一、概述:
轻型交直流高压试验变压器是根据机电部《试验变压器》标准在原同类产品基础上经过大量改进后而生产的轻型交直流高压试验变是在(G)系列试验变压器的基础上按照国家标准《ZBK-41006-89》经过改进后而生产的一种新型产品。本系列产品具有体积小、重量轻、结构紧凑、功能齐全,通用性强和使用方便等特点。特别适用于电力系统、工矿企业、科研部门等对各种高压电气设备、电气元件、绝缘材料进行汇频或直流高压下的绝缘强度试验。是高压试验中*的重要设备。
二、产品结构
轻型高压试验变压器采用单框芯式结构。初级绕组绕在铁芯上、高压绕组在外,这种同轴布置减少了漏磁通,因而增大了绕组间的耦合。产品的外壳制成与器芯配合较佳的八角结构,整体外形美观大方。其外部结构图见图1,内部结构见图2。
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)
变压器外部结构示意图
1—短路杆D 2—均压球 3—高压套管
4—变压器提手 5—油阀 6、7—次压输入a、x
8、9—测量端子E F 10—变压器外壳接地端 11—高压尾
12—高压输出A 13—高压硅堆 14—变压器油
15—铁芯 16—次低压绕组 17—测量绕组
18—二次高压绕组
在试验变压器中,a、x为低压输入端子,E、F为低度表测量端子,A、X为高压输出。
三、工作原理:
轻型高压试验变压器为单相变压器,联结组标号I.I.用二频220V(10KVA以上为380V)电源接入系列操作箱(台),经操作箱内自耦调压器(50KVA以上调压器外附)调节至0-200V(或0-400V)
电压输出至试验变压器的初级绕组,根据电磁感应原理,在试验变压器高压绕组可获得试验所需的高电压。
1、 单台试验变压器的工作原理图见图3
![](data:image/png;base64,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)
图3:单台高压试验变压器原理图
2、单台试验变压器工作原理图见图4,图中高压套管中装有高压硅堆,串接在高压回路中作半波整流,以获得直流高电压。当用一短路杆将高压硅堆短接时,可获得工频高电压,作为交流输出状态,取消短路杆时,作为直流输出状态。
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)
图4单台交直流试验变压器原理图
图中:D-短路杆 VD-高压硅堆
3、三台试验变压器串级获得更高电压的结线原理图 5。串级高压试验变压器有很大的优越性,因为整个试验装置由几台单台试验变压器组成,单台试验变压器输出电压容量小,电压低、重量轻、便于运输和安装,它既然可串接成高出几倍的单台试验变压器输出电压组合使用,又可分开成几套单台试验变压器单独使用。整套装置投资小,经济实惠。图5中,在*级和第二级的每个单无试验变压器中都有一个励磁绕组A1、C2和A2、C2。在三台串级试验变压器基本原理图中,低压电源加在试验变压器I的;初级组a1×1组,单台试验变压I、Ⅱ、Ⅲ的输出电压都是V。励磁绕组A1、C1给第三级试验I Ⅱ的初级绕组供电。第二级试验变压器Ⅱ的励磁绕组A2、C2给第三级试验变压器I Ⅱ的初级绕组供电。第二级试验变压器Ⅱ和第三级试验变压器Ⅱ的箱体分别处在对地为1V和2V的高电位上,氢箱体对地是绝缘的,试验变压器I的箱体是接地的。这样*级、第二级、第三试验变压器对地的额定输出电压分别为1V、2V、3V、其额定容量分别为3P、2P、1P。
试验变压器高压套管中的高压硅堆未画出,其原理与上图相同。
四、使用方法:
1、试验变做被试品的工频耐压试验使用接线原理图。
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiMAAAGUCAYAAADnDSLhAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAIABJREFUeJzs3X983WV5P/7Xdd3vk6SlLW3I+Znk5DScQTmf2RY2+bF9pEWnwFTAHxPQTUX9CooTmZvo/Awsurm6OYRNwR/IDxWUbQJOBXRKyyZr2YAWZywa05OkSU5O0rRN0zTJed/39f0jOZBCk5yk51fa6/l48NCc9/t9v6+Gaq7c931dN0EppZRSBWmJha5xTr4A4nGIqzOQ1wGAsNkCAET+Nc6Z9xHR70Lw6c6+/hsrGrBSSimlji/N0dAz8VgwCwAtsbA0R0PPAEA8EropHg2NTN3zk+Zo6PuVjHOx4UoHoJRSSi0WBtjE4D+Nx4LXTn20DwDYyENEdFKiMbiOQGcbom9UMMxFR5MRpZRSqkDpvuzDIH8lgf8JAAxwGwCkewZ2isghZ+k6ERfguolHKxvp4qLJiFJKKVWgxsbwOQBv6+ztJyf4Lye4v7V11ckAIMB2YrqKiLZ3dOw7UOlYFxNNRpRSSqkCtLauOpmd/Iez9OTkJzJETEtkJFA3+bX7HgCw8NcrFeNipcmIUkopVYCOjn0H2MlmYlraEgsLE71eBLfszmb7AcBQzaMi0stLxx+qdKxKKaWUOo4lGoPrEpGGDZNLNkfKL9kopZRSSqlFhCodgFJKKaVe1BwMvhMAugcG7m2OBv+NQKNM3o3p3t7nKx1bqWgyopRSSlWRpmjwJwCwp2/gNfFoMEvgoIM7AKDXiNnsLVv27fb29vEKh1lUuoFVKaWUqnJMfDITn+GTvW3i0IGeeDT4+UQk0lLpuIpFZ0aUUkod95rr66/nusA/VDqOQuSc9DLJrukzI0f8tBZARCwxGSK3Pt0zsLNiwRaJV+kAlFJKqVKjGmoQASBy07GMw3BbihPR0VmCGMLn5GhzBQI4Zw+TYSeQxy3RZ3qOg0QE0GREKaXUCcGMEwGdfdmbKx3JXJqiwdEjPiCBFTnAwAQzf4F93Lk7O9BfofBKQpMRpZRSxz9C2Dr0VjqMeSOkndCvPaLb0r3936l0OKWiyYhSSqnjngjqwHas0nHMV1fvwNmVjqEcNBlRSimlymx1KBQWdmuOelHkZkcm2RwJ3dqdyV4HAMlksnb80PB3jbjPpTODW6d99ihBHu3qG9j80vHNihX7X1oCHI+EHgCwwsH+1Z7M3v9+6atj0VPu8QD3QijWBA27v8u/s1Q0GVFKKaXKzDH+WIivFsgeECIMPsM5NwZGHwRpkNSU0iEmlJZzKd7e3t4/Fo+HlhsyXeGPkjODnVH9m/DUytIrg0EQ3t8iFje/oGHgMACdjLcqMH74hHw7d09fX/Wf69xPRHYt1eYvOzlmjobZ192SPO0QnAe6cjOQjBCAADg1WOKASgpDM0WtqrlFLquNccCd0p7Dbu6R08tdKxTNcUDV7IhG84oQ4GPSjibibCPzHj3nzJ7upQKOyzpJm5Dg5whGELLPFIAg4QA3rhZznBrMl3ao3HQv8jTiIgdAEYAwAmvsAJDgrEwbolEjDn9/T0b88/H4+GBSJ3Mdw9YBOx1t1NRP/Wlcm+rZTfB216ppRSSlVAPBq6yxA/SuAgATUCuRzE40T8ZyK8I94YeSsA7M5m+wNL/YjAfQgMgGSUbc6JYAtZ9DuRtHNujEQuS/f2Pp+IRFrikdBNAA0BNEBCPwTkYUAeFnEDJJLxxF3qMV63ZMnyHdNjmkxr5AoHesQ5d5cQlWUFRZdplFJKHfeEJAGhdKXjOIIx/+6sXUeCdpA0MPEFIrjdinuYBN8jz6vN3yojgTrx6G8mp0CEmD0PhFeRISMQOGLfQl4N4GHATwjx+SRyDoh8IflThgnlx3Ii4y/uARkEADRHQ9+Hld92zh0iocNg+QUcJZmkXpzd2BwJdRsjbyhVgzWdGVFKKaUHx7AQAIIQnQ5GZWkT9g8JeIiNnP7QEml2mswTMkkz+zSegUIjLiaFSsG4KTfyORQ7VLV3wMANKZwa3dfdnXgGSUyE0YktdJzt0hcAMkchkzNSUikZZEY3BdPhYSdy6YIuTohwJZIeI8IWkQol0w3v84QhgSKFk1kiYjSimlVAU4Q18lwcMkeBiQXVMf/ydE7oXgM2ATAQBalhtj4IMC+TUAiGC7wB4ysG8UomUA/YEhuvpoh+eJ0Err6H/g0atFaKUF3eus/2tLcr+12Db9fBti+GTklwAExDkBCYAMS+43kwG7kiUjukyjlFJKldFUSe59cLJaXtx6Gpn6L/9XCOtJsMwCkURjcFdHx8BOAA83R0P5VvaNAuMsyY9J4AtTzop8ozkauoEc3djV3/99ABCh/yHgtQL0AGgl4Jss9m54vF8EO0D8YhEvw4lgiYCuI4NaEYEhqhO4jY4C/9cTBEr5PdFkRCmllCqj9vb28UQk8j0Hl5j+uYgAwOR8BAByAhAlAOwEAAJ2OpFeIpwOIM3Cn/eWLfu2c3vr/NHADUK4iIl+nh8vsCR3pRutvYycexSY3Aibv5aIhi5zJJ8kSAJApwg/xU6eDSw/+TMThw5+RCx+KCxvZoOHuDaXdqO1l6Uzmc7SfVeUUkqp41xTNPiTpmjwJ5WOQx2d7hlRSil1/CNJULVV06gXaDKilFJKqYrSDqxKKaUWnVVTN6IPtuZzky992AiPuwCKeZ8b2j3+HIiHlmd3//vxUzTlUY3cCqlFJq0RkeyLyD2HyBDS0p5H6CAYBTAPxO/jMr7qcvXLdYlzOyDYAmIxWgyYhSSqlFhz06lYiXNESbap5++uncXPc3Rk9pZ+Et3ZmB9x3tenMs/C9wOK/4kapC6J4RpZRSi46Qd4aFayskEQEAIiJMO1DuZdfhnjeMWDJZv6J4UapCaTKilFJq0RG4NQTeNfedhWErOwFgbCywplhjqsJpMqKUUmpRSaVSNQacIriiJSPkTSY2ntj1xRpTFU6TEaWUUovK4QODa4AXZzOKYcnJDbsAwDlzerHGVIXTZEQppdSiIr5bA7w4m1EMbW1tExauTSC6TFMBmowopZRaVJyhdcCLsxnFQuBdIqTLNBWgyYhSSqlFRcBrLFxbW1vbRDHHJbhdWlFTGZqMKKWUWlSKXUmTpxU1laPJiFJKqUWjFJU0eVpRUzmajCillFo0SlFJk6cVNZWjyYhSSqlFoxSVNHlaUVM5mowopZRaNEpVSZOnFTWVocmIUkqpRaNUlTR5WlFTGZqMKKWUWjRKVUmTpxU1laHJiFJKqUWhlJU0eVpRUxmajCillFoUSllJk6cVNZWhyYhSSqlFoZSVNHlaUVMZmowopZRaFEpdSZOnFTXlp8mIUkqpRaHUlTR5WlFTfpqMKKWUWhRKXUmTpxU15afJiFJKqapXjkqaPK2oKT9NRpRSSlW9clTS5GlFTflpMqKUUqrqlaOSJk8raspPkxGllFJVr1yVNHlaUVNemowopZSqeuWqpMnTipry0mREKaVU1StXJU2eVtSUlyYjSimlqlo5K2nytKKmvDQZUUopVdXKWUmTpxU15aXJiFJKqapWzkqaPK2oKS9NRpRSSlW1clfS5GlFTfloMqKUUqlbuSJk8raspHkxGllFJVrdyVNHlaUVM+mowopZSqWpWopMnTipry0WREKaVU1apEJU2eVtSUjyYjSimlqlYlKmnytKKmfDQZUUopVbUqVUmTpxU15aHJiFJKqapVqUqaPK2oKQ+v0gEopZSqrESkYYMlvuWFD8QdBvGS/JcEWBF4IAgAENEh48tbd2ez/aWOrVKVNHlsZaeYFypqnqpUHMc7nRlRSqkTnaH9RNRFoLUAIgR+ggQ7APptAk4juMcJeIiJzgRJI5z8Oy3LjZU6rEpW0uRpRU15aDKilFInuHTPwE529KCDOACZrkz2Ewx3D8H5IBnt7Bv8WFcmuwkAINTTlclu6ujYd6DUcVWykiZPK2rKQ5MRpZRSVamSlTR5bW1tE9ahVytqSkuTEaWUUlWp0pU0eUSyQytqSkuTEaWUUlWp0pU0eQTSipoS02REKaVUVap0JU0es30e0DNqSkmTEaWUOsElk8laR/JqBjGASPMpp/yuJawXEENoaXO04VWJSORdAACSxkQ0dGmpY6qGSpo8n8wOQCtqSkn7jCil1Anu8OGD6w25M0ToOQBADd8E4CQi/K8IGMSfsbABCD0LECzw4dbWVVtKWVEzWUlDFa2kyaury+3KjQa0oqaENBlRSqkTXE9P/3YAZ1c6junEd2tgTEUrafLa24eGmyLhXiKtqCkVXaZRSilVdaqlkiZPK2pKS2dGlFJKVR0Bn25hf1GsShoREYLIXPclIg3nH+1zJ3KQiWItjasuJmsOFSOmhZKcvNL3+MoA06chbt9kgLzSMQpOlhhuSzoz+ETJgpwnqnQASil1IljdGFprLS4r9H6BO12IIgBAYs+18PYzSVXMEsyFnXJLxiytdByLnXV4EuSO1nY/wkQp59yTIFpQW37ycU/3wMC9xxhi0ejMiFJKVSECP0+C5wEAwusY6GPQ1krEIlbSxki64AcIgLMLfp9jDpDQv1uy3/AcvrbggQB4y9yO9vah4cboKe0svKU7M/C+hYzT1BR5pXHyFIl9f7pv8KvHEtOxip9yyp9QrXdvLddc8Zve3u5KxlIsmowopVQZ7O7JPgfguYU82xRreBc57OzKZG8uclhVaXVjaK0D4Fl8P91fnKUEIiIILXg1oK5u4vncaAAOpuKbWIWZCICIHDerG7qBVSmlVFWphjNpX9fWhYz6gpHU1GlFJKVZV6TJ04qa0tFlGqVU1Uomk7W5keE/d4S3AIBj+sCSJct3TBw6+BEWyzmXuaow3XAUB33+CtlY1WFYuA17gqOJPmpQi0ixl/mEzWr2hvHxqefi3RGFznLF02VaVSkb09i5kmI0qpqpRMJmvHDx14FqDVJPhbMP2BcfKz8dHhDzHR31q4XGNjeBc5+XsA44lI5KF0JtNZ6biPB62tq072RwMfAQAG313u72u1nEkz3WRifGA5iPNn1DyVvxZvir5DnPsmMeCE/aZo8A17+gYeq2C4i44u0yilqpI/MhIh0G+BZdhbmvsCO/v/iMi1gEHQBQWzuxS0QcC1+riUhxrA6FwrmxwC4w3giSDzu4XyYikZZyvb+azqSZbnzk4NeF6L3Ay8+oEWs/CgCBpcvrQLKPQJ+tRIyLmc6MKKWqUjqT6UxEIu9zsJGOjn0H4pHw1QTAGnrUczBE9Ff+aOAjzFQDhy3AZMkjjDkXjP7KRv9yjmjME7ttvs9ZgojjOhAizdGGVxkpTn8oBwoDdLHAjRDzw+xcDgDGgQsCoIhz7vsEeo6YrnLOXZ2INDxa6NjH0kyrms6kOQK7N0JYRACRI8+oMSxXOYvLJkaHbyJwUCBPzTSMOjpNRpRSVSudydwDAPFY8FoCrhRxH+/pHdieiDTUCZm/IqZPiUhPZ6a/EwBcgN4lkDOJsKOogRAiBpw6liEMACEz7+cYgJAAghiR+cOiFHNONSIlIhAMHPCnwpOxBfLvXJqfTN1KTJ8QmE/M4w0LjrKazqTJS8Rip1vn1wrjEDm3VIiOqKhJ9wzsjEeDFxH4UwBghP+5IoEuYpqMKKWqWnM0/KQ4nGENzg04k0k0Btd5S07eNn5oOMdEAQAPT7+fIM/u6Rv8gwqFWxJNsYbfkPCWrr7+9851bzJZv8If4VkrPqzQ+9nwO1zObodHKQYvJ7EbjrjHuU/BeGdCZAlE/oQhR51tcswBa2Wz57v7KUD/Pb8/2dHGk7XkBI7oLfFIqOCOtXOy7mQHrItHQjfO91F/YuK1HOCAWDcCJiOU+93p11eHQmEh76F0b+/m5mjo+0TytdbWVQ+V8lTj440mI0qpqjS5gXX4USacJyJ3GYuLHLsPwdI/tbe3b2qOhv5DRDYy8KMXHqKFN7U6XkxVecy6TNIcCb1NrDtMhk8FZLdA1nZOLa1Mbl717jBccxUEEJa0E7o+3df/e0cfq+FbBjjD1cjPu/v2HnODMt95BzzIrxy5/1vMA0sIbokDR0GyYe67jyQBegUgFsAyAhE7HJFkWIM2cbllAGqJqIYAz43WrgSgyUiBNBlRSlUlOzy8Ega/DwDEdNXkpwQhjAGAYfuAs+ZcXprbUrEgy8TAtDrIlmKMlUwmaycOHrjKMQ4y8EOAXgUQmqPhA4bM2f6ofwUxXWHFLTPC/wIAArfpaGOtbgytdUJvF8ld19039KOj3TNfvf39fwfg74ox1nSN0VPajciW7r75tYNPJpO14yMHhpnorfAkLYIdQODH0+8hwidFcGs8Et5JwFpxuL9TN1TPi1bTKKWq0u5stt+Q9wpyduP0f2pOWv4FAEj37P0yg1M6FT4/7e3t40aolSzS4nChQAYEdgdBvustXZpm8N0i6GCiNwjL3YB8YKYyVStyuVg76rnAt8v8x5g3IiJg/jNnY4cObGTmGke43neITH38yun3dPZm7zAwpwnZrxPMmq5M/9uLEvQJRGdGlFJVK93b+zwwdVjcCwZfvK6/fS7I7my2H8A5L7+SBYBOAKcWMo4TPmAMlgpJJP/w8WYqEZuexBw1oZn6u6iN9xZIZ0aUUkotSN1JuTssbEfO0u2t0Wi80vGoxUtnRpRSJ5TWcDg0we5+AGDQLsjcPUnYYQfY7Z/rvvxx9cWIczFobx8abg2Hz5uAPGLZdTaFQ88w20fEytbu7NCP5x6hfOR4OuL2OKTJiFKqKrWGwyHHcp7U2OHOzr2PH8tYyWT9ipqayFhbW9sEL8+N8Yh35NkhLLVOcO5MzzuDDQABjlYaQ2fNdF9u1KAlFp4zHuvwJMiNXJUfE7bB0RgAiMP6eCT0VzjKMgHDbTnqewgCAKFYy7ann346N2dgC9DR358F8DuJSMP5zPI6B14Hog82NYUv2rOnvyqafyVCoUss+SsgUw1WVNXRZEQpVZVyzl3Ehu9xh+VwItzw7nT/4AMLHcs/zFfkRvd+eXVjaF17e/Y5ADcXMdSXmavXhwcAAkAQccQzH0k/7UenMCIObsPRypcdaLJclSRhYFrzn7MInPij2a6utQB+M/8/SeGmuq4+kUqlag7t3zvufLka089viQZvENDlc41DRIeML2+d2tdyTFqj0fiEsw+KobNEvH8247k7j3VMVRqajCilqhp53lMC+k6isWFlumfwKwsZw3d0Och2dPYMPlfs+I6mkF4f89ESC9/MwKPdmcE5m55N1xwMvpMDgXsMcUlmRY6mra1t4mizQwK6nAVnzlXQ4pw9KIw1wLG19G9qCp+dy/mPENM2I9zS2dfXdSzjqdLSDaxKqarGzt0oIl8SMV9ujoZ+0BoOh+bzfHO0/nWG+NUMqvry0+NBMlm/YsaLRJOLTLP8I2B/tvFXN4bWNkWDP1ndGFo72z2Uc48I8a7lqxre1KGJSNXTZEQpVfW6+rLXOsldKELrc3C/bA4G31nIc6tjsdPgzP0WtmPZyuBRG3ep4kmlUjVjI4FHxNpRz5SmzNUs8dOeyCaXJE/PdI9vcR1B6uqW5S5ua2ubKEUcqrg0GVFKVUxr66qTE5GGDYlIw4bVodCsOz+7+4Z+VLcsdwYx380BvmeuWZJksn5FDhOPsOF6z+Eq/aFUWslk/YqDQ9m7ACSYcPHunmxJlsTcodqVDrzRHapdOdM9IljvwLtOpMqmxU6TEaVUyTQ2hs+JR0K/ao4Fd8ejwc9PvxYPh9/gjwZ6hc0WYbPF9+jXicbgutnGa28fGu7q6/8oY/II9xzcL+Ox4F8f0eNCRJqawmePjfKzZGkl+XLpsRxpr+bWHK1/3dgoPwuhiwJGLi7l91vYrnQkG4TtjMkIG3nUGDorEWk4v1RxqOLSZEQpVRKJSKSFnfwHiB4noS0QeuMRNxj3dWJaSo4SgaXL6xhYbh3dlb9MzgnwYnnqdLt7e3/V3Zd9vQTMRWJtiyXX2RRedS/5shQsrzAO2wEa80zgvHQ2+72S/2FPUKtjsdOaoqHvMwUeI+FdAfbOLNWMSN7unuxze/oGXjPbe5atDG5yIj/0mW5vagqfXcp4VHFoNY1SqjRM7iJyZqLmpOUfPnz44HpjXd30y+LofiH5IwOCPzISAQPiMNIUCT1NJMMOCDEEIvyFpmjw6A3HrIWwgXX2ScfmTAO0sni11tlOMPVbHP5GLBz+l6nD19QsEpFIiyX7CIFO9pbkUh0d+w5MnXJ8H4A3MlHAOexnlk909mbvOO20aMPowdztDDkJzv5hd2bfI+WIc3VjaG3OyS0BputnSkja2tomUqnUmw4OZe9iYHtzJPR1j73Nu3t7f1WOGNX86cyIUqokrDNvA8loe3v7eE9P//auzMCV0693Z7LXdfdlY96yZRlL/sMibgiwTxvgLBI8SU52gE7GChrbP+A37ME34AwGELv4uJv8ZCW8SZk5nshRX6FiwqltyDBKpxkPd0dOw7kIjFTh8fGd5FgotJ8BABVwDyrwDdnmgMrvvVr/oGPUu3iqPfsuz9fbmWRMiZ/Sy0lZyZtSNuW1vbRHdm8B1k7eWO7Abf2QdaFryhGjmj+dGVFKlJ9k7vFZqIRFpeerBdItKwYXz0wAMEHjAWKfG82y1sx57ewU82B4PvJIM3s7h7Ct2D0BRreDcJp7sy2c8AQDwaPhnOvbuIf6zj0upQKOyIznSCAyw4Nx4JnWud/3FiGWFnzkhnMp3N0YbrQPR7AGHq9Nqd6Wz2e6tjsfN82M8KY2tTNPjT2WYsioFPGt/PI7yFT/LnbM8PAFPN8h5oijWkHfiVAO4oVWxq4XRmRClVEgz+AYGDq0OhcCIWvtyx/en064nG4DpH/AM4+nXJX/a3rSdvhfUvJJgdRYvB2e1suH62nhRq8hRfn3AuIP9JTJ8Cy7UE3FKz9OSmdCbTuToUCkPocwSuJZHLpk6ynXy2t/dX3b39b2GSdXC0Mifuwfn2gpkPe9hL+EQ32cNeYr6PliIeVRw6M6KUKgleOv5Q7nAgJwY/E7hlBHx6+nXn6AdEdBIRPtwSC38YAGAIcLKzWDGdkhsPAnZD2AsnRfXax6evq3A3jDkZ9mAUwmKwBqZ3t+d0/2uVdd7w/uwvfZabAFxbijinZl1eM9/n9KC86qbJiFKqJDo69h1IRBpe68AbjZh0OpO5Z/p1Bq51Tqaf39JCRFeRk6LNjOzu7f1Vczg4RB7PWjKsiqOtrW2iKRpMO8jM5+0co0Sk4Xxhs5Wc3VDo8t3qWOy0nIyfJA4zd4dVFaXJiFKqZNKZwa0Ath71Wl/2YQAP57+OR+s/DAqATfGWaQAATNtmO5FXFU9LtP5NIH61SO66Ur3DW+Z2+CPY4C1zBf09SUQazvdt7kEY2h/wvE+WKi51bHTPiFKqKoh465x1Q8U+R4RIdrDYGU/QVccuHq3/cFOs4Tfi+JsWub/q6hu6rdIxAUCiseH9TvCIEO+qW+rO1NLe6qXJiFKqKohgvTCKOysCgH3aTsYs1U2spdEUC/6CKHAr5WjTslNCq/b0Dn2mlO/zR3i9sNnqj/CsCWZzNPz3IubLQnhoRf0pF2hr+OqmyzRKqYpLpVI1I3uzawBT9LJLNmaHhYPAnQvdxFpUqxtDa51Qygpu2DMwcC8GBkr+zql9IrPuRW2KNtxOJNeI777UnR28FpnBkseljo3OjCilKu7wgcE1ZMxS8V3RKmnyOvr6upx1Q84tzk2sqVSqptIxzMQs8dNi7SiJLdv3dnVjaG1TNPiT2Wa6zMj4vU7cb0B4d1M0/LFyxaYWTpMRpVTFTXJewquhoi/TAJjcxOoW5ybWsX37IpWOYSbt7UPDIN7MbN4ej4Y/P/cTx84s8dOeyCaXJE/PdE/nwYP/tWJVKAU2dxjC5rlOeFaVp8mIUqriyON1Yu3okpMbdpVkfJIdDLemmmcZFquuTPZmkdx1RPizpkj4Z6X+oe8O1a504I3uUO2Mp/YCk2XGXX39H3V+7nWw7hxf7A9KGZc6NpqMKKUqzsGtd+BdbW1tE6UYP7+JdXh4r1bVlEBX39BtTnIXkrg1E4Rnm6P1ryvVu4TtSkeyQdjOmozkdWeHfgzCI85DfaliUsdOkxGlVMWRw3qi4lfS5DHRNgBgm1uUSzWLQXff0I8C7J0Jkmed0D3NkdCdp59+yvJiv2d3T/a5PX0Dr5nX+TfEJUlyVfFoMqKUjWaDTOhuuJ/KJvXs3r6O/PWodeEW9RbmJdLPik8f0k7oDHXkSEcsuWJcaK/Y5CNrCqxUdLe5VSFeWsXQ+PwMLHPjPiTB2RHPUHIDG2iYUu05RIU1P47LFRez8JrSRrL9/TP/jAnv7+or+HnNnPYreSMwWd2tsaDocmxD9NBFL0YFTRaDKilKoox1hPmGzzfaxjGUbMOTx6tGvkZCcbenMyWb9CG2ABiUjDBsBLOHIbu/qyVwFAc7ThOjg6hdg1g2TC8dJ/2rNnz8/nGqspGv4Y5+xNjsyOAPMFxe6iOx2fNL6fR3gLn+TPmowkIg3nW+Bqy3i7gQdr7VdKFZM6drpMo5SqKGFaZ2E7Sp0gsJvckzJX584TQVM0eKGw2SIsd4Pk9fnPiczFxPiEkHmLg3cJ+RNPtYSDn55pnNNPP2V5UzT0fUPYDJZb9mT6f7+UiQgA2MNewie6yR72EjPd0xxp+Jaw2SpEESJ7tbEI7+kfvLqUcaljo8mIUiBHY9ociH4x1FfhOrI3fCJyN7+gYe6+ztJ4E7omUqO/tZEeTI4fN7erNREH4gJB9JxGKnH22c55/fe5AgS8W5wa6+vf+vHLEXsoFVgJAT93iA6fp0z+BXOvr7s+WITS2cJiNKqYpJJutXGJhWclKyzat5L25i5XNK/a7jQEsi0rCBSM53oFFv6dL0TDcaS18g5oZEKHRJOQJLRBrOb4mFJRFpOH+me8jSN5j4At+Xx3Wj6+KgyYhSqmLySyb5JZRSI8Y2YTrhZ0ZmQ0Q1YFzlmLfq2Wa+AAAgAElEQVRAAA/m7Pb29vGZ7k9ns9+zsB2+kevKEZ+3zO0gZzfMtseoe2DgXie5CwlS5/vyeCn7nqji0GREKVUx+SUTNqVfpgEAEWw34FQyWb+iHO8rJiIUvUz26O8hA4dPdfVmqatvIJTOZDrneobF3WqIX11NsxDdfUM/Mh6fJ8Rj5PhBTUiqmyYjSqmKEfHWOeuGSr3pMY+Q2wEA44cW4Tk1gqLWySYiDRvEcUAcBxKRhg3JZLJ2oWPVnIS7xdpR6+hdxYXJaPwRXi9sthayEXl3T/a5GuLznKE0OX4wHgn+UanjUwujyYhSqmJEsF64PEs0AFB7ErYBgCBwQi/V5KtpmLGSGSuFzRZ/9OBlFuYWABDIx1eHQuFCx2tvHxoG891w9ppSzzqlM4NPdPb2Uzoz+EQh93f09XWdtNyd68DPE9MDmpBUJ+0zopSqiFVTOyN7sGMHeU653t7UPDTbGGDiJzQm9i3dM38BgAOsql7yx0TMP4siPzwYlD7t0AblvoOHNJRBrOFzZbydkNhSYk4/vpYoY7XcT8Q1cm+8+lik0tnM6MKKUq4vCBwTVkzFJ2dns530swOwT2hJ4ZKYXdPdnnrPV/5hNKupG1kA2sealUqiYeDX3RAXexh+u7+vo/WsrY1MJpMqKUqgiBOxcAyONdXJ2vYLuBaS31UfcnklVROPhG4k0FmeM/+bjESCpXqXO1S70oE3ukO1s57a2xoOh4aH9j4uTq5gwsXpnkHtwFrFNBlRSlWEc+Z0sXZ0XqevFkF+E6sTWXybWKtQMlm/YnjfwCMOdDXYXdaVGbi0PZMZmPvJhRG2Kx3JBmE7YzLS2hR6xWG4NiE/5pnAeYUu56jK0T0jSqmKcIJzgfLOigCTm1hzo5Nn4gD4XrnffXJJpVI1w3sHH4dxK2vA53X0DZW8KmoqeX3NbPf41tXUGHOKFfrp7t7eX5U6JnXsdGZEKVURJG4N82R1Szm1tw8NW9gOYVpX7ncfb0b2Dd7CcGsCxG8qV3n26sbQ2qZo8Cez9TTp6ht82gHfNUR/VE29T9TMNBlRSpXd6ljsNDZcD/jPV+L95LAN1m2sxLuPJ+LkCmeQKedSGzmzn4W2kjOzntobEL5erB31hW4qV2xq4XSZRqlFZPLY90m81O52o2b1i1e9dCHdMquB+P4aeARnAmWfGQEAIredOPD21mg0Xq7f6I9HQjwG2EqHcVQdfX1d8Wj4Dgb+LBEKXZLOZnVJrorpzIhSi0RjY/gcYbPFkvnxZJMq787pX1tyX690jIVynpwDAHV1uaLtGWmNRuOF3svCk5tYrZb4HgsmfNvAtDY1hc8u1zsL2cCa5zlsFmtHfYLOjlQ5TUaUWiR6evq3k7MbCc4XuIGuzMBrxcmniCTgRJ7t7svOuqmvmgh4jYVra28fGq7E+/M9KvJJUTUr5IdupXgOm511Q3D2/vkkg8did0/2uT19A68pZGmoo78/C3afMIbOSoQb3laO+NTCaDKilCo7cTiXKlBJkze5idW1iVT/Cb5iXUmSkdbWVScnIg0bGhvD5yRisdMTkYYNiVjs9PmM0dHfnzVCVxmY1gnKPb46FjutFLFOl4g0nN8SC0si0nB+IfcvWxW5wzr0+mRuSaVSNaWOTy2MJiNKqbJKJutXGEZMBGXtvPpS5GQH3Inba8SOBj4kbLZ4gm0W/hPCZosT//v5662tq06OR4PbWmJhaY6GHm9tXXXy0cZJZ7Pfczn3LmdNrfXHn1kdDr+xlHHPpwMrALS1tU0Y9j9jSGIj+zJXlzI2tXCajCilyip/Yq5npWIzI8DkJlY2XF+O3+arUWcm+9ci6Jj68m4RGao5acVv56/7h70bifgcAq4AyRm5w4HHXJqre2DgXgO7XZj3OvgHSx78PDQ1hc+24A9ZkQkBl2UpSc2fJiNKqbIiYA0AMFFFKmny8ptYxU5U/VJNqbDY9wAAgz5Ggr9pb28ff+Gi8Z4RkSdyhDSAcSJpmmmc1Y2htWzMmwH6987+vVtKGbM/wuuFzVZ/hOf89xaP1n/YuKkZOI9f1d03+BeljE0tnCYjSqmyEuFznHVDHf392UrGsbQ+tA0AHJ+4J/imM4Nb87MjvqH/nH6ta0/ft5joS55gG4PjcPS1mcbJObnFOvQGhD5Rhpif6Oztp7lavMejoS8SBW4VkS+tWBk8c8+e/qdKHZtaOE1GlFokEo3BdRbmVoBqCByMh4N/LyzvEqEcgX4rHg3fUOkYCyHCa8CVnRUBJvcSWCvPOLgTdmYk0RhcR4RWcTJqrBxxom0ymazNEdLk7EXJ7nsg/EUiEml52Rih0CWG+NWe2OvLkWAWsoE10djwfiL6oBXc0NWXvbatrW2i1HGpY6PJiFKLRLpnYKeBvY7FvYac3eidxJ8zTq4yYl/LYt9grNxd6RjnkkqlaoyhswhU0f0ieUTYwSfwJlZn8XEn8gMQfVgIl60OhcL5a+OHhu/zBNvI8S4w/YKIPMBPTH8+lUrV+ISbnMgP0/2DD5Qj5kI2sPo+X23h2vb09X+uHDGpY6cdWJVaRNKZwa0v+aiiSx3zdfjA4BqAwM5WtJImj8jfSRx4z+rG0Npynx5caYlI5F3CcgWc3CXk3sHEAevJdwBsBAAy5rvO2jeKwc8IdKoIOgLLVm4DBl8YY2IiU8fsbfNgNpcrbneodqWD3egOBdIAjt6nxriVEEqXKyZ17DQZUUqVjcCdCxiQV7keI9M5E9hmHOBPyHoAJ1Qy4i2beXJixGsBABJKi8gWAIhHQjcCAHwLALcL3Ctg+Wkh2TUxMnxDPBJ6YYyJEQBAvw/7rniogWtWuFtK3chO2K50TjYI24cAHLWVPznewkzvaYqGP6azI4uDJiNKLVBrNBp3kktUOo7FxFl6tbjcYWJeOVfTKmfd6RCGI7cuEWmYc2yfJUwOEEK40IZYzkkAQiCDP0xEGtKF/SmKb2l9aFs17msgYC/AW8AAgWa+UexKR/TBsYPeJa3RaElP8J2awZq123DtMv/68RGuM2w2xyOhumX1DX9bjd9f9SJNRpRaIF/su4nNpkrHsZgQAGKGAC9dbnr5vXJ/JnCbzPJz8IX7RQACDOj1Qub1hcYDAoj4cgEuL+SZIzgUZefd2L59LZjht/xiICJ56WdTMxg3F+sdq2OxL+ecvWuCco+3RqMXlCohWd0YWptzcgvAj8006zH1Z3tHItLwZV/MfcND2YtbGxvf2dHT8+tSxKSOnSYjSi1QVyZ7M2b5P/N4JHQjMW3q7O0v4EfpiaE51DAIw9/u7st+aK5746ec8idU693rxJ7f3Tf4H3Pdf2os1uzDdjnn7uzODLyv4Jgiwa+Rc1cEmxOrnn766VyhzXJFGn5D4C3dvdn3FvpMpYy7iW83RYNjpXzH7t7e1yST9RePjfKzE5R7vDUcPq8U1TVmiZ+WEd5EbDJz3ZvODD7REgl9yzLeWnfyyZ3o6Sl2OKpINBlRSpXF6ljsNAd7ikjuV4XcL8xEAIzMtj4w7X6RqZUEmlfyZ4w8Jey9dyjTfQaOx30jAjCZbRA5sMAR6uC7lfB4zh/+7e1Dw83R+g8wBR7zGTcA+Ohcz8xXfgMr+/4OALP+XWpqCp8tOfshEvcmXaapbpqMKKXKQnx/DTyCM4GK9xiZjsDbBPnNtcdhMkKAJ3xrR+bIZZOpapq7p38mDvd3Zfrfnv+6JRL6pCO6lmvMCifybGBJ7oKOjn2zJjXdfUM/ag4HhwhyDUjOQ3sDrDYwC+N9N9qVSqZnh/9n4x5tHu3sEfFTsOVVzaZ+QEl0wmaysdgyq/6f0kysV5cg4A1NXlSlJJM2FcBACIZc7f4KdbcnLDLrF21DleV4q4qlU6k7lH4AYE8tnO3n4i8q8RuLfkT+5NNAbXgekzBNxJwBVMdKZ/OPCFggY3vIWMWVqKuHf3ZJ/b0zfwmrmqZA4ODd7OFpGAxQdKEYcqLk1GTkCJSKSlORp+Mh4LZicOHfxIpeNR5dMSCX20ORbsdB5l4rHgbxobw2VrhS5C6y1cW6lKPz3f1gEAHI3PcesR2traJhx4l3M4MZufOUQS0dClIt4dhuht6d7e54HJJnskcpllfAfkrwQAGPPvcw2XSqVqBG6NtfJMKcLNd2BtjoTunPGeUOgSZnoP2H2i0scOqMJoMnIiYq4jwSkEDkKkrtLhqPJIxMKXO6LPkqOvd/b2E4TEOPnP/G/CpSZC68lJQce+lxszthlDZ6VSqZpKx1JuxHSVED0EABC3f/q1dF/2Yc/h9SLeHQ6SYV/+86iDTDOyL3ONAac8QUkqzV7owMreURuttYbDISvu674vTy9bFbmjFDGo4tNk5ASU7u19nmHfX+k4VHlNnr4qACEEAAIMT7b4Lr3WcDhkGDEhs7Mc75svZrcTAIaH955w59SIk0+xLxEAyBlzRMVNIhq6lITuNHUTK0nQYEnun22sZLJ+hZPADQ74bjqbnXE/RymNWfsGBMQyk3d4//5EJWJQ86cbWJWaptBmWYWwQAsBaI42vKrQipAFv8tSAoxTien1cIhCpEaIthJN25BpBRD5RxAdaImFrhXJK8S5vyHYcDJZ31fKzpk5zq1nBEDIVeXMSH4TK9vcuQBOuNNdd2ez/YlIJMFk72+KBjft6Rt4LNEYXCdCDwnkFgY2CSAC2T/TGMlk/Yqxg97jgGRql/pXlSpWe9hL+CQ3QexjAF62b6R3cPDrTU3h/wXcXdbaZ+PR+k909Q3dVqp4VHFoMqLm1Bxu+BYx1jpQYWuvJAkD01risEriZZ2hjkG+zRSTeaKQpl0LZR2ehOfGIPJ/CBQESdpnLA0QvcVZGxemgy/eLQShMwwoAriPi2CtGLPVH8EGALMeyX5sMQbWsQFqpebZQp8h52Q+HVgduXUEAwFaXppUWnJ1JN6Me0J8X4yQTBB55wM4IX5wxcPhN0BklbB8sDkautSJO52Jl5KbPMQw3TOwMx4N/5wI19uxmusJbntgiX/l0cZqjUbjY6P+IwDG6pb7F5QysS2kA+uePf1PpVKpM0f27f0skbm1ORjc3z0wcG+pYlLHTpMRNSdhijqH8QBJYWvAAgC2pDEdC6ZAupTtqvPikdCNoPI1PUtEIu8SkrsdEAsQ1VmHnEfeF9N9mXvy9zRFQ9sIWEnObmTHu6xBD1zpYzPIrbOOx8Em2xKbXyFP4R1YzeR/Er1HyLxn+jWGwWxzU/lW577vh2a+6/jCnut2lj5D07655CidzmQ681939fWvbW1ddbIb9xKdvQNHXWJLBoOnHsbEYyTcWbfcf1Opz6ZJRBrOFzZbnZOvd2dmbjg31Vfko/FI6ACx3J6INKTTmcGSJdzq2GgycgJKRCItjuQfAfhgubY5Fmru7s3O1rFSiHEg3af/Q65mluRqErEGuAKOVhLslxxwYWvrqoc6OvYdiEdCDxDROSBAYLYIv9gOvdQJSSDgbbZ+7pvkMFroM87KheR5fynIfZiF59xr4kiaCd43IXJTZ1+2aG3Oj1fpnoGdAOb8vk71FZnxvvEAf84IDgdj8Yvm08F2obxlboc/gg0e1xRUwt2Vyd7cHAm1WJEHW6PRM8vxi4iaP01GTkTMdYA/IYKfAwQSrKh0SOrYEdzDIHqltfJtNlLHjgHGlePjNbcC2A6Sp50gecRD1hF7puSbNjv2ZH8O4OfzeaY5GEwQAex4ZyG/0SYiDeeXcjlMvVwqlao5uHdgoxA9VI5EBJjs8hqP1q9n309jjg6secvrGz4wPLT3ohy5WwC8paQBqgXRZOQENNVH4HcrHYcqrq6+gc2JxuCjmJA1WGJ2gIEc2ZU9Pf3b89cBHFEOOdWr4YSrIFlUBJFKhzCTw/v3J9hwvcu5OQ8+LCYRPsc3VIdZOrBO19bWNtEcC2+TE7WXzCKgyYhSx5EXpt73VToSVSzWUR2bSkdxdLt7e3/VFGvoIMMbAJRtg2h3ZvAd832GnOxkpjeXIh517LTPiFJKXzCJtJ3BXxSOjG1nC4LBuAmyMN32qKhj9Wjnep8tBkRClVlci5YlZaqxJJ9wx+BcSbIe4GH3Z3PBr+fFNT5JWlfKd45tYAmYfm84wTXFFvXq2OkyjVIKlo7eYiURadggbLYUMobA/XdX78DXJYhncmNk9nW6H3Vx6Mpkb24Nh+/wSa5xYl9Fls5qDYcvL9W5MGxz54qVNArcwJoIhS4RQ2cxyQl1GOJiojMjSp3QRCAACV2baGx4f2s0Gj/yupew4ubuGyEABIliRJQIhS4ZHtq7m4A3w7qvGq7XJYxxVWl19PdnuzLZm5ncvzHxxsmqvdKY2sC6ppB7m6Lhj4lHD4vIl6YapqkqpDMjSp3AAqZms29znQJZ4wtuMOS+3BQOPRMw3pW7e3sL+q1zNs2R0J3M9B5ydkMh5blN0fDHhLCZgO961nxAT1xdXJLJ+hVjI4Eb4OSZzv7S9fMoZANrMlm/Ynw0cBcDb3YiP1y+quF69Olfp2qlyYhSJ7COnp5fA/h0/uvWaDRuyf1Xztm7APz+sY7vsbdZ3MQ93jI355k08UjoRiJsEri/6e4d+OS8X+Z4pc71Vk7+bBqCq/M8KtnZNADQFGv4DTneMlMH1tWx2Gljo7kHDZByzt63vD501VRHVlWlNBlRSr2go6+vqykcysDIymKMJ76/xjGvd4cCaQAzLvckk/UrcqO0abLF9wISEQBWZCWX9jxCNYNEKHTJ2AjdPpWIXFDy5RA2V3owMx7aZ2XsQoY3QLDv784MfhWZwZKGo46d/h5xnGptXXVypWNQi0sqlaqJR0NfNIbOotyRzdEWyje0xpFsELazJjdjY4HJ9X8rZW2epY5dPBz8ixzJjSB5NgA+oyr2ZYi3iog2pPsGv1rpUFRhNBlZZJpjoa/Fo6H2eDT0v4lIw4bp1xKRSEtzNPxkPBra4x8OfKFSMarFpzUcDg0P7X0czr2byF5drBNOA2Qe8kQ2mSV+erb7Vqw4ZYdYOyoB3JBKpWqK8W5VHs7INcbwwJ6+7BvKtceHfHtdTuxl5XiXKg9dpllEEo3BdSL0XiH5rAh9yBG/DcARv0mSyC5iOk+cnFShMFUFJZPJWn9k5ApL9gYCPd7Vl70WABobw+cYKx8F8HoQ9jHbT3tLVt1tR0dbfJn4/3LiLhdyE87zLuja0/9UseLxnX8Ds3mPP4INAGbcwNrW1jbRHK1/E1t+cHjfwCPJZH3JT3+dr3gkfB8xrgQAEenxffQZU72t2stJnPSW830FbGCVoxerq2qlMyOLiHX01yLS09Wb/Usi9wkIDky/ns5kOhnunpmeV8e/iUMHbxWWuwm0ncU9AADxxshbPcE2ISQBfA6CJ0W8OyYOHby1PhrdTTDLmLnZwDy2YsUpc240nY/uTPa9nb39VEglTXff0I+YcDGE14yN8rPNweA7ixlLIeKR8H3xSEP7Sz9PxMKXE+NKJ/Yj5OxGCOo9kv8jkJKVr74UG1fQKbXlRjA7AFe27wMwuYF16lylo2JyGSF3qCkS7mmOhO5MhEKXlDM+NX86M7KIkOACAD8AgK7egS9WOJxZNUWXXcaydO1Cn3dEY57YbcWMqdws0EIAmqMNrzIy/52VS+tD2xZSASAiFoQ+J7wxHg29jUQ+6CB3dvdl35eIRFoc3LvFyRtAhKmTVj8Qj9b/kihw68F9g4lUKvWmYlUeJEKhSxxjvUfm7kKObk9nBp9oDYfPzDn+rGX8bVM09LZal7vhN/37flGMeGaTTCZrxw8eeAsIkmgMrps65wcAYAVvYAKMePvTmczW5kh4XFiWljqm6ewEjXJzfYXySDZZwX8lIg3nF5J0FsUcG1jTfYNfbY1GH/Np/DJHfJ2weU88Gv6Hrr7+j5YlPjVvmowsEslksnb80HCAFjj1eGos1jzmDv+Uqeah7r7+vyhudC9KpVI1I/sGb/Ed3kQszwvgFjaSwCe6cMGBOFppDJ214OeLIP/visk8Md+j7cXavRMTmfUA9sznOW/JxA25wzVrGfgEGHCC/2KRy7r7sg8DgCN7hYA+CcHttSct/xjQDwDo6hu6rTkY3M8Bvmdk3+AtAK6dX8RHN9mYym0Qtg8BKKjvxNS+g/fGo8EPEfE/WjKfK0Ysc/FH9p8LJnFggnMbAbyQjNSetPx9hw8f/KeeTGZ7PBK6iRgrnUWX6Nwydvdkn4vHgl+wFg8mGr0tlsQSfpHotCOrBOJb+3AbitKRr+mCFsbg4GdxZrP5Lk1GFon29vbx5mjof4WoCQDi0dAXReB3Z7LXFfL8hEwkPK5JAvjzeCR0sCuTvbnYMa6OxU4bHtp7F4tbX8P4yIm+kz0eCd0Iok2dvf3zSkWaosGfGGNe7Q4F5v2jrqNj3wEAvzfT9a6+gc1AvlLmyL2G3QMD98aj9SuJArcmwg1b0/2DD8z3/S+1p6//cwAWlEyIj2EKHGsE83gf0dtJcIgZnjh+G4Bb89fa29vHAWyPN0XfIdZ+EoL3CePt5YuuunX1DnwyHg2tFKKHW6LBT5+0KviZUvb1mJztwBYABSU+LFIH0rLvaqZ5/SJigE1MOK85GnoGoHc6Q/dNv56IRFocmX8EACG6qDka+tdkMlkLAPllArH2IWLaFI+EbpXJy0kSM11qDYdD8Vjwr62deBbkxlzAXHCiJyKLlYfahwDAERfUansuzZHQnS2xsCQiDefP99lyH5TnHC4k5noGrSCRI2bVkslkbXMs9DWx9u8MyyuNle8T3HkQWVLOGKtZV1/2WptzNzgnfz66N1vSSpc9vYOnztTwbLpksn5Fc6ThW8S0yTo8uTwY/HYp41ILpzMji0i6L/twcyx0JwEXMeSPu3qy2192k8i/iuBfCQDo5WvMwvgHCDqIaVNzLLxOGJv3LLB6ojUajfuwN/jOvttZ3uWRXNzVN1CeNWNVEj75VxMYQn5R9utM/cCY84fG0VAN/5azrhtc+rqIZDJZOz5yIELkX+Ocdzobvn76vpHxQ8P3MdGbReTX1tFdMNTK5C2xzl/gMuTxZ3VjaK3vyw1i0McSKOl+r7k6sAJAa2Pjb42NTjxkmFPO2ftWaBfWbJyCLT3Zt930XJ0plMJ4BNR37af8RXRkDpTP9Hm6P1j4kE7jLA9qZo8KcEu7m7b+hHc70/lUrVjO7NXmYJl1pyb3eOesFm09R0vFrE4tH6DxP4Lye7oM79d6ExtDa3NObgkwXT+fZljxaPjzIPwZyN63fFVoO/pK20HTHz14GTPXQng/C+0UEjhLl2Fq3whBnnKC1S9uQ5YO61wMzOMlDWyRSEQazvd9eVCM7K+RwAWFbFY+JnNsYG2NRuM5P3cbQZ53nLu+OzP0I+3CWt00GTlBdfcN/SiVSq0+ODBwBQX4UrLyYFOsIUOOtxDQOe1WcXAJcrSyORb+l0P7975FgFGweZSsvXxPEfYVqMpqDYdDObK3EJm3i8iXujPZomxeBQByZj+L3Upu5h8c06VSqZqD+/feD2svIg9Xd2cGv1KOHyJOXEJAXJIkAc/bI9Y9C6A+f/3IvTaTmqLBn5Q8sEWgORh8pzDfI+J+WmPNlR39pT+Nbq4NrI5zFzGZixg1pxfjwEdVepqMnMCmpizvBXBvMlm/wj/MVzjCOgfZwE7OJWOW+rC/gKOVDKkT5/aTo0s7s4Ml3y2vSq81Go3nxP5FDvZdTswwcu5dxa40mPoNuaDN0qfGYs0XJgcfJKaoBExRm6/N5SjJxrfK9e7FrDkYfCcH+B7n5Ot7MgMLWo5bCBE+xzdUhxk2sDrLEWJAE5HFQ5MRBQCY6nb5laNda4oGf+IIiT29AzMuEanFJ2fHTxc2XJg2yyHuac8Uf50/EWk4X9hsJWc3zNaDojUcDo25if9mhoGlc7szA78pdiyquBKh0CXi0T1O5IeFbCYtpjk7sJK/HwhgdWNobVWclaPmpMnIcea006INo8P2McCNTd/AmnM42QOQE/qHpmjwwCxDHElERLCeLJbGTznlj7v27v1mKeJW5dedHfpxKpXaOrxv70fI4QZn7PPxWPBvapbazcVqxe4tczv8EWzwlrlZO7t29Pdn45HQFyHu48J4qjkYvF77QVS5gItADESkrjmy6s7uzL6yJSRzbWDt6hu6rTkautA6eiQRabiybM3Y1IJpMnKcOXwwd4Yhc5YTcx+JPJ//XCjXAtT8DpO/kyTQOdsYRyJx5FaTRyuc4UsBaDJyHJlaqvtcMll/x8QhvomI/3JshN8djwQ/0pUZ+OdjHd8dql3pYDe6Q4E0gFkTnK5M9tOrY7Hv5Jy9ywRwT3O4/rXCLIbMnxT0sv+fvTePj7O67v8/59xnZFveZc0qXJgklECG1hhoWZJvbQMpOMuXLSSBLNiQNEDSYpYmzooxISFOG4jTLNA2YNImEBK2fNOwNIBM+ktM2rClUSBxZFnbLFpsZFmWZp57zu8PSeBN0ow0o83P+/XS62XNc597P1qsOc+953yOKlyb6yf2TUun0tlG+eLAtn17Uk2sfCOZsisxzp8cAqW1m4abQxc+a7l/X3+h5TNtujgcouGL6/jJwtf2pvb5kkmR4F4AUjswyFORME+ATXN6YzryeSxUOVqxS40sDc25TKFPSUUB32rwHIr0JnFl2wx7RgaCfkxtqjtd7f8nGPNAddj/jJA8PZkNx4bO+N8WDVR8VohvgJUfKvOmPG9XQw4co4+VUuNkQ4biU63haAwFsk/GQoEzAJw71XoOZ+h3+m01VYEVYvBhJvp7K9kHAHjByDTEC0ZmGUQ43cI27k53FjWjnUQGHGOqasPhWMnL9jwmneEE5qybu8qAToDoD80cuYsGfDEhO+55ef7AXu7lep7v5lVNM4zPzPl3S/IlydFzzamMd1zjcQhjJbAezK62zMvRcOVPAPx96ZV5jBcvGJltWFlDxI8Uf2LuB4Cc667BYIs5Iy4AACAASURBVAWOxwynrq5ikd3nW50j90O5Pud9FraR2d1aNh/bhnNG4qHQuoms4fbySmWz3e3FagDeub1HURgzgXWIYV8kEb4SptSqPCaCF4zMImAitEqUJysr3YcwtLllx0wfBqeMHItCMeCb7fqn4MABT61dZkxxPxSOR4SDYEADC09+AutAAwsJ9PAuRuImcOycD61tTee4utayhx0GsK4lFU8nFgjYUrrt3X1bFJDaVYUc8k7zVjJFJ7TB1eMDKLsOKuIfLB5zj1JVnAMfUKu6Ykc3uMm1jE/wkFvgnCN6D614b48VhV6L0i7m2iiBljyqBANBQYYMZ1u9szdwJAS7LzFzVVgXNyFo+5WnZtXV3Fw8WqohmmNhyOuWrXO2S25Xu8VxsMBnI68GEmZ9L703jMEMZwYI0HK9+nZLYKY2Nru+cOPRPwGuXNIpR8qy1sY6lyOkhz2w1MbW04HCvF/B7jROkvAMCIPDRn/uKTRTUHka+zykeJKaeiPxrqHJy0im8cfOuutszLZcRnwsiS/n3OM3V1FYuKKo3tEiFdrWyXjDU2HqpcFQ1Vft8apFWdi1Xpdt+cOfXF1OMxO2CbO0Ndd8Rmji6ZDRbS4LWpmDl4wchswsoaginZNqRjBndchvJGPKYJzrzcdaL2OmfBkh0DvT1fZSIfjNl48Ji6uro5BOQMyHf4/Y3JZHOZ+s6C0bnFDkh2tWVebk12nDOW8VRtMBgQ0Z8p8WKjvLw1nTm1OZm+0SvD9DgaQrzBMi4Y6TpT7ocGnKgOBz81mbo8xo8XjMwSaqoCK9hwBWmu6PkiwzS2Zn6r1vaRQ6eXag2Pwmls3PNaS7Jza27fa59npmth5dbm1uSgnbm0zvze7v6RMgoor7jjpHMtk8t9yeCQAHepynixWQxEOVq5ZHghoPVa4abdzS6uo9ys6jEIQh4vmEeIxKa3vncaPlizQnu7+hopsMYUs8EDh/MrV5jA8vGJkluFldCQCGR88XsZbiE1lHmHaI4IyJzOFRXOrq6uZEw4FnxOBviGQlkf48Fg7cAwDMZo6o1rPK2WronOZU+gMjzbNzZ3dP+WJzHkNiA/uc/zkuEolOVFtTqvPZ3e1pGssB8ze/+U1uzoLcNWDdmXJ2VzWRyJsnurbHxImHQstj4cC3ouHAU/FQ5eqp1jNMdaTyT9FQ4LujjWlOZW6xio3q0KPRSPDHdaGQf7L0eRSOF4zMFgytFivdpe7DwErbjaFTip1b4DF+Bvb3PMhEa0joZ2LpQiH+lkJf370iRUdTqnN7W1v6udHmSSQSZQf22XvZMX6I3lqMI5KaqsCK6rD/qZwIqxxu7c2d2zaKn/HaT8imtzv6quDp420fU9RiYWCdQvjwT14I9YOLCzrq5uDjAYiAjk96o4G9CwsqmPVYUumdCiqoBi1A+CjF1YweYyh50tYw1rTaa/ahUbVbQmB/nQhLR7lBQvGJklKMsaGK4v9ToMcAt8dZU+q1PMamtnbpYgKtBgBiuoKYbiaiEwm4V8CfAABlXR0PhZaPNk8ikSjbt6fzYRJZI5o7r1h9YUjMXlbaTjJy5cPBNDQ0ZBcurbwIhus5Z5+JByvfVwwdpYBA/VCeO9U6xguLbAIAFb15d3uaCOYEJfUN9PUMdllmnqsEx4C/YtS8AwBgZdw/Dyb8sxBeEOgLVvV5Fzbtwqat6vMCfWH4A8T/zeV21Ny3sRJYDxmrOtcwnaLAwvFq9yg9XmnvLKA2HI5ZSK1qbutIY5h8TRYyrvlJqUlJ4wBQXhHY0duV6VNjViMP90OP0tLYuOc1jPBHNhqu3ADh31EeNh/DgYiyXNSS7H6yaPoGK7tuKeSeIZvx90RDge8q0w9j4Ypgc7L7n4qlqWgoUmCb1xvidEZJV8cigS9btZ8wqueT0CsA0NTe/mpNIBC1jr0ESk9B0MfsfGG86wyVlN85/Hl12P8UALSmMucUrLkAB1aPmYEXjMwCcq67hn0MKUEL+MNpaGjIVof9OyC6ptRreUyMlmTniMHpwUT9/suZ6J0itK4lXbxABBjqicRmO4ldXWjnVJ/SZ1yL84R5Q211oL6xNfPbYmrzGIZOgCLAhEVQYFcmkx6+siuTScer/P8limuIqVw0dyGAMY9HSo06Zqsvz902j5mBd0wzGzC0Wq3tW7Ro2aS4C3p5I7OL4UZsxTqaOZg5i/UFUbtqzmJ9oZD74oHA+TnI74VAjuJKLxApHaS4q2z+olNV5P6Dj0dqa5cujoYDT8HqkuZk5s8U0gHwx6ZS6+uIvc8Vd+PYAz1mCl4wMgtQ1jOEacfQ9nbJYcGLgJc3MltQcncAg7sYxZ4722tqFHRzttfU5DM+kUiUxcKBb6lDj4Jpx9wFubcUuqPikR8CXgMAyjgdAJpTHZcNHfsBAAYGyk5gorMFvC4eDlxAYD+A/5wKrUeQZwKrx8zBC0ZmOHV1FYsMOMFKJfMXORxnkVsPAMJYOVlrepSOlmT3kwI8pGy2x8IV1xWXJ6uQBNbao3vbY38XJE1qvmNrQkM+8qtj29xyGcKKovELTS7e0NHX6xrS39nEC/S0xXKNEjovp02fyFG6ZC6OEUksDqMTPwckZmOG6PswbOG1Uuk8HOnd091cHA82CdNr4DHhOjpT39nljE/yUi39b+ffKJWHjZLc3Jru9PdF6eP7CXe7me57tjBiM5yd1mBEvE56xpbU3990TX9ngDIjqix09zKjNmZUxLe+ajAD76xiuZow2b9P5BKjgtSzQn3+ElFeNRFLxgZIYjhlbD2r75ywI7kOqctHWZqR4iVycSibLJOh7yKC3N7R2fiwaX/sCYsv+1lm4AMOFgxO3llcpmu9uL1QBGPW4xFt9Tx7yXJuxbAHjBSBEgEYUyBjR7f3XYXxJnW4HEGYxouOLclmT3k7Fw8GsCGX3XVFVU9CUXWo8ucgyq+zs6oCgBIRQ8LVYf/afPQZ9Q4BpjteMDLDEdE1AL8y2QEBW92ujrmhrztzBsZ4k/GYOfh47j4LAYwWxT9jKN8jrzeapkzmJ9XBwPMwfFsikbjfC3InjjPPvJjL5f6FyWkt5v6AkrvDKPcDgIVdRzC1jvheBAB15SU29NpotwvpeoK+SoIXiDkNzet3RAW8FgBY9XHk+XslUICpFuptkExnvGBkBlNXV7Eo10enqOL2yV7bWeTW5/p8w0lwXjAyA4mF/O9V0hQAmKE3Axf2/QSCQ5pXWfBY1IbDMVfteofMtry6SfvoGiN4rndvxyYAnyuGhmOZoSqkklbAxEKBNSCgMZ3OAPlVZS2PBG8R1fqWTOZvC1mrOuxfAwDNyY4vFqDvJgBnF7KOx+Tj7V3NYIarWdjqpCWvDrNzZ3ePtfq8kJc3Mt2pCQSC8VDl6sN7iwjR+5T0e+Tax5TNdmWXJUUvVc1taGrr/OdirK1slwjpamW7JJ/xra3pXwvwEKxeVxsMBoqhwcPDY/rj7YzMYMTQasJQdctR88pKCxFeJNFLJ39lj2Fqa5cudg/4/peIqlXRC+AhIlwuIlnDvhVC8uei+iPAAACiEX/GcWnFoLGVVhg4cc3K+wxj+/CTbTEx89wm7eXNZp5tyvceh3SzGHNxTuwdAD5YbE0exaU5lbkFBbrsWpWnQfxqoWsxeFK8lDwmHy8YmcEIZCUsPb97qsofrW4nn7mypiqwotQN+jyOTmPjntfiocoPWeXHQZhjlG+y0IuI6EGeeyBl+8v+W0WbWlKZmnjVsqtYnTuVaS2AewnUDwBmvu+lxvb2koSzhSSwDrOrLfNyLBy8ndncUFMV2OL9bs0+WpMdBVvAA0BzMn1jsbUcTG3t0sVun+86YLhC0YkPJuhKfVOq85Ad6Hgk+H4RPeFo1zwKxzummaEkEokyFj2DmeqnSoPPceoBwIq7Zqo0eABNqc7tDHyeiXyW5DFSJJuTmSuYl/VD9T+J6VUAUGsqD7lRkQIAlewRHhNF1Pbs7vY0FWpc5gi2qOvuz+Zwd6m0zRhY8y1h9ZggcsC3RomuJ6abheh8IfnS4L95/cHjouHgL63qvynReZb4P+NV/pOmSPKswQtGZih93ZkzyJhydeWlqdLQmEw2W9hGJZ+XNzLF7E5lvqaKRiZ6C5vBzqo7d+4caElm3tPcnl5bVRU8XQibVPV3zoIF90+WrpwIrqsP+pmqrAikLu44W5fhja5Th0amzZsg+XSt9MQIVKFix6HEpTMvOoMM4b/IwqAARF9aHmZOaKQwaSHAdCV0sy/VYi3SvK35x8tbMLLxiZoQxbOQ/vTuSLKStOyeYwJFwPK2uKOafHeNFnAUAEh3gvxKv8J7HoL5hwbdn8RaeKdM0FAAJ2l1pRIQ6sw8RDlav6e32/V6GIqn6suavr30qp0cPjYNra0s+J6tNEtF6JDvjm5a48fIzj0gpD9uZoOPhLAvtZ6F+nQutswgtGZihCutrCNuZVLnnwfZaL+5RldTsbrij0ydejuFSH/ecB+L+i+BVAX6Cp4OALFg8N0i/F8EuodEft+/v2d77oBvwmZm+dKYTDY3pzK35Pt7Wh0OfkrZbGfSR3zgtzQnM/9Sao0eHodjlL8HAKToOLhfzzC7Mpm0WLMckCUAoCzzJlvjbMMLRmYgw/kiJFw/1Vq8vJGpp6oqeDoR/4hA3zYs1xCRMaLfj1VWnqokDxJhARE+pmzqDdHpDHoeANhICgAsSVF3yw4mHqpctTwS1Hya8MVCgZsMYQuJXd2czHyiFNU9Hh75IKQ3iWIfEWrj4cAFh1+PhypXk6ptSXYkRPGaQguqJvI4Eq+aZgbyer5ITqY8g7sxmWyOBv3dML7VAL4x1XqONerq6uYM7N/3JBMWCvRtLAwETHwWcuYLXnQuwh9zgLluwA0rBZ6mcfANeULCdhzmJ9oa/HripfrC8OpssendpgMGAZm0X07havS6/HFLI8FPicQKPC9FdQPEmg2+NV/qamto7X8/Ms8X8CtD8eqvy5qJYB3DWVmmcDXjAyAxGSlQRTcL5IyTBcr7BeB98pYOfOnQMAFh/28k2j3XJYw8gQ7S21QXa219Qo9OZsL18PYMQSXSF7AmBgIPeWWJKHx4jEQ6F1ynorA1CRJQRyiahWlV+Mh0LxplRqNwCw6BYY+rzC1EOli5U9h9cJ4h3TzECUfKvFSneh+SITgS1GfHomzW03MLW14XBssvR4FAGWvJNKx0u+Cays5hW1ts+ymRYt6j2OTZpSqXtJ7BoSu6Y12fEEk/NWEruGSFYOByIAsDvd8QV2NURi1xhLJx58zWN8eDsjMxEra2AKyxfh+QN7bZ9v3EuSMeUjXTPs1IsCOdddA2DMvhQe0wPXMf1GSrsGXJ/Yy71cz/PdUYORxnQ6EwtXfIZhtlaH/U+VCV/m5Yx4TAUHG5g1tbe/CuCoTrGDLsZIT5au2Y63MzLDqKkKrGDDFaS5gvJFdpbQpXVXW+ZlsdINQ57fyAyizHIKAMjJr2/MeHjDgXJHPMZrTnZ/g1y9gAQrc2obYuGKvyuVLg8Pj+nFpO6MRMMV5yrMxslcc6ogwUo2XFHsecUqwACRb+vySLDwzqpEm5dHgpsLuUWHWm8vjwRHTDEYvKBXLo8Ej6jJLwUkdnWhrp4eI6BOyYKRoZ9RXq3eAaApk/nJcZHIypxmf6bWOb5Uuo5VaoPBwNxly/Y2NDRkp1qLh8fBTGow4rCTshYFPdETMN+SvIcELxFx0d1GWfBiSc7OCTi8imGiWIIS862iWEmw7x5u+57vvUzmWVW9mXJ/JEFLUIA/TcA7Re2qkda00PcYdq7V/fI+nqd5b11a2HVMZVeS2oJ2VZwFMusbZuWsXRkPVcbHHGhwwnj8Y1y1ICJgOJYsAbXhcMxVu94hsy3fHKcBtZexoNXJnPeUSlcxIGA3w9ROtY58OfXUU32pZNNzuc7O3wN4ZzHnrg0GA4NJyNMPCywnAAosz6fE/JB7LcXJUHwi6xOwzIIuIbL3kXJRdqhV5SRVwNXcFQAKericrkxqMDLU8Kqgple14XAMRJ9S0u8NdYc8pokG/X9Ghn7e0t75i0LvXR4JgoDdhe4oREOB9SCgJTnymvFQJRS4Vsswr5D5Y6HAGhDQlPR2OQ5HVL7BbJYf/rqFbYRS0xsDAdD44gm1eNa4+XfULXh+tktEdLWyfQTAmMFITSTyZmuzm2Do67va2/9QKl0zCSV6VSTXx45z7/JIcNzVRp3JVjhwAAfx0XY5x8PgY5cp5pRFgxWAAkx0pZIpaOeWi5TIMPidMTfm//g4OjQ0oyVcDi8Y8ZhsasPhmCWpUNEp60czEuUVgR29XZk+coXJMKpIzHF8qxrbJ69iqhSYeW6T9vJmMy+/gCcn9h4YpBYt8W9Ge0eJ1c0MWpPpr8bCFQdUsQSq43o7E8JxDLpc1f5KSGuNpQXE/C0F9hdDIxtJweKVYsxVUgoMwZh8TROpWqwOVf6cRc999mMp8Uke+2pDo+Ot75ZjNeMDKDyLnuGvbxUGvr6UVDQ0O2OuzfAdE1U63lWGQ8+VhqxQfi8vmLnbV/+EOysxS63khgxWoAo+5+VYeDnzKEt5LLF3g5DYfSnOz+p/HeWxsMBrLACwL8clFF4Kyenq6VEPuMJf2L1mTHOcXU6fEGsXDwa0Q4h9S+vynZ+UAsHDTMfEMsXPFyc7LbM4g8DC8YyYO6uro57oE962F9j09pPbmh1Wpt3/xlgR1IleS9Y0Kw0nYytLmurmJRKat3PI7EJ74XhewR27VWdKmwZH0wRzwBC/N5xPxZdx9GLNueKPkmsNZEIm+27sBN4jgPtmQyPymVnmORnMF32NolxpRdMRTk/ToWCmwxRJtj4YprvTfG4hOvqvyYKm6wio2t6c4HAKA5mb6xOuxfaci3NRqueKUl2f3kVOucTrwejMTDgQsscB1ApzJhoYr+EUQ/ZzJbh2qtj0mi4cB/5Pr2vVPVCANXApgyh0hlWaNKO6brUyND6hUGbo+zBoD3hlIilgf9XxSmdx38miX9593tnXcOfx6v8p9klT4AoqsM9OGmw1ugA4j6/XEqcXF/TVVgRU70Dh/T9UM5Y0fF1ezfqDHWiP5/pVV0bBH1+y9n4GIRWrcr/UYOTnMqc0t1KHgeK99WE4k87uXnFI94qHKVuLhDSe9uTWW+evC1ufPtRf19+gKJua8mEjnT+76/AdfWLl0ciwQfEeDXJFrDwEIoQExvEtUrFPaVaLhy1rsixkOh5fFQ5REVHYacG1T0jzKcozWhNSpX5/URiRxR0lgbDscMTC0rTXk/mpEorwjsUGv7xPMbKSnC2slEJxNQRopHAepXxT/W1dXNeWMQxaGoZcJiKOZPldZ8HVhbkp2fZLhfANPt0XDgP2qDwcB41ouGKzfEQv5HawKB4PgUXJ5qw+EYGHeI6N0tHR1HmBGWEV8GDObpJBKJsslXOPuoDYdjLsx9yly/sKLymsOv79zZ3eND2TsAIIfcw3V1FYsmX+X0xHH7fNcR4wLQkTuphmmuKsBkvl4dDD7FpBdPtkAXshgKCGR1LBQYo+dG4aiqAehSXJ0zYBANBVKk+gMQvQYAIi4s6QJDxK7I+bFQ4IjqBiIyVnAOADDnHjjatmc0XLlBQLeJUv9YmljcuTWBQM2Qwx+A6Z0vMkxDQ0O2OhR80csbKS1GnUeU9OtQNDjlua+7B8oWA/Rbka65AAYAoCmZeTQeqtyrZC6ZSq1DyX95VcE1J7u/EQ9Vvgilh7NGflUbDp9VSPJgPBRabkk+TUQhhb0dx7g7ZhbuUDJw5TVIHWlm25hMNkf9/muMD/f2dnd+Gnn+nDyOTiKRKOvp6nwYQGrOAveykXawd7W3/yEarrjMwPfEwH66D8C7jjbuWGPMnJHhEIXYniOYgidelbk8WF8VlxLYIZDmKqs2r3QbjMGApXJUcA/c3wGAYtAECAniCEoxhEKcAaZuJaq6g9/vhl97z6ate+Q9fhJSCaXJjXJtJkofsYfGhbd4NVqoCCzouFAmuOdp9abTJGm446Jw1+8wqttR+6LwQA0XDlX43mbWIJSlZbyaH3eXkjpUeJ/jrX77wEkrkt7R0l67w7EeKhylXKZnu+JnVNqc5na6oCZ7kunsma3DO1weCZedvCs56hqm0AhUTo6ngo1HSs9gypDgc/xWLPEJ85a7Rj3ZaOju9FI8ELmGlzdXXw8dbW9K8nU+dsondv16NMGsMBfNwlXhkPVY48WNHvInenge/qaCjwTy2pzDHvNjx2AuvQW49RvNCU6ijc8XOCXJeJRF3YZlbe1pzKfLHY88eCwXcD9j621A/gcVH7fwnc2HJQlnk0HHheFH/mkPlqUzI1Ys5INFz5V2z54d4efaE2GHxrMXtriPJahwEQf3akMcQ0Yrg2nBpABdbaM95wYGUyz45WWMjA4G+UArluvB3AQ/mu41E4BG2D0K+VsHaqtYxEoQ6swKAfUXV18B2cs8/kyN4B4IOjja+tXbo414fnrEo1g1hUsmTovZbs+bGw/5bmZMeWiXwNM43XvVpYPtPa2jlmcDFH6OoDcD9u5EInHKdM1Jm85Ew5X/AMVaYgbm44F8HpvNkFcIg/42Hqz8RdNQouuxisOQeiuUJaIyOvyoRgEl60JMw+4pst5WVRr6U1Yku5jD5md8FkrETFsAxFUJzHRyPBy4oCmZebSQuVqSnb+oqc7br6TBb6WF1dxVnF2h1oS6erJzrH8khQVfXu5mTmI4XcFw0FvkuEK3e3p0vyM/AYJ4qG5lTmyniV/6R4KLQOQP102wnIN4H1cFpb07+uDgc3G8KWeKjyrtF2VXIHyh4DaTWRboSgkoCNrHKuVfNlhWyKhwOvFPp/eaZy/PHLFh7oyf4YzOVEJq+WETno0DMEV+3r7vg2AM8Ho0Bakp2fBPDJo12Lhfz3ac59qaVrz1cmWdaMgptSnduVcD5AvapyQBVQBaxov0JdgPeykcunWmipMEqXQfA7JXzVMi4H0CWQDHTQIj4WDt7ORCcbIp+ybouHAxeMNt+utszLYHuZMXTKQJ/vnmLrra4OnlYTiby52PN6zCBIBpvOERKxUGCTCH1MWbfBvNHwbnkkcLWA/wUYPM6JhgMPHpLgOmlS80tgPRpl4PsBQMBrRl2DpE6hLov+78GvM/RnUFUol6z3znQj11O2VIFPKGQViV198IdC32419ydr5fnDr5HY1aK6FqT3esmsxaOmKrCCmC8Vn7nO+76OjgMArcmOJ2prl1bnDpj1BCxXyEoGbRfojtb2jiemWmQpGXqSPH2k683J9A0AbihkzpZk95PRUOUPSHFh0XMnxN7nitYDKGh3w2P2IKSfIxCI6ETgQAFdy3O9XxujMvKZIKfF9lKMmHRk6cz+u66u4t9LkePD8wf2ci/X83y34GCkMZlsXh4JQoEjksYPhZpJJWGJ/5YU+wDAgi8nkveRUH/O0envDFokhhJ+j5r0GwtXXGvIdxwMQKR7R9ypKo3/3TGJq7SJVH5tRE/sey2zHsA/T7Wm6crrOSONjXteAzDpOSGzF+4nQ+X2AMdRYD+e0Wht7zyuWHN5zEya2ztOG2vM0LHEYUcThxaX+ObQC7l+91emzPlWbr/vW1UB/++Nlduau7r+rVhaC3FgHS9l5Yvelt2/b6tCLgJTQC2yYPqwCP/WYbmhuS39XCnWnWkI8QZW+TWsnOiy2QDvgaak1AaDAdfatax8mRhntevqVfCCkREpseXRsY0VtBdyTp4PsXDFtfFA4PxizulxbNLYmvltS2fXWyvD1WWi+BUxjiubO/eZYq7RlOp8dnd7mgptzggMbnEDAJE7ai+mnTt3DjQn01f75rlvVsErbLiMCE+3pjOnNqU6p60vz2QSDwTONzC1bOlLMM5dpHLpeL1cPPLDZWwUMnubMpmfGDJ3GUOneH+7R8YLRkpANFxxLqlcStDHiz23Kp/uGprUVt3EmprM9Twml+5Uy1uYcSZZ/M3OtrbWYs5dGw7HYqHATbXhcKzQe3Oid1jBLwuxKyfgfhW9WdU+Vuh6sxnX6AYraB9+YyRjyl3Sq6da12ylrq5iEcRezZTbAgx6iwjwkDW4a1TVe83jRFJh6sfJ8I7hEyLy6qWHZUs6GJ0JLqHLXMsSQIDXhh6+zFWlxIDCz0++9Hx/TolBsLB78GsWcYY07O956ho+ZZ0U69mNRUBVaI0tmK3AZgyHQrEnxIQVclEomveKW8xSe7H+sBwBHf/cOvGVfvVYcerakKrCj2jvlswHuLKRLRcMW50UjwHugaGvL6pYNqrZ0HipjlT+qTpS+aeC7qkOnhYJBj8JAERDxe0eHkOw4EUA6OvKXFj0uecP7GVIPc8fyCuBNZFIlA11O71Bha7xendMHNfKRrW2b8HS0Ou9i4zYrYYRGU9CgiiUSiTNS3EWzuPNhrqimT+Ym1+rxrpaDu2scK3s7IOKmuDv0l2+wZKjhdyXcWEyIierfDvrc0tieb0V6aJ8xCE1ijocrvs+ADZigEEZUJ+5V4zC6aMpmfxMKBb7usW2IhvzanOn5UrLkLSWCtrg6e1rO34x4WjSvLhpaO7iP6qXgURm0wGHDVXgg2dx78cNSU6ny2Ohh4HmAvqbLI7OvouNT4OMKkRxhkMrv3Qvi22mAwUExTzNmAtzMyDmqrA3/OVv5B1NmsoISSfNMoL29JZT5SSC+N8RANVX6/Oux/Kt/xzOYDKrppd3uaSOzqMjUfKKU+j5kJq/zQKC8Q6IfrQiF/seYtJIGVrPspqPzOceas9NraFwfXyAYyptwBH1EpSaJbjaFTouGKc6dC22xFmTaI6s+OdhSzYGnoTgX1uwxvd+QwvGBkHDS2Zn5rGNeC9AVjnJOJ9KM5110zGaY2RPJcIZ17rdXnBXRVbTgca0p1PutF4x6HU10dPE0Ujwnh5bkLEf6hmgAAIABJREFU5EM7U6mibevVVAVWVIf9Tw1XxoyGEp1MavY1trX9sVjrH8skEokyEV4vwENHe0ha6PffbwXtIJ+XVFkk4oHA+cbQKcbirqNdb2hoyBLzNhVZ75mgHYoXjIyTXW2Zl1uTHeeQ2NVQamIf39vT3bUrFvF/qZQlc83J7m80pzL5d9f00TWsdkkWbtHdYD1mPolEogxi7xMye+fOtxcV2/hsIg6sHhOjd0/qasOIKOOovXkaGhqyIGxl4OJ8gkWPsbEGV1lIQ1Mm85ORxjiCLWy4ondPyqtmOggvGJkgTauTHecY5eUMvctCL+iHvlgdrvhOIpFYUOz1qiOVf1oeCebdvri1Nf1rZbmIRc+IhgLf9aJxj4Pp7e78NFuEHNjLSuHA2phMNjenMrfkc3ypUILK0mJrOFYRcdZZq8+P1om3TLBNre2zQusmU9tspKYqsIKJ3slqj7orMkxjOp0R4CFRn3dUcxBeMFIkhv/otrV3/pnD2gL1nd/Q0NBb9IXYXEZiVxdyS0uy+0lluYjEvr+nO7O9tjrw50XX5TEjUWC5GKTGY0qWD/FQ5arlkaDGQ5Wrxhpr1DSzMRdFg/6uWDj4tbq6ikWl0FQ0aNDifjrqHD4ucHT0UufGdDoDNndC7NWeCdrEOFrV0kgMVzN5JmhvUJJgpKoqeHo0HHg+GvIPxCOR44XJNt/LQ4HPxSL+zPJIUKPhwFNjNZ2bidRUBVYQ8WnMsq0U87PNnTFW47Cj0ZLsftKqfpzInDjg6ud6reVHRxHjMOY+Q5iJlbqvkLSWBtTmbWMMXJZHCniqzv7/X9Pp8gZqpQd/DoSfbPmXaN+KzBVVbQXl5ZOabxomG9l4wpz/KgN4ZH4dQGgwFSHFG1NBJNqc5nrdXnXcKmydA3Eyh6MBKPRI43ov9FQICIb3LKy5viVf6T3H5np7JuUNA9KnozSOuU6JGuCITepmGnV1FYtyqveptX2OPTJ7fSqpDgc/5fh890Lt/1tc4b/cSxL0AAB2zSOGEYlF/F8qxfyFJLACg4Zcze0dn5uz0NZANSWKx7yjxcJ4/biAclvyeWPc1ZZ5WYAHVXCt970eHy5j40hVSyPBrv26MXRKdXXoL0upbaZQdJ8Rct296lAfKbqhOndgf8+DTPwuVX3BNy93VmPjntfi4cAFokgqNOKDMysS2xKJRNm+PZ33GaIEOfaqxrbSVK2I8e1wXFvQk2w8EDhfCVtUdFNLqvMWpLyunB6DNKbTmVg48G0i/mwsFBgoKDk6DwYTWG3BCaw7d3b3xCL+xwnmlP49e0IYoROtx5HkrNzKxK61dEl12H/Y7rPGAVWAdx/8KomtNMZU9XZ3XACgaD4XJwJ1oZB/QN3LaWZPfySDDve12RLIM3ArikdApnBkUPRnZlMulYMPhBGLmbiG+GaJ9CbvfNc28ZsmuGBb5DIGGVtzcl218ttoapYF9353eY6Z0quml3qrN0JkJi71M2tcBgZ/ixqA0GAy7sfQB9uTnVUdQ3Go/ZQXMy84lYeNkeS3p1LBhcumDZso3Fcg/m+QN7uZfrIdRfyH11dRWLBvbhamF5ency7QUieZJIJMp69nSyqGwnJuDgvxNKS5ipVlUtgBYFZPiSEHVC8EsiPh1eMFI6XwI3rzLA/6N8PwTZrrf19XJ2ve93YESuLA2pxO/xTAiMlQLclMpBTrThVRv/9yZrpSRTcV+8nycAp1YHWNbCCYcl957qjlfR4eAAA1WYcpDJI/FLONwesOrIrbAdyYzz01VYEV/X3yMAHwke+aYmk5Fhj62b37aNeiIf+/EvgUAhnNune3dHX92yTLOyaxxB8lyfUpz90AeMHISHjVNBPkuEgkKj65WcS9u9SBCADEwhXXxkKBm/IdL5bWWqvPl6Js02N2EPX7Lyemzaq5DbtTHd8p5tzDCazNyfSYgcjxxy9bGAsvu1WUXoLlvT52TvZ60xSHurqKRaR6mQKPuII28Tmex8UkEA8EzjeMCBTfNwZv8/xcRsYLRiaIaweOIzjzFM7aybBVVuXThTTv0l6GnEA02AjNw+NoqE83CfBQKSzYhxNYq8PBT4019kCPc7Oqc3bO4lOt6cyppW6tcCzhHuBLyZhydvUew/ihYby1JhJ581Trmu0MVXJNcebdMujnAs/tdgS8YGSC7E531c8tXJ1P0MeZfE/EwsGvlTIjXR2z1VHNu026MO1QlkmxqveYwYiWJJF82IHVsfrKmBLIXghGsj2d/odSaDmWca1ZN1zqa3iwgZtFzjM6KyE1kcibmeidIGzd2dbWCuZtEFk/HX1ppgNeMFIEdu7s7mlJZT4imjtPFJf2dHX+qmRPHYMJrHn3pnEsbTUwtfv2dt1XEj0eswNCqBTT8vyBvQypJ8cZMxgBULKg6FimJhJ5s2G8lVm2NTQ0ZHe1ZV62gl+K8Pqp1jabsWqvUmv7ygTbAMAw7iJjyrP7PT+Xo+EFI0WkJdn95NwFubeQoV2u2/9iNFDx18Veo7W987jd7em8KmmAwfbwIvYHDFzs2cF7HA1SuYaJ3hkLL7u12HO/nsAq7tjW12JSqlhZbA3HOlbtVQDgqPO6TTlZuctzAC0diUSiTEXWK+GR4eakrweBZLyjmqPgBSNFZufO7h4H5rPs+Oax8f2fYs8f9fsvrw77nyrknpZU5wetYqMonbe3o+M3sZD/vbXhcKzQtT276NlJS7L7SZLs1ar84WLnPQ0nsLakMh8Za6yjdqsxdEo++SUe+ZFIJMpEcalVefrgHJyFfv/9am2fdbyeNKWg77XMejZcoY45xATNUbvVgBOTkV840/CCkRKgNrsSAIhtW7HnNkabWCnvY5phWpPpr5YZc7XJeDlIz/Ytyu4peHHmktmGe0wtTHMfY+YYAScUc95CElib0p0PSE7WsdhN0UBlZzQc+GassvKUYuo51ujr7FxrGBFH9JDmbQ0NDVkwbyNr13oPGcXHdfmqozUpLF8WeMQK2kE+b3fkMLxgpARYNqcBAHKcKvbcTanOZ8dTQlxXV7Eoh9zDKvrHsvmy8dVXu/YVW5vHzGX4qVmVp7Q9Q0tHx/ccmBpLZgsTfQJl9J6p1DPTsQ6tEyvd5csCjxx+TQzdS8aUu5y7dCq0zVa4OnGUOnOI4c0b23oaEhyyzbGLjYCwIPxQtGikRtOByL+v2XR0OB76rqlQDgllHRg5FYKHDT8khQC71vYL9zH6Bzy0Dv8DxHPEZCmYqas2HmuU2O6mYfmSPeDEeiMZ3OtKfT/2BhG1U0Xkw9xxK1wWCArF1LzNuOZmTX2pr+tbX6vIjjHdUUEXLtBrHSXb44sO1o14f7lrlGNkyqsGmOF4yMk2i48q9iy5Z9OBoKfLc6UvknS7JbDd8GyFzHyKc1a089fIuuGPjYuUfUFtTJNBoO/iOsnO5D2TuGk6k8PIapDQYDw8coBM6v6iVPCkpgHaKurmJRPFS5iixyCuTf6MPjELKM9WRM+XAp79Fgdu8dbNYWPG0ytc1Whrv3jhQAAoPBtgAPifB6r6DgDUpiB38soNAHxHAZQx53CFtITf3uVOndIrO53Fk6mHR2Tj7jq6uDp7HgRmV+wHOz9Dic5YHA1QOQjxrXPUF9zpcXLvFvRnu6aPM3pTqfRQF9lLLQx3J9dAoYIKt/IHIfLZqYYw2SddbS87vTmZdHGuKI734X9jZWXgeg6A9PxxpXJnpDppxhjjiiOQTN3WXYd3FfV+ZCAA9MjrrpTUmCkWg40M5EYQBQ0duaU5nPDl+LRyLHW3GfZKaYFWmZu2Dxm0S65roHfL8DQApaCGhrSzKTKIW2YkHCZcT6eEuq84OTua4x2iTKeSewluXQZA2gQG8pdXlMLfFQ5ZGuvIb2NrV1vAQAVVXB01n0CwAiBH3GGWpcKYy/dJhPVeN7e3N75im0dxRVV11dxaL+/eZhgJ9oTaa/OtK46urgaVkXD0ORIlcvKK+sfLyYPXKONaqrg6cZQYIcO2qiZGM6nYmGKh+B6KWJROJ673s+fhKJRFlPd9cGgf5sd3L0B7+WZPeT1RF/AwY79nrBCEoUjDBRWEX/qIRecszvhl+PV/lPyrnuM4a1zaquZdIfZ3v3Ptqc2rM2Fgn+L1SrCboHqn86YlKVYCwU2KQke1uSnVuPuD7JkMGdsLiuJhJ582TuODD5mqC5+nzHN6bTmUJaWnvMPAYD/NwTzDznkAsKxCORE8h197qivyAgrUAHEd+QO1B2JoC3Dg9lkVwptO3c2d0TC1c8ypaaRhtHrl6lILSmM6cCADKFnybW1dXNcXv3ngEAzoIlO9y+vjgkG+Jy++Jwx/DqsP88An0KwFIG/dQ3f+GXdu7cOVDwYtMctrpORfp8C+X+MQeT3Mvs+4D3lD4x+jo71xqHIuQir+aOrPYuMr6tNVWBFbvaRt69OlYoWc6IEl4ixeNOWf9Ph18T4YdAMJb5o63JjicU/EclXl0TCAQh2gNFGRRlAB36x0EBGFoHor8H0Wdqa5cuLpXufFmwxL9ZyLyYQ+7hybT3ddWuL8SBFQAsbGOp9HhMPU3t7a8S6DYAILFrdrenSUVvVtX/AexKMfQJJvIp5B9bkplTFNJBJHWTpU+Mb8dYDqzEmiKVuePxvxkmu3/fh5RNvSX+T7e391JR9z+UTb17oOxqAIhVhz9oiB8n0EsE/AqEL/Tv7ym4TH66k0gkyiCyXonvzydZvSXZ/aSFbXSZvHLTCeAa3WAF7U2ZzE/yGT9vEd2jrrvftXptqbXNBEqYM6InEvMl7gFfGMAVg6/JYqPwNbdlnntjnLjqmDUQBTG9CQBU9IjGbir6ayJdIcQXDD/lTCUNDQ3Zmkjkipzgmf5e/n11dfCiUiSsHs5QWW/JuwN7zEwE/C+xcCBLRCdalbXN7ZknamuXLnYPlO036jwSr/KfJEIVAJomT5S9XJWtBzCi8dmCJf7NPd1da7KUe6Y2HD5rPE3ympPp7y4PBULMdKsLm2LQclXd1pzMbAEAuO67wQxm91Vn3tJt2d6eKwzTlJYyl4J9HR2Xss+UQ3MvxkOVeSW7W7H1zGVXHheJRP/U3t5Sao2zjWgweKKInOkYzMu32rF/H0AOoG7uA3V1FTcc61WORQ9GBv/w4Ttz5i++fmB/z68AugjDwQhBBJSLRyLHN7W3vzr4kgFIXgEIovrC4GuHQYAqJRi4u60t/dzhl6eKXe3tf6irq3jLQK9zB+XkmepwcPOipcu+Xspz13iocpWA1xTiNUKWlhCjv1SaPKYnjmo/AAwF71vikcjxVvVZqLY4grflPZFizph/XQmDO5hHg51LfWRG7TnT0NCQrQ0GL8qCnnFttiEa8t9fvliuL9QPx7dg0T8O9O37FCl+okx9vrnZ64avGaHrFPbOplTX9ljY+QgxzVOVTxcy/0yAHHxcVUHk+4bm2TiCYeCKZIWwAcDfl1TgLER9mG9cuk1FgTwTtgGAiIyy47N9TgiAF4wUE+mbcyGxXuP29j4H0rkA3jgiUPoRk7tOlK6vrV260T0gbwbRgaa2jpdioZH9X1QBZlooir+MR4Lvb2pP/7DYusfLUDT7kXiw8gkV+U5Pd9eGWLjiKwuWhu4qRVBiLcXV0SOTFUcgkUiU7d/bVaGixSuR8Ji2MORvmpKd26Phyg2+cvv6DmO8yn+S1dyTUPr5nAWLPuAe2LO+rq5u20DvmH//6hl0G3SMcEQBhmk62iVy3euypC8BGDGBFRjMb0okEif3dHV8hSBnHeiWPwfwy7EEHszOnTsHlocCXwXzrSr66MG7qLsymTSAdCzs30iEr6jijuZkx5ZC5p8JNCc7zphqDccaQ7viR+yMDya1dqYA+U1rqrPovcpmE0UPRkjkcSHsB2Mbg6HMHxq+1pzMfCIWCixTuOvcA76PQLGPWd8+tJvyNgLmAlSmLEtfn8/pX6i2DFBNE3HOKV/4CDD93leb0p0P1IVCXJxA7vtWfZ95bW/mmpwKXFTkzyOU69aK4p3/H9e/aEQADI9bqhzlJqa5cuzvXRBQRAiLfEQ6H3NyVTryd5V1UFT7dWngXRT4zKNwd6e77K7FzrHnhtx1gPcU2p1G4Amyeij0ieM5ab8hnb0NCQjYcqH1F2rifYcf19EtIPMgggXFQTCASHgpDB79OBsseIcCas3Mpk/jUaCmxtSWXGZT5lWPsVgBLNiDYJsYqKBOY4vxVV25rq8PwtJoG+zs61IClnsWfWBoMBz+dpZIqewLork0kbi+NI7BoiWdncmvz+wdebU5lLDc1ZySpvd8pzNU1tHS81Nu55zTJdbJneaRlvN4QLh8erO3cfAyClbc3t6XOna+Z7IpEo6ye9wii9zWGEjcvPlC2wu4q9TqEJrKK5OACoO/o2ucfMpbFxz2sG9noSu4ZVNjoLFhzi/GusXsDMZUx0ibKpZ6ZrVfSPw2W/pSafBNZiEQ8HLmDitxC5VxORYw2+MnzN7S/7KRPOFNWkML1L2P4PEd417sUIKQBQyYaKIL3k2DnOvUTEhtkXCxa/Q7PHkbiETUR40HLXJpeRt/HfsUhJEliHt0NHuj6UL/Lqwa9Np1yomGK87t2dtxhyFOWKanfaTX78pkXkYJYuDxJrAao03FV+MxXWhKdR4UoHYecm3I5+ezmCrySGAtBrHq8AdF5E6o/q+ZK/e7B/RrRLQ+Fg7Uls1fdG62b9/+4bw0AFClFiL9bik1TRcSicSC3j1dJ4tINxEtVuW/AfD5qdY1m4kHAueroVOY+AoruecgfFttMLjF2x05Op4D6wQ4LhKJZmHvYOA9VvBLgl3dOug4WTKifv/l6mBda7IjLwdWD4+pprW987jJWIdd/S+B/iMTXmxs3PNaNFz5OQgvYXDT0I7q2snQMR3Ztye9jckxKvJtkFnLDv9FTXJ/kl1tHT+eam2zFZewCSpP727veDmRSLzS25W5bagfzeemWtt0xAtGxkkikSjr2ZtaB2veraqbWjOdk1JuW6gDKxneqwoIyUoAJQ2UPDyORjRU+X0l89JoDqzF4PD8lulgjjhdENV3wcr+lkXJF2IVFffpHOe3VuUmAF4wUgKGHXJPIRcXAIO5ULFw8E4RrE8kEps9p9sj8YKRcTL0y3RrLBRgQDdWVwcfnwyfkaFeH3kHFbvaMi9Hg/5u0NS2hvcoHCIquDtz4agCBCE5KR6qnPBsQrIS6iw57OVXSXVuLBS4KZ85LLCcJ+ErP1aIBZfdSuzMFXIfBIDm7u6GqlAwacicGKuoSDR3dzdMtcbZBgk2WtjG1kzn6wZoDnirZbmhd0/qagDfmEJ50xIvGJkgzanMLbFwcDHl5LGaqsBZpbb1jYUCNxHT5t3t6bxr2SG4nn3m3lg4mCqbn9sMDHZTzfd2CyzPfzGPCaODdbQDmr2/Ouwf2R+GNG5gaouxZCGeFMNYQfugR9DBGGAcMRQrzTon1OmCJb7GKNyFS4PrkewCAJQZuU6Uf2TL+J+QZ9NNj/yoqsEMXFqnJIlVZjMtkcjfUvVtTCQSd3q7I4fiBSNFoDmZvjEaqgzlVB8er3tkvvjYuSer2WcKuaelo+N7sVAgTkyb+/fROWBuMczvzvd+VkBdu58X5aRwxR6Fwjm9Vx13B5PJHmwkxpD6QwYqANiC53cWyIvT2e0xHqpcpWSuHNFEzSNvaqr8l4hyhRX7dENDw+vNMne1dfy4KuTvNmRWJRKJBQdf85gYrtImWOleuCx0J5Ldh1xTxhYDPOf1AToSLxgpEgsrAlfs29P58ACyTx9//LKTC3WOzJdsLneWOrQOBT7NNKcyt4TD/qeMoQdZlectMpWvvNLeVdDiXg74pNDc1fVvU63BY3ZgXfoSWIWz8neHXzMq3yHmz/V0Zb4GwOtLUwRqw+GYhVyszLcfbeejtTX96+pg4HmvW++RlKxR3rFGQ0NDduHSyovUmj37e8yr8UDg/FKsY4w2jXdL2wf6gIEJsuDWggMRDw+PGUWsoiIBRh2A54+WF9Kc7vq8uLKflD44BfJmJS5kg1rb5whGdPZ1FJuNoVNK9R4xU/GCkSLS0NCQnWvMe0C6x5rSPGkw+ZqO2K7Pg3iochURfVzE/qAp3elF5B4esxwpo38eNDnTkS3vjTzODs+P+is+M4nSZiW1wWAAYq9WYx4fzUukvLLycStodwmbJlPfdKeowUhVVfD0aDjYEw35B6KRwL8Ovx4PBy6IhQKbYuFl98TCy+6JRpf+n2KuO52Yu3RpCtCS2UMX6sAKAHV1FYtcmPusoH3OArmmVNo8PDymB4lEYgGTc7oraBvNS2Th0uB6VbhifJ+YTH2zEZexkYwpd0hHbZ/Q0NCQZcptMYZOqakKrJgsfdOdogUj8VBoOYv+AqoPEOhrDPpIvGrZVQAgoHeA6PMKc6nCnEc558loYNlPi7X2dGLfnq4vs6tBH0xJ3vSbU5lbCkATDQ69xhGBEH9rLpnLjo4eFRHPbtSW8jgqM294XRxjU0NP9EmHUVVT5b9ksvTNNhKJRBnEXm2tPp9PRaUjvvvV2j5XydsdGaK4xzSKPynpj5hwiLU7K92mkBwp/l9LMhMB6KcwfHY8FFpe1PWniHioclU0FPhudcT/OybcCJe+V6qKmnioclW+fg0AEA9Wvo+ZrlTF7U0ldof18PCYJlheK67sb+/ovmesoTTgflJVxQp5vVPGSe+e1NVkTLmj+TWVbEynM8rmOwxc7O2ODFK0apoh98O3xEKBLyvTZwSSbmnruuvgMUrwx0OVq4U1DgsmlZE9FGYAtcFgIMtynxKfDbE/cATXkNG9u7o7S+o1ki+1wWBgALidIA2Llvo/g+T063bs4eFRXKLBZV9kw/PFunk1w2vu7m6IhP2/cUCneCZohXPaf6Mm3NN4pKP1ivrQ778+wCbctVGa7otQA+WlKRM4Cil/Y65bktMsC7Scw3Y+HAt5qTmaGzSPIRsEqY60kAgt463Np7JlJTFViRtXiMRZcI585rSXU/ORnrMvmaoLn6fMZmyf6AVP3kmo97BjseHrOb2LJlH4bPxF2rHycWC8H10UDl9WPeKAqxLsH4IHN0M4D3ll7t7OD445ctzLTu3qSEP6rIbmKax5Z8wroPAFhoIRgi0P0Mmg8AAt0PACQ0oEZ2WDWvjrbGsULxckYikeOj4eAe90DZJU1tXXeBdI9Cz3p9ISIHigeb2zO0O5Wh3emOUc8ypzOJRKIs59p72WYXq8qFLcnJCUSAwhJYXdFtTCbDDj0aCwe/VldXsajU+jw8PKYIH/09Md0CA5Oz6AERXFBWiAYsIQcArmJAiAYE6B/+UB9bxykrV3H/ZGD6pvrLmEnYbg6wMTcq6GRizgpMXNmeCCKACMr2RAu8CUSwwJuG/w0iuExvEmioPZ3+h6n+OqYDxcsZodxcJiyB4tpYJPBlKJUL8xVFm38a0dvduZHZvEa+svlKzldi4eDXouGKcydj7UISWFOZrn9vTmWikpN1QvbCgX1mVyxc8Xennnr9Q6PTw8Jhch6gSAMuj5c1gvZMfMn8N6YVu6Y5kR2sCOmT/P8Z3clu5Y5mNc7DhmGSvdQNBBN2YxX9qd7Fw3pV/EDEMcJwcARHixNdX5dgN9TIiSrcmOc1qTHecIUZKgL7QmO84h6AvD/25NdpxjoI9hPBbKs5SiBSNNbR0vkeqFSmpVsZZV3tXWln4OACzsHQBATO+tDvvPK9aaU0VzKvPF5mRmjWjuPGaqF5K1TL4nYsHK/dFgxb/HQv6SbXNG/f7Lq8P+pwq5p6Wj43ut7Z3HWaufVKGbUm1NzbFlyz5cKo0eHh4zB6PwWk8VDSIiooM/w/DnB//7KGOPdYqaM9KUzDwK4NHDXzcw10PcrQAwd8GSHUBHMZedMoaOZ54EcGNdKOTPurpWffxeZn4AKM1/cGO0SZQLdmCtq6tY1N9HN5JFuWH6+oKg/4fo8kxYPTw8PDymnknpTTNUabN78LPOyVhyUqmpCqzIiq6TMl5piM9WzeWZTV04Q+W5BZfo9vf6HiOVkHH4zF1tmZfRPjsCQg8PDw+PmY/XKG+cRP//9u49Pq6ruhf4b+19RnJsx5aU0bwkjSaTKaGiJSYuxOmlsRN6oRCaYC6v9EMTA4WEtLc82uJCPzfGpiXNvZ9LGnohvJoQ2mIon8YESh68YqctJAUSQ0HEVMhjyZJGI1nyO/LM2WvdP2QpsjyyNfKcmZG0vp+PPpbmnDl7SdZjzdlrrx2L/C0bvtaDfRELwOR6ic1uZ3HVwYNj/xHUuMlY5A4ytL2cxmeptvC72HfrDOHV+wdG6mLZsVJKKTVFk5EFMob+iHzzSTLudiP22QPDo1XZ07Yvl98BYMd8z09HoxHfd3cLmS9lc3lteqaUUrUiJrCtQhY7TUYWSJw7KcasqHXJ047W1pvFwy0Hh0ZeMZ/zmdwLydiVUuQF7fSrVLVZ07C/yP4dnmnYf67z2tujL/N8N+cvd0eQIIszmfgKEgsmvgILmDpVy5BxsVqHUK80GVkoYz9F7G5Lx+Pbg2r9Xkq5Bazeat5bOIaT8MybAXwhwNDUWVyjiIdy2veXIuK/QMikARGWnXYmKsM9a0BDmGDwcyBB9uR2ciOveJDIixcx4mAaSCG144xiCIn5362JDnOZanjfHeAOBvKzeSUsuPJiMLtLr5kg8eGx99YZH9Z1Kx8OZq3SEppwMrAPT0jB1NxiJ3GaLt7fHoBw4ODf/vAMNTM0hBRs0KAETz2q8CANjxmBjsPfNRWmHIvMwJ+2D+ARlzwd10SShL00Xl5TwRe4Rl3qcL+U9aCTaB8j07cfDg8Bl1Wsl45BNEdLvP/rcGcoeq0gNIKbVwmowsUHd3d6Grq2vzsfHRXUJmT3s8urUaf+h9cVvI2O0oY+lwXy6/oyPWmhQnWztaW/+5f2TklwGGqE7oSW8HAAAgAElEQVTrHxu7G8DdF3KNySXZ5hkCWU+s9UUuWtMcfoW2959bMha5g4huF3YfNkz/syMW+bv+XP4dtY5LKTW3yu7au8x0d3cXLm4ObxaWbcS8tT3R+rP29thLgxyznA6sM/XnRv7AhsxPxRqdqllETp3wdlrYtIA/KpA7PI/WHzt8aGet46pXHa2tN5Oh7cKyrS83ut0LmetI+C0XOlWmlAqWJiMXqLu7u9CXy+9Y2cQpYv9JYf5YOhqNBDVeKha+ZqG/WIXRYw1+s9IxqWAkE61/ZYhew8CDfYMjf9GXy3+EWe4zwOvb49EP1Dq+etMRb3klGblXRD55etUZ9g/kfyKGN5Oh7R2trTfXOsaqY9NU6xCUmo+SyUhbW/SqVCy8MRULb7w0EjlXJZmasm/foWOeDd1jHV/pWw6s6dlCpaPRiAjW1ToONT+paPhNBPMh5+Tpi5suuWnq8Ytbwu9mkYct4a5q7YdUSnu89VXpdPPaWo0/26VtkReD7U4h86Xndwqf1D809k0idysZubeWX7NacCKajKhFYToZSaeb1ybj0U8m45FDnuBJR+YxMXY3e5RLxiM/SMUjN9Yy0KBkMpnGjnjk68lE5IepeOTGZLz1yY5Y6z+kEonLOxKRf0vGW59MxcIb53OtyVdhZjc7+p2g4jUUyhrw7vmen45GI8lY5I4i+OcAwFJc9HsDLXWXtkVezMD9jjHYYOzmmfUhU1ODzsnTYLszHY8nKzVuJpNpTMYj93fEo0c6E1EptY9UMh75r85EVCyZR/lk4+sqNfaFSMfjyaLwLhh68uKW8LtLnZMdGP0MyNwFtjsvbYu8uNoxVhtZc7jU42KcJicBs7Dp6Q+EsrWLZHExwOQvIX8i9HUA7ySiFghgiBoBTC6fI/oNJ/LlVCJxeS2DDUJPT88pAkYJtB4AiMxV1piveytXZiEoCiFmVrq957sOAHR1dTUIJNCmNr64LWLsvJb2JuPhKwvkdjL4HRby7oPD+fWn99NRdSqTaVlTFN4FAPCwudSy8e7u7kID6NVi5XCB/EcymZY1lRh74sTRXQDeKuA3sfDPDeiG2ecY8l4rkDsrMV4lZDItawrsdoFt7uLm8OZzFfb25fI7QNhVYPfgZYlERXJjrDZiWzoZcdwEnF6Vp1Qd8QCgcOLYe4not6bXZ8wsjzSTGYsYY5n9rQDeXs0AiWhqHeH81xOWyTr8ubPyVhb5JyL6twODw18GhpGMRUYEtLa3d/zI+a6Rbmv7lWNjI1utMdeJCW5vmnI6sDas4p7CMbOBib6THR75p6BiUpUzccLusmTSBPfmvlnLVWfqHR7Op9vafqdYPPX9UydD9wF4w4WMm043r/Wfw38X0A8ODuUfSyZaPwGR1bPPyw4O7kvFYvvEBPbjOG/r168PjQwe+CYMMoziM0fHRx5pj7c+f4KI4OxdUY0VWjvhFx/NZFqu7ukZO1rVoJVSJXkAIISrIOKIaO4OQoAHkt/uiLe8UmC3Vik+nOLCCmMMmHhLe7x1UxBjFCEgxrCxpo3FNbXHW78DACz8IoJZOfXxuRRcMUFG2uWUf3PfobG/DyJOoLwOrD09Y0eT8einDLvb0tFopHd4uCot69XCdMTD/4eIroMAYu2XOxPRL08flNNvM6q8nPgwnoXz/euTscgdU0WbC8EnG5vIiAeWgwDQNzjyiQV/IlVyaODA1YD5Bok85pHnZh0WEL3CsftXS7Y48wCReYKshPzjZh20c6pSdcEDABI8RUSbz3OuD6Fve9bLOYfqtRYnsxaC34Qga0DBjSsYBfAmZpqwNDWORB2kxco8x2WDhmb/IRwKLMryO7Ay7nLWvt8XbAXwJ8FFpi5U/9DonwH4s1LHkonIHl+QuQjehl8ODvYHGUcyHv0YEd4HAES8Ljsw8uMgx1uoc+1g3RGL/J0IrgYwsbolfIP2ZVGqvnkA0LDq4r8pnDx6PYSuJoIHwfNTNQywAcDsrMU9p3d9rdrOr+l4POmI32/E7LmQV37n0xGL/AiQUWtonXV47f58fjgZi/yaATJ9ufyOVCJxObP/kYbVa36/p6fnVFBxnE+5HVh7h4fzHYnog2De0tXV9UH9pbz4JGOROwh0jQgfmkDhka6urisr/f+YzeUOdMSjR0D0yv6h4abORPR9LPJM/2CJRMQWV0C8yX/rUDIWuQPCb7Fi3ujI3H9sbPReANr0TKk6ZoDJIk5vRfF3AXxWRMZAAIscmzqDRH5qjbmlXl8hXahkvHUrDNpZ5K1E5DmLv85kMo0CXAaStmQsss2x/0Uh1Hz1QDkFrFM8ku3Gmpbj47nbgopLBSMVC19DhraL4GMXheha63BpUE3PCHynIaxNxqOfBgAiOjH7nGQ88l8i3qcAQMT7VEc8ct4pzGqabnpmeHM2n/+a59G12vRMqfo33Q7+dJHm7QBub2uLXhUitw6OniU2z+7P54drF2KwJgv36DUEesYCK5zIMwSkCyePvpwMRIQGhDC5rFlwby3vigDlFbACkyt8Th7Jb/AZwwRzA4CPBxedR0PJ4sCO8kkYf7h/J/AgCpSOQmAR5KJlr/qm9w5C8qOV7f0MhdHYnIrxDwQhZ+r+fMl2afY8h7LbgwvfOohZetZAwXoiPe8kpD5gEid2v/4OSqsf0D+Z90xFs2G7KPpdrCuezA6GdqHadavs5Y9qvOUHJvmoGB4acAPFXlWGridBI2s4/IQzPe/40qh3Ne5RSwpmLha44ezt8PAB6bj3ueF1hhraqsrq6uhqNjh3bCuInGlTzd9Cybz38tGW95D1HonlQ0/OPs8GhFV0n1D+b/4FzHs4OD+wDsq+SYlXBpW+TFzuddYvmjB2YlHP1DY99MtYVvFbGf7oi3ZHV5u1L1R9vBLzLWStbMo6A2FQtfw4JHSMyzK1bySw7k8x8NuvBRVc7x8UN3GnHrQmh49ezlp31DYx8XkU8ycP9yaOB1Pul4PFl09IiQ+dJcd4uyA6OfmdxDyuzSr5lS9afuk5Fq9BlZTObbgdUZ+x4BTTSu8m/SXgqLSyoSuYEI7zdibto/OPiLUuesbg6/T4zXJRTeFeReSPUuk2lZU6Di40Syd67uq1P6cvkdQrTTL/J3l3rTM6UWm5LTNOeTjkYjp4h/7hG14KyeQpXlY7J9ABna0ZmIBraa5kI5cb80Yr7gkf18qa6ZlVL0/U3i0S0AzjlNI3DriPCoJiKLy6WJxAucK+wEm20H8vmvXJVed3d34fLLL3nL8WP0/QLwYFdX13XLbaXU+vXrQ8MHs3tgTNjBX3VG0zMRgcgKEE3ManxmyEAK7sS/ZzItv6Y/H0rVhwUlI2Jtkwe0sHMPEplgV9gQrQXwfhb3XYP599eoJgE6YRBioVuLcFcBuD6osfpHRr4A4AvzO9tMBBWHqrzLL7/k4hNH/Idg5TiYr5nZbI9EVgrQBaIf4fRdwhNHARI5QuJecuxQ7j4Ab61V7LVwaODA1Ybsg8LizWp6JsK0gSw2Cvv3E7yDM59HZJ5gmNCpE/4GAFo/olQdWFgywoUYjAWYHuobyc/zD+PCVKvPSCV0xML/KIQNgY4xzwJWI/arEHdbKhZ+4HRzKFXnikcbmomK74IQLECQ0zOTLM3s4bMEb5UvbpUF/tTKzE0bTJMzGO/q6mpYTndH5mp6lopEbhCPdjjnn2KLV6wQe22QdyuVUhduQcnI8892uQrFseidXv2wCYxskOPMtwOrx7irQPYtbNz9XV1dv7qc/kgtVqf/YJ7xR7Orq6vh6PjII8bJKjbFz4YodJsIXpfNDZ/dTXdotFqh1q3Jwm3eyc48bVfgT82E+ZeC9R9Z7vvQWKLDpYrubIOswOxG+mrBCDhw9oOSmvyHsgi2qmFRW1gBqyAGAFZ0GmDKydHR37EGCUPFL5//7IWbbwFr7/Bw3oO7yTjEjo3kBzvikf+3nAsdF6vj44futGSug+EPHhwaezez+yIR3p9qC7+r1rHVm0sTiRc4oV1skWsAvfrAgUOPi+HNFqZr4oTd1dXV1VDrGGvGcMldfNmZWKnHlaq2BSUjjqku20DXSjoajfge3+3gej0OndUoqpLK6cCazY0+0dre2QSDR4T4NaEm/7kgY1OV1dHaejMR3s8s9/UNjX0cAC5uibzNMb53umfGK2sdY71Ix+PJIgqPAEAIDa+e2hSyf2jsm0TuVkvmumNjkz13lFL1p+6X9lZDW1v0qlQsvHH6ra31itnnpNPNa1Ox2C2ZTKXJ5uNdXV0NBXJfFBFpkNC1Qe+M25fL7zgwODzvm33jBw82E/B6I3bXvn2HjgUZm6qc9vboy8jIvY7xvZlLVru7uwsrVhdf7eB6wXan9sw4vbyX3S7jELMkm2cvh84OjH5GwB81xv5eMh79v7WKUyk1twUlI2QpVdkwaieTyTRalgfF2N2OaBuT+ayI2dseb33V1DnJWGSbm2g4LEY+7x8/fsZtzePjuVshcgkJDQsFf8eoo7X15pmrLM7Ht/weYLKGJLioVCWlo9EI2O1ksocbyNw0u96np2fsaAgNrwaA5d5npKurq+HUCW+ntXSlAd42V7F23+DIX0xNcSXjLX9c7TiVUue27O+M9PT0nBJgGAD6h0auM8LvZJF/MaAbps7py+W3C8tXSj2/b2jsbz2x22AQKzo/kA3MZgp53m5PZPt8z2fBBraUDfqOjaqM9evXhwrkvmh8iRK5t8y1CmT/4OAvIO4tFjZdAB7cuHHjhRWjL1LHxvL3G6LXOMHW87XGj7R1bnHsvkMUuicZa31jtWJUSp3fwn6BGWkEaHI7+yUkFQtvZDL/CCDfN5T/3fk+L5vPfy0dj+91lg90xFteWVd7X5CkCHZvrcNQ59ceC39rdKD/t62xk7tlA090JqLnfZ61+G+/fPZnx5OXXPLOvkOHls3+Q+2RyFdY5AYSwAB3JePR0nf/BAABI4MHYchCBHC++/v2+Brv4NDRwF9AKKXOb0F3RoRpSVZgO6JtIrhkIc9d0dycAwASL9A+I+UUsAKAcYiBpWQlvaovJBL24SbYP7XPZz7CPvcXff5h0ecf+uxyPrvc1MdO5OjU8UKR+y3ZRnjmJbX+HKrJWLQayDHfyQ+JAHFuxLH8iEWeduL2EwG+7/7TYfJ94eI+Fnka4n7ihUKNhBWX1vpzUMtPOh5P1jqGerTsp2lm6h8auY6AuwnyeCoW6yznucfHc7cBgGEEehei3AJWsfZRMbwpwJBUhYgxY2RosD9/+IWeMWth6FuD+ZGXDuZHXkpE3UTUPfWxJVozdfwiz3s5DCABf+/VG4Y4sTgymM+/FABgzNcHhvO/cTCXX28cfRgAVnih1069b8m862Auvz5kGl4LAuDLwbmuvVSIp0t31eKwsGSEsGS/wRtWr9kuoHVM8vUzj0ijiDj26OWlnudAf+xEvpE9x34ilVBuAStJcY+FTaei4TcFGZdSi4WILJvWU0ZE2zCoRWFh0zRYOt/g6XTzWoi8CAA6E1Epnjw2YYiuA/hbU+d0xMPvIWNuICJLzP/QEQ+/Z+Y1LkskOkjsEQv6UdDxWitZIzTvaRqPQ19ycL0OdG8qErnh/M9QammxRrQ5o1J17sKmaZgX/Q95b+/4EWvxMmK3aeZbw6q1H5o6p39o9J4Dg8M09dY/NHrPzGv8cnCw3xDtFnZ/GnSXx/l2YJ3SOzycb0TDJhYZcoY/1BFr/VyA4akKYcdj5zru4HqrFcuiR9BtK5SqcwtbTXO61/5SWS6aHRgpsfNwmft8iBwha1dOjI/HMGt/kUryxW0hY7cD89vloKurq+HY2OiHPc++iEUebhTzwaBiU5UjVg4TL5vZBKXUMrcsexMExdAedOmouLga5cCRnv/oIUHp/PuV1dXQ3Hxkd3QWQD+bixP+B6FqWUUmoh5pWMpNPNa/m50CYGbWTwFRB/JQuNtcdbv2MEwwb2MWJ+dH8+Pxx0wPWoI97ySgO8Xoz5ZE/PaKA7gxaKxWvFo1sAvOJc500lIkL8wpBtuHp2i2yl1NJlVp067E6GznrcEU/W+zFPwFY7quUjHY8ne4eG+kgkJ4RUreNZDM5ZM5KKxTqTsch9bqLhMAvuF0LKCD1hJHQvge4xQk+AzGFHcid7lEvGIveV2tdlKctkWtYImXtZ5OHVzeH3BT3efAtYj44feq8heo3HeJsmIosVn1koLmbFOY8vY44xWGqVX8Hy84/J0l0FOFtPz1jpF0W+jQFLZ4q9/unO9vNV8s5IOt281p8IbRXIB4XpGSPyugO5/EPnuM7tqXjkRgZtE6G9HYnoLku8vXQtxtIyccL7ojA1rrnkks2z9xAJgqFQFlLcfd7zRFaACHPt1aHqn9Cs5oLGxc55fDkzbkLk7L2hPN9NP6a7jStVv866M5JON68tnmx4XIS2kMjr+nPDV2aHzpmIAACyQ/mH+nPDVxK7TYCsEDF7U7HwxkCirhPJRPhOg2KrEflqNRIRYP4dWKdW3HS0tt4ceFBKKaXUBTgjGclkMo3Fkw2Pw3CTFbp6PknIbNnc6J7GlWs2M+P7juzOSyOR82+usVhJ6CtM3mrj0R92xCJ/l8m0rAl6yPl2YM3mRp9glvtMyDzQHov+ezViU6oekTW6HYJSde6MZOTUicO3GYOXWMLmbC53IBULb0zFwhtTicTlM89LJRKXp2LhjZdGItFMJtM49f7U8Z6enlMey2YA8A3tymQyjdX5dKqrb2jo6TVNrS9xgq3E7s3PnaS98XjrfwtyzGQsckdnIirzObc/l38HOfdmMsgVT4aOJBOt/5GMRu9OxcLXBBmjqgKhbK1DWCyIrSYjStW56WQkk8k0kphtDOzKDoz8OBWL3cLAtx3oMYF7tiMePpaMNl+fyWQaGcWHxdjdztK2wskjfyDG7nZG/mbmhffn88NW3E3G4OpTJw7fVv1PrTq6u7sLsNgt1j5qxSY9kUeCnBox4N3Csm2+52eHR/+pf3D4f0Cwg2BeysS/3rhWngkqPlUhmmwopZaR6WTk1InDt5GhZku8/fRDu4WoSKCvHRgcJnbyZbb2y+7o0SbD9joAYPBDRuggAHgr/bMSjmxudA8DuwC7tSqfTZWl4/FkRzzyDSryIxAcMQ6v78+NrukfGflCUGOW24EVAFLR8JtAuINFHl7T0vqaffsOHQsoPKXqgiXSuyGqLrEUU7WOoR7NWE1DN7Lw4/2DpVfAeMbuFydUtLLu4FDusWSidcQIvYMBCPjnB3rHj5R6HrH8mAxtDiT6Gro0kXiB7wrPiEWumn08FtKB9ejYobvB+N7BXP56DOmKPrUMGD4MbaSh1KIxnYyQYAPIfH7mQRHyjKE3diaiwizPsXE/GxgaewwAwLQbwGvFyDEj5tPVDLoeOBRvAYAGCV3bOzQYWPv32fpy+R0Adsz3/OPjuduMmCbPhG4KMCylau+sPixnsg1LZ4NPpZaa6WkagXlWZjUNsoZCIvIzYfmwte59F61qefnzTzTfIEMXGZgIiZv3lvZLhfHpKbJ2JTu3rprjdrS23tweb53X17urq6uBJbSVjd3eOzRUtYRJVciMn0cSOXuztxJNvpa1WX1YZmNn9OulVJ2aTkaIsJtYNp218kXQ3ZfLb88OHPp0T0/PqRlHdouIzyJFb3XTk3OOQBQV5ucqHnmNZfP5rznG93xD97a3R19WrXHn24EVmLor4poaGJ8POCwViJmv5Et1ctRX+kqppWE6GTGGHyBDzf5z41smH/FTIuKDcHU63bx29hOzudwBkIwD+OmsJGVaJpNpFOB1YsyjwYRfWw2CzQCylvFUR6z1c5clEh21jmkmZu8WNvSktn5eegikbabnyaw6pcWsStW56WQkOzDyY2Y845x369RjAvwnCMM8cVHJ25uG5Y1WzJzFqYUTx+40hPiMFTpLSu/wcD7a1r5JJty9ZOgdp5z/UKot/K4gx2SYTWTovF/Prq6uBmvpSkOY+66VWrwEZ0/bqJLm3KdFKVU3ztibxpJsF6KvJhORj2YH8x8CcOW5npzNjc45XZCKxW4RkvexuPf2D44u2T1qRgb3v5tWhN4NAIZkV+Nq2RnkePMtYJ0YH4+BACliX5DxqGAQmcMCV+sw1BLhe3bCcokDRGsdIOfcMVXNm7GcEzlzFZeFTQMAGcnNcxHksnTG92B2KP8Qi3svgT7YkYg+WGp6Zj5SbZfcKkY+Lyz39w+N3lOZUOtPMh75BFHoHhZ52MBe3pfLfyToHh7lFLCqRYxFpxZUxTQ4U/JOmog0VTuWpcwVzjF9ylSynEFNOish7h8avYfYbSKWTcUJ7/upttYr5nuxVCJxeUci8rCI9ymB3NmXy7+9suHWj1QkcgMR3S7gj/YP5a+vVp+R+RawTs2Tk6VU0DEppZRSF8Ir9WA2N7onFYu9xIm7X2D2dsRbHyehPUzypCcyMTU9k4rFOgE/xWQ3COEqgdsMkcfJyLoDA6Wbpy0VbPEqOHey4WK+q5rjGgplIcXd6Xg8ea7luj09Y0fbE+FeiLkRZfQlUUoppaptzqnCbC53oH9o5DqfsIEEOSHZSDD3i7G7k4mIdMajIkayYuxuAb+KBDkiXtc/NHJddoknIjM1NMSquqrBF7dFjN3ji9tyvnOpSNutpSuTida/qkJoqtLYrijr4+WMbc64En1XZMZjhKW7g/hcluPnrBalkndGZhoYGH4KwO/NfKwzERWGPNy40r9puVaqG4fHxLO3Hxsbvberq+vd3d3dhWqMW04H1v6RkS8kY5GUI35beXJyxZrm8OurFae6cNYgUc7HyxrxBBm7cvbDjmk6YRPBskveluPnrBanhRdRC3LLNREBJpueEblbSfgtRw8d+m4mFmutxrjJWOSOzkRUkrHIHfM5vy+X3xEy+GtLdP3E+Lh2oFwiSDeCK4tjDNY6BqXU3MpORrq6uhoAgAjLvulSdmD0MxzyNhnj1hbBb63GmAa8W1i2lbNzryuYJdcBd9kTKbkxpZqDccv+95WqE6LbOJRSdjIy/epaMFXJaBahgwdzPyCyvybAxdUYz1Aoa8C7DYWy1RhP1YYm+xdGfz5UvZo5daied96aEQWkYuGNsHS4HgpzfXFbyNjtPrttCGCVTCoW62TwFmDyLowjrCMxTYawNzuUf2jqvEwm0+g/N74lO3Bo2e3YXBWCYe2PpJRaLpZ1MpKKhTcyzKbZjxvw7tPLm28RI58XAOLkKwDeVOUQz1JOAeuCEK8Toj8xwMUs9DEQXg+gwwk+AeChdLp5bXHC21c8eSwKeEjFYo9mc7kDgcWjlFJqySt7mqZgeenMd1k6DOADp98gBitBeKcj+1UAyOZyDxDxulqGONtUB9aO1tabg7h+dij/kBX5fQAgoTFiigL0uf5c/j0A0Ns7fgQid4rIz4IYXyml1PJTdjLi+W7JzHdlB0Z+DCMnBFQw4N2WTTeAb1nj/3kmk2kEADhbV6sWpjqwWivZoMbIDuUfEkEvDP2lAGSdbJt5vH9o9B4IuoMaX6mFmiqwL42XzO8upZaaZT1NM8UYNAnsbkAAyEh24NDbgEO1DqumjNAOBt8Homf254e1WLlGpjrtElByKiwdjyerHVM9O11gX7IzsRAtnbu6Si0xZd8ZcTT56oLpXJsCLTICHjkwOExE/m0AsoENRAIRnPeNGHO+umOYTWRoe6lal0pyxDeLiG8IV5ezP5GqEvLr6o5d3RPK1jqEamPHY7Mfsw3yfBM4505WN6LlY6qcQfsBzV/5d0Z8G0MIIJ9L7gK5mKTTzWuLJ01o6v3e3kOfBvDpmcd5QjYAgBBaU22tVyx0RY2x8lV2hMm7L+dGRBPeqtUlv76BF7ACSCWibxbgOhLexCLfFjEPArgsyDFVecS3hylU6yhUPRMrh4nPXJLFzkzfHWKLHHHVw1oWpssZRI6AdFncfCzraZriROhDxqBp6n0AW886frq41RBtck6eSqebo72942U3nDqdxJSRyJSeGUnFwtf4RNvIxwP9IyNfKDeO80nFIzcK8CVmLgjRCgMcJUK6Ix49YoVebFaeOuw/F/opEbUDgBjJJuORT/YN5f+w0rEopZRaHpZ1MtI/mN+KWQlIOcdrwVvNe/m4t8dYzgXJfXNRcTeftJssAG9V05PPPXfsNSHnVlgA2dzoAQBoa4u+IeSeL2QmeIHEspwZyzkRW+swlFKqKspORsQzWgRWQw0NsQkf+cA6sJ6+67Nn8qNRAHhq9jmnN09UAXIFmjA6DaOUWibKLmA1Iro8roYmDh1q8om2FX1/U61jUUoppSphWU/TLEa9w8N5AK+odRxKKaVUpZR9ZwRGGgHAGlkyS3sXk3Q0Gim7A6vncsAS6567TIhxTTM/zmRa1pzr+HJFIiW/x8+YVibdLVXVnpY6lFZ+zQhTjAwAQlWW9hLR1FrY86+Jra2qxLewOyPmOWBpdc9dLsTxGckGn2hsAnB0MsE0EMdNRPXVJbg2zATw/Pe4WXXqsDsZmp5WJqGsEKdqGKBSALTUYS4LnqXJcLckY5FNFYuEaC3j7H1gTnFhhTEGTLylPd5aufEukGHZQNaunPqYDO3oTEQD7f+xUMxyn+4Au7RYMROi/6dz6ukZO9qZiNY6DKXUPC04GWHxriAjqXOdQ6AJkrNXY5QkcsSA9px9EbMWgt+EIFvyeAUXJl4Ynt+rTALALshwzj28NYf3D+R/Mp9zO+Lh3wLs24OOSSmllFqIspMRz3h3CRceuOhi3tvTM3Y0iKBmSsfjSUf8fiNmz+nuo6pMVkD6KnpxsUYm6n1eUimlKqXsZGT/4OAvAPwigFgUgFQs1glgkyP3BgKNGuOehAs9ms3lSm6UppaoKtVkKaUqh5gFMHCEUrWOi6X+sSZ0aW8dScVinWzcD1jQaMWsgRE4572BjP+XqUTi5dnBwX21jlEppdSkUWwnJFeyz8LUeIWwiYzd3tseaHJCUAAASJSURBVPBhRy5lYdEeC3976n1H7pb2WPgaX/CrHsuKVCx8Ta3id45SZClVq/GB6f3WNBmpJ0zyXYJptYTJmhjMFqwK5mcQ9DN6tTatFLR6MRJvfCSl+3yFgLA/jEH+iINd8MxrAQ1nTEmj9XlFMXMZsBK3xdR6y5ExyKwaEI4l8Vx3eLtYCRG5OxSKrScZU0x4KFqhLzQmuQuJBL+JisG/SsvQTAb0897lmsB57fzsEaO70C0iPvMhAumzzaY7XgfDCX93zoMeIAHfqDEyv1pPTUbqRDrdvNafQGTOEwiRyZ2Fy9+kr84tm1uWlyYSLxAulOwx4AgiQk2G+OJkvOWPfClkLC6Cj8Lrk/GWKwRyFYHgy6ktyXjLuC+Fy6aOG+ExohDI4vJzvcpyxCtIvA3BfYbnJ0Cn0LkL3+d3IRFhrCNgVSLW8guIa2YnJwX4+/Z4uCgiwq54kg3d3ha75PchrgnONLTFLvkvH5whACZkHuhMRB+44FjKNPnnq/L7Dk39MrcIXT+1es6xFBje8amfMkf21wH8OszUjx21srEEyFFDyDBJRfvWzLmIYa4FCxXGRBOeuCdLH3VAwLsW+56dOHhw+D+CHWVpqPuyxssSiQ4frk9Y7ujL5T9S63gWYr634XzgfxHsBkNYPf0/I4Awn2SS73nAgj5/Bq4F2Q+LyH0E1KT2RAxdIcIlftFJypBJs8jc2XslMDVZS1cGOsYFEgggAC1ky/Hpvy1nPuzgeiGUvdDYFopEcgQTxPSisNCrSLiDLRfPGBNEApn8irApENFzcvrlHxFo6n2Pil8k2B8GENvzsZSx6k2p5azuk5GOaPifmWgTTRb0lV/UR5KysOnKRxYQEYgQpl+5CE3N2CyIA3eDacIYXMmMp0FS1QZZBvQsBMNznkC0VkSagkqSjPCztSwGNRTK9g4N9dVqfKWUWgzqPhlJxlv+GOIt+NZhWb1DAuCtLn8JdCaTafSPH94AANnc6AXfyuyIh3/LkH2CxV3TPzT6rxd6PaWUUkqpsqRi4Ws6E1GpZdW2UkopNZfyN8pTSimllKogTUaUUkopVVOajCwDZM1kzQwb3W5eKaVU3dFkZBkgntxi3kllewgopZRSlaDJiFJKKaVqSpMRpZRSStWUJiNKKaWUqilNRpRSSilVU5qMKKWUUmNBlRSimlVE1pMqKUUkqpmtJkRCmllFI1pcmIUkoppWpKkxGllFJK1ZQmI0oppZSqKU1GlFJKKVVTmowsA0QkAEDMUutYlFJKqdmo1gGoC9eeCP/SwqYrfV1itzGbG32i0tdVSimlZvJqHYCqAGNvIt+tqPRlvdW8t9LXVEoppZRSSimllFJKKaWUUkoppVRd0ALWJSSTaVnjHzfryn3eypbIk93d3YUgYlJKKaXORwtYlxD/uFknxu4p93kT4+OdAPoCCEkppZRSSimllFJKKaWUUkoppZRS9UkLWJeQSxOJFwgXYuU8h6w5vH8g/5OgYlJKKaXORwtYlxCf/a3G2LeX9xz+LoBXBBSSUkoppZRSSilV3/4/o9Kuv4d5vKMAAAAASUVORK5CYII=)
图5:三台试验充压器串级接七原理图
图中:P-容量(KV) V-电压(KV) G1、G2-绝缘支架
图中:R1-限流电阻 FYQ-阻容分压器 RF-球间隙保护电阻 G-球间隙 Cx-被试品
注:高压尾必须可靠接地。
工频耐压试验中限流电阻R1应根据试验变压器的额定容量来选择。如高压侧额定输出电流在 100-300MA时,可取0.5-1Ω/V(试验电压);高压侧额定输出电流为1A以上时,可取1Ω/V(试验电压)。常用水电阴作为限流电阻,管于长度可按150KV/m考虑,管子和粗细应具有足够的热容量(水阻液配制方法:用蒸馏水加入适量liusuan铜配制成各种不同的阴值)。
球间隙及保护电阻:当电压超过球间隙整定值时(一般取试验电压的110%-120%)球间隙放电,对被试品起到保护作用。球间隙保护电阻可按1Ω/V(试验电压)选取。
在工频耐压试验中,低压侧测量电压(仪表电压)不是非常准确的,其原因是由于试验变压器存在着漏抗,在这上个漏抗上必然存在着压降或容升,使试品上的电压低于或高于低压侧测量电压表上反映出来的电压。工频耐压试验时,被试品上的电压高于试验变压器的输出电压,也就是所谓容升现象。感应耐压试验时。试验变压器的漏抗必须存在着压降。为了准确测量被试品上所施加电压,因此常在高压侧接入RCF阻容分压器来测量电压。
工频耐压试验操作注意事项
(1)试验人员应做好分工,明确相互间办法。并有专门人监护现场安全及观察试品状态。
(2)被试品应清扫干净,并干燥,以免损坏被试品和试验带来的误差。
(3)对丁大型试验,一般都应先进行空升试验。即不接试品时升压至试验电压,校对各种表计,调整间隙。
(4)升压速度不能太快,并必须防止突然加压。例如调压器不在零位的突然合闸,也不能突然切断电源,一般应在调压器降至零位时拉闸。
(5)当电压升至试验电压时,开始计时,到1min后,迅速降到1/3试验电压以下时,才能拉开电源。
(6)在升压或耐压试验过程,如发现下列不正常情况时,应立即降压,切断电源,停止试验并查明原因:①电压表指针摆动很大;②发现绝缘烧焦或冒烟;③被试品内有不正常的声音。
(7)耐压试验前后应测量绝缘电阻,检查绝缘情况。
试验变压器在做被试品的直流耐压或泄漏试验时接线原理图如图7。
注:此试验应先抽出短路杆“D”,图7中所示。
图7:高压直流泄漏试验接线图
图:VD-高压硅堆 R1-限流电阻 C1-高压滤波电容
FYQ-阻容分压器 Cx-被试品 A-带保护微安表
泄露试验中限流电阻R1选择在额定输出电压时,输出端短路电电流不超过高压硅堆的zui大整流电流。如电压硅堆的zui大整流电流为100mA时用于60KV的试验装置中限流电阴按R1=60/0,1=600KΩ选择。限流电阻按R1=60/01=600KΩ选择,限流电阻应具有足够的容量和沿面放电距离。高压滤流电容C1一般选择在0.01-0.1HF,当被试品的电容量很大时,C1可省略不用。
泄漏试验的操作及注意事项
(1)试验前应先检查被试品是否停电,接地放电,一切对外连线是否擦净。要严防将试验电压加到人工作部位上去。
(2)接好试验装置的接线后,应复查无误后才可加压。应特别注意检查高压设备及引线与地与操作人员的安全距离,被试品的外壳是否可靠接地,要按安全规程中所规定的内容进行试验。
(3)对于大电容量设备应缓慢升压,防止被试品的充电电流烧坏微安表。必要时应分级加压,分别读取各级电压下微安表的稳定读数。
(4)试验过程,应密切jianshi被试品、试验装置、微安表,一旦发生击穿、闪烁等异常现象应立即降压,切断电源,并查明原因,详细记录。
(5)试验完毕,降压,切断电源后应将被试品及试验装置本身充分放电。
五、注意事项
1、按照您所进行的试验接好工作线路。试验变压器的外壳以及操作系统的外壳必须可靠接地,试验变压器的高压绕阻的x端(高压尾)以及测量绕组的F端必须可靠接地。
2、做串级试验时,第二级、第三级试验变压器的低压绕组的X端,测量绕阻的F端以及高压绕组的X端(高压尾)均接本级试验变压器的外壳,第二级、第三级试验变压器的外壳必须通过绝缘支架接地。
3、接通电源前,操作系统的调压器必须调 到零位后方可接通电源,合闸,开始升压。
4、从零开始匀带旋转调压器手轮升压。升压方式有:快速升压法,即20S逐级升压法;慢速升压法,即60S逐级升压法;极慢速升压法供选用。电压从零开始按一定的升压方式和速度上升到您所需的额定试验电压的75%后,再以每秒2%额定试验电压从零开始按一定的升压方式和速度上升到您所需的额定试验电压,并密切注意测量仪表的批示以及被试品的情况。升压过程中或试验过程中如发现测量仪表的指示及被试品情况异常,应立即降压,切断电源,查明情况。
5、试验完毕后,应在数秒内匀速的将调压器返回至零位,然后切断电源。
6、本产品有得超过额定参数使用。除试验必需外,决不允许全电压通电或断电。
7、使用本产品做高压试验时,除熟悉本说明外,还必须严格执行国家有关标准和操作规程,可参照GB311-83《高压输变设备的绝缘配合,高压试验技术》;《电气设备预防性试验规程》等。
六、配套产品
1、操作系统:
XZC系列操作箱:容量:1KVA-5KVA,输入电压:0.22KV
KZT系列操作台:容量:10K/A-300KVA输入电压:0.22KV 、0.38KV
2、保护式数字微安表SWB-Ⅱ
3、阻容式交直流分压器FYQ-50、100、150、220KV
4、高压直流放电棒FZ-70、140、210KV
5、高压硅堆:2DL-150、300、450KV
6、绝缘支架50、100、200、300KV
7、高压滤波电容0.01UF,40-100KV
8、均压球
9、保护球隙:Q-50、100、150、200、250、500
10、标准试油杯400ml
11、介质油杯
12、折叠式小推车150、300型
13、水电阻
14、高压验电器10KV、35KV
15、高压定相器10KV、35KV/110KV、220KV
16、各种万用表、兆欧表及测试线
七、试验变压器的容量选择:
标准试验变压器容量Pn的确定公式:Pn=KVn2ωct×10-9。
式中:Pn—标称试验变压器容量(KVA)
Vn—试验变压器的额定输出高压的有效值(KV)
K—安全系数。K≥1,标称电压Vn≥1MV时,K=2,标称电压较低时,K值可取高一些,
ct—被试品的电容量(PF)
ω—角频率, 2лf.F-试验电源的频率。
被试设备的电容量ct可由交流电桥测出。Ct的变化很大,可由设备的类型
而定。典型数据如下:
简单的棒式或悬挂式绝缘子 几十微法
简单的分级套管 100-1000PF
电压互感器 200-500PF
电压变压器<1000KVA -1000PF
>1000KVA 1000-10000PF
高压电力电缆和油浸纸绝缘 250-300PF/m
气体绝缘 -60PF/m
封闭变电站,SF6气体绝缘 100-10000PF
对于不同的试验电压Vn,选择不同的(适当的)安全系数K。以下列出不同的Vn所选用的K值供参考。
Vn=50-100KV K=4
Vn=150-300KV K=3
Vn>300KV K=2
八、试验变压器主要技术参数表
(一)、轻型交直流试验变压器(见表1)
(二)、轻型交直流试验变压器(见表2
表1、轻型交直流试验变压器
型号 | 容量 | 高压电压(KV) | 高压电流(mA) | 低压输入 | 变比 | 温升℃ |
(KVA) | AC | DC | AC | DC | 电压(V) | 电流(A) | 高/仪 | 30分钟 |
1.5/50 | 1.5 | 50 | 70 | 30 | 15 | 200 | 7.5 | 500 | 10 |
3/50 | 3 | 50 | 70 | 60 | 15 | 200 | 15 | 500 | 10 |
5/50 | 5 | 50 | 70 | 100 | 15 | 200 | 25 | 500 | 10 |
10/50 | 10 | 50 | 70 | 200 | 50 | 200 | 50 | 500 | 10 |
20/50 | 20 | 50 | 70 | 400 | 100 | 400 | 50 | 500 | 10 |
30/50 | 30 | 50 | 70 | 600 | 100 | 400 | 75 | 500 | 10 |
40/50 | 40 | 50 | 70 | 800 | 105 | 400 | 100 | 500 | 10 |
50/50 | 50 | 50 | 70 | 1000 | 100 | 400 | 125 | 500 | 10 |
10/100 | 10 | 100 | 140 | 100 | 50 | 400 | 25 | 1000 | 10 |
20/100 | 20 | 100 | 140 | 200 | 100 | 400 | 50 | 1000 | 10 |
30/100 | 30 | 100 | 140 | 300 | 100 | 400 | 75 | 1000 | 10 |
40/100 | 40 | 100 | 140 | 400 | 100 | 400 | 100 | 1000 | 10 |
50/100 | 50 | 100 | 140 | 500 | 100 | 400 | 125 | 1000 | 10 |
20/100 | 20 | 150 | 210 | 133 | 100 | 400 | 50 | 1500 | 10 |
30/100 | 30 | 150 | 210 | 200 | 100 | 400 | 75 | 1500 | 10 |
40/100 | 40 | 150 | 210 | 267 | 100 | 400 | 100 | 1500 | 10 |
50/100 | 50 | 150 | 210 | 333 | 100 | 400 | 125 | 1500 | 10 |
100/150 | 100 | 150 | 210 | 667 | 150 | 400 | 250 | 1500 | 10 |
注:本系列产品中有200V的串级抽头,可二台或三台串级成交流100KV、150KV、200KV、300KV直流140 KV、210 KV、280 KV、420 KV、的高电压。并可根据用户需要在高压绕组抽出5-15 KV的中压抽头,供高压机作交流耐压试验。并可定制特殊规格的试验变压器。
表2、轻型交流试验变压器
型号 | 容量 | 高压电压 | 高压电流 | 低压输入 | 变比 | 温升℃ |
(KVA) | (KV) | (mA) | 电压(V) | 电流(A) | 高/仪 | 30分钟 |
1.5/50 | 1.5 | 50 | 30 | 200 | 7.5 | 500 | 10 |
3/50 | 3 | 50 | 60 | 200 | 15 | 500 | 10 |
5/50 | 5 | 50 | 100 | 200 | 25 | 500 | 10 |
10/50 | 10 | 50 | 200 | 200 | 50 | 500 | 10 |
20/50 | 20 | 50 | 400 | 380 | 53 | 500 | 10 |
30/50 | 30 | 50 | 600 | 380 | 79 | 500 | 10 |
50/50 | 50 | 50 | 1000 | 380 | 12 | 500 | 10 |
5/100 | 5 | 100 | 50 | 200 | 25 | 1000 | 10 |
10/100 | 10 | 100 | 100 | 200 | 50 | 1000 | 10 |
20/100 | 20 | 100 | 200 | 400 | 50 | 1000 | 10 |
30/100 | 30 | 100 | 300 | 400 | 75 | 1000 | 10 |
50/100 | 50 | 100 | 500 | 400 | 125 | 1000 | 10 |
20/150 | 20 | 150 | 133 | 400 | 50 | 1500 | 10 |
30/150 | 30 | 150 | 200 | 400 | 75 | 1500 | 10 |
50/150 | 50 | 150 | 333 | 400 | 125 | 1500 | 10 |
100/150 | 100 | 150 | 667 | 400 | 250 | 1500 | 10 |
50/200 | 50 | 200 | 250 | 400 | 125 | 2000 | 10 |
100/200 | 100 | 200 | 500 | 400 | 250 | 2000 | 10 |
150/200 | 150 | 200 | 750 | 400 | 375 | 2000 | 10 |
200/200 | 200 | 200 | 1000 | 400 | 500 | 2000 | 10 |
300/200 | 300 | 200 | 1500 | 400 | 600 | 2000 | 10 |
50/300 | 50 | 300 | 170 | 400 | 125 | 3000 | 10 |
100/300 | 100 | 300 | 333 | 400 | 250 | 3000 | 10 |
150/300 | 150 | 300 | 500 | 400 | 375 | 3000 | 10 |
200/300 | 200 | 300 | 667 | 400 | 500 | 3000 | 10 |
300/300 | 300 | 300 | 3000 | 500 | 600 | 3000 | 10 |
九、产品附件:
使用说明书 1份 产品合格证 1份
我厂对所有产品实行“三包”,欢迎选用并对我厂的产品以及工作提出质量咨询和改进意见。订货时请详细写明产品的型号和规格。