatSKcbPaoFQQhS5QpTwadmkuXVVHqjXFFNq5NKLZoNwU1HVQ3PSBsxPm2qqrxntrRUstws9rHUAM5D16FiOfOWWx8dFycZakWg5mMDUFATRlo1G3lxgbcy8395rzbudWNTbVV4DYVPet7Xmj8KclqqbplNDIppOYU7sgbNoyHAXby08U6VKqdAyEQBVVMkKoGgADWaACB3/3DD+bXfCx5flD/AHDD+bXfCx5egJhdB6TZg9V6xkteLFybxqmzboSovHHceXfaTdlTC+U9Q+cL/p6IFyIiAiIgIiIESvddZv7jHAa88yfMrX376fUXmfENWE5d71Iq1ANfawWtTxHPymIHYo4mUytGywPYfQaSxyrX0PpFnEOHIA4KRx04fa8gRAUoLX73DAusPBs+4llGvPuR2jxLovs8p4NeNeT8U/VHHBrHKmkHwDcVr8R2An33GW/R7svjmDZV9rjqx/Wsp0b70cPvpbACgKoAUcABwAEDPqpzKxpRiYuMvgDE+6EqUD3TF1OXaNMjDxclfGxB/svUw+rLF3UMGh+7uyK0s/Jlxv8A7OusmjOwslimPkV2uBqVR1ZgPGAdRAoolFLKqJZ0uxiAg8nuHY8l2qzV8fBwbwTzXZ3jm50GNczlK86v8VeVOwC1CddGI0Ab8B9SJV9Yc/qD9QxOidMUPZkKz5m4eSuOfi9Wbjt7fb0566TT9HfDq2Vr3uFt2vinyyiaaHu93nKPeHs83ltId6cgs/c3AV5AG4oDqGUHTch4ajw+Dt7J3mcoXSpO9LY9pV8LJ13MjEcELNrrqNdCeY8k+O1iXtdWRaAt9Z2XqOQcdq/csPKXxEQLEREBERAREQKdvx+fXQfMx1F7jwsxZKvc2sfZ0lyU8Py8rNuP5RalP3NaKfhu0twJiIgJWzLnrRa6flF52VdoU6alyPAo4+Pl2yxKmJ+82NnnzWGzG/Na6l//AFCNfvdsCxRSlFKU18EQADXiT4ye0ntldv3rM2c6MUhn8DXEaqv4AO72SvgnXLvairWsBrnISlD9s7ctfEOZ8QMnGoXHoWoEsRqWc83ZjuZz42J1gdoiICU+m8Krk7UyL/71rWf80uSnhcMjPXwXgj2GppP19YFyIiBl+rP9AwPzKzUmX6s/0DA/MrNSAnlmVdNxA1IA14cTyE9TA9dcTJzPV3IoxazbaWrYIvPRXDH6ggb0+ap9OHr1e7UucU4i1Lbp5AHk2A6/fhhKmPVm4eFiZXS+tBFyF+LwupcUd185EazbYoB7J9HQWPUmL6bjjVFtvm677NdPFAuyYiAiIgYOMcv6c6nXjWJX3lgL94hsHxdGLptCvXpr3nH2ppd11b+Jx/5d/wDuJn4eFj5PWervk1pciW0itXAbaTj07yNfDovuTQ+iel/wdP6NfsQMCmzPtw+v+XUQll62kq2rbatvk+Xw4DhrrL9wyPTLyCncenY+4EHfr3dHI66fUlajHXFw/WOhAFVWtKqOACvjrYAPY3S7Z+OyPn+P/l0QKL9/6Pk7ypT0XqHdgA6j44a7uMs2DL9IsDNX3/pVGhCts/F+Ddr9WcbvklvzXqP+csuXfL3+dUf5UChkDI9Ar2FA3oWf3moOhG+rdt0MtXDI9LvKlO49MxdwIO/XbRyOun1Jxt+RD5j1D4dUtWfjMj57i/Bogcqxl9xSS1fcenNoNrb/AJQ/bu0+pLCf0LK+9yvh2zynyGn583+peek/oWV97lfDtgdv9ww/m13wseeOuY/Vr8Bh0fJGNmIQ6kqrBwAdazvDaa+Ge/8AcMP5td8LHk9W6pX0vFF71WZDuwrpopXfZY5Bbao9hST4oHwlFvrdf17Fw7OptXmtW5aqxO7VAupKvWE2NqOTAEeAz73C+U9Q+cL/AKeifH5vW87qj0r1HpOf0miq1LHzqN4KKp/xC1K+QNdefDnoZ9hhfKeofOF/09EC5ERAREQEROWTcMfGtvPKpGc/ggtAz7LXstvsqOl1z+h4rD7UICbbPwSG/sgc52StLb1x6xpi4O0FexrdAyD8AcfZI8E5Ytfc5FFbn5Jia2E++tYasfH8UZZ6Yp9CrtYaWXjv7PE1p7wr+DrtHiEDvdbXRU91p211gsx0J0A48hxmNk3ZuYdhbuqm1C0VujvYFOj8d4Hk/bbvJB8kq/Cdes5G++vD3FK1Xv72HAhUJYHXxBGI8DbZVZjtbcqhdpOxtRXX3a6ujKvFq6V2jbwDMTrpA51467NuNjV2Vg66jdkVE9pVrLMar2dnseGeMmhEpLZWOtaJqysVeqtSO3yGy6S3YN3M8Oc7ZFaHdZaGZV4Gx9jlSff2ZQ7utj211pw9iVkFVl2lY0oqO53QV/GWKN4UHGHdWbB5ZRlDcNRrpAsdLW/p9tmTarWnLdFv3695UQAqV6sCToDw8oq32mhKq30NdiW1rbWQyOAyMORUjUGYL2ClbSQpRFKMtY0SzbUb2pXTjsety6a+a24a6aCW+jWvXbk9Psbe1DBlf34s8tj7PHcfBu05QOz0or2YNmox8rc9DDnXb57qp8Ovxie3yAE8U3uMmi6zhbZriZYHmi2sGxGHiPlaeHcs79U8nDa4c8dku18ArYM3urqJUzlKv1EIOK01ZdY8NtRfT/KSBrxIVgwDA6gjUGTAREQERECn0/nlfOH+ssuSnh+RlZtJ594tqj7ixFHw0aW4ExE8W2101vbYdtaAszeADiYFbMJuZcFD+OBNxH2tI4N7b+aPbI5S2AAAANAOAAlbCrcK2RcNt+QQzqeaKPMr/BHP7rU9sZru2zEpYrbkagsOaVr+McePjoPuiIHnH/eclss/iq91WP4+OllntkbR4hqODS3IrRK0WusBUQBVUcgBwAE9QEREBM3XMXqeSmMKyGrpsbvCw4t3icNoPvJpSmPJ6sf/ADccfqnP7SBxZvWHU7Uw9uvDV7ddP7Ejd6x+8wv7dv8A0TTiBl+rP9AwPzKzUmX6s/0DA/MrNSAmV6y9Oy+qdFyMLDt7q6wDTsDgHUoT2BuU1ZS6rmZGDhWZONiPnWoVC49Z0ZtTpryJ4eIGB8t1T1OsHQraeid5UtoFlvT7237nQg7kOp22eTp4GHtT6XCUrmBWBDDEoBB4EENZPz/Mz+p5t+R1q1c3FyMVm7kBqxTj7DoK3Wzbr4G4ceWk+56Tm352Y99+LZiOceryLdvHVrDuXYzcPZ4wNiIiAiIgZnTWrPUurqPxgyKi33pxqNv1jNOfP4WbVi+sPWUyG7tLHoNTEHRilFfeDXxblmp9LdO/Lr9X7EDOuKmv1jABBA8o666/ulc7Wfjsj5/j/wCXRKOPkLk4frHep1VntCnwhMdUB/uy7Z+OyPn+P/l0QKt2nolvzXqH+cst2/L3+dUf5Up3fJLfmvUf85Zcu+Xv86o/yoFS3T0IfMeofDqlqz8ZkfPcX4NEq2/Ih8x6h8OqWrPxmR89xfg0QJT5DT89b/UvPSf0LK+9yvh2zynyGn583+peek/oWV97lfDtgdv9ww/m13wseZnrvfTV0VVvoXIqvvrqdWJUqG3HcjDzWGnA/Umn/uGH82u+FjyzlYmLmVGjLpS+o8Slih11Hbo3bA/OOnYvRV6lfmtjW39Iwb1q7++4cbWIRW7rQbgD5WmuunHT7WfoOF8p6h84X/T0T5K3L9UBlnopwrUwVyxY+WC4oXLX4sjdrrt4bT2e15U+twvlXUPnC/6eiBciIgIiICU+rf0vM/M2fBMuTllUjIxrqDytRkP4QKwM7O13dV0870JNPDyyJqJpsXTloNNJm4tguyKbHHyvD+MXwNSwDKfYNxEs9MYnBqrb8ZSO5s+/q+LY+3pqIGR1L+qZYPm+htu8G3dUG/u6yBxtr7zze9cH8LN+N9rcE1+xrLXWKO7yK8zaWpdTRkKo1LKwKgaePcR422CVmUBgGYMNPPbXY5cDc+5ddqXeSVfUhXB5nhArvbZUtLbWbKICgVjWzce+9I2aatu7/TvCo83Se8em2hhWpdn7ytmewAWuzXIa3YdjFe91147dN3gnPUZF9l1hYoh21qwqB3ea9j12OurcNu6ttDxPmtpO9RXglZIIBK11hN+rDaWRMct3ZbkbXfXmBzgRUE3gcO71x+5HZ3Hf5YXTxdx9SdOkb/pKjXXccJTZr7/ZjbifuvN9r2pDVq4tXVUr0Zi1Z+LpBrNDWqRpoldaFE103NuO0ACXOj1NZdkZ7rs75tlaHhsCHYQB2cFVW8a+DSBc6lp9G5evLubNdfvDK9uvpS68zh2bv7Sc/qzt1TysJqe29kp07dLXVG9xSTKmcxZ+o7T5Roqxq/FbabAP8xYF/p/yDG/NV/BEsSFUKoVeAA0A8QkwEREBERAp3/E9Qou5JcrUOfuvPr19xh7cuSp1Qa9OySODJW1iN2q6DejDxqwBnrCyGvx1Ng23oAt6e9sAGvtHmPFpAsSpb+9Za444045Fl/gL+dUnteefwewztk3jHpNmm9uC1oOBd2Oir7ZkYlBopCMd9jEva/Lc7cWPseDwDQQOruqIzuQqKCWY8AAOJJlbCR335loK2X6bVPApUPxanx8dx8Z07BIyP3nIXDH4tNLcnxrr5Ff4RGp8Q0PnS3ASYiAiIgJTu4dUxW7DVentk0v/AMkuShl97dl0V4xUXY+trs4JRVdXrVToQSWPEexx7NQvRKm3q35TH/Rv+0jb1b8pj/o3/aQK/qz/AEDA/MrNSZfT+kYVWDRXTZaa1RdprvvVDw5qos4CWPozH/KZH8zf+0gXIlP6Mx/ymR/M3/tI+jMf8pkfzN/7SBn53qf0PP6ivUr6T3wIZ0UgV2EHXWxdDr45VpTN/wDfd6tfYMUYi3LTuOwjyagNvLztzezNr6Mx/wApkfzN/wC0nJuh4DXeka3i7bsNgybw2wEtt1FnLUwNCTKY6XjgAd5kcPDk3/tI+jMf8pkfzN/7SBciU/ozH/KZH8zf+0j6Mx/ymR/M3/tIGbjDL+nOpWY1aP3dgV+8c1j4yjF02lUfXTu+PsiaXedW/h8f9O//AG8q9NFWL1DqWMW0LWVXIbHZnZGqSvXc5JI3VkeL3Jp97V79fdED5eqnPrwuv/il3WXtah3MRuq3eS3k6+SeGol+70j02/Qp3Hp2PuBB3693Ry7JDfG4nX7q/KS02KhA84146VNp4fLUiemyKGGTkrYpo9OobvQQU0FdAJ3cuBgVH7/0fJ3ldnovUO7011/HDXdLNnpfpFm419/6VRoQG2fi/BrrK99tS4ZLMALsbPWok+ez2qUC+Et2S5dYg6o1JYd6+RS6pr5RUVnVgPANIFLI9I9Ar2FN3oWf3moOmm+rdt0lq70j0u/aU7j0zF3Ag79dtHLslc2V2Yz1VsHsqws9bEU6srM9egYDkTpLDX0OmTkrYrUDMxmNoIKaKtAY7uXCBFfpfcU6mvuPTm0Gjb/lD9uuksJ/Qsr73K+HbOS2Vr0ym9mAqGWXNhPk7DkOQ2vg0POdKmV+gZDoQysmUVYcQQWs0Igd/wDcMP5td8LHk9W6XV1bEOLbddQpIbfQ5rbVTr7B9sePnpI/3DD+bXfCx5fgfmp9XOrpe/RfRsu2t7CFzDkkYvdbi4seoJzA+686fbdFxFwjnY6223BcgHvL3Nth1ooPFm48Oyakp4XynqHzhf8AT0QLkREBERASJMQMp67KrLq6hrdjucvFX362bu9r8erFh4tVnauxKshcis7sXO2kN2C3QBT7Drw8RHjnfKpewJbToL6W3V68A2o0ZG8TD6uh7JTJo2OzjTAtYm9GO049wYuzMQeGrc9D5J8rkSQGhdVXfU9No3I4KsNSOB8Y4ifN9RORhWrhghmtDMuRWEFtVBOtzsoA4Nrx3eRuO7cvADZuzbMGp2zmUoqkpkKrbToP8VVB2ezrofFwEzvVrp/UlvzOrdYA9Oy2CIqkFa6V4hU0J0BP1gecDgGqStAl1VNQHxakjHQD7ivKquXQ/cN9mT3yislr6rahxIB7+rX/AMxaK8er23fSbbdL6czFzj1q7HUuq7G1PbuXQ6+OTX03p9TixMesWLxD7QWB8O48dYGbiY+TmaeS9OOCD3jse8cjzSBtUeTpwA8gc1DHQjZrrSqtaqwFRAFRRyAA0AksyqpZiFVRqSeAAEqNe+Up7kmvFA1fKPDcvb3WvZ93y8GvMB4a5HezNs1OPiFlpUcS9o8h2A8Outa+34ROdNLnIops0NqfveYRxHesDXWn3o46feiet1elVgQjGq0XDxwNrWWaEBtrachy14c3PIEWsWhqlZ7SDfcQ9xHm7toXRdftQBwgWIiICIiAiIgVep/03L/M2fAM8vVand5WOu6xVC21ggd7Xpy1JA3LrquvscNdZ66n/Tcv8zb8Az1aLzhsMYgXmv4snlu04c4HGh1zskZK8cfH1WnUEbrSNtj6H3o8j2dwMs5F649LXMC23TRRzZidqqvjYnQTxhtj9wqY/krV5BQnVkYc1fifK/8AvK4vpyepdyXGmLxRCeNlpGjMvhFYOnDtJ14iBYxKGpqPeENfYTZcw5Fz4PEoAUeICWJEmAiIgIkSocx7Sa8Os2fa+kEDuVPLXiyl9PAvsaiB1yMjuitVY35FmvdV66a6aasT2KuvH6mp4ScagUVlS2+xiXtsPAu55n/gB2DQdkUYyUbm1L2vp3lrabn05a6dg14DkJ2gJEmIFPpP9MxfzSfWlyU+k/0vF/NJ9aXICIiAiIgIiICIiBnY+NjX5Of39SW7cgbd6htNcfH101nf6N6d/CU/o1+xPOF8p6h84X/T0S5A8V111IK61CIvJVAAHsAT1JiBETE9bs3Lwuiu2ELfSLHRFelS71rrud9B9yDznzuJ1LqX/tbN6pi9Xuvtpbbal9KrZWfJUKur2Aedrrx15cCDA+9iZ/q/bbf0PAuuc2W2Y9bO7HVmYqCSSZowImXnfu1ebVyqyqbbK/ALQh7xfwh5Q/CM1ZU6nhnNwrcdW2WEE1P719OHtHkfFrA5/wC4Yfza74WPL8zaxmem0m9aa7Ex7VqrW1nNmrU6k60poBoNefOde96t/DY/8w//AG0C7Pn/AFf6pkZvVus49lK1pjXgFwxJJA7kcCO0U6zT73q38Nj/AMw//bSl07p/UcLOzsoUY+mfaljAXvqoVQp//HGvHUwNmTEQEREBPLsURmClioJCjmdOwSZh+s3TuodT9Cw8a+zHxbLWGZZTqHACMaydPtdw0Pj0gfMYfrz1ZczyUfqr3qS+AlRpbFsB4qjKLWcDjzHj4cZ9fgZY6phVdUwQabbNe9ps1AZkJRqrPBoR5wGvtcJ8ffVe3VMHoeR3tvUcXKtC5dB7vIbGZK3rte0Ec1OjdvA8dZ9tXTR0jp9eJhJwX4vGqJJ3WMS3Enjz1Zj4NTAoo4ty/RsM7a8UrbdgXHYe8HFUq58E4N2prs2kDUzt3uLQdEvPS2PPHuCion7gN5Ps922nh4y6mBj+jLj3KLtDuZ2HE2Hi1niJJ7J59Dyavk2S2n5O8d8un32q2e6xgea7Oosu6q3GyV98u6v6zWyLLOoIu667FxVHawaz6perScbMC121s6fg3t79iUPuGiz68VYNyNrVgYOM3v11c+4KavrwIWyi5hpa/VHB1WtAncKw7SVAQafdMT4OM92M9lorySt140KYNRJrU/avc5XXQeEgDwKW0nf0K+35Vksw/J060J7qsX/vSxTRTjp3dKLWvPRRpqfCfCYHKjHdXN+QwfII27gCFRCd2xf+J5nhryAlmIgIiICIiAiIgVep/wBNy/zNvwDO9f4tPYH1pw6n/Tcv8zb8AyMfOxrLBjoxLgEA7WCsycHVXI0JXt0/4GBz6gjAo+O5rzLCKqiumjc2+MBB3Kg1bw89pBM55WHjhun4pXdWtrcSfK3d1ad+4aHdrx3c9eM9Jjp1C05tjOtehTF7t2r+L18p9UI17wjUfchfHPNuJXRnYLI9rE2uNLLbLB+Jt7HYiB39DyK/k2XYoHJLgLl91tLD/bjf1VOBpotHvhY9ZP4Jrf4UuSIFTv8AqfZiV+3dw+pWY06rZwJoxx4RvuPta91LcmBT+jq7OOVZZlfc2ECv2DUgVD+EDHSAB0vFA5d0v1pclPpP9MxfzS/WgXIiICIiBT6T/S8X80n1pclPpP8AS8X80n1pcgIiICIiAiJ4ssrqRrLWCVoNWdjoAB2kmB7iZWN6ydGyqMzKqv8A3bBOl9zKQvLXydRq3g5ceyeafWfo1uHdmd8a0x9ve12KVtXeNa/I5neD5OnP2dYFbJ9YendIys9cvvSxvVgK62Yaej0fb6Bfqzt0r1p6d1Suy2ivIVa228aXfXhr/giwD2zO3Q+o9P6nVkZuBd3qXWhnUqVathXXXtYH7zWaK11oWKKFLnViABqfCYFb6Uxfe3/y1/7KPpTF97f/AC1/7KXIgYnVrWzqa0w8vLwLK3D768W5twAI2sDXy/8AGkzcnpaXdOysNcmzveoObM7IfAyCXPDZsVNgTbp459bEDG6RcnT+nUYNz23HHUVpYmHkV6ooAXUFX4+37Uu/SmL72/8Alr/2UuRAp/SmL72/+Wv/AGUz+q+tnTulGnv6shlu3AEVMmm3T8t3evPsm5PDV1syuyhmTXYxAJXXnoeyBh4HWcLq/V8WzE7zRMbJ3CxGTm+NpoSNp5dhm9KVy69YxH183HyRp7L432JegIiICIiAiIgcM30sYl3oQU5Wxu4Fnmb9PJ3T4jK9aPWPJsGELaOkZVO9HsIWyrIvQkGtLHV0TTwE6+Psn3s+Zs9S0fPybBm2r07NdrcnBABDu3E6M2u3jrxA104AjnAv9Frq6hXi+sN1Ir6hk4qVvp5oXUv5IPvidfY0lzH/AHrIOWfxVe6vGHYeOlln4RGg8Q1HBpWTCrwal6ZhWWBLidqs5b0egab+7J4jnovHgT4BpNNEStFrQBUUBVUcAAOAAgTJiICIiAiIgIiICIiAiIgIiIHHKp9Ixrsfds71Gr3aa6bgV109uY9mM1O2l6r9CzBnTW2tKn1Nhq2LuUt5unZrw10m9IgUx1Tp6AKz9wo4AWo9IA/9VVnO3KxcjLwDRclvxr+Ywb/Bt96ZoSlm1omRi5Xdk91YxsdELMFat0+1BbTUiBeiZr9f6WlvctZZ3gG4oKLidPDwrj6f6Z763+Xv/ZQNKJm/T/TPfW/y9/7KPp/pnvrf5e/9lA0pT6T/AEzF/NL9acquu9OvVjjm25k4FEpt3a+Digljp9L0YOPTYNHStQw4HQgcRwgWYiICRJkQKnSf6Xi/mk+tLk+R+l/WrH6bjjC6OHRa1C2mwW7hpz7qsqwm3g5vVbcKizIwSL3rU2DeqaMRx8huI9iBpxKfpOf/AAR/SpHpOf8AwX61IFyJT9Jz/wCC/WpHpOf/AAX61IFyeLXrrrey5lSpFLWO5AVVA1JYngABK3pOf/BfrUkHIziCDhag8CDakD85oU5vRPWHHw3Ft7ZS3rShDPZStnlMqjiQNQdZa6T1DCwOp53XsnS3Dpooqx2GhD5Xc1jZWffKu4HTkDx5z7pbMpDqvTwp8IsQR3mVtCfR42g6he8TTX2IGF6i34V1eY2KDZZY635eRoUQ3Wl27qtCNdqDt7deQn1kordmJrswAuvPSxBPXpOf/BfrUgXIlP0nP/gv1qR6Tn/wX61IFyJT9Jz/AOC/WpHpOf8AwX61IFyJT9Jz/wCC/WpHpOf/AAX61IFyRKnpOf8AwX61Jldb6r6yYr430b07vd5cWqdbRw27eNZG3t5wNW3+q435jI+Hjy3MTp2X1bJ6lR9JYAwWXHu2kWraH1ejXgvm6eObcCYiICIiAiIgIiIHNaUW2y4cbLNoYn3q67VHi4k+2Z7kxAREQEREBERAREQEREBERAREQEREBOORk04yB7iQGO1Qqs7FtCdAqAk8p2lDqdtdLYd1ziupLwXsY6KoNVqjcTwHEgQMvKzBR1X06qxqqrKmR2sw8hwrbqwB5OznpOy9ascarkhgCRqOnZZ4qdCPP7CJc6tlYwwSDauthQ1gEEsAyt5IHPhx4Tx0zqGCKWrbIrSw3ZDBHYKxVrrGU7W0PEHWBX+mL/4j/wDXZn/XPLdcZDtfKVTw4Hp+WDxO0fb9p4TZfIx6132Woie+ZgB7pmL1HPwrMpWrvSxAKdXRgyDbkVu2rLqBoo1MCekZVWJTfflvYGtd3Y+jX1qqB3YMdwbnu14nhN2Z/VsnHPScrS1D3tNiV6MPLZlKqq+Ek8ABNCBMREBIkxA8VVV01LVUNtaAKq+AD2Z7iICIiAiJEBJmXV1c5fWLOn4SrZTh/L8gk6I7BglNY7W1GrHkBw5zt1Tq+H0mlb8zvBUddbEraxV0088oDt59sC9Ey+k+sPTesswwDZYqA7rDU616jTyd7Dbu8rlznnM9Zel4uW2CptysxBufHxqnudR91sGg92BrRM7pfXemdWNiYdut1J0uodWrsQ8juRwDwPCcusesvR+iNWmddtttGq1IC77ddNxA5D2efZyMDWkSt07qOF1PFXLwbRbS/DUcwRzVgeIMrZ/Vh03Ox0zAqYOWRVXkctl/EhbPE45Hs0OsDTiRJgIiICRJiB4NSG1biPjEVlVvArlSw/uie4iAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgJ5ZVdSjgMjAhlI1BB5gieogUh0fpCklcHHBPMilP+mVn6X0w9TrQ4dGw0WEr3Saah6+Omk1pSyVyUza8mmnvlFT1sAwUgsyMD5X3sCB0XowOowMYHwimv/plfpvTOmvjMWxKWPfZA1NaHgL7ABy7BPdXVr7WrVMJ9bVd08uvlWyo3b4WEs9Pqtqxttq7Xay2wqDroLLXsA19hoCnpnTaLBdRh0VWjlYlSKw9sDWWpEmAiIgIiICIiAiIgJXz7nx8DJyK/PqqssX2VUsPrSxPLKrKVYAqw0IPIgwPl/wD47qVfV83nyrci+x7XPFiRovE+1ND1w/8A5nqH5v8A5llT1ewrfV/Nv6PYC2FlWNf064bmA4eXQ5+1ZVXUeHifFLXrXT1HK6Rdg9PxDlWZS7CwsSsV6FTqe8Ya6+KB8/6pZVuH6i9QyqeFtLXtWRx0YVpofaMf/GFKNT1DNcbshnWs2Hi23TeeJ8JPGX/U7pfUsHpd/R+rYBrpuNjGw2VOjrYqoUIRy3Ea9kz8avJ9Qb8p7qXy+jZTr3V1ZBsrZd20WKdo1IOmvLh7UCl6yWt0v1+x8vG1D29w1ij7YN8Sy+2qz6nrXSuiYuB1PqWfUuQ1itY1l+jsrbdlddRYeTx4L4zMTomHX60dcPrLlPWlNDqMfDDBrNa9Qht97x46dvsc+vrLR655/UlODhD0HEfdjq70MLHXlcyO/wDZBHDnzgXP/j7pWZ07pFr5iNU2VZ3iVNwZUChQSp5E/Ylz12pS71Yzg/2iq6nwMrqf/pOPqri+sQvy831h1GTYK6qV3VlRWu5jotJ2829mevWinL6t3fQMPVVuKW59+g21Y4Y7RxI8p2XgB4D2QL3qzk25XQMC+8k2tSoZjzO3ydx9nTWac542PVi49WNSNtVKLXWvgVRoJ0gTERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQERECNBEmIESYiAiIgIiICIiAiIgIiICRJiBE8XU031NTei21ONHrcBlYeAg8J0iBkUeqvq7j3rk04Fa2qdytxIVhxBCsSBpNeIgJEmIESYiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgf/9k=)