 --%3e%3csvg version='1.1' id='Layer_1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' x='0px' y='0px' viewBox='0 0 536.5 123.1' style='enable-background:new 0 0 536.5 123.1%3b' xml:space='preserve'%3e%3cstyle type='text/css'%3e .st0%7bfill:%234399EB%3b%7d .st1%7bfill:white%3b%7d%3c/style%3e%3ccircle id='XMLID_2_' class='st0' cx='61.5' cy='61.5' r='61.5'/%3e%3cg id='XMLID_7_'%3e %3cpath id='XMLID_9_' d='M188%2c35.7v52.5h-8L151%2c52.7v35.5h-9.7V35.7h8l28.9%2c35.5V35.7H188z'/%3e %3cpath id='XMLID_11_' d='M200.9%2c40c-1.2-1.1-1.7-2.4-1.7-4c0-1.6%2c0.6-2.9%2c1.7-4c1.1-1.1%2c2.6-1.6%2c4.3-1.6c1.7%2c0%2c3.1%2c0.5%2c4.3%2c1.5 c1.1%2c1%2c1.7%2c2.3%2c1.7%2c3.9c0%2c1.6-0.6%2c3-1.7%2c4.2s-2.6%2c1.7-4.3%2c1.7C203.4%2c41.6%2c202%2c41%2c200.9%2c40z M200.4%2c48.2h9.4v40h-9.4V48.2z'/%3e %3cpath id='XMLID_14_' d='M231.7%2c46.1v2.4h11V56H232v32.3h-9.4V56H216v-7.5h6.6v-2.5c0-4.3%2c1.2-7.7%2c3.8-10.2c2.5-2.5%2c6-3.7%2c10.6-3.7 c3.6%2c0%2c6.4%2c0.7%2c8.5%2c2.2l-2.6%2c7c-1.6-1.1-3.3-1.6-5.2-1.6C233.7%2c39.6%2c231.7%2c41.8%2c231.7%2c46.1z'/%3e %3cpath id='XMLID_16_' d='M272.3%2c86.1c-1.1%2c0.9-2.4%2c1.6-4%2c2c-1.6%2c0.4-3.2%2c0.7-5%2c0.7c-4.4%2c0-7.8-1.1-10.2-3.4 c-2.4-2.3-3.6-5.6-3.6-10.1V56h-6.6v-7.5h6.6v-9.1h9.4v9.1h10.7V56h-10.7v19c0%2c2%2c0.5%2c3.4%2c1.4%2c4.5c0.9%2c1%2c2.3%2c1.5%2c4.1%2c1.5 c2.1%2c0%2c3.8-0.5%2c5.2-1.6L272.3%2c86.1z'/%3e %3cpath id='XMLID_18_' d='M316.1%2c48.2l-18.8%2c43.3c-1.8%2c4.4-3.9%2c7.4-6.4%2c9.2c-2.5%2c1.8-5.5%2c2.7-9.1%2c2.7c-2%2c0-4-0.3-5.9-1 c-2-0.7-3.5-1.6-4.8-2.7l3.8-6.9c0.9%2c0.8%2c2%2c1.5%2c3.2%2c2c1.2%2c0.5%2c2.5%2c0.8%2c3.7%2c0.8c1.7%2c0%2c3-0.4%2c4.1-1.3c1.1-0.9%2c2.1-2.3%2c3-4.3l0.7-1.6 L272%2c48.2h9.8l12.6%2c29.6l12.7-29.6H316.1z'/%3e %3cpath id='XMLID_20_' d='M327.8%2c40.5h-18.5v-4.8h42.5v4.8h-18.5v47.7h-5.5V40.5z'/%3e %3cpath id='XMLID_22_' d='M366.4%2c50.5c2.5-1.4%2c5.5-2%2c9.2-2v5.2l-1.3-0.1c-4.2%2c0-7.4%2c1.3-9.8%2c3.8c-2.4%2c2.6-3.5%2c6.1-3.5%2c10.7v20.1h-5.3 V48.8h5.1v7.7C362%2c53.9%2c363.9%2c51.9%2c366.4%2c50.5z'/%3e %3cpath id='XMLID_24_' d='M408%2c52.3c2.7%2c2.6%2c4.1%2c6.4%2c4.1%2c11.4v24.5H407v-6.1c-1.2%2c2.1-3%2c3.7-5.3%2c4.8c-2.3%2c1.2-5.1%2c1.7-8.3%2c1.7 c-4.4%2c0-7.9-1-10.5-3.1c-2.6-2.1-3.9-4.9-3.9-8.3c0-3.3%2c1.2-6%2c3.6-8.1c2.4-2%2c6.3-3.1%2c11.6-3.1h12.5v-2.4c0-3.4-1-6-2.8-7.8 c-1.9-1.8-4.7-2.7-8.3-2.7c-2.5%2c0-4.9%2c0.4-7.2%2c1.2c-2.3%2c0.8-4.3%2c2-5.9%2c3.4l-2.4-4c2-1.7%2c4.4-3%2c7.2-3.9c2.8-0.9%2c5.7-1.4%2c8.8-1.4 C401.3%2c48.5%2c405.2%2c49.8%2c408%2c52.3z M402%2c82.3c2.1-1.4%2c3.8-3.4%2c4.8-6v-6.4h-12.4c-6.8%2c0-10.1%2c2.4-10.1%2c7c0%2c2.3%2c0.9%2c4.1%2c2.6%2c5.4 c1.8%2c1.3%2c4.2%2c2%2c7.3%2c2C397.3%2c84.4%2c399.8%2c83.7%2c402%2c82.3z'/%3e %3cpath id='XMLID_27_' d='M460%2c32.6v55.6h-5.1v-7.8c-1.6%2c2.7-3.7%2c4.7-6.3%2c6.1c-2.6%2c1.4-5.6%2c2.1-8.9%2c2.1c-3.7%2c0-7-0.8-10-2.5 c-3-1.7-5.4-4.1-7-7.1c-1.7-3-2.5-6.5-2.5-10.4s0.8-7.4%2c2.5-10.4c1.7-3%2c4-5.4%2c7-7.1c3-1.7%2c6.3-2.5%2c10-2.5c3.2%2c0%2c6.1%2c0.7%2c8.7%2c2 c2.6%2c1.3%2c4.7%2c3.3%2c6.3%2c5.8V32.6H460z M447.6%2c82c2.2-1.3%2c4-3.1%2c5.3-5.4c1.3-2.3%2c1.9-5%2c1.9-8s-0.6-5.7-1.9-8c-1.3-2.3-3-4.2-5.3-5.4 c-2.2-1.3-4.7-1.9-7.5-1.9c-2.8%2c0-5.3%2c0.6-7.5%2c1.9c-2.2%2c1.3-4%2c3.1-5.3%2c5.4c-1.3%2c2.4-1.9%2c5-1.9%2c8s0.6%2c5.7%2c1.9%2c8 c1.3%2c2.4%2c3%2c4.2%2c5.3%2c5.4c2.2%2c1.3%2c4.7%2c1.9%2c7.5%2c1.9C442.9%2c83.9%2c445.3%2c83.2%2c447.6%2c82z'/%3e %3cpath id='XMLID_30_' d='M508.4%2c70.2h-33c0.3%2c4.1%2c1.9%2c7.4%2c4.7%2c9.9c2.8%2c2.5%2c6.5%2c3.8%2c10.8%2c3.8c2.4%2c0%2c4.7-0.4%2c6.8-1.3 c2-0.9%2c3.8-2.2%2c5.3-3.9l3%2c3.4c-1.8%2c2.1-3.9%2c3.7-6.6%2c4.8c-2.6%2c1.1-5.5%2c1.6-8.7%2c1.6c-4.1%2c0-7.6-0.9-10.8-2.6 c-3.1-1.7-5.6-4.1-7.3-7.2c-1.8-3-2.6-6.5-2.6-10.4c0-3.8%2c0.8-7.3%2c2.5-10.4c1.7-3%2c4-5.4%2c6.9-7.1c2.9-1.7%2c6.2-2.5%2c9.9-2.5 c3.6%2c0%2c6.9%2c0.9%2c9.8%2c2.5c2.9%2c1.7%2c5.2%2c4.1%2c6.8%2c7.1c1.7%2c3%2c2.5%2c6.5%2c2.5%2c10.4L508.4%2c70.2z M479.8%2c56.7c-2.6%2c2.4-4%2c5.6-4.4%2c9.5h28 c-0.4-3.9-1.8-7.1-4.4-9.5c-2.6-2.4-5.8-3.6-9.6-3.6C485.6%2c53.1%2c482.4%2c54.3%2c479.8%2c56.7z'/%3e %3cpath id='XMLID_33_' d='M527.3%2c50.5c2.5-1.4%2c5.5-2%2c9.2-2v5.2l-1.3-0.1c-4.2%2c0-7.4%2c1.3-9.8%2c3.8c-2.4%2c2.6-3.5%2c6.1-3.5%2c10.7v20.1h-5.3 V48.8h5.1v7.7C523%2c53.9%2c524.8%2c51.9%2c527.3%2c50.5z'/%3e%3c/g%3e%3cg%3e %3cpath d='M309.9%2c96v3.2h5.1v1.7h-5.1v4h-2V94.4h7.7V96H309.9z'/%3e %3cpath d='M317.1%2c95.2c-0.2-0.2-0.3-0.5-0.3-0.8s0.1-0.6%2c0.3-0.8c0.2-0.2%2c0.5-0.3%2c0.9-0.3s0.6%2c0.1%2c0.9%2c0.3c0.2%2c0.2%2c0.3%2c0.5%2c0.3%2c0.8 c0%2c0.3-0.1%2c0.6-0.3%2c0.8c-0.2%2c0.2-0.5%2c0.3-0.9%2c0.3C317.6%2c95.6%2c317.3%2c95.4%2c317.1%2c95.2z M317%2c96.9h1.9v8H317V96.9z'/%3e %3cpath d='M328.2%2c97.7c0.6%2c0.6%2c0.9%2c1.5%2c0.9%2c2.6v4.6h-1.9v-4.3c0-0.7-0.2-1.2-0.5-1.6c-0.3-0.4-0.8-0.5-1.4-0.5 c-0.7%2c0-1.2%2c0.2-1.6%2c0.6c-0.4%2c0.4-0.6%2c1-0.6%2c1.8v4h-1.9v-8h1.8v1c0.3-0.4%2c0.7-0.7%2c1.2-0.8c0.5-0.2%2c1-0.3%2c1.6-0.3 C326.7%2c96.8%2c327.5%2c97.1%2c328.2%2c97.7z'/%3e %3cpath d='M339.2%2c93.8v11.1h-1.8v-1c-0.3%2c0.4-0.7%2c0.7-1.1%2c0.9c-0.5%2c0.2-1%2c0.3-1.5%2c0.3c-0.8%2c0-1.5-0.2-2.1-0.5 c-0.6-0.3-1.1-0.8-1.4-1.4c-0.3-0.6-0.5-1.3-0.5-2.2c0-0.8%2c0.2-1.5%2c0.5-2.1c0.4-0.6%2c0.8-1.1%2c1.4-1.4c0.6-0.3%2c1.3-0.5%2c2.1-0.5 c0.5%2c0%2c1%2c0.1%2c1.5%2c0.3c0.4%2c0.2%2c0.8%2c0.5%2c1.1%2c0.8v-4.1H339.2z M336.2%2c103.1c0.4-0.2%2c0.6-0.5%2c0.9-0.9s0.3-0.8%2c0.3-1.3s-0.1-0.9-0.3-1.3 s-0.5-0.7-0.9-0.9c-0.4-0.2-0.8-0.3-1.2-0.3s-0.9%2c0.1-1.2%2c0.3s-0.6%2c0.5-0.9%2c0.9s-0.3%2c0.8-0.3%2c1.3s0.1%2c0.9%2c0.3%2c1.3s0.5%2c0.7%2c0.9%2c0.9 s0.8%2c0.3%2c1.2%2c0.3S335.9%2c103.3%2c336.2%2c103.1z'/%3e %3cpath d='M353%2c96.9l-3.8%2c8.7c-0.4%2c0.9-0.8%2c1.5-1.3%2c1.8c-0.5%2c0.4-1.1%2c0.5-1.8%2c0.5c-0.4%2c0-0.8-0.1-1.2-0.2c-0.4-0.1-0.7-0.3-1-0.5 l0.8-1.4c0.2%2c0.2%2c0.4%2c0.3%2c0.6%2c0.4c0.2%2c0.1%2c0.5%2c0.2%2c0.7%2c0.2c0.3%2c0%2c0.6-0.1%2c0.8-0.3s0.4-0.5%2c0.6-0.9l0.1-0.3l-3.5-8h2l2.5%2c5.9 l2.5-5.9H353z'/%3e %3cpath d='M355.2%2c104.5c-0.6-0.3-1.2-0.8-1.5-1.5s-0.5-1.3-0.5-2.1s0.2-1.5%2c0.5-2.1s0.9-1.1%2c1.5-1.5c0.7-0.3%2c1.4-0.5%2c2.2-0.5 c0.8%2c0%2c1.6%2c0.2%2c2.2%2c0.5c0.6%2c0.4%2c1.2%2c0.8%2c1.5%2c1.5s0.5%2c1.3%2c0.5%2c2.1s-0.2%2c1.5-0.5%2c2.1s-0.9%2c1.1-1.5%2c1.5c-0.7%2c0.3-1.4%2c0.5-2.2%2c0.5 C356.6%2c105%2c355.9%2c104.8%2c355.2%2c104.5z M359.1%2c102.7c0.5-0.5%2c0.7-1.1%2c0.7-1.8s-0.2-1.4-0.7-1.8s-1-0.7-1.7-0.7 c-0.7%2c0-1.3%2c0.2-1.7%2c0.7c-0.4%2c0.5-0.7%2c1.1-0.7%2c1.8s0.2%2c1.4%2c0.7%2c1.8c0.4%2c0.5%2c1%2c0.7%2c1.7%2c0.7C358.1%2c103.4%2c358.7%2c103.2%2c359.1%2c102.7z'/%3e %3cpath d='M371.1%2c96.9v8h-1.8v-1c-0.3%2c0.4-0.7%2c0.6-1.1%2c0.8s-0.9%2c0.3-1.5%2c0.3c-1.1%2c0-1.9-0.3-2.5-0.9c-0.6-0.6-0.9-1.5-0.9-2.6v-4.6 h1.9v4.3c0%2c0.7%2c0.2%2c1.3%2c0.5%2c1.6c0.3%2c0.4%2c0.8%2c0.5%2c1.4%2c0.5c0.7%2c0%2c1.2-0.2%2c1.6-0.6c0.4-0.4%2c0.6-1%2c0.6-1.8v-4H371.1z'/%3e %3cpath d='M378%2c96.8v1.8c-0.2%2c0-0.3%2c0-0.4%2c0c-0.7%2c0-1.3%2c0.2-1.7%2c0.6c-0.4%2c0.4-0.6%2c1-0.6%2c1.8v3.9h-1.9v-8h1.8V98 C375.7%2c97.2%2c376.7%2c96.8%2c378%2c96.8z'/%3e %3cpath d='M380.1%2c104.7c-0.6-0.2-1.1-0.4-1.5-0.6l0.7-1.4c0.4%2c0.2%2c0.8%2c0.4%2c1.3%2c0.6c0.5%2c0.1%2c1%2c0.2%2c1.5%2c0.2c1.1%2c0%2c1.7-0.3%2c1.7-0.9 c0-0.3-0.1-0.5-0.4-0.6c-0.3-0.1-0.7-0.2-1.4-0.3c-0.7-0.1-1.2-0.2-1.6-0.3s-0.8-0.4-1.1-0.7c-0.3-0.3-0.5-0.8-0.5-1.4 c0-0.8%2c0.3-1.4%2c1-1.8c0.6-0.5%2c1.5-0.7%2c2.6-0.7c0.5%2c0%2c1.1%2c0.1%2c1.7%2c0.2c0.5%2c0.1%2c1%2c0.3%2c1.3%2c0.5l-0.7%2c1.4c-0.7-0.4-1.4-0.6-2.3-0.6 c-0.6%2c0-1%2c0.1-1.3%2c0.2s-0.4%2c0.4-0.4%2c0.7c0%2c0.3%2c0.2%2c0.5%2c0.5%2c0.6c0.3%2c0.1%2c0.8%2c0.2%2c1.4%2c0.4c0.6%2c0.1%2c1.2%2c0.2%2c1.6%2c0.3s0.8%2c0.3%2c1.1%2c0.7 c0.3%2c0.3%2c0.4%2c0.8%2c0.4%2c1.3c0%2c0.8-0.3%2c1.4-1%2c1.8c-0.7%2c0.5-1.5%2c0.7-2.7%2c0.7C381.3%2c105%2c380.7%2c104.9%2c380.1%2c104.7z'/%3e %3cpath d='M394.6%2c101.5h-6.3c0.1%2c0.6%2c0.4%2c1.1%2c0.9%2c1.4c0.5%2c0.3%2c1%2c0.5%2c1.7%2c0.5c0.9%2c0%2c1.6-0.3%2c2.2-0.9l1%2c1.2c-0.4%2c0.4-0.8%2c0.8-1.4%2c1 c-0.6%2c0.2-1.2%2c0.3-1.9%2c0.3c-0.9%2c0-1.7-0.2-2.3-0.5s-1.2-0.8-1.6-1.5s-0.5-1.3-0.5-2.1c0-0.8%2c0.2-1.5%2c0.5-2.1 c0.4-0.6%2c0.8-1.1%2c1.5-1.5c0.6-0.3%2c1.3-0.5%2c2.1-0.5c0.8%2c0%2c1.5%2c0.2%2c2.1%2c0.5c0.6%2c0.3%2c1.1%2c0.8%2c1.4%2c1.5c0.3%2c0.6%2c0.5%2c1.3%2c0.5%2c2.2 C394.6%2c101.1%2c394.6%2c101.2%2c394.6%2c101.5z M389%2c98.8c-0.4%2c0.4-0.7%2c0.8-0.8%2c1.4h4.5c-0.1-0.6-0.3-1-0.7-1.4c-0.4-0.4-0.9-0.5-1.5-0.5 C390%2c98.3%2c389.5%2c98.5%2c389%2c98.8z'/%3e %3cpath d='M396.3%2c93.8h1.9v11.1h-1.9V93.8z'/%3e %3cpath d='M402.5%2c96.5v0.5h2.2v1.5h-2.1v6.5h-1.9v-6.5h-1.3v-1.5h1.3v-0.5c0-0.9%2c0.2-1.5%2c0.8-2c0.5-0.5%2c1.2-0.7%2c2.1-0.7 c0.7%2c0%2c1.3%2c0.1%2c1.7%2c0.4l-0.5%2c1.4c-0.3-0.2-0.7-0.3-1-0.3C402.9%2c95.2%2c402.5%2c95.6%2c402.5%2c96.5z'/%3e %3cpath d='M417.9%2c105l-1.3-1.3c-1%2c0.8-2.2%2c1.3-3.5%2c1.3c-0.7%2c0-1.4-0.1-2-0.4s-1-0.6-1.4-1c-0.3-0.4-0.5-0.9-0.5-1.4 c0-0.6%2c0.2-1.2%2c0.6-1.7c0.4-0.5%2c1-1%2c1.9-1.5c-0.4-0.4-0.7-0.8-0.9-1.2c-0.2-0.4-0.3-0.7-0.3-1.1c0-0.7%2c0.3-1.3%2c0.8-1.8 c0.6-0.5%2c1.3-0.7%2c2.2-0.7c0.8%2c0%2c1.5%2c0.2%2c2%2c0.6s0.8%2c1%2c0.8%2c1.7c0%2c0.5-0.2%2c1-0.5%2c1.4s-0.9%2c0.8-1.6%2c1.3l2.3%2c2.2 c0.3-0.5%2c0.4-1.1%2c0.6-1.8l1.5%2c0.5c-0.2%2c0.9-0.5%2c1.7-0.9%2c2.4l1.3%2c1.3L417.9%2c105z M415.5%2c102.7l-2.8-2.7c-0.6%2c0.3-1%2c0.6-1.3%2c1 c-0.2%2c0.3-0.4%2c0.6-0.4%2c1c0%2c0.4%2c0.2%2c0.8%2c0.6%2c1.1c0.4%2c0.3%2c0.9%2c0.4%2c1.5%2c0.4C414%2c103.5%2c414.8%2c103.2%2c415.5%2c102.7z M412.5%2c95.9 c-0.2%2c0.2-0.4%2c0.5-0.4%2c0.8c0%2c0.2%2c0.1%2c0.5%2c0.2%2c0.7s0.4%2c0.5%2c0.8%2c0.9c0.6-0.3%2c1-0.6%2c1.3-0.9c0.2-0.2%2c0.4-0.5%2c0.4-0.8 c0-0.3-0.1-0.6-0.3-0.7c-0.2-0.2-0.5-0.3-0.9-0.3C413.1%2c95.6%2c412.8%2c95.7%2c412.5%2c95.9z'/%3e %3cpath d='M426.6%2c96h-3.5v-1.7h8.9V96h-3.5v8.8h-2V96z'/%3e %3cpath d='M437.6%2c96.8v1.8c-0.2%2c0-0.3%2c0-0.4%2c0c-0.7%2c0-1.3%2c0.2-1.7%2c0.6c-0.4%2c0.4-0.6%2c1-0.6%2c1.8v3.9h-1.9v-8h1.8V98 C435.3%2c97.2%2c436.2%2c96.8%2c437.6%2c96.8z'/%3e %3cpath d='M444.7%2c97.6c0.6%2c0.6%2c0.9%2c1.4%2c0.9%2c2.6v4.7h-1.8v-1c-0.2%2c0.3-0.6%2c0.6-1%2c0.8c-0.4%2c0.2-0.9%2c0.3-1.5%2c0.3c-0.6%2c0-1.1-0.1-1.6-0.3 c-0.5-0.2-0.8-0.5-1-0.9s-0.4-0.8-0.4-1.2c0-0.7%2c0.3-1.3%2c0.8-1.7c0.5-0.4%2c1.4-0.7%2c2.5-0.7h2.1v-0.1c0-0.6-0.2-1-0.5-1.3 s-0.8-0.5-1.5-0.5c-0.5%2c0-0.9%2c0.1-1.3%2c0.2c-0.4%2c0.1-0.8%2c0.3-1.1%2c0.6l-0.7-1.4c0.4-0.3%2c0.9-0.6%2c1.5-0.7s1.2-0.3%2c1.9-0.3 C443.2%2c96.8%2c444.1%2c97.1%2c444.7%2c97.6z M443%2c103.3c0.4-0.2%2c0.6-0.5%2c0.8-0.9v-0.9h-1.9c-1.1%2c0-1.6%2c0.4-1.6%2c1.1c0%2c0.3%2c0.1%2c0.6%2c0.4%2c0.8 c0.3%2c0.2%2c0.6%2c0.3%2c1.1%2c0.3C442.3%2c103.6%2c442.7%2c103.5%2c443%2c103.3z'/%3e %3cpath d='M455.8%2c93.8v11.1H454v-1c-0.3%2c0.4-0.7%2c0.7-1.1%2c0.9c-0.5%2c0.2-1%2c0.3-1.5%2c0.3c-0.8%2c0-1.5-0.2-2.1-0.5 c-0.6-0.3-1.1-0.8-1.4-1.4c-0.3-0.6-0.5-1.3-0.5-2.2c0-0.8%2c0.2-1.5%2c0.5-2.1c0.4-0.6%2c0.8-1.1%2c1.4-1.4c0.6-0.3%2c1.3-0.5%2c2.1-0.5 c0.5%2c0%2c1%2c0.1%2c1.5%2c0.3c0.4%2c0.2%2c0.8%2c0.5%2c1.1%2c0.8v-4.1H455.8z M452.8%2c103.1c0.4-0.2%2c0.6-0.5%2c0.9-0.9s0.3-0.8%2c0.3-1.3s-0.1-0.9-0.3-1.3 s-0.5-0.7-0.9-0.9c-0.4-0.2-0.8-0.3-1.2-0.3s-0.9%2c0.1-1.2%2c0.3s-0.6%2c0.5-0.9%2c0.9s-0.3%2c0.8-0.3%2c1.3s0.1%2c0.9%2c0.3%2c1.3s0.5%2c0.7%2c0.9%2c0.9 s0.8%2c0.3%2c1.2%2c0.3S452.5%2c103.3%2c452.8%2c103.1z'/%3e %3cpath d='M465.7%2c101.5h-6.3c0.1%2c0.6%2c0.4%2c1.1%2c0.9%2c1.4c0.5%2c0.3%2c1%2c0.5%2c1.7%2c0.5c0.9%2c0%2c1.6-0.3%2c2.2-0.9l1%2c1.2c-0.4%2c0.4-0.8%2c0.8-1.4%2c1 c-0.6%2c0.2-1.2%2c0.3-1.9%2c0.3c-0.9%2c0-1.7-0.2-2.3-0.5s-1.2-0.8-1.6-1.5s-0.5-1.3-0.5-2.1c0-0.8%2c0.2-1.5%2c0.5-2.1 c0.4-0.6%2c0.8-1.1%2c1.5-1.5c0.6-0.3%2c1.3-0.5%2c2.1-0.5c0.8%2c0%2c1.5%2c0.2%2c2.1%2c0.5c0.6%2c0.3%2c1.1%2c0.8%2c1.4%2c1.5c0.3%2c0.6%2c0.5%2c1.3%2c0.5%2c2.2 C465.7%2c101.1%2c465.7%2c101.2%2c465.7%2c101.5z M460.1%2c98.8c-0.4%2c0.4-0.7%2c0.8-0.8%2c1.4h4.5c-0.1-0.6-0.3-1-0.7-1.4c-0.4-0.4-0.9-0.5-1.5-0.5 C461%2c98.3%2c460.5%2c98.5%2c460.1%2c98.8z'/%3e %3cpath d='M476.1%2c104.4c-0.2%2c0.2-0.5%2c0.3-0.8%2c0.4c-0.3%2c0.1-0.6%2c0.1-1%2c0.1c-0.9%2c0-1.6-0.2-2-0.7c-0.5-0.5-0.7-1.1-0.7-2v-3.9h-1.3 v-1.5h1.3v-1.8h1.9v1.8h2.1v1.5h-2.1v3.8c0%2c0.4%2c0.1%2c0.7%2c0.3%2c0.9c0.2%2c0.2%2c0.5%2c0.3%2c0.8%2c0.3c0.4%2c0%2c0.8-0.1%2c1-0.3L476.1%2c104.4z'/%3e %3cpath d='M484.5%2c97.7c0.6%2c0.6%2c0.9%2c1.5%2c0.9%2c2.6v4.6h-1.9v-4.3c0-0.7-0.2-1.2-0.5-1.6c-0.3-0.4-0.8-0.5-1.4-0.5 c-0.7%2c0-1.2%2c0.2-1.6%2c0.6c-0.4%2c0.4-0.6%2c1-0.6%2c1.8v4h-1.9V93.8h1.9v4c0.3-0.3%2c0.7-0.6%2c1.1-0.8c0.5-0.2%2c1-0.3%2c1.5-0.3 C483.1%2c96.8%2c483.9%2c97.1%2c484.5%2c97.7z'/%3e %3cpath d='M493.4%2c97.6c0.6%2c0.6%2c0.9%2c1.4%2c0.9%2c2.6v4.7h-1.8v-1c-0.2%2c0.3-0.6%2c0.6-1%2c0.8c-0.4%2c0.2-0.9%2c0.3-1.5%2c0.3c-0.6%2c0-1.1-0.1-1.6-0.3 c-0.5-0.2-0.8-0.5-1-0.9s-0.4-0.8-0.4-1.2c0-0.7%2c0.3-1.3%2c0.8-1.7c0.5-0.4%2c1.4-0.7%2c2.5-0.7h2.1v-0.1c0-0.6-0.2-1-0.5-1.3 s-0.8-0.5-1.5-0.5c-0.5%2c0-0.9%2c0.1-1.3%2c0.2c-0.4%2c0.1-0.8%2c0.3-1.1%2c0.6l-0.7-1.4c0.4-0.3%2c0.9-0.6%2c1.5-0.7s1.2-0.3%2c1.9-0.3 C491.9%2c96.8%2c492.8%2c97.1%2c493.4%2c97.6z M491.7%2c103.3c0.4-0.2%2c0.6-0.5%2c0.8-0.9v-0.9h-1.9c-1.1%2c0-1.6%2c0.4-1.6%2c1.1c0%2c0.3%2c0.1%2c0.6%2c0.4%2c0.8 c0.3%2c0.2%2c0.6%2c0.3%2c1.1%2c0.3C490.9%2c103.6%2c491.4%2c103.5%2c491.7%2c103.3z'/%3e %3cpath d='M501.4%2c104.4c-0.2%2c0.2-0.5%2c0.3-0.8%2c0.4c-0.3%2c0.1-0.6%2c0.1-1%2c0.1c-0.9%2c0-1.6-0.2-2-0.7c-0.5-0.5-0.7-1.1-0.7-2v-3.9h-1.3 v-1.5h1.3v-1.8h1.9v1.8h2.1v1.5h-2.1v3.8c0%2c0.4%2c0.1%2c0.7%2c0.3%2c0.9c0.2%2c0.2%2c0.5%2c0.3%2c0.8%2c0.3c0.4%2c0%2c0.8-0.1%2c1-0.3L501.4%2c104.4z'/%3e %3cpath d='M519.3%2c96.9l-3%2c8h-1.8l-2.1-5.5l-2.1%2c5.5h-1.8l-2.9-8h1.8l2.1%2c5.9l2.2-5.9h1.6l2.2%2c5.9l2.2-5.9H519.3z'/%3e %3cpath d='M526%2c97.6c0.6%2c0.6%2c0.9%2c1.4%2c0.9%2c2.6v4.7h-1.8v-1c-0.2%2c0.3-0.6%2c0.6-1%2c0.8c-0.4%2c0.2-0.9%2c0.3-1.5%2c0.3c-0.6%2c0-1.1-0.1-1.6-0.3 c-0.5-0.2-0.8-0.5-1-0.9s-0.4-0.8-0.4-1.2c0-0.7%2c0.3-1.3%2c0.8-1.7c0.5-0.4%2c1.4-0.7%2c2.5-0.7h2.1v-0.1c0-0.6-0.2-1-0.5-1.3 s-0.8-0.5-1.5-0.5c-0.5%2c0-0.9%2c0.1-1.3%2c0.2c-0.4%2c0.1-0.8%2c0.3-1.1%2c0.6l-0.7-1.4c0.4-0.3%2c0.9-0.6%2c1.5-0.7s1.2-0.3%2c1.9-0.3 C524.4%2c96.8%2c525.3%2c97.1%2c526%2c97.6z M524.3%2c103.3c0.4-0.2%2c0.6-0.5%2c0.8-0.9v-0.9h-1.9c-1.1%2c0-1.6%2c0.4-1.6%2c1.1c0%2c0.3%2c0.1%2c0.6%2c0.4%2c0.8 c0.3%2c0.2%2c0.6%2c0.3%2c1.1%2c0.3C523.5%2c103.6%2c523.9%2c103.5%2c524.3%2c103.3z'/%3e %3cpath d='M536.5%2c96.9l-3.8%2c8.7c-0.4%2c0.9-0.8%2c1.5-1.3%2c1.8c-0.5%2c0.4-1.1%2c0.5-1.8%2c0.5c-0.4%2c0-0.8-0.1-1.2-0.2c-0.4-0.1-0.7-0.3-1-0.5 l0.8-1.4c0.2%2c0.2%2c0.4%2c0.3%2c0.6%2c0.4c0.2%2c0.1%2c0.5%2c0.2%2c0.7%2c0.2c0.3%2c0%2c0.6-0.1%2c0.8-0.3s0.4-0.5%2c0.6-0.9l0.1-0.3l-3.5-8h2l2.5%2c5.9 l2.5-5.9H536.5z'/%3e%3c/g%3e%3cg id='XMLID_6_'%3e %3cellipse transform='matrix(0.2298 -0.9732 0.9732 0.2298 -12.4944 107.3094)' class='st0' cx='61.5' cy='61.5' rx='51' ry='51'/%3e %3cpath class='st1' d='M61.5%2c14c26.2%2c0%2c47.5%2c21.3%2c47.5%2c47.5s-21.3%2c47.5-47.5%2c47.5S14%2c87.8%2c14%2c61.5S35.3%2c14%2c61.5%2c14 M61.5%2c7 C31.4%2c7%2c7%2c31.4%2c7%2c61.5c0%2c30.1%2c24.4%2c54.5%2c54.5%2c54.5s54.5-24.4%2c54.5-54.5C116.1%2c31.4%2c91.7%2c7%2c61.5%2c7L61.5%2c7z'/%3e%3c/g%3e%3cpolygon id='XMLID_37_' class='st1' points='78.6%2c21.8 67.3%2c36.5 73.1%2c36.5 73.1%2c67.6 50.1%2c36 39.1%2c36 39.1%2c86.1 33.3%2c86.1 44.6%2c100.9 55.9%2c86.1 50.1%2c86.1 50.1%2c54.4 73.1%2c86.7 84.1%2c86.7 84.1%2c36.5 89.9%2c36.5 '/%3e%3c/svg%3e){kind=small}
- Analytics
- Backtesting
- Options
- Resources
Go Prime
'/%3e%3cg clip-path='url(%23clip0_7970_40684)'%3e%3cmask id='mask0_7970_40684' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40684)'%3e%3cpath d='M5.15238 19.7767L8.92738 13.7267C9.11071 13.4433 9.36488 13.2892 9.68988 13.2642C10.0149 13.2392 10.294 13.3517 10.5274 13.6017L12.6524 16.0767L15.8274 10.9017C16.0107 10.585 16.2899 10.4267 16.6649 10.4267C17.0399 10.4267 17.3274 10.5767 17.5274 10.8767L19.3774 13.6517C18.994 13.6683 18.6315 13.7142 18.2899 13.7892C17.9482 13.8642 17.6107 13.9683 17.2774 14.1017L16.7274 13.2767L13.6524 18.2767C13.469 18.56 13.2107 18.7183 12.8774 18.7517C12.544 18.785 12.2607 18.6683 12.0274 18.4017L9.90238 15.9267L6.85238 20.8517C6.70238 21.1017 6.48155 21.2558 6.18988 21.3142C5.89821 21.3725 5.63571 21.31 5.40238 21.1267C5.18571 20.9767 5.05655 20.7725 5.01488 20.5142C4.97321 20.2558 5.01905 20.01 5.15238 19.7767ZM21.9524 14.1517C21.6357 14.0183 21.3065 13.91 20.9649 13.8267C20.6232 13.7433 20.269 13.6933 19.9024 13.6767L24.4524 6.47667C24.6024 6.24333 24.819 6.09333 25.1024 6.02667C25.3857 5.96 25.644 6.01833 25.8774 6.20167C26.094 6.35167 26.2274 6.55583 26.2774 6.81417C26.3274 7.0725 26.2857 7.31833 26.1524 7.55167L21.9524 14.1517Z' fill='white'/%3e%3cpath d='M25.5 26.425L22.375 23.3C22.0417 23.5333 21.6708 23.7083 21.2625 23.825C20.8542 23.9417 20.4333 24 20 24C18.75 24 17.6875 23.5625 16.8125 22.6875C15.9375 21.8125 15.5 20.75 15.5 19.5C15.5 18.25 15.9375 17.1875 16.8125 16.3125C17.6875 15.4375 18.75 15 20 15C21.25 15 22.3125 15.4375 23.1875 16.3125C24.0625 17.1875 24.5 18.25 24.5 19.5C24.5 19.9333 24.4417 20.3542 24.325 20.7625C24.2083 21.1708 24.0333 21.55 23.8 21.9L26.925 25L25.5 26.425ZM20 22C20.7 22 21.2917 21.7583 21.775 21.275C22.2583 20.7917 22.5 20.2 22.5 19.5C22.5 18.8 22.2583 18.2083 21.775 17.725C21.2917 17.2417 20.7 17 20 17C19.3 17 18.7083 17.2417 18.225 17.725C17.7417 18.2083 17.5 18.8 17.5 19.5C17.5 20.2 17.7417 20.7917 18.225 21.275C18.7083 21.7583 19.3 22 20 22Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40684' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40684'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "SCREENER")
Option Strategy
'/%3e%3cg clip-path='url(%23clip0_7970_40695)'%3e%3cmask id='mask0_7970_40695' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.5' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40695)'%3e%3cpath d='M9 24C8.58333 24 8.22917 23.8542 7.9375 23.5625C7.64583 23.2708 7.5 22.9167 7.5 22.5V18.5C7.5 18.0833 7.64583 17.7292 7.9375 17.4375C8.22917 17.1458 8.58333 17 9 17C9.41667 17 9.77083 17.1458 10.0625 17.4375C10.3542 17.7292 10.5 18.0833 10.5 18.5V22.5C10.5 22.9167 10.3542 23.2708 10.0625 23.5625C9.77083 23.8542 9.41667 24 9 24ZM13 18C12.5833 18 12.2292 17.8542 11.9375 17.5625C11.6458 17.2708 11.5 16.9167 11.5 16.5V15.5C11.5 15.0833 11.6458 14.7292 11.9375 14.4375C12.2292 14.1458 12.5833 14 13 14C13.4167 14 13.7708 14.1458 14.0625 14.4375C14.3542 14.7292 14.5 15.0833 14.5 15.5V16.5C14.5 16.9167 14.3542 17.2708 14.0625 17.5625C13.7708 17.8542 13.4167 18 13 18ZM16 13C15.5833 13 15.2292 12.8542 14.9375 12.5625C14.6458 12.2708 14.5 11.9167 14.5 11.5V10.5C14.5 10.0833 14.6458 9.72917 14.9375 9.4375C15.2292 9.14583 15.5833 9 16 9C16.4167 9 16.7708 9.14583 17.0625 9.4375C17.3542 9.72917 17.5 10.0833 17.5 10.5V11.5C17.5 11.9167 17.3542 12.2708 17.0625 12.5625C16.7708 12.8542 16.4167 13 16 13ZM20 11C19.5833 11 19.2292 10.8542 18.9375 10.5625C18.6458 10.2708 18.5 9.91667 18.5 9.5C18.5 9.08333 18.6458 8.72917 18.9375 8.4375C19.2292 8.14583 19.5833 8 20 8C20.4167 8 20.7708 8.14583 21.0625 8.4375C21.3542 8.72917 21.5 9.08333 21.5 9.5C21.5 9.91667 21.3542 10.2708 21.0625 10.5625C20.7708 10.8542 20.4167 11 20 11ZM24 24C23.5833 24 23.2292 23.8542 22.9375 23.5625C22.6458 23.2708 22.5 22.9167 22.5 22.5V9.5C22.5 9.08333 22.6458 8.72917 22.9375 8.4375C23.2292 8.14583 23.5833 8 24 8C24.4167 8 24.7708 8.14583 25.0625 8.4375C25.3542 8.72917 25.5 9.08333 25.5 9.5V22.5C25.5 22.9167 25.3542 23.2708 25.0625 23.5625C24.7708 23.8542 24.4167 24 24 24Z' fill='white'/%3e%3cpath d='M9 24C8.58333 24 8.22917 23.8542 7.9375 23.5625C7.64583 23.2708 7.5 22.9167 7.5 22.5V18.5C7.5 18.0833 7.64583 17.7292 7.9375 17.4375C8.22917 17.1458 8.58333 17 9 17C9.41667 17 9.77083 17.1458 10.0625 17.4375C10.3542 17.7292 10.5 18.0833 10.5 18.5V22.5C10.5 22.9167 10.3542 23.2708 10.0625 23.5625C9.77083 23.8542 9.41667 24 9 24ZM24 24C23.5833 24 23.2292 23.8542 22.9375 23.5625C22.6458 23.2708 22.5 22.9167 22.5 22.5V9.5C22.5 9.08333 22.6458 8.72917 22.9375 8.4375C23.2292 8.14583 23.5833 8 24 8C24.4167 8 24.7708 8.14583 25.0625 8.4375C25.3542 8.72917 25.5 9.08333 25.5 9.5V22.5C25.5 22.9167 25.3542 23.2708 25.0625 23.5625C24.7708 23.8542 24.4167 24 24 24Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40695' x1='19.0455' y1='-9.6' x2='15.5492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40695'%3e%3crect width='24' height='24' fill='white' transform='translate(4.5 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "LIVE ANALYTICS")
Gift Nifty
'/%3e%3cg clip-path='url(%23clip0_7970_40712)'%3e%3cmask id='mask0_7970_40712' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40712)'%3e%3cpath d='M9 26C8.45 26 7.97917 25.8042 7.5875 25.4125C7.19583 25.0208 7 24.55 7 24V10C7 9.45 7.19583 8.97917 7.5875 8.5875C7.97917 8.19583 8.45 8 9 8H10V7C10 6.71667 10.0958 6.47917 10.2875 6.2875C10.4792 6.09583 10.7167 6 11 6C11.2833 6 11.5208 6.09583 11.7125 6.2875C11.9042 6.47917 12 6.71667 12 7V8H20V7C20 6.71667 20.0958 6.47917 20.2875 6.2875C20.4792 6.09583 20.7167 6 21 6C21.2833 6 21.5208 6.09583 21.7125 6.2875C21.9042 6.47917 22 6.71667 22 7V8H23C23.55 8 24.0208 8.19583 24.4125 8.5875C24.8042 8.97917 25 9.45 25 10V24C25 24.55 24.8042 25.0208 24.4125 25.4125C24.0208 25.8042 23.55 26 23 26H9ZM9 24H23V14H9V24ZM9 12H23V10H9V12ZM12 18C11.7167 18 11.4792 17.9042 11.2875 17.7125C11.0958 17.5208 11 17.2833 11 17C11 16.7167 11.0958 16.4792 11.2875 16.2875C11.4792 16.0958 11.7167 16 12 16H20C20.2833 16 20.5208 16.0958 20.7125 16.2875C20.9042 16.4792 21 16.7167 21 17C21 17.2833 20.9042 17.5208 20.7125 17.7125C20.5208 17.9042 20.2833 18 20 18H12ZM12 22C11.7167 22 11.4792 21.9042 11.2875 21.7125C11.0958 21.5208 11 21.2833 11 21C11 20.7167 11.0958 20.4792 11.2875 20.2875C11.4792 20.0958 11.7167 20 12 20H17C17.2833 20 17.5208 20.0958 17.7125 20.2875C17.9042 20.4792 18 20.7167 18 21C18 21.2833 17.9042 21.5208 17.7125 21.7125C17.5208 21.9042 17.2833 22 17 22H12Z' fill='white'/%3e%3cpath d='M12 18C11.7167 18 11.4792 17.9042 11.2875 17.7125C11.0958 17.5208 11 17.2833 11 17C11 16.7167 11.0958 16.4792 11.2875 16.2875C11.4792 16.0958 11.7167 16 12 16H20C20.2833 16 20.5208 16.0958 20.7125 16.2875C20.9042 16.4792 21 16.7167 21 17C21 17.2833 20.9042 17.5208 20.7125 17.7125C20.5208 17.9042 20.2833 18 20 18H12ZM12 22C11.7167 22 11.4792 21.9042 11.2875 21.7125C11.0958 21.5208 11 21.2833 11 21C11 20.7167 11.0958 20.4792 11.2875 20.2875C11.4792 20.0958 11.7167 20 12 20H17C17.2833 20 17.5208 20.0958 17.7125 20.2875C17.9042 20.4792 18 20.7167 18 21C18 21.2833 17.9042 21.5208 17.7125 21.7125C17.5208 21.9042 17.2833 22 17 22H12Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40712' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40712'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "MARKET ACTION")
'%3e%3cpath d='M195.71 359.4H22.6399C20.1427 359.399 17.682 358.8 15.4641 357.652C13.2461 356.504 11.3354 354.842 9.89202 352.804C8.4486 350.766 7.51447 348.412 7.16788 345.939C6.82128 343.466 7.07231 340.946 7.89993 338.59L35.1899 260.91C36.2631 257.855 38.2587 255.208 40.901 253.336C43.5433 251.464 46.7017 250.459 49.9399 250.46H168.42C171.658 250.459 174.817 251.464 177.459 253.336C180.101 255.208 182.097 257.855 183.17 260.91L210.46 338.59C211.288 340.947 211.539 343.468 211.192 345.942C210.845 348.416 209.909 350.77 208.465 352.808C207.02 354.846 205.108 356.509 202.889 357.655C200.67 358.802 198.208 359.401 195.71 359.4ZM299.54 249.34H126.46C123.963 249.339 121.502 248.74 119.284 247.592C117.066 246.444 115.155 244.782 113.712 242.744C112.269 240.706 111.334 238.352 110.988 235.879C110.641 233.406 110.892 230.886 111.72 228.53L139 150.84C140.074 147.786 142.07 145.141 144.712 143.271C147.354 141.4 150.513 140.397 153.75 140.4H272.24C275.479 140.395 278.639 141.397 281.284 143.268C283.928 145.138 285.926 147.784 287 150.84L314.29 228.53C315.118 230.887 315.369 233.408 315.022 235.882C314.675 238.356 313.74 240.71 312.295 242.748C310.85 244.786 308.938 246.449 306.719 247.595C304.5 248.742 302.038 249.341 299.54 249.34Z' fill='%23FFBC00'/%3e%3cpath d='M314.28 228.53L287 150.84C285.927 147.786 283.931 145.141 281.288 143.27C278.646 141.4 275.488 140.397 272.25 140.4H269.17L276.97 162.6C279.502 169.802 280.271 177.505 279.212 185.065C278.153 192.625 275.297 199.821 270.884 206.05C266.471 212.279 260.629 217.359 253.848 220.865C247.067 224.371 239.544 226.201 231.91 226.2H112.54L111.72 228.53C110.893 230.886 110.642 233.406 110.988 235.879C111.335 238.352 112.269 240.706 113.712 242.744C115.156 244.782 117.066 246.444 119.284 247.592C121.502 248.74 123.963 249.339 126.46 249.34H299.54C302.037 249.339 304.498 248.74 306.716 247.592C308.934 246.444 310.845 244.782 312.288 242.744C313.732 240.706 314.666 238.352 315.012 235.879C315.359 233.406 315.108 230.886 314.28 228.53Z' fill='%23FFA300'/%3e%3cpath d='M403.36 359.4H230.29C227.792 359.4 225.33 358.802 223.111 357.655C220.892 356.508 218.98 354.846 217.535 352.808C216.09 350.77 215.155 348.416 214.808 345.942C214.461 343.468 214.712 340.947 215.54 338.59L242.83 260.91C243.903 257.855 245.899 255.208 248.541 253.336C251.183 251.464 254.342 250.459 257.58 250.46H376.06C379.298 250.459 382.457 251.464 385.099 253.336C387.741 255.208 389.737 257.855 390.81 260.91L418.1 338.59C418.928 340.946 419.179 343.466 418.832 345.939C418.486 348.412 417.551 350.766 416.108 352.804C414.665 354.842 412.754 356.504 410.536 357.652C408.318 358.799 405.857 359.399 403.36 359.4Z' fill='%23FFBC00'/%3e%3cpath d='M418.1 338.59L390.81 260.91C389.737 257.855 387.741 255.208 385.099 253.336C382.457 251.464 379.298 250.459 376.06 250.46H373L380.81 272.66C383.34 279.862 384.107 287.566 383.046 295.126C381.986 302.686 379.129 309.882 374.715 316.11C370.301 322.338 364.459 327.418 357.678 330.924C350.897 334.43 343.374 336.26 335.74 336.26H216.36L215.54 338.59C214.712 340.947 214.461 343.468 214.808 345.942C215.156 348.416 216.091 350.77 217.535 352.808C218.98 354.846 220.892 356.508 223.111 357.655C225.33 358.802 227.792 359.4 230.29 359.4H403.36C405.857 359.399 408.318 358.799 410.536 357.652C412.754 356.504 414.665 354.842 416.108 352.804C417.551 350.766 418.486 348.412 418.832 345.939C419.179 343.466 418.928 340.946 418.1 338.59ZM210.46 338.59L183.17 260.91C182.097 257.855 180.101 255.208 177.459 253.336C174.817 251.464 171.658 250.459 168.42 250.46H165.34L173.14 272.66C175.672 279.862 176.441 287.565 175.382 295.125C174.323 302.685 171.467 309.881 167.054 316.11C162.641 322.339 156.799 327.419 150.018 330.925C143.237 334.431 135.714 336.26 128.08 336.26H8.72014L7.90014 338.59C7.07013 340.946 6.81731 343.467 7.1629 345.941C7.50848 348.415 8.44239 350.77 9.88627 352.808C11.3302 354.847 13.2419 356.509 15.4611 357.656C17.6802 358.803 20.1421 359.401 22.6401 359.4H195.71C198.208 359.4 200.67 358.802 202.889 357.655C205.109 356.508 207.021 354.846 208.465 352.808C209.91 350.77 210.845 348.416 211.192 345.942C211.539 343.468 211.288 340.947 210.46 338.59Z' fill='%23FFA300'/%3e%3cpath d='M76 359.4L179.88 255.47C178.416 253.893 176.643 252.635 174.671 251.775C172.699 250.915 170.571 250.47 168.42 250.47H146.42L37.46 359.4H76Z' fill='url(%23paint0_linear_8677_11359)'/%3e%3cpath d='M78.1199 250.46L17.5999 311L7.89994 338.61C6.88691 341.461 6.72572 344.544 7.43602 347.485C8.14633 350.426 9.69742 353.096 11.8999 355.17L116.62 250.46H78.1199Z' fill='url(%23paint1_linear_8677_11359)'/%3e%3cpath d='M283.6 359.4L387.52 255.47C386.057 253.892 384.284 252.634 382.312 251.773C380.34 250.913 378.212 250.469 376.06 250.47H354L245.1 359.4H283.6Z' fill='url(%23paint2_linear_8677_11359)'/%3e%3cpath d='M285.76 250.46L225.24 311L215.54 338.61C214.529 341.461 214.369 344.544 215.08 347.484C215.79 350.424 217.339 353.095 219.54 355.17L324.26 250.46H285.76Z' fill='url(%23paint3_linear_8677_11359)'/%3e%3cpath d='M179.78 249.34L283.7 145.41C282.238 143.831 280.465 142.572 278.493 141.712C276.52 140.851 274.392 140.408 272.24 140.41H250.24L141.28 249.34H179.78Z' fill='url(%23paint4_linear_8677_11359)'/%3e%3cpath d='M181.94 140.4L121.42 200.92L111.72 228.53C110.707 231.381 110.546 234.465 111.256 237.405C111.966 240.346 113.517 243.016 115.72 245.09L220.44 140.4H181.94Z' fill='url(%23paint5_linear_8677_11359)'/%3e%3cpath d='M53.8599 178.55L75.7399 184.43L97.6199 178.55L91.7399 200.43L97.6199 222.31L75.7399 216.43L53.8599 222.31L59.7399 200.43L53.8599 178.55Z' fill='%23FFBC00'/%3e%3cpath d='M213 66.6L224.31 86.23L243.94 97.54L224.31 108.86L213 128.49L201.69 108.86L182.06 97.54L201.69 86.23L213 66.6Z' fill='%23FFBC00'/%3e%3cpath d='M369.64 145.49L363.76 167.37L369.64 189.25L347.76 183.37L325.88 189.25L331.76 167.37L325.88 145.49L347.76 151.37L369.64 145.49Z' fill='%23FFBC00'/%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_8677_11359' x1='142.05' y1='272.29' x2='45.19' y2='374.29' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%23FFCD52'/%3e%3cstop offset='1' stop-color='%23FFBC00' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint1_linear_8677_11359' x1='106.85' y1='238.87' x2='9.98991' y2='340.87' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%23FFCD52'/%3e%3cstop offset='1' stop-color='%23FFBC00' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint2_linear_8677_11359' x1='349.69' y1='272.29' x2='252.83' y2='374.29' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%23FFCD52'/%3e%3cstop offset='1' stop-color='%23FFBC00' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint3_linear_8677_11359' x1='314.49' y1='238.87' x2='217.64' y2='340.87' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%23FFCD52'/%3e%3cstop offset='1' stop-color='%23FFBC00' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint4_linear_8677_11359' x1='245.87' y1='162.23' x2='149.01' y2='264.23' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%23FFCD52'/%3e%3cstop offset='1' stop-color='%23FFBC00' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint5_linear_8677_11359' x1='210.67' y1='128.8' x2='113.81' y2='230.8' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%23FFCD52'/%3e%3cstop offset='1' stop-color='%23FFBC00' stop-opacity='0'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_8677_11359'%3e%3crect width='426' height='426' fill='white'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "Gold price today"){kind=small}
Gold Price Today
'/%3e%3cg clip-path='url(%23clip0_7970_40744)'%3e%3cmask id='mask0_7970_40744' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40744)'%3e%3cpath d='M16.0504 17.375L10.1254 23.3C9.92539 23.5 9.68789 23.6 9.41289 23.6C9.13789 23.6 8.90039 23.5 8.70039 23.3C8.50039 23.1 8.40039 22.8625 8.40039 22.5875C8.40039 22.3125 8.50039 22.075 8.70039 21.875L17.6004 13H15.0004V14C15.0004 14.2833 14.9046 14.5208 14.7129 14.7125C14.5212 14.9042 14.2837 15 14.0004 15C13.7171 15 13.4796 14.9042 13.2879 14.7125C13.0962 14.5208 13.0004 14.2833 13.0004 14V12C13.0004 11.7167 13.0962 11.4792 13.2879 11.2875C13.4796 11.0958 13.7171 11 14.0004 11H18.8504C19.1171 11 19.3712 11.05 19.6129 11.15C19.8546 11.25 20.0671 11.3917 20.2504 11.575L23.2504 14.55C23.5837 14.8833 23.9712 15.1625 24.4129 15.3875C24.8546 15.6125 25.3337 15.775 25.8504 15.875C26.1337 15.925 26.3796 16.0542 26.5879 16.2625C26.7962 16.4708 26.9004 16.7167 26.9004 17C26.9004 17.2833 26.7837 17.5167 26.5504 17.7C26.3171 17.8833 26.0587 17.9583 25.7754 17.925C25.0254 17.825 24.3337 17.625 23.7004 17.325C23.0671 17.025 22.4837 16.6167 21.9504 16.1L20.9504 15.05L18.7504 17.25L20.0754 18.575C20.3087 18.8083 20.4046 19.0875 20.3629 19.4125C20.3212 19.7375 20.1587 19.9833 19.8754 20.15L15.3254 22.775C15.0921 22.9083 14.8379 22.9417 14.5629 22.875C14.2879 22.8083 14.0837 22.6583 13.9504 22.425C13.8171 22.1917 13.7879 21.9375 13.8629 21.6625C13.9379 21.3875 14.0921 21.1833 14.3254 21.05L17.7504 19.075L16.0504 17.375ZM23.4754 12C22.9254 12 22.4504 11.8042 22.0504 11.4125C21.6504 11.0208 21.4504 10.55 21.4504 10C21.4504 9.45 21.6504 8.97917 22.0504 8.5875C22.4504 8.19583 22.9254 8 23.4754 8C24.0254 8 24.5004 8.19583 24.9004 8.5875C25.3004 8.97917 25.5004 9.45 25.5004 10C25.5004 10.55 25.3004 11.0208 24.9004 11.4125C24.5004 11.8042 24.0254 12 23.4754 12Z' fill='white'/%3e%3cpath d='M8 17C7.71667 17 7.47917 16.9042 7.2875 16.7125C7.09583 16.5208 7 16.2833 7 16C7 15.7167 7.09583 15.4792 7.2875 15.2875C7.47917 15.0958 7.71667 15 8 15H11C11.2833 15 11.5208 15.0958 11.7125 15.2875C11.9042 15.4792 12 15.7167 12 16C12 16.2833 11.9042 16.5208 11.7125 16.7125C11.5208 16.9042 11.2833 17 11 17H8ZM6 14C5.71667 14 5.47917 13.9042 5.2875 13.7125C5.09583 13.5208 5 13.2833 5 13C5 12.7167 5.09583 12.4792 5.2875 12.2875C5.47917 12.0958 5.71667 12 6 12H9C9.28333 12 9.52083 12.0958 9.7125 12.2875C9.90417 12.4792 10 12.7167 10 13C10 13.2833 9.90417 13.5208 9.7125 13.7125C9.52083 13.9042 9.28333 14 9 14H6ZM8 11C7.71667 11 7.47917 10.9042 7.2875 10.7125C7.09583 10.5208 7 10.2833 7 10C7 9.71667 7.09583 9.47917 7.2875 9.2875C7.47917 9.09583 7.71667 9 8 9H11C11.2833 9 11.5208 9.09583 11.7125 9.2875C11.9042 9.47917 12 9.71667 12 10C12 10.2833 11.9042 10.5208 11.7125 10.7125C11.5208 10.9042 11.2833 11 11 11H8Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40744' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40744'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "STOCK TRACKING")
'/%3e%3cpath d='M78.1199 250.46L17.5999 311L7.89994 338.61C6.88691 341.461 6.72572 344.544 7.43602 347.485C8.14633 350.426 9.69742 353.096 11.8999 355.17L116.62 250.46H78.1199Z' fill='url(%23paint1_linear_8677_11374)'/%3e%3cpath d='M283.6 359.4L387.52 255.47C386.057 253.892 384.284 252.634 382.312 251.773C380.34 250.913 378.212 250.469 376.06 250.47H354L245.1 359.4H283.6Z' fill='url(%23paint2_linear_8677_11374)'/%3e%3cpath d='M285.76 250.46L225.24 311L215.54 338.61C214.529 341.461 214.369 344.544 215.08 347.484C215.79 350.424 217.339 353.095 219.54 355.17L324.26 250.46H285.76Z' fill='url(%23paint3_linear_8677_11374)'/%3e%3cpath d='M179.78 249.34L283.7 145.41C282.238 143.831 280.465 142.572 278.493 141.712C276.52 140.851 274.392 140.408 272.24 140.41H250.24L141.28 249.34H179.78Z' fill='url(%23paint4_linear_8677_11374)'/%3e%3cpath d='M181.94 140.4L121.42 200.92L111.72 228.53C110.707 231.381 110.546 234.465 111.256 237.405C111.966 240.346 113.517 243.016 115.72 245.09L220.44 140.4H181.94Z' fill='url(%23paint5_linear_8677_11374)'/%3e%3cpath d='M53.8599 178.55L75.7399 184.43L97.6199 178.55L91.7399 200.43L97.6199 222.31L75.7399 216.43L53.8599 222.31L59.7399 200.43L53.8599 178.55Z' fill='%23B3B3B3'/%3e%3cpath d='M213 66.6L224.31 86.23L243.94 97.54L224.31 108.86L213 128.49L201.69 108.86L182.06 97.54L201.69 86.23L213 66.6Z' fill='%23B3B3B3'/%3e%3cpath d='M369.64 145.49L363.76 167.37L369.64 189.25L347.76 183.37L325.88 189.25L331.76 167.37L325.88 145.49L347.76 151.37L369.64 145.49Z' fill='%23B3B3B3'/%3e%3cdefs%3e%3clinearGradient id='paint0_linear_8677_11374' x1='142.05' y1='272.29' x2='45.19' y2='374.29' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%239B9B9B'/%3e%3cstop offset='1' stop-color='%23BABABA' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint1_linear_8677_11374' x1='106.85' y1='238.87' x2='9.98991' y2='340.87' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%239B9B9B'/%3e%3cstop offset='1' stop-color='%23BABABA' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint2_linear_8677_11374' x1='349.69' y1='272.29' x2='252.83' y2='374.29' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%239B9B9B'/%3e%3cstop offset='1' stop-color='%23BABABA' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint3_linear_8677_11374' x1='314.49' y1='238.87' x2='217.64' y2='340.87' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%239B9B9B'/%3e%3cstop offset='1' stop-color='%23BABABA' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint4_linear_8677_11374' x1='245.87' y1='162.23' x2='149.01' y2='264.23' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%239B9B9B'/%3e%3cstop offset='1' stop-color='%23BABABA' stop-opacity='0'/%3e%3c/linearGradient%3e%3clinearGradient id='paint5_linear_8677_11374' x1='210.67' y1='128.8' x2='113.81' y2='230.8' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.29' stop-color='%239B9B9B'/%3e%3cstop offset='1' stop-color='%23BABABA' stop-opacity='0'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e "silver price today"){kind=small}
Silver Price Today
'/%3e%3cg clip-path='url(%23clip0_7970_40726)'%3e%3cmask id='mask0_7970_40726' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.5' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40726)'%3e%3cpath d='M13.25 26.4258C12.4833 26.4258 11.7958 26.2258 11.1875 25.8258C10.5792 25.4258 10.1083 24.8758 9.775 24.1758C9.50833 24.5258 9.17083 24.7966 8.7625 24.9883C8.35417 25.1799 7.93333 25.2758 7.5 25.2758C6.65 25.2758 5.9375 24.9841 5.3625 24.4008C4.7875 23.8174 4.5 23.1091 4.5 22.2758C4.5 21.5591 4.73333 20.9133 5.2 20.3383C5.66667 19.7633 6.25833 19.4341 6.975 19.3508C6.74167 19.0174 6.5625 18.6633 6.4375 18.2883C6.3125 17.9133 6.25 17.5174 6.25 17.1008C6.25 16.4341 6.42083 15.8091 6.7625 15.2258C7.10417 14.6424 7.58333 14.1674 8.2 13.8008C8.28333 14.1008 8.39583 14.4216 8.5375 14.7633C8.67917 15.1049 8.84167 15.4008 9.025 15.6508C8.79167 15.8341 8.60833 16.0549 8.475 16.3133C8.34167 16.5716 8.275 16.8424 8.275 17.1258C8.275 18.0591 8.65833 18.6341 9.425 18.8508C10.1917 19.0674 10.9167 19.2424 11.6 19.3758L12.075 20.1758C11.8917 20.7091 11.7333 21.1633 11.6 21.5383C11.4667 21.9133 11.4 22.2508 11.4 22.5508C11.4 23.0508 11.5792 23.4883 11.9375 23.8633C12.2958 24.2383 12.7333 24.4258 13.25 24.4258C13.7833 24.4258 14.2417 24.2216 14.625 23.8133C15.0083 23.4049 15.3292 22.8966 15.5875 22.2883C15.8458 21.6799 16.0542 21.0341 16.2125 20.3508C16.3708 19.6674 16.5 19.0508 16.6 18.5008C16.65 18.2174 16.7917 17.9966 17.025 17.8383C17.2583 17.6799 17.5083 17.6424 17.775 17.7258C18.0583 17.8091 18.2708 17.9758 18.4125 18.2258C18.5542 18.4758 18.5917 18.7424 18.525 19.0258C18.375 19.7924 18.1833 20.6091 17.95 21.4758C17.7167 22.3424 17.4042 23.1424 17.0125 23.8758C16.6208 24.6091 16.1208 25.2174 15.5125 25.7008C14.9042 26.1841 14.15 26.4258 13.25 26.4258ZM7.5 23.2758C7.78333 23.2758 8.02083 23.1799 8.2125 22.9883C8.40417 22.7966 8.5 22.5591 8.5 22.2758C8.5 21.9924 8.40417 21.7549 8.2125 21.5633C8.02083 21.3716 7.78333 21.2758 7.5 21.2758C7.21667 21.2758 6.97917 21.3716 6.7875 21.5633C6.59583 21.7549 6.5 21.9924 6.5 22.2758C6.5 22.5591 6.59583 22.7966 6.7875 22.9883C6.97917 23.1799 7.21667 23.2758 7.5 23.2758ZM15.325 18.6008C15.1083 18.8174 14.8458 18.9133 14.5375 18.8883C14.2292 18.8633 13.9583 18.7424 13.725 18.5258C12.4417 17.3591 11.4167 16.3008 10.65 15.3508C9.88333 14.4008 9.5 13.3758 9.5 12.2758C9.5 11.1924 9.87083 10.2799 10.6125 9.53828C11.3542 8.79661 12.2667 8.42578 13.35 8.42578C13.4167 8.42578 13.475 8.42995 13.525 8.43828C13.575 8.44661 13.6333 8.45078 13.7 8.45078C13.6333 8.28411 13.5833 8.11745 13.55 7.95078C13.5167 7.78411 13.5 7.60911 13.5 7.42578C13.5 6.59245 13.7917 5.88411 14.375 5.30078C14.9583 4.71745 15.6667 4.42578 16.5 4.42578C17.3333 4.42578 18.0417 4.71745 18.625 5.30078C19.2083 5.88411 19.5 6.59245 19.5 7.42578C19.5 7.60911 19.4833 7.77995 19.45 7.93828C19.4167 8.09661 19.3667 8.25911 19.3 8.42578H19.65C20.65 8.42578 21.5 8.74661 22.2 9.38828C22.9 10.0299 23.3167 10.8258 23.45 11.7758C23.15 11.7258 22.8125 11.7008 22.4375 11.7008C22.0625 11.7008 21.7167 11.7174 21.4 11.7508C21.2833 11.3674 21.0708 11.0508 20.7625 10.8008C20.4542 10.5508 20.0833 10.4258 19.65 10.4258C19.0667 10.4258 18.6125 10.5966 18.2875 10.9383C17.9625 11.2799 17.5167 11.7758 16.95 12.4258H16.025C15.4417 11.7424 14.9875 11.2383 14.6625 10.9133C14.3375 10.5883 13.9 10.4258 13.35 10.4258C12.8167 10.4258 12.375 10.6008 12.025 10.9508C11.675 11.3008 11.5 11.7424 11.5 12.2758C11.5 12.9758 11.8292 13.7049 12.4875 14.4633C13.1458 15.2216 14.0333 16.1091 15.15 17.1258C15.3833 17.3258 15.5208 17.5716 15.5625 17.8633C15.6042 18.1549 15.525 18.4008 15.325 18.6008ZM16.5 8.42578C16.7833 8.42578 17.0208 8.32995 17.2125 8.13828C17.4042 7.94661 17.5 7.70911 17.5 7.42578C17.5 7.14245 17.4042 6.90495 17.2125 6.71328C17.0208 6.52161 16.7833 6.42578 16.5 6.42578C16.2167 6.42578 15.9792 6.52161 15.7875 6.71328C15.5958 6.90495 15.5 7.14245 15.5 7.42578C15.5 7.70911 15.5958 7.94661 15.7875 8.13828C15.9792 8.32995 16.2167 8.42578 16.5 8.42578ZM19.725 26.4258C19.3583 26.4258 18.9958 26.3758 18.6375 26.2758C18.2792 26.1758 17.9333 26.0174 17.6 25.8008C17.7833 25.5674 17.9667 25.2924 18.15 24.9758C18.3333 24.6591 18.5 24.3674 18.65 24.1008C18.8333 24.2174 19.0167 24.3008 19.2 24.3508C19.3833 24.4008 19.5667 24.4258 19.75 24.4258C20.2833 24.4258 20.7292 24.2383 21.0875 23.8633C21.4458 23.4883 21.625 23.0424 21.625 22.5258C21.625 22.2091 21.5583 21.8674 21.425 21.5008C21.2917 21.1341 21.1333 20.6841 20.95 20.1508L21.425 19.3508C22.125 19.2174 22.8542 19.0424 23.6125 18.8258C24.3708 18.6091 24.75 18.0341 24.75 17.1008C24.75 16.4341 24.5042 15.9508 24.0125 15.6508C23.5208 15.3508 22.9833 15.2008 22.4 15.2008C21.8167 15.2008 21.1417 15.3008 20.375 15.5008C19.6083 15.7008 18.7333 15.9591 17.75 16.2758C17.4667 16.3591 17.1917 16.3466 16.925 16.2383C16.6583 16.1299 16.4833 15.9341 16.4 15.6508C16.3167 15.3674 16.3583 15.1008 16.525 14.8508C16.6917 14.6008 16.9167 14.4341 17.2 14.3508C18.25 14.0174 19.2 13.7424 20.05 13.5258C20.9 13.3091 21.6917 13.2008 22.425 13.2008C23.575 13.2008 24.5833 13.5424 25.45 14.2258C26.3167 14.9091 26.75 15.8674 26.75 17.1008C26.75 17.5174 26.6875 17.9133 26.5625 18.2883C26.4375 18.6633 26.2583 19.0174 26.025 19.3508C26.7417 19.4341 27.3333 19.7633 27.8 20.3383C28.2667 20.9133 28.5 21.5591 28.5 22.2758C28.5 23.1091 28.2125 23.8174 27.6375 24.4008C27.0625 24.9841 26.35 25.2758 25.5 25.2758C25.0667 25.2758 24.6458 25.1799 24.2375 24.9883C23.8292 24.7966 23.4917 24.5258 23.225 24.1758C22.8917 24.8758 22.4208 25.4258 21.8125 25.8258C21.2042 26.2258 20.5083 26.4258 19.725 26.4258ZM25.525 23.2758C25.8083 23.2758 26.0417 23.1799 26.225 22.9883C26.4083 22.7966 26.5 22.5591 26.5 22.2758C26.5 21.9924 26.4042 21.7508 26.2125 21.5508C26.0208 21.3508 25.7833 21.2508 25.5 21.2508C25.2167 21.2508 24.9792 21.3466 24.7875 21.5383C24.5958 21.7299 24.5 21.9674 24.5 22.2508C24.5 22.5341 24.6 22.7758 24.8 22.9758C25 23.1758 25.2417 23.2758 25.525 23.2758Z' fill='white'/%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M16.5 8.30078C17.0523 8.30078 17.5 7.85307 17.5 7.30078C17.5 6.7485 17.0523 6.30078 16.5 6.30078C15.9477 6.30078 15.5 6.7485 15.5 7.30078C15.5 7.85307 15.9477 8.30078 16.5 8.30078ZM16.5 10.3008C18.1569 10.3008 19.5 8.95764 19.5 7.30078C19.5 5.64393 18.1569 4.30078 16.5 4.30078C14.8431 4.30078 13.5 5.64393 13.5 7.30078C13.5 8.95764 14.8431 10.3008 16.5 10.3008Z' fill='white'/%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M7.5 23.3008C8.05228 23.3008 8.5 22.8531 8.5 22.3008C8.5 21.7485 8.05228 21.3008 7.5 21.3008C6.94772 21.3008 6.5 21.7485 6.5 22.3008C6.5 22.8531 6.94772 23.3008 7.5 23.3008ZM7.5 25.3008C9.15685 25.3008 10.5 23.9576 10.5 22.3008C10.5 20.6439 9.15685 19.3008 7.5 19.3008C5.84315 19.3008 4.5 20.6439 4.5 22.3008C4.5 23.9576 5.84315 25.3008 7.5 25.3008Z' fill='white'/%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M25.5 23.3008C26.0523 23.3008 26.5 22.8531 26.5 22.3008C26.5 21.7485 26.0523 21.3008 25.5 21.3008C24.9477 21.3008 24.5 21.7485 24.5 22.3008C24.5 22.8531 24.9477 23.3008 25.5 23.3008ZM25.5 25.3008C27.1569 25.3008 28.5 23.9576 28.5 22.3008C28.5 20.6439 27.1569 19.3008 25.5 19.3008C23.8431 19.3008 22.5 20.6439 22.5 22.3008C22.5 23.9576 23.8431 25.3008 25.5 25.3008Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40726' x1='19.0455' y1='-9.6' x2='15.5492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40726'%3e%3crect width='24' height='24' fill='white' transform='translate(4.5 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "CONTRIBUTORS")
'/%3e%3cg clip-path='url(%23clip0_7970_40837)'%3e%3cmask id='mask0_7970_40837' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40837)'%3e%3cpath d='M8 25C7.45 25 6.97917 24.8042 6.5875 24.4125C6.19583 24.0208 6 23.55 6 23V9C6 8.45 6.19583 7.97917 6.5875 7.5875C6.97917 7.19583 7.45 7 8 7H22C22.55 7 23.0208 7.19583 23.4125 7.5875C23.8042 7.97917 24 8.45 24 9V13C24 13.2833 23.9042 13.5208 23.7125 13.7125C23.5208 13.9042 23.2833 14 23 14H8V25ZM8 12H22V9H8V12Z' fill='white'/%3e%3cpath d='M10.7008 25.3004C10.5174 25.1171 10.4258 24.8837 10.4258 24.6004C10.4258 24.3171 10.5174 24.0837 10.7008 23.9004L15.4758 19.1004C15.8591 18.7171 16.3341 18.5254 16.9008 18.5254C17.4674 18.5254 17.9424 18.7171 18.3258 19.1004L20.4008 21.1754L24.8758 16.7004C25.0758 16.5004 25.3091 16.4004 25.5758 16.4004C25.8424 16.4004 26.0758 16.5004 26.2758 16.7004C26.4758 16.9004 26.5758 17.1379 26.5758 17.4129C26.5758 17.6879 26.4758 17.9254 26.2758 18.1254L21.8258 22.6004C21.4424 22.9837 20.9716 23.1754 20.4133 23.1754C19.8549 23.1754 19.3841 22.9837 19.0008 22.6004L16.9008 20.5004L12.1008 25.3004C11.9174 25.4837 11.6883 25.5796 11.4133 25.5879C11.1383 25.5962 10.9008 25.5004 10.7008 25.3004Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40837' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40837'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "OPTION SIMULATOR"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_40850)'%3e%3cmask id='mask0_7970_40850' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.5' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40850)'%3e%3cpath d='M19.5 20H25.5C25.7833 20 26.0208 20.0958 26.2125 20.2875C26.4042 20.4792 26.5 20.7167 26.5 21C26.5 21.2833 26.4042 21.5208 26.2125 21.7125C26.0208 21.9042 25.7833 22 25.5 22H19.5C19.2167 22 18.9792 21.9042 18.7875 21.7125C18.5958 21.5208 18.5 21.2833 18.5 21C18.5 20.7167 18.5958 20.4792 18.7875 20.2875C18.9792 20.0958 19.2167 20 19.5 20ZM19.5 14.5H25.5C25.7833 14.5 26.0208 14.5958 26.2125 14.7875C26.4042 14.9792 26.5 15.2167 26.5 15.5C26.5 15.7833 26.4042 16.0208 26.2125 16.2125C26.0208 16.4042 25.7833 16.5 25.5 16.5H19.5C19.2167 16.5 18.9792 16.4042 18.7875 16.2125C18.5958 16.0208 18.5 15.7833 18.5 15.5C18.5 15.2167 18.5958 14.9792 18.7875 14.7875C18.9792 14.5958 19.2167 14.5 19.5 14.5ZM19.5 9H25.5C25.7833 9 26.0208 9.09583 26.2125 9.2875C26.4042 9.47917 26.5 9.71667 26.5 10C26.5 10.2833 26.4042 10.5208 26.2125 10.7125C26.0208 10.9042 25.7833 11 25.5 11H19.5C19.2167 11 18.9792 10.9042 18.7875 10.7125C18.5958 10.5208 18.5 10.2833 18.5 10C18.5 9.71667 18.5958 9.47917 18.7875 9.2875C18.9792 9.09583 19.2167 9 19.5 9Z' fill='white'/%3e%3cpath d='M8.5 15.475C8.5 16.6583 8.89583 17.675 9.6875 18.525C10.4792 19.375 11.4667 19.85 12.65 19.95L11.8 19.1C11.6167 18.9167 11.525 18.6833 11.525 18.4C11.525 18.1167 11.6167 17.8833 11.8 17.7C11.9833 17.5167 12.2167 17.425 12.5 17.425C12.7833 17.425 13.0167 17.5167 13.2 17.7L15.8 20.3C16 20.5 16.1 20.7333 16.1 21C16.1 21.2667 16 21.5 15.8 21.7L13.2 24.3C13.0167 24.4833 12.7833 24.575 12.5 24.575C12.2167 24.575 11.9833 24.4833 11.8 24.3C11.6167 24.1167 11.525 23.8833 11.525 23.6C11.525 23.3167 11.6167 23.0833 11.8 22.9L12.7 22C10.95 21.9 9.47917 21.225 8.2875 19.975C7.09583 18.725 6.5 17.2333 6.5 15.5C6.5 13.6833 7.12917 12.1458 8.3875 10.8875C9.64583 9.62917 11.1833 9 13 9H15.5C15.7833 9 16.0208 9.09583 16.2125 9.2875C16.4042 9.47917 16.5 9.71667 16.5 10C16.5 10.2833 16.4042 10.5208 16.2125 10.7125C16.0208 10.9042 15.7833 11 15.5 11H13C11.75 11 10.6875 11.4333 9.8125 12.3C8.9375 13.1667 8.5 14.225 8.5 15.475Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40850' x1='19.0455' y1='-9.6' x2='15.5492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40850'%3e%3crect width='24' height='24' fill='white' transform='translate(4.5 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "INTRADAY BACKTEST"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_40866)'%3e%3cmask id='mask0_7970_40866' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40866)'%3e%3cpath d='M14.4504 16.975L15.7504 18.275C15.9337 18.4583 16.1671 18.55 16.4504 18.55C16.7337 18.55 16.9671 18.4583 17.1504 18.275L20.0004 15.425V16.025C20.0004 16.3083 20.0962 16.5417 20.2879 16.725C20.4796 16.9083 20.7171 17 21.0004 17C21.2837 17 21.5212 16.9042 21.7129 16.7125C21.9046 16.5208 22.0004 16.2833 22.0004 16V13C22.0004 12.7167 21.9046 12.4792 21.7129 12.2875C21.5212 12.0958 21.2837 12 21.0004 12H17.9754C17.6921 12 17.4587 12.0958 17.2754 12.2875C17.0921 12.4792 17.0004 12.7167 17.0004 13C17.0004 13.2833 17.0962 13.5208 17.2879 13.7125C17.4796 13.9042 17.7171 14 18.0004 14H18.5754L16.4504 16.15L15.1504 14.85C14.9671 14.65 14.7337 14.55 14.4504 14.55C14.1671 14.55 13.9337 14.65 13.7504 14.85L10.7004 17.9C10.5004 18.0833 10.4004 18.3167 10.4004 18.6C10.4004 18.8833 10.5004 19.1167 10.7004 19.3C10.8837 19.5 11.1171 19.6 11.4004 19.6C11.6837 19.6 11.9171 19.5 12.1004 19.3L14.4504 16.975Z' fill='white'/%3e%3cpath d='M9 25C8.45 25 7.97917 24.8042 7.5875 24.4125C7.19583 24.0208 7 23.55 7 23V9C7 8.45 7.19583 7.97917 7.5875 7.5875C7.97917 7.19583 8.45 7 9 7H23C23.55 7 24.0208 7.19583 24.4125 7.5875C24.8042 7.97917 25 8.45 25 9V23C25 23.55 24.8042 24.0208 24.4125 24.4125C24.0208 24.8042 23.55 25 23 25H9ZM9 23H23V9H9V23Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40866' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40866'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "TRENDING OI"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_40883)'%3e%3cmask id='mask0_7970_40883' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.5' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40883)'%3e%3cpath d='M7.5 13.0241C7.5 12.8575 7.53333 12.7075 7.6 12.5741C7.66667 12.4408 7.76667 12.3241 7.9 12.2241L10.95 9.99912C11.35 9.71579 11.7917 9.59079 12.275 9.62412C12.7583 9.65746 13.175 9.84912 13.525 10.1991L16.7 13.3741L23.925 8.14912C24.2583 7.91579 24.6042 7.89079 24.9625 8.07412C25.3208 8.25746 25.5 8.55746 25.5 8.97412C25.5 9.14079 25.4625 9.29079 25.3875 9.42412C25.3125 9.55746 25.2083 9.67412 25.075 9.77412L17.875 14.9991C17.475 15.2825 17.0333 15.4075 16.55 15.3741C16.0667 15.3408 15.65 15.1491 15.3 14.7991L12.125 11.6241L9.075 13.8491C8.74167 14.0825 8.39583 14.1075 8.0375 13.9241C7.67917 13.7408 7.5 13.4408 7.5 13.0241Z' fill='white'/%3e%3cpath d='M7.5 19.0494C7.5 18.8828 7.5375 18.7286 7.6125 18.5869C7.6875 18.4453 7.79167 18.3328 7.925 18.2494L9.15 17.3744C9.53333 17.0911 9.96667 16.9703 10.45 17.0119C10.9333 17.0536 11.35 17.2411 11.7 17.5744L16.625 22.3494L20.25 19.4494C20.4333 19.3161 20.6292 19.2078 20.8375 19.1244C21.0458 19.0411 21.2667 18.9994 21.5 18.9994H24.5C24.7833 18.9994 25.0208 19.0953 25.2125 19.2869C25.4042 19.4786 25.5 19.7161 25.5 19.9994C25.5 20.2828 25.4042 20.5203 25.2125 20.7119C25.0208 20.9036 24.7833 20.9994 24.5 20.9994H21.5L17.875 23.8994C17.4917 24.2161 17.0458 24.3619 16.5375 24.3369C16.0292 24.3119 15.5917 24.1244 15.225 23.7744L10.3 18.9994L9.075 19.8744C8.74167 20.1078 8.39583 20.1328 8.0375 19.9494C7.67917 19.7661 7.5 19.4661 7.5 19.0494Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40883' x1='19.0455' y1='-9.6' x2='15.5492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40883'%3e%3crect width='24' height='24' fill='white' transform='translate(4.5 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "MULTI STRIKE COMPARISON"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_40897)'%3e%3cmask id='mask0_7970_40897' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_40897)'%3e%3cpath d='M9.075 16H12C12.1833 16 12.3583 16.0458 12.525 16.1375C12.6917 16.2292 12.8167 16.3667 12.9 16.55L14 18.75L17.1 12.55C17.2833 12.1667 17.5833 11.975 18 11.975C18.4167 11.975 18.7167 12.1667 18.9 12.55L20.625 16H22.925C22.675 14.3 21.9 12.875 20.6 11.725C19.3 10.575 17.7667 10 16 10C14.2333 10 12.7 10.575 11.4 11.725C10.1 12.875 9.325 14.3 9.075 16ZM16 24C17.7667 24 19.3 23.425 20.6 22.275C21.9 21.125 22.675 19.7 22.925 18H20C19.8167 18 19.6417 17.9542 19.475 17.8625C19.3083 17.7708 19.1833 17.6333 19.1 17.45L18 15.25L14.9 21.45C14.7167 21.8333 14.4167 22.025 14 22.025C13.5833 22.025 13.2833 21.8333 13.1 21.45L11.375 18H9.075C9.325 19.7 10.1 21.125 11.4 22.275C12.7 23.425 14.2333 24 16 24ZM16 26C14.7667 26 13.6042 25.7625 12.5125 25.2875C11.4208 24.8125 10.4667 24.1667 9.65 23.35C8.83333 22.5333 8.1875 21.5792 7.7125 20.4875C7.2375 19.3958 7 18.2333 7 17H9C9 18.9333 9.68333 20.5833 11.05 21.95C12.4167 23.3167 14.0667 24 16 24C17.9333 24 19.5833 23.3167 20.95 21.95C22.3167 20.5833 23 18.9333 23 17H25C25 18.2333 24.7625 19.3958 24.2875 20.4875C23.8125 21.5792 23.1667 22.5333 22.35 23.35C21.5333 24.1667 20.5792 24.8125 19.4875 25.2875C18.3958 25.7625 17.2333 26 16 26ZM7 17C7 15.7667 7.2375 14.6042 7.7125 13.5125C8.1875 12.4208 8.83333 11.4667 9.65 10.65C10.4667 9.83333 11.4208 9.1875 12.5125 8.7125C13.6042 8.2375 14.7667 8 16 8C17.0333 8 18.025 8.16667 18.975 8.5C19.925 8.83333 20.8167 9.31667 21.65 9.95L22.35 9.25C22.5333 9.06667 22.7667 8.975 23.05 8.975C23.3333 8.975 23.5667 9.06667 23.75 9.25C23.9333 9.43333 24.025 9.66667 24.025 9.95C24.025 10.2333 23.9333 10.4667 23.75 10.65L23.05 11.35C23.6833 12.1833 24.1667 13.075 24.5 14.025C24.8333 14.975 25 15.9667 25 17H23C23 15.0667 22.3167 13.4167 20.95 12.05C19.5833 10.6833 17.9333 10 16 10C14.0667 10 12.4167 10.6833 11.05 12.05C9.68333 13.4167 9 15.0667 9 17H7ZM14 7C13.7167 7 13.4792 6.90417 13.2875 6.7125C13.0958 6.52083 13 6.28333 13 6C13 5.71667 13.0958 5.47917 13.2875 5.2875C13.4792 5.09583 13.7167 5 14 5H18C18.2833 5 18.5208 5.09583 18.7125 5.2875C18.9042 5.47917 19 5.71667 19 6C19 6.28333 18.9042 6.52083 18.7125 6.7125C18.5208 6.90417 18.2833 7 18 7H14ZM16 24C14.0667 24 12.4167 23.3167 11.05 21.95C9.68333 20.5833 9 18.9333 9 17C9 15.0667 9.68333 13.4167 11.05 12.05C12.4167 10.6833 14.0667 10 16 10C17.9333 10 19.5833 10.6833 20.95 12.05C22.3167 13.4167 23 15.0667 23 17C23 18.9333 22.3167 20.5833 20.95 21.95C19.5833 23.3167 17.9333 24 16 24Z' fill='white'/%3e%3cpath d='M9.075 16H12C12.1833 16 12.3583 16.0458 12.525 16.1375C12.6917 16.2292 12.8167 16.3667 12.9 16.55L14 18.75L17.1 12.55C17.2833 12.1667 17.5833 11.975 18 11.975C18.4167 11.975 18.7167 12.1667 18.9 12.55L20.625 16H22.925C22.675 14.3 21.9 12.875 20.6 11.725C19.3 10.575 17.7667 10 16 10C14.2333 10 12.7 10.575 11.4 11.725C10.1 12.875 9.325 14.3 9.075 16ZM16 24C17.7667 24 19.3 23.425 20.6 22.275C21.9 21.125 22.675 19.7 22.925 18H20C19.8167 18 19.6417 17.9542 19.475 17.8625C19.3083 17.7708 19.1833 17.6333 19.1 17.45L18 15.25L14.9 21.45C14.7167 21.8333 14.4167 22.025 14 22.025C13.5833 22.025 13.2833 21.8333 13.1 21.45L11.375 18H9.075C9.325 19.7 10.1 21.125 11.4 22.275C12.7 23.425 14.2333 24 16 24ZM16 24C14.0667 24 12.4167 23.3167 11.05 21.95C9.68333 20.5833 9 18.9333 9 17C9 15.0667 9.68333 13.4167 11.05 12.05C12.4167 10.6833 14.0667 10 16 10C17.9333 10 19.5833 10.6833 20.95 12.05C22.3167 13.4167 23 15.0667 23 17C23 18.9333 22.3167 20.5833 20.95 21.95C19.5833 23.3167 17.9333 24 16 24Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40897' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40897'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "OI TIMEFLOW"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_40987)'%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M21.3914 8.98409C21.0273 8.83332 20.637 8.75577 20.243 8.75586C19.8489 8.75595 19.4587 8.83369 19.0946 8.98462C18.7306 9.13556 18.3999 9.35674 18.1213 9.63553L17.029 10.7279C16.5896 11.1672 15.8773 11.1672 15.438 10.7279C14.9986 10.2886 14.9986 9.57625 15.438 9.13691L16.5296 8.04528C16.5297 8.04521 16.5298 8.04514 16.5298 8.04507C16.5299 8.04502 16.5299 8.04496 16.53 8.04491C17.0173 7.5572 17.596 7.17027 18.2329 6.90619C18.8699 6.64206 19.5528 6.50602 20.2424 6.50586C20.9321 6.5057 21.615 6.64142 22.2522 6.90526C22.8894 7.1691 23.4683 7.5559 23.956 8.04355C24.4436 8.5312 24.8304 9.11016 25.0943 9.74734C25.3581 10.3845 25.4938 11.0674 25.4937 11.7571C25.4935 12.4467 25.3575 13.1296 25.0933 13.7666C24.8292 14.4035 24.4423 14.9822 23.9546 15.4695C23.9545 15.4697 23.9544 15.4698 23.9542 15.4699L21.303 18.1212C20.8154 18.6087 20.2367 18.9954 19.5997 19.2592C18.9628 19.5231 18.2801 19.6589 17.5906 19.6589C16.9012 19.6589 16.2185 19.5231 15.5816 19.2592C14.9446 18.9954 14.3658 18.6087 13.8783 18.1212C13.439 17.6818 13.439 16.9695 13.8783 16.5302C14.3177 16.0908 15.03 16.0908 15.4693 16.5302C15.7479 16.8088 16.0786 17.0297 16.4426 17.1805C16.8066 17.3313 17.1967 17.4089 17.5906 17.4089C17.9846 17.4089 18.3747 17.3313 18.7387 17.1805C19.1027 17.0297 19.4334 16.8088 19.712 16.5302L22.364 13.8782C22.6428 13.5996 22.864 13.2689 23.0149 12.9049C23.1658 12.5408 23.2436 12.1506 23.2437 11.7566C23.2437 11.3625 23.1662 10.9722 23.0154 10.6081C22.8647 10.244 22.6436 9.9132 22.365 9.63454C22.0863 9.35588 21.7555 9.13485 21.3914 8.98409Z' fill='white'/%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M14.4089 14.5918C14.0149 14.5918 13.6248 14.6694 13.2608 14.8202C12.8968 14.9709 12.5661 15.1919 12.2875 15.4705L9.63553 18.1225C9.35674 18.401 9.13556 18.7318 8.98462 19.0958C8.83369 19.4598 8.75595 19.85 8.75586 20.2441C8.75577 20.6382 8.83332 21.0284 8.98409 21.3925C9.13485 21.7566 9.35588 22.0875 9.63454 22.3661C9.9132 22.6448 10.244 22.8658 10.6081 23.0166C10.9722 23.1673 11.3625 23.2449 11.7566 23.2448C12.1506 23.2447 12.5408 23.167 12.9049 23.016C13.2689 22.8651 13.5996 22.6439 13.8782 22.3651L14.9704 21.2729C15.4097 20.8336 16.122 20.8336 16.5614 21.2729C17.0007 21.7123 17.0007 22.4246 16.5614 22.8639L15.4699 23.9554C15.4698 23.9555 15.4697 23.9556 15.4695 23.9558C14.9822 24.4435 14.4035 24.8304 13.7666 25.0945C13.1296 25.3586 12.4467 25.4946 11.7571 25.4948C11.0674 25.495 10.3845 25.3592 9.74734 25.0954C9.11016 24.8316 8.5312 24.4448 8.04355 23.9571C7.5559 23.4695 7.1691 22.8905 6.90526 22.2533C6.64142 21.6161 6.5057 20.9332 6.50586 20.2436C6.50602 19.5539 6.64206 18.8711 6.90619 18.234C7.17027 17.5971 7.5572 17.0185 8.04491 16.5311C8.045 16.531 8.04509 16.531 8.04518 16.5309C8.04521 16.5308 8.04524 16.5308 8.04528 16.5308L10.6966 13.8795C11.1841 13.392 11.7628 13.0053 12.3998 12.7414C13.0367 12.4776 13.7194 12.3418 14.4089 12.3418C15.0983 12.3418 15.781 12.4776 16.418 12.7414C17.0549 13.0053 17.6337 13.392 18.1212 13.8795C18.5605 14.3188 18.5605 15.0311 18.1212 15.4705C17.6818 15.9098 16.9695 15.9098 16.5302 15.4705C16.2516 15.1919 15.9209 14.9709 15.5569 14.8202C15.1929 14.6694 14.8028 14.5918 14.4089 14.5918Z' fill='white'/%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_40987' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_40987'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "OPTION CHAIN"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41000)'%3e%3cmask id='mask0_7970_41000' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41000)'%3e%3cpath d='M10.5 24C10.0833 24 9.72917 23.8542 9.4375 23.5625C9.14583 23.2708 9 22.9167 9 22.5V19.5C9 19.0833 9.14583 18.7292 9.4375 18.4375C9.72917 18.1458 10.0833 18 10.5 18C10.9167 18 11.2708 18.1458 11.5625 18.4375C11.8542 18.7292 12 19.0833 12 19.5V22.5C12 22.9167 11.8542 23.2708 11.5625 23.5625C11.2708 23.8542 10.9167 24 10.5 24ZM22.5 24C22.0833 24 21.7292 23.8542 21.4375 23.5625C21.1458 23.2708 21 22.9167 21 22.5V9.5C21 9.08333 21.1458 8.72917 21.4375 8.4375C21.7292 8.14583 22.0833 8 22.5 8C22.9167 8 23.2708 8.14583 23.5625 8.4375C23.8542 8.72917 24 9.08333 24 9.5V22.5C24 22.9167 23.8542 23.2708 23.5625 23.5625C23.2708 23.8542 22.9167 24 22.5 24Z' fill='white'/%3e%3cpath d='M16.5 24C16.0833 24 15.7292 23.8542 15.4375 23.5625C15.1458 23.2708 15 22.9167 15 22.5V14.5C15 14.0833 15.1458 13.7292 15.4375 13.4375C15.7292 13.1458 16.0833 13 16.5 13C16.9167 13 17.2708 13.1458 17.5625 13.4375C17.8542 13.7292 18 14.0833 18 14.5V22.5C18 22.9167 17.8542 23.2708 17.5625 23.5625C17.2708 23.8542 16.9167 24 16.5 24Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41000' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41000'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "OI CHART"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41018)'%3e%3cmask id='mask0_7970_41018' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41018)'%3e%3cpath d='M8.5 22C8.08333 22 7.72917 21.8542 7.4375 21.5625C7.14583 21.2708 7 20.9167 7 20.5V16.5C7 16.0833 7.14583 15.7292 7.4375 15.4375C7.72917 15.1458 8.08333 15 8.5 15C8.91667 15 9.27083 15.1458 9.5625 15.4375C9.85417 15.7292 10 16.0833 10 16.5V20.5C10 20.9167 9.85417 21.2708 9.5625 21.5625C9.27083 21.8542 8.91667 22 8.5 22ZM13.5 22C13.0833 22 12.7292 21.8542 12.4375 21.5625C12.1458 21.2708 12 20.9167 12 20.5V11.5C12 11.0833 12.1458 10.7292 12.4375 10.4375C12.7292 10.1458 13.0833 10 13.5 10C13.9167 10 14.2708 10.1458 14.5625 10.4375C14.8542 10.7292 15 11.0833 15 11.5V20.5C15 20.9167 14.8542 21.2708 14.5625 21.5625C14.2708 21.8542 13.9167 22 13.5 22ZM18.5 22C18.0833 22 17.7292 21.8542 17.4375 21.5625C17.1458 21.2708 17 20.9167 17 20.5V14.5C17 14.0833 17.1458 13.7292 17.4375 13.4375C17.7292 13.1458 18.0833 13 18.5 13C18.9167 13 19.2708 13.1458 19.5625 13.4375C19.8542 13.7292 20 14.0833 20 14.5V20.5C20 20.9167 19.8542 21.2708 19.5625 21.5625C19.2708 21.8542 18.9167 22 18.5 22ZM23.5 22C23.0833 22 22.7292 21.8542 22.4375 21.5625C22.1458 21.2708 22 20.9167 22 20.5V8.5C22 8.08333 22.1458 7.72917 22.4375 7.4375C22.7292 7.14583 23.0833 7 23.5 7C23.9167 7 24.2708 7.14583 24.5625 7.4375C24.8542 7.72917 25 8.08333 25 8.5V20.5C25 20.9167 24.8542 21.2708 24.5625 21.5625C24.2708 21.8542 23.9167 22 23.5 22Z' fill='white'/%3e%3cpath d='M7 25C6.71667 25 6.47917 24.9042 6.2875 24.7125C6.09583 24.5208 6 24.2833 6 24C6 23.7167 6.09583 23.4792 6.2875 23.2875C6.47917 23.0958 6.71667 23 7 23H25C25.2833 23 25.5208 23.0958 25.7125 23.2875C25.9042 23.4792 26 23.7167 26 24C26 24.2833 25.9042 24.5208 25.7125 24.7125C25.5208 24.9042 25.2833 25 25 25H7Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41018' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41018'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "CHANGE IN OI"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41034)'%3e%3cmask id='mask0_7970_41034' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41034)'%3e%3cpath d='M9 25C8.45 25 7.97917 24.8042 7.5875 24.4125C7.19583 24.0208 7 23.55 7 23V9C7 8.45 7.19583 7.97917 7.5875 7.5875C7.97917 7.19583 8.45 7 9 7H23C23.55 7 24.0208 7.19583 24.4125 7.5875C24.8042 7.97917 25 8.45 25 9V23C25 23.55 24.8042 24.0208 24.4125 24.4125C24.0208 24.8042 23.55 25 23 25H9ZM9 23H23V9H9V23Z' fill='white'/%3e%3cpath d='M12 16C11.7167 16 11.4792 16.0958 11.2875 16.2875C11.0958 16.4792 11 16.7167 11 17V20C11 20.2833 11.0958 20.5208 11.2875 20.7125C11.4792 20.9042 11.7167 21 12 21C12.2833 21 12.5208 20.9042 12.7125 20.7125C12.9042 20.5208 13 20.2833 13 20V17C13 16.7167 12.9042 16.4792 12.7125 16.2875C12.5208 16.0958 12.2833 16 12 16ZM20 11C19.7167 11 19.4792 11.0958 19.2875 11.2875C19.0958 11.4792 19 11.7167 19 12V20C19 20.2833 19.0958 20.5208 19.2875 20.7125C19.4792 20.9042 19.7167 21 20 21C20.2833 21 20.5208 20.9042 20.7125 20.7125C20.9042 20.5208 21 20.2833 21 20V12C21 11.7167 20.9042 11.4792 20.7125 11.2875C20.5208 11.0958 20.2833 11 20 11ZM16 18C15.7167 18 15.4792 18.0958 15.2875 18.2875C15.0958 18.4792 15 18.7167 15 19V20C15 20.2833 15.0958 20.5208 15.2875 20.7125C15.4792 20.9042 15.7167 21 16 21C16.2833 21 16.5208 20.9042 16.7125 20.7125C16.9042 20.5208 17 20.2833 17 20V19C17 18.7167 16.9042 18.4792 16.7125 18.2875C16.5208 18.0958 16.2833 18 16 18ZM16 16C16.2833 16 16.5208 15.9042 16.7125 15.7125C16.9042 15.5208 17 15.2833 17 15C17 14.7167 16.9042 14.4792 16.7125 14.2875C16.5208 14.0958 16.2833 14 16 14C15.7167 14 15.4792 14.0958 15.2875 14.2875C15.0958 14.4792 15 14.7167 15 15C15 15.2833 15.0958 15.5208 15.2875 15.7125C15.4792 15.9042 15.7167 16 16 16Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41034' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41034'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "PCR"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41050)'%3e%3cmask id='mask0_7970_41050' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41050)'%3e%3cpath d='M13.7254 25.725C11.4921 25.2083 9.65039 24.05 8.20039 22.25C6.75039 20.45 6.02539 18.3666 6.02539 16C6.02539 13.6333 6.75039 11.5541 8.20039 9.76246C9.65039 7.97079 11.4921 6.80829 13.7254 6.27496C14.0587 6.19162 14.3587 6.25829 14.6254 6.47496C14.8921 6.69162 15.0254 6.96662 15.0254 7.29996V13C15.0254 13.0166 14.9754 13.0833 14.8754 13.2C14.3087 13.4333 13.8587 13.8041 13.5254 14.3125C13.1921 14.8208 13.0254 15.3833 13.0254 16C13.0254 16.6166 13.1921 17.1708 13.5254 17.6625C13.8587 18.1541 14.3087 18.5166 14.8754 18.75C14.9087 18.7666 14.9587 18.8333 15.0254 18.95V24.75C15.0254 25.0833 14.8921 25.35 14.6254 25.55C14.3587 25.75 14.0587 25.8083 13.7254 25.725ZM13.0254 8.59996C11.5087 9.18329 10.2962 10.15 9.38789 11.5C8.47956 12.85 8.02539 14.35 8.02539 16C8.02539 17.65 8.47956 19.15 9.38789 20.5C10.2962 21.85 11.5087 22.8333 13.0254 23.45V20C12.3921 19.5166 11.9004 18.9291 11.5504 18.2375C11.2004 17.5458 11.0254 16.8 11.0254 16C11.0254 15.2 11.2004 14.4541 11.5504 13.7625C11.9004 13.0708 12.3921 12.4833 13.0254 12V8.59996Z' fill='white'/%3e%3cpath d='M17.0254 7.25005C17.0254 6.91671 17.1587 6.65005 17.4254 6.45005C17.6921 6.25005 17.9921 6.19171 18.3254 6.27505C20.1921 6.67505 21.8046 7.56671 23.1629 8.95005C24.5212 10.3334 25.4004 11.9834 25.8004 13.9C25.8671 14.1834 25.8046 14.4375 25.6129 14.6625C25.4212 14.8875 25.1587 15 24.8254 15H19.0504C18.9837 15 18.9254 14.9834 18.8754 14.95C18.8254 14.9167 18.7837 14.8667 18.7504 14.8C18.6004 14.45 18.3921 14.1375 18.1254 13.8625C17.8587 13.5875 17.5587 13.375 17.2254 13.225C17.1587 13.1917 17.1087 13.1542 17.0754 13.1125C17.0421 13.0709 17.0254 13.0167 17.0254 12.95V7.25005ZM19.0254 8.60005V12C19.2087 12.15 19.3837 12.3084 19.5504 12.475C19.7171 12.6417 19.8754 12.8167 20.0254 13H23.4254C23.0254 12 22.4421 11.1167 21.6754 10.35C20.9087 9.58338 20.0254 9.00005 19.0254 8.60005ZM18.3254 25.725C17.9921 25.8084 17.6921 25.75 17.4254 25.55C17.1587 25.35 17.0254 25.0834 17.0254 24.75V19.025C17.0254 18.9584 17.0421 18.9 17.0754 18.85C17.1087 18.8 17.1587 18.7584 17.2254 18.725C17.5587 18.575 17.8587 18.3667 18.1254 18.1C18.3921 17.8334 18.6004 17.5334 18.7504 17.2C18.7671 17.1667 18.8587 17.1 19.0254 17H24.8254C25.1254 17 25.3754 17.125 25.5754 17.375C25.7754 17.625 25.8421 17.9084 25.7754 18.225C25.3587 20.1417 24.4671 21.775 23.1004 23.125C21.7337 24.475 20.1421 25.3417 18.3254 25.725ZM20.0254 19C19.8921 19.1834 19.7379 19.3584 19.5629 19.525C19.3879 19.6917 19.2087 19.85 19.0254 20V23.4C20.0254 23 20.9087 22.4167 21.6754 21.65C22.4421 20.8834 23.0254 20 23.4254 19H20.0254Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41050' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41050'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "VOLUME PCR"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41068)'%3e%3cmask id='mask0_7970_41068' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41068)'%3e%3cpath d='M16 24C15.45 24 14.9792 23.8042 14.5875 23.4125C14.1958 23.0208 14 22.55 14 22V10C14 9.45 14.1958 8.97917 14.5875 8.5875C14.9792 8.19583 15.45 8 16 8C16.55 8 17.0208 8.19583 17.4125 8.5875C17.8042 8.97917 18 9.45 18 10V22C18 22.55 17.8042 23.0208 17.4125 23.4125C17.0208 23.8042 16.55 24 16 24Z' fill='white'/%3e%3cpath d='M22 24C21.45 24 20.9792 23.8042 20.5875 23.4125C20.1958 23.0208 20 22.55 20 22V19C20 18.45 20.1958 17.9792 20.5875 17.5875C20.9792 17.1958 21.45 17 22 17C22.55 17 23.0208 17.1958 23.4125 17.5875C23.8042 17.9792 24 18.45 24 19V22C24 22.55 23.8042 23.0208 23.4125 23.4125C23.0208 23.8042 22.55 24 22 24ZM10 24C9.45 24 8.97917 23.8042 8.5875 23.4125C8.19583 23.0208 8 22.55 8 22V15C8 14.45 8.19583 13.9792 8.5875 13.5875C8.97917 13.1958 9.45 13 10 13C10.55 13 11.0208 13.1958 11.4125 13.5875C11.8042 13.9792 12 14.45 12 15V22C12 22.55 11.8042 23.0208 11.4125 23.4125C11.0208 23.8042 10.55 24 10 24Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41068' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41068'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "LIVE MAX PAIN"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41159)'%3e%3cmask id='mask0_7970_41159' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41159)'%3e%3cpath d='M16 28C15.7292 28 15.4688 27.9626 15.2188 27.8878C14.9688 27.813 14.7292 27.7008 14.5 27.5512L7 22.5024C6.6875 22.2967 6.44271 22.035 6.26562 21.7171C6.08854 21.3992 6 21.0626 6 20.7073V7.2439C6 6.62683 6.24479 6.09858 6.73438 5.65915C7.22396 5.21972 7.8125 5 8.5 5H23.5C24.1875 5 24.776 5.21972 25.2656 5.65915C25.7552 6.09858 26 6.62683 26 7.2439V20.7073C26 21.0626 25.9115 21.3992 25.7344 21.7171C25.5573 22.035 25.3125 22.2967 25 22.5024L17.5 27.5512C17.2708 27.7008 17.0312 27.813 16.7812 27.8878C16.5312 27.9626 16.2708 28 16 28ZM16 25.7561L23.5 20.7073V7.2439H8.5V20.7073L16 25.7561Z' fill='white'/%3e%3cpath d='M22.6586 14.3296V14.724C22.6586 15.4682 22.5924 16.1366 22.46 16.7293C22.3304 17.3176 22.1459 17.8211 21.9064 18.24C21.667 18.6545 21.3839 18.9731 21.0571 19.1959C20.7303 19.4143 20.3697 19.5234 19.9753 19.5234C19.5781 19.5234 19.2147 19.4143 18.8851 19.1959C18.5583 18.9731 18.2737 18.6545 18.0315 18.24C17.792 17.8211 17.6061 17.3176 17.4737 16.7293C17.3441 16.1366 17.2793 15.4682 17.2793 14.724V14.3296C17.2793 13.5854 17.3441 12.9169 17.4737 12.3242C17.6061 11.7315 17.7906 11.228 18.0272 10.8135C18.2667 10.3946 18.5498 10.076 18.8766 9.85766C19.2062 9.63485 19.5696 9.52344 19.9668 9.52344C20.3612 9.52344 20.7218 9.63485 21.0486 9.85766C21.3782 10.076 21.6628 10.3946 21.9022 10.8135C22.1417 11.228 22.3276 11.7315 22.46 12.3242C22.5924 12.9169 22.6586 13.5854 22.6586 14.3296ZM21.1543 14.724V14.3162C21.1543 13.8349 21.1275 13.4116 21.074 13.0462C21.0233 12.6763 20.9472 12.3666 20.8458 12.117C20.7444 11.8675 20.619 11.6803 20.4697 11.5555C20.3232 11.4263 20.1556 11.3617 19.9668 11.3617C19.7696 11.3617 19.5978 11.4263 19.4513 11.5555C19.3048 11.6803 19.1823 11.8675 19.0837 12.117C18.9851 12.3666 18.9104 12.6763 18.8597 13.0462C18.8118 13.4116 18.7879 13.8349 18.7879 14.3162V14.724C18.7879 15.2008 18.8118 15.6242 18.8597 15.994C18.9104 16.3594 18.9851 16.6692 19.0837 16.9232C19.1851 17.1772 19.309 17.3688 19.4555 17.498C19.6048 17.6273 19.7781 17.6919 19.9753 17.6919C20.164 17.6919 20.3317 17.6273 20.4781 17.498C20.6246 17.3688 20.7472 17.1772 20.8458 16.9232C20.9472 16.6692 21.0233 16.3594 21.074 15.994C21.1275 15.6242 21.1543 15.2008 21.1543 14.724Z' fill='white'/%3e%3cpath d='M14.2715 16.0867H12.7418V14.2752H14.2715C14.48 14.2752 14.649 14.2195 14.7786 14.1081C14.9082 13.9967 15.0026 13.843 15.0617 13.6469C15.1237 13.4464 15.1547 13.2213 15.1547 12.9718C15.1547 12.7044 15.1237 12.4571 15.0617 12.2298C15.0026 12.0025 14.9082 11.8198 14.7786 11.6817C14.649 11.539 14.48 11.4677 14.2715 11.4677H13.2996V19.3889H11.8164V9.65625H14.2715C14.7645 9.65625 15.1885 9.79885 15.5435 10.0841C15.9012 10.3693 16.1759 10.7614 16.3675 11.2605C16.559 11.7552 16.6548 12.3211 16.6548 12.9584C16.6548 13.5867 16.559 14.1349 16.3675 14.6028C16.1759 15.0707 15.9012 15.4361 15.5435 15.699C15.1885 15.9575 14.7645 16.0867 14.2715 16.0867Z' fill='white'/%3e%3cpath d='M10.772 9.65625V19.3889H9.29297V9.65625H10.772Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41159' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41159'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "IPO"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41174)'%3e%3cmask id='mask0_7970_41174' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.80078' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41174)'%3e%3cpath d='M8.10054 16.7001L13.3755 11.4251C13.7589 11.0418 14.2339 10.8501 14.8005 10.8501C15.3672 10.8501 15.8422 11.0418 16.2255 11.4251L18.8005 14.0001L24.1005 8.70011C24.3005 8.50011 24.538 8.40428 24.813 8.41261C25.088 8.42094 25.3255 8.52511 25.5255 8.72511C25.7089 8.92511 25.7964 9.16261 25.788 9.43761C25.7797 9.71261 25.6839 9.94178 25.5005 10.1251L20.2255 15.4001C19.8422 15.7834 19.3672 15.9751 18.8005 15.9751C18.2339 15.9751 17.7589 15.7834 17.3755 15.4001L14.8005 12.8251L9.50054 18.1251C9.30054 18.3251 9.06304 18.4209 8.78804 18.4126C8.51304 18.4043 8.27554 18.3001 8.07554 18.1001C7.89221 17.9001 7.80471 17.6626 7.81304 17.3876C7.82138 17.1126 7.91721 16.8834 8.10054 16.7001Z' fill='white'/%3e%3cpath d='M7.80078 24V23L9.80078 21V24C9.80078 24.2833 9.70495 24.5208 9.51328 24.7125C9.32161 24.9042 9.08411 25 8.80078 25C8.51745 25 8.27995 24.9042 8.08828 24.7125C7.89661 24.5208 7.80078 24.2833 7.80078 24ZM11.8008 24V19L13.8008 17V24C13.8008 24.2833 13.7049 24.5208 13.5133 24.7125C13.3216 24.9042 13.0841 25 12.8008 25C12.5174 25 12.2799 24.9042 12.0883 24.7125C11.8966 24.5208 11.8008 24.2833 11.8008 24ZM15.8008 24V17L17.8008 19.025V24C17.8008 24.2833 17.7049 24.5208 17.5133 24.7125C17.3216 24.9042 17.0841 25 16.8008 25C16.5174 25 16.2799 24.9042 16.0883 24.7125C15.8966 24.5208 15.8008 24.2833 15.8008 24ZM19.8008 24V19.025L21.8008 17.025V24C21.8008 24.2833 21.7049 24.5208 21.5133 24.7125C21.3216 24.9042 21.0841 25 20.8008 25C20.5174 25 20.2799 24.9042 20.0883 24.7125C19.8966 24.5208 19.8008 24.2833 19.8008 24ZM23.8008 24V15L25.8008 13V24C25.8008 24.2833 25.7049 24.5208 25.5133 24.7125C25.3216 24.9042 25.0841 25 24.8008 25C24.5174 25 24.2799 24.9042 24.0883 24.7125C23.8966 24.5208 23.8008 24.2833 23.8008 24Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41174' x1='19.3462' y1='-9.6' x2='15.85' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41174'%3e%3crect width='24' height='24' fill='white' transform='translate(4.80078 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "STATS"){kind=small}
'/%3e%3cpath d='M6 6.90909C6 6.40701 6.42736 6 6.95455 6C7.48173 6 7.90909 6.40701 7.90909 6.90909V23.2727C7.90909 23.7748 8.33646 24.1818 8.86364 24.1818L26.0455 24.1818C26.5726 24.1818 27 24.5888 27 25.0909C27 25.593 26.5726 26 26.0455 26H7.90909C6.85473 26 6 25.186 6 24.1818V6.90909Z' fill='white'/%3e%3cpath d='M23.933 9.37162C24.1244 8.85885 23.8917 8.27689 23.4131 8.07179C22.9345 7.86668 22.3913 8.11609 22.1999 8.62886L19.1675 16.7513C19.0512 17.0628 18.6872 17.1656 18.4427 16.9561L15.6757 14.5844C15.0044 14.009 14.0122 14.2117 13.5857 15.0115L10.1231 21.5037C9.86739 21.9832 10.0229 22.5941 10.4704 22.8681C10.918 23.1421 11.4881 22.9755 11.7438 22.496L14.665 17.0187C14.8072 16.7521 15.1379 16.6846 15.3617 16.8764L18.259 19.3598C18.9926 19.9885 20.0845 19.6801 20.4334 18.7456L23.933 9.37162Z' fill='white'/%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41187' x1='19.1451' y1='-9.6' x2='15.6488' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e "DAILY STATS"){kind=small}
'/%3e%3cmask id='mask0_7970_41200' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.40039' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41200)'%3e%3cpath d='M16.2756 26C16.3423 26 16.409 25.9833 16.4756 25.95C16.5423 25.9167 16.5923 25.8833 16.6256 25.85L24.8256 17.65C25.0256 17.45 25.1715 17.225 25.2631 16.975C25.3548 16.725 25.4006 16.475 25.4006 16.225C25.4006 15.9583 25.3548 15.7042 25.2631 15.4625C25.1715 15.2208 25.0256 15.0083 24.8256 14.825L20.5756 10.575C20.3923 10.375 20.1798 10.2292 19.9381 10.1375C19.6965 10.0458 19.4423 10 19.1756 10C18.9256 10 18.6756 10.0458 18.4256 10.1375C18.1756 10.2292 17.9506 10.375 17.7506 10.575L17.4756 10.85L19.3256 12.725C19.5756 12.9583 19.759 13.225 19.8756 13.525C19.9923 13.825 20.0506 14.1417 20.0506 14.475C20.0506 15.175 19.8131 15.7625 19.3381 16.2375C18.8631 16.7125 18.2756 16.95 17.5756 16.95C17.2423 16.95 16.9215 16.8917 16.6131 16.775C16.3048 16.6583 16.034 16.4833 15.8006 16.25L13.9256 14.4L9.55062 18.775C9.50062 18.825 9.46313 18.8792 9.43813 18.9375C9.41313 18.9958 9.40062 19.0583 9.40062 19.125C9.40062 19.2583 9.45062 19.3792 9.55062 19.4875C9.65062 19.5958 9.76729 19.65 9.90062 19.65C9.96729 19.65 10.034 19.6333 10.1006 19.6C10.1673 19.5667 10.2173 19.5333 10.2506 19.5L12.9506 16.8C13.134 16.6167 13.3631 16.5208 13.6381 16.5125C13.9131 16.5042 14.1506 16.6 14.3506 16.8C14.534 16.9833 14.6256 17.2167 14.6256 17.5C14.6256 17.7833 14.534 18.0167 14.3506 18.2L11.6756 20.9C11.6256 20.95 11.5881 21.0042 11.5631 21.0625C11.5381 21.1208 11.5256 21.1833 11.5256 21.25C11.5256 21.3833 11.5756 21.5 11.6756 21.6C11.7756 21.7 11.8923 21.75 12.0256 21.75C12.0923 21.75 12.159 21.7333 12.2256 21.7C12.2923 21.6667 12.3423 21.6333 12.3756 21.6L15.0756 18.925C15.259 18.7417 15.4881 18.6458 15.7631 18.6375C16.0381 18.6292 16.2756 18.725 16.4756 18.925C16.659 19.1083 16.7506 19.3417 16.7506 19.625C16.7506 19.9083 16.659 20.1417 16.4756 20.325L13.8006 23.025C13.7506 23.0583 13.7131 23.1083 13.6881 23.175C13.6631 23.2417 13.6506 23.3083 13.6506 23.375C13.6506 23.5083 13.7006 23.625 13.8006 23.725C13.9006 23.825 14.0173 23.875 14.1506 23.875C14.2173 23.875 14.2798 23.8625 14.3381 23.8375C14.3965 23.8125 14.4506 23.775 14.5006 23.725L17.2006 21.05C17.384 20.8667 17.6131 20.7708 17.8881 20.7625C18.1631 20.7542 18.4006 20.85 18.6006 21.05C18.784 21.2333 18.8756 21.4667 18.8756 21.75C18.8756 22.0333 18.784 22.2667 18.6006 22.45L15.9006 25.15C15.8506 25.2 15.8131 25.2542 15.7881 25.3125C15.7631 25.3708 15.7506 25.4333 15.7506 25.5C15.7506 25.6333 15.8048 25.75 15.9131 25.85C16.0215 25.95 16.1423 26 16.2756 26ZM16.2506 28C15.634 28 15.0881 27.7958 14.6131 27.3875C14.1381 26.9792 13.859 26.4667 13.7756 25.85C13.209 25.7667 12.734 25.5333 12.3506 25.15C11.9673 24.7667 11.734 24.2917 11.6506 23.725C11.084 23.6417 10.6131 23.4042 10.2381 23.0125C9.86312 22.6208 9.63396 22.15 9.55062 21.6C8.91729 21.5167 8.40063 21.2417 8.00063 20.775C7.60063 20.3083 7.40062 19.7583 7.40062 19.125C7.40062 18.7917 7.46312 18.4708 7.58812 18.1625C7.71312 17.8542 7.89229 17.5833 8.12563 17.35L12.5006 12.975C12.884 12.5917 13.3548 12.4 13.9131 12.4C14.4715 12.4 14.9423 12.5917 15.3256 12.975L17.2006 14.85C17.234 14.9 17.284 14.9375 17.3506 14.9625C17.4173 14.9875 17.484 15 17.5506 15C17.7006 15 17.8256 14.9542 17.9256 14.8625C18.0256 14.7708 18.0756 14.65 18.0756 14.5C18.0756 14.4333 18.0631 14.3667 18.0381 14.3C18.0131 14.2333 17.9756 14.1833 17.9256 14.15L14.3506 10.575C14.1673 10.375 13.9548 10.2292 13.7131 10.1375C13.4715 10.0458 13.2173 10 12.9506 10C12.7006 10 12.4506 10.0458 12.2006 10.1375C11.9506 10.2292 11.7256 10.375 11.5256 10.575L8.00063 14.125C7.85063 14.275 7.72563 14.45 7.62563 14.65C7.52563 14.85 7.45896 15.05 7.42563 15.25C7.39229 15.45 7.39229 15.6542 7.42563 15.8625C7.45896 16.0708 7.52563 16.2667 7.62563 16.45L6.17563 17.9C5.89229 17.5167 5.68396 17.0958 5.55063 16.6375C5.41729 16.1792 5.36729 15.7167 5.40063 15.25C5.43396 14.7833 5.55062 14.3292 5.75062 13.8875C5.95063 13.4458 6.22563 13.05 6.57563 12.7L10.1006 9.175C10.5006 8.79167 10.9465 8.5 11.4381 8.3C11.9298 8.1 12.434 8 12.9506 8C13.4673 8 13.9715 8.1 14.4631 8.3C14.9548 8.5 15.3923 8.79167 15.7756 9.175L16.0506 9.45L16.3256 9.175C16.7256 8.79167 17.1715 8.5 17.6631 8.3C18.1548 8.1 18.659 8 19.1756 8C19.6923 8 20.1965 8.1 20.6881 8.3C21.1798 8.5 21.6173 8.79167 22.0006 9.175L26.2256 13.4C26.609 13.7833 26.9006 14.225 27.1006 14.725C27.3006 15.225 27.4006 15.7333 27.4006 16.25C27.4006 16.7667 27.3006 17.2708 27.1006 17.7625C26.9006 18.2542 26.609 18.6917 26.2256 19.075L18.0256 27.25C17.7923 27.4833 17.5215 27.6667 17.2131 27.8C16.9048 27.9333 16.584 28 16.2506 28Z' fill='white'/%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M8.66394 7.70225L8.66437 7.70209L8.67339 7.6988C8.68225 7.69559 8.69676 7.69039 8.71678 7.68341C8.7568 7.66944 8.81881 7.64834 8.90159 7.62173C9.06717 7.56851 9.31564 7.49332 9.6373 7.40917C10.281 7.24076 11.2155 7.03702 12.3638 6.90104C14.6628 6.62879 17.7995 6.63028 21.1711 7.71402C21.5654 7.84078 21.9879 7.62385 22.1146 7.22951C22.2414 6.83517 22.0244 6.41273 21.6301 6.28598C18.0017 5.1197 14.6384 5.12119 12.1874 5.41145C10.9607 5.55672 9.95771 5.77485 9.25764 5.95801C8.90742 6.04964 8.63245 6.13266 8.44257 6.19369C8.34761 6.22422 8.27388 6.24926 8.2226 6.26715C8.19695 6.2761 8.17692 6.28326 8.16264 6.28843L8.14557 6.29466L8.14031 6.29661L8.1385 6.29728L8.13781 6.29754C8.13752 6.29765 8.13725 6.29775 8.40056 6.99992L8.13725 6.29775C7.74941 6.44319 7.55291 6.8755 7.69835 7.26334C7.84374 7.65104 8.27579 7.84755 8.66352 7.7024L8.66394 7.70225Z' fill='white'/%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41200' x1='18.9458' y1='-9.6' x2='15.4496' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e "BROKERS"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41211)'%3e%3cmask id='mask0_7970_41211' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='25' height='24'%3e%3crect x='4.19922' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41211)'%3e%3cpath d='M9.19922 25C8.64922 25 8.17839 24.8042 7.78672 24.4125C7.39505 24.0208 7.19922 23.55 7.19922 23V9C7.19922 8.45 7.39505 7.97917 7.78672 7.5875C8.17839 7.19583 8.64922 7 9.19922 7H23.1992C23.7492 7 24.2201 7.19583 24.6117 7.5875C25.0034 7.97917 25.1992 8.45 25.1992 9V23C25.1992 23.55 25.0034 24.0208 24.6117 24.4125C24.2201 24.8042 23.7492 25 23.1992 25H9.19922ZM9.19922 23H23.1992V9H9.19922V23Z' fill='white'/%3e%3cpath d='M12.1992 20.0008V21.2508C12.1992 21.4674 12.2701 21.6466 12.4117 21.7883C12.5534 21.9299 12.7326 22.0008 12.9492 22.0008C13.1659 22.0008 13.3451 21.9299 13.4867 21.7883C13.6284 21.6466 13.6992 21.4674 13.6992 21.2508V20.0008H14.9492C15.1659 20.0008 15.3451 19.9299 15.4867 19.7883C15.6284 19.6466 15.6992 19.4674 15.6992 19.2508C15.6992 19.0341 15.6284 18.8549 15.4867 18.7133C15.3451 18.5716 15.1659 18.5008 14.9492 18.5008H13.6992V17.2508C13.6992 17.0341 13.6284 16.8549 13.4867 16.7133C13.3451 16.5716 13.1659 16.5008 12.9492 16.5008C12.7326 16.5008 12.5534 16.5716 12.4117 16.7133C12.2701 16.8549 12.1992 17.0341 12.1992 17.2508V18.5008H10.9492C10.7326 18.5008 10.5534 18.5716 10.4117 18.7133C10.2701 18.8549 10.1992 19.0341 10.1992 19.2508C10.1992 19.4674 10.2701 19.6466 10.4117 19.7883C10.5534 19.9299 10.7326 20.0008 10.9492 20.0008H12.1992ZM17.9492 21.2508H21.4492C21.6659 21.2508 21.8451 21.1799 21.9867 21.0383C22.1284 20.8966 22.1992 20.7174 22.1992 20.5008C22.1992 20.2841 22.1284 20.1049 21.9867 19.9633C21.8451 19.8216 21.6659 19.7508 21.4492 19.7508H17.9492C17.7326 19.7508 17.5534 19.8216 17.4117 19.9633C17.2701 20.1049 17.1992 20.2841 17.1992 20.5008C17.1992 20.7174 17.2701 20.8966 17.4117 21.0383C17.5534 21.1799 17.7326 21.2508 17.9492 21.2508ZM17.9492 18.7508H21.4492C21.6659 18.7508 21.8451 18.6799 21.9867 18.5383C22.1284 18.3966 22.1992 18.2174 22.1992 18.0008C22.1992 17.7841 22.1284 17.6049 21.9867 17.4633C21.8451 17.3216 21.6659 17.2508 21.4492 17.2508H17.9492C17.7326 17.2508 17.5534 17.3216 17.4117 17.4633C17.2701 17.6049 17.1992 17.7841 17.1992 18.0008C17.1992 18.2174 17.2701 18.3966 17.4117 18.5383C17.5534 18.6799 17.7326 18.7508 17.9492 18.7508ZM19.6992 13.5508L20.5742 14.4258C20.7242 14.5758 20.8992 14.6508 21.0992 14.6508C21.2992 14.6508 21.4742 14.5758 21.6242 14.4258C21.7576 14.2924 21.8284 14.1216 21.8367 13.9133C21.8451 13.7049 21.7826 13.5258 21.6492 13.3758L20.7492 12.4508L21.6242 11.5758C21.7742 11.4258 21.8492 11.2508 21.8492 11.0508C21.8492 10.8508 21.7742 10.6758 21.6242 10.5258C21.4742 10.3758 21.2992 10.3008 21.0992 10.3008C20.8992 10.3008 20.7242 10.3758 20.5742 10.5258L19.6992 11.4008L18.8242 10.5258C18.6742 10.3758 18.4992 10.3008 18.2992 10.3008C18.0992 10.3008 17.9242 10.3758 17.7742 10.5258C17.6242 10.6758 17.5492 10.8508 17.5492 11.0508C17.5492 11.2508 17.6242 11.4258 17.7742 11.5758L18.6492 12.4508L17.7492 13.3758C17.6159 13.5258 17.5492 13.7008 17.5492 13.9008C17.5492 14.1008 17.6242 14.2758 17.7742 14.4258C17.9242 14.5758 18.0992 14.6508 18.2992 14.6508C18.4992 14.6508 18.6742 14.5758 18.8242 14.4258L19.6992 13.5508ZM11.1992 13.2008H14.6992C14.9159 13.2008 15.0951 13.1299 15.2367 12.9883C15.3784 12.8466 15.4492 12.6674 15.4492 12.4508C15.4492 12.2341 15.3784 12.0549 15.2367 11.9133C15.0951 11.7716 14.9159 11.7008 14.6992 11.7008H11.1992C10.9826 11.7008 10.8034 11.7716 10.6617 11.9133C10.5201 12.0549 10.4492 12.2341 10.4492 12.4508C10.4492 12.6674 10.5201 12.8466 10.6617 12.9883C10.8034 13.1299 10.9826 13.2008 11.1992 13.2008Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41211' x1='18.7447' y1='-9.6' x2='15.2484' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41211'%3e%3crect width='24' height='24' fill='white' transform='translate(4.19922 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "CALCULATOR"){kind=small}
'/%3e%3cg clip-path='url(%23clip0_7970_41225)'%3e%3cmask id='mask0_7970_41225' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='4' y='4' width='24' height='24'%3e%3crect x='4' y='4' width='24' height='24' fill='%23D9D9D9'/%3e%3c/mask%3e%3cg mask='url(%23mask0_7970_41225)'%3e%3cpath d='M23 25H15C14.7167 25 14.4792 24.9042 14.2875 24.7125C14.0958 24.5208 14 24.2833 14 24C14 23.7167 14.0958 23.4792 14.2875 23.2875C14.4792 23.0958 14.7167 23 15 23H23V9H9V12C9 12.2833 8.90417 12.5208 8.7125 12.7125C8.52083 12.9042 8.28333 13 8 13C7.71667 13 7.47917 12.9042 7.2875 12.7125C7.09583 12.5208 7 12.2833 7 12V9C7 8.45 7.19583 7.97917 7.5875 7.5875C7.97917 7.19583 8.45 7 9 7H23C23.55 7 24.0208 7.19583 24.4125 7.5875C24.8042 7.97917 25 8.45 25 9V23C25 23.55 24.8042 24.0208 24.4125 24.4125C24.0208 24.8042 23.55 25 23 25Z' fill='white'/%3e%3cpath d='M10.625 26C9.30833 26 8.1875 25.5375 7.2625 24.6125C6.3375 23.6875 5.875 22.5667 5.875 21.25C5.875 20.3 6.12083 19.45 6.6125 18.7C7.10417 17.95 7.75 17.3833 8.55 17H7C6.71667 17 6.47917 16.9042 6.2875 16.7125C6.09583 16.5208 6 16.2833 6 16C6 15.7167 6.09583 15.4792 6.2875 15.2875C6.47917 15.0958 6.71667 15 7 15H11C11.2833 15 11.5208 15.0958 11.7125 15.2875C11.9042 15.4792 12 15.7167 12 16V20C12 20.2833 11.9042 20.5208 11.7125 20.7125C11.5208 20.9042 11.2833 21 11 21C10.7167 21 10.4792 20.9042 10.2875 20.7125C10.0958 20.5208 10 20.2833 10 20V18.575C9.38333 18.7083 8.875 19.025 8.475 19.525C8.075 20.025 7.875 20.6 7.875 21.25C7.875 22.0167 8.14583 22.6667 8.6875 23.2C9.22917 23.7333 9.875 24 10.625 24C10.9083 24 11.1458 24.0958 11.3375 24.2875C11.5292 24.4792 11.625 24.7167 11.625 25C11.625 25.2833 11.5292 25.5208 11.3375 25.7125C11.1458 25.9042 10.9083 26 10.625 26ZM15 21H17C17.2833 21 17.5208 20.9042 17.7125 20.7125C17.9042 20.5208 18 20.2833 18 20C18 19.7167 17.9042 19.4792 17.7125 19.2875C17.5208 19.0958 17.2833 19 17 19H15C14.7167 19 14.4792 19.0958 14.2875 19.2875C14.0958 19.4792 14 19.7167 14 20C14 20.2833 14.0958 20.5208 14.2875 20.7125C14.4792 20.9042 14.7167 21 15 21ZM15 17H20C20.2833 17 20.5208 16.9042 20.7125 16.7125C20.9042 16.5208 21 16.2833 21 16C21 15.7167 20.9042 15.4792 20.7125 15.2875C20.5208 15.0958 20.2833 15 20 15H15C14.7167 15 14.4792 15.0958 14.2875 15.2875C14.0958 15.4792 14 15.7167 14 16C14 16.2833 14.0958 16.5208 14.2875 16.7125C14.4792 16.9042 14.7167 17 15 17ZM12 13H20C20.2833 13 20.5208 12.9042 20.7125 12.7125C20.9042 12.5208 21 12.2833 21 12C21 11.7167 20.9042 11.4792 20.7125 11.2875C20.5208 11.0958 20.2833 11 20 11H12C11.7167 11 11.4792 11.0958 11.2875 11.2875C11.0958 11.4792 11 11.7167 11 12C11 12.2833 11.0958 12.5208 11.2875 12.7125C11.4792 12.9042 11.7167 13 12 13Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_7970_41225' x1='18.5455' y1='-9.6' x2='15.0492' y2='31.7195' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%234399EB'/%3e%3cstop offset='1' stop-color='%2300498E'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_7970_41225'%3e%3crect width='24' height='24' fill='white' transform='translate(4 4)'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "REFERENCES"){kind=small}
Advanced Stock Screener
Live Market Screener
Options Screener
NSE Option Chain
BSE Option Chain
Stock Analysis
GPT Watchlist'/%3e%3cdefs%3e%3cpattern id='pattern0_7970_41720' patternContentUnits='objectBoundingBox' width='1' height='1'%3e%3cuse xlink:href='%23image0_7970_41720' transform='matrix(0.00494482 0 0 0.005932 -2.39744 -0.415385)'/%3e%3c/pattern%3e%3cimage id='image0_7970_41720' width='783' height='319' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAw8AAAE/CAYAAAAAOf9SAAAACXBIWXMAAA7EAAAOxAGVKw4bAAEAAElEQVR4Xux9B4AdV3X2nf769tWqd9my3G3Z2LgbG9NsegkQCD0hCRBKEiCUECAEEgg/gYTeDBgbd9y7LFvN6rJ612p3tfX16fN/585bSZYlbdFKlu0zZlnt7ryZO9/M3HvKd74jBG%2bMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAozAyYyAcjIPjsfGCDACjAAjwAgwAozAwQhETn%2bm1NE%2bI%2bq2mwPXSeim5iZbmvZqLc17g1Q2ryt6dLIgFkaBKsJA94QWWJoWnCzj4nEwAseCADsPx4Ief5YRYAQYAUaAEWAETggCYb6ULT746NsKd937/sTmbWcFA305P7SFqalCTddVvdlzVife9NqfZ193ze/0ZKZ0vAYVVXqag57t84LurfPUYtekyM43Ra6TEooSHnJORYs80w0ixWuYtSZz2qW3aK1zNxyvcfFxGYEThQA7DycKaT4PI8AIMAKMACNwkiEQhr4mQtdUfDsVeW7C9byE8OykFrqGIhQRqbovjERVmJl8ZCYqqqL5umE5J/oyvIG948r/9oP/qv76T3/h%2biWhaIpQVVNE%2bB75gbCEJkq2LaLGrJh6zWULxHe/eYORaeofq3G6ga9r%2bb3T/FV3vjfc%2bOBfRH07Z4VORSiBK5BZEEdKKSiKLkQQCqVhcjXxV789Q2%2bdtnWsxsTHYQReKATwVPPGCDACjAAjwAgwAi8HBDzf11U7Xx8N7J6tdm863XnsB9P8fVvmKv27TtGqPRM1r1QX%2bKFwAjVU4T2ouhYqZsJWzExRNayyWz9rRemxHz9jTJixTm2euU5PNncqyWzleGJXDmy9%2bsub39v52zv/ol74IspaMNh14cNpSKSSwrEd4YeRyNXnRBEOxKYHHrm09ac3fypy3S8rpnnMFKbIHqjznvrRP5SfuetDSn7PBNUtilBLiEBDskFPCT30hRaSP3WYeCzOrkQukhKRq2qGdzxx4mMzAicKAc48nCik%2bTyMACPACDACjMALhIBTLdSHnZvPULY99Spt5%2bIrw%2b7N5wXl7lQYBAicB/ASNBjCBjINmtAU0IAiWL2IqEf4Ii5OqBgixN9MRNqV0BNVIxFGuQl7zElnLDFmXfSwPmnucqf5lNUpLWmP9SWWezomVt/6iSWlZU9NEM0mxmcIxUfsM/IFfsD4InyDOYMhe54nfHzlppxaqPvTjy60ps08JppQVO1rdJ748Rftlbd/xCx0pjUlEqppCV9JCg/A6EFFwMkSHpwJOYBDNpXG5laFaJjYa/7VTWerjRP2jDU%2bfDxG4EQjwJmHE404n48RYAQYAUaAEThBCESljnHepgU3%2bLd%2b%2bs2ifc2lQbEr5QcIgKvkKJhC1U1hWhrC4yqoNzDEI0V4FEFXI/wKv4ETAWKQjKmr2AcBfmGgxiCtOarfv2mK07lxiv/sI29NNLf267MvvyVsX/5LdeK5T43l5Wn7uiaKnbsnRC2GCGC8U/xexTiFpgkX16LomqQNRVEoLFxPWoVps29nztm8%2bXT8etTOg%2bO7ZvXJn37cf/x/PhUaaeFZjTgHHBbgEQCXEGBEwJF%2bVnDuw0djQzlmwlECyRsj8BJAgJ2Hl8BN5EtgBBgBRoARYAQORsB3yhl154Lr/Nu%2b/JHq7lUXa8X2tGGaIjAQNUeGQVc0oQqK3kfCJ04%2b0YHw/xTBj1Q6Ev1Evyd7N64DpnLgCAa7DYMZOQmhmWlhGYitB5GwOzsalK5ff1hb/9ibCg/89/8Z57/lZ8nGSdvH4q74diVVCUrQK/LgHFiiqoYiiXFTTkRVVTkuD8a7BieCLPRq1RZuNhQTesv1x3L%2bcOuiV5Wf%2bvUnGtWqcPU6OE4%2bnBYXFKVA4uQBB1dJoNoiFGbkHNYzCCkhQlkRwjWKkeWNEXixI8DOw4v9DvL4GQFGgBFgBBiBgxDw%2bzsn%2bw//4FPO8l9%2bSql6IoLBHaZaYGB7IvQdoRNFiRwAhOsVGLUKDHBU/iI6Lm1cGUUnuhL9Lebxg8ZEyQh8OWoSlB1Qm8KKsAKb3A8YxwaoPIjA4/d%2b785m9YnvfUHfueANwZo7/yOY86o/mVbqmKhMKG8IbKcqWs2EcHwUSoOqFKi%2bzDaQKKsuMyUqshDkAMElwlhIhUnVTEoTjGrzy32Nldu/%2bLFUeXdTkBonvKqDDAcKtJF9IVhwpfhyQF1y4RTAgcLvD5dWkBhKHAHpCDIPcFQ0p1RsNMJA00zcHBSwI02EC1SEG6qRYamOYhdzYaQFSrqlE/UUnNUY1Z3mD40GAXYeRoMaf4YRYAQYAUaAETgJEYi2L7vcve2T3/a3PjVfVyzhITOQ1qAIFDgwdYmmlJGRc8VDBJ0C9XKD4Ut8JGnikpMAKxcqQREMVco5IGJOMX78DpQhvyKI3e8aCWHrSRwXx8LxVJm5QEbDoALiqrC3LDwzHNj7/XS%2bfXql0vejVKqxd7RwRRUn05CpE72VHqEZpmgMDDEgqqADoQYD41RR4E2OjWZo8jqCMMQ%2bqEnQwb0a4eYGVcXUkpHaseqVwc4lV5GiUxXnS6JGWyDz4aoJUYHbgBMJgxwuqrjAWaLwCEmF%2bI%2bEIvk6w64zVVbf9GF7yR0frVQq6VRC0xy3gv/XQk3RA9fDoRKaX6g4SdFy2pKmy9/zHRx74QgvlXdnBEaNADsPo4aOP8gIMAKMACPACJwcCIRhoHrrH3lT9eZP/FgM7G70E40obq7AwNURqY7NVplHIHoNUWlA8aGouPQZYGzHOQZyEWAjU1wdRrNCLBvKQuA3OmxfHXShiCL8FGmHIa2hOoI2kk2lmgkdlB5fgbGtpEU6hQh9YXtj78P/%2b/lUpa/FLnd9PZEet280aEUNqT5PcUUKZ7S1pNireaIlUERF2uWoKcB4FJxfA/0qBIdJhc%2bgwsWJMsqIJWXJcaAxBjseey1UldI6FJXMsCxczZLZmgiZm5SuC9uHU6aAzoTfFSPVz/h5HcQp4Am6F2VmqM4BY/PgUJkoMLddL6GIMryt4W2hB6eofdXZ6C4HYSkf2FK9B86AewkfSfi4L6QjZbj5N4jo/d8e3lF5L0ZgbBBg52FscOSjMAKMACPACDACLwgCiLQr3tp73yHu%2bdIvIrtqeYlm3/KLOhnaJjICh9uImqTJqDgpKaEQmvoRwH1wYHZrQVUkgn44BURF0qGyhLwCPA76G6kwkYNBjgdlJGij77InBLIQmk5cKBj5kSbSVlYk0DOiuOTO9zSGSEiU%2b7%2bgphsGRgpSumninsrs6dvChYtnmKYqGkJD9FOGRMPVwaC2knCQPBs%2bEPo9mLoolmxROnV2%2b%2bypU9aP9FzScXAKGfuOL45X4YxEcETItUKnaOBFTkqcPKA6Bp9oXgDDnHDWcmX8aUtV3Ie4ViTeD84DSiM07GbD38jklShbHPZ4FNUjOpki9XLpPsXOnhSVIn5ZbcPvcIOf15xu2KfhHRmB0SDAzsNoUOPPMAKMACPACDACJwsCW554vbj/az91Brqt0MqJlN%2bnKwaC3IhSk6l7WO4OGaE1JSVJY1KgWgRL2KACak1HbUOdUOn3iJ6T%2bUzEJJJqRb%2bCuCbikGsnpSPah4yKBAxq9IkQZU/B8VxRX93V6D5z099EarISuaV/Qc%2bIEdVARJmGPuut1/%2b0sHjNN8DzF8V0GiUahkjj%2bI4WiYJfJPEoNIozhFfyMG5LpN76xp%2brU6evHc0t8op9472%2brslSfBVOQ0AStpJ1hI2yNZSpUVF4juwDme3J2Zf92bzsr//1SOfyIke3Ak9V9Az4Y/EWhiX4Bpmj0arIVag5DHFeSDoutboUKd4UOzJxlThvjMAJRICdhxMINp%2bKEWAEGAFGgBEYKwSCqKqouzZfaN/12R94A10ptW58ENllTUFEHgJIwkJRcwQj93DuA9GVqKZB6ociug17WGYfIs3AR/H7ICR7nALfcAmIyEQGL2UVDhzt4OyD/C0Ks300TDNA50lALtVBpD5E3UUSvap9uyTEop98xmueusnzvZ8ZuhFLOA2xVXGNppKsVgb6fqJu65lW/NkvPuJ29gorWyepOx7qhHUUSjeVke0YKIvi%2bFbR9o7X3p58x1t/qFjpIzV%2bPupZI7vUoFUHJkhFJTgNPno4ECWKtoioUfiu6nGRNFU96EPUVhiK9bz0zxCOQ1xjfZBLAFFY6bDR7yULreZIsPMw1BPEfz8eCLDzcDxQ5WMyAowAI8AIMALHGQGlXBhXeeKHXwran50SpMd5CbvbCFHQW9Lq4DiUZAXDkQV%2b0BsBFdMG8ehhIMv%2bBeDmB2EFv5XEG8nfl26DlG%2btUWbwu9iMrSk17acvQQFJfgoSsFAgUlUcC6SpEM5LwdcgsYqMgI8agUd/8O/Jhsmb8fHHhgPPYF1Fqr6xxymWPm1cMHtp%2bOdH31Nat%2bVspy9fR1kTco%2bctlxFPfu0Za03XP1T45IL79caWkdVX0Fj0nw7GXl2mjIu9BXCCTLgXVHmJb5wqmsg%2bhacIqI20Q5jvElGmHTwgHaNXiYdN0mVOuDBwYmIG3HwxgicQATYeTiBYPOpGAFGgBFgBBiBsUAgdAay3qLffcjf/Phr1GSdSNg9BikkqaimVdyiiCwUDFO7t1pdwuHOSXKsrodKBki4QqdIdpkmS9QH1z5C5iD%2btAJh0EAzYPjrqIUI4AyEiMQPcv8HnQj6rvq27LUQKikY1ZAwRUaADGw0hJBZjipqIRLd60Bh%2bt3fR8W9G5TshM6hsDCV3H7D2MpmkL4QP/V62u81XTtZcStJpa/Qmk1kC2F9ps/LZfrSmdb%2boY451N9R1wHBqUBzyHVChgG5BVx7CCoX/o3icDClhOfDVaLibGnhH1SEcJiDh35ZUXX4IqPYZAKCHLQjf5YpS6PAlT9ybAiw83Bs%2bPGnGQFGgBFgBBiBE49A/8ZzC4t/9XeNXhnGPrj%2bVr3se4DmACKBRnCO6woTHaJRp4zf1jIFMmdAQXKIqkKJyULGwTGzQZibuU1pm73WHDdntZIbvzNM1PWFplVNwG9Qg0o6yndM9fdtmeft2zkn6Nl5ilrqaSHlUVCcyGWQKk3EsbEgXQrVVFHGeHQtjfNXIQuE/ggo2na0LDpD54VINQl33QNvVCaevaAaBt9LqmSKj2wzmie2j%2bwTI9sbLhNVO2skPkvOENWCyGA/%2bUEyK0PdpX3ZF4OSEXAijpp5GK3jIOljBxdHP%2bcy4kxQvEn%2bGW%2bMwAlDgJ2HEwY1n4gRYAQYAUaAETh2BDwoGEU3ffA/csXO1mK6NTAC1DmAKkRbiEZmxG1BwBx1D2ifBuuWMgvEzSf5UCLfRy7kWmGze1MuXpQ46/pfiemX3a/kWvdophFrrx5mC0IHqQgnpXVsOstYecuH/fX3vbdUcSAbqkMSFiJCoEu5cBhITjRul%2bbApYD5jYGQc2NGRcia0r8TgVXdp4XLbvycPuX8x7Hj8mNHZGyPgJxCaIKjRF3dyiIjMn6/cKgehApFgCsVTKPnAvwLuE3UaW8EakcoGFdRMD5kvYcSeYYdJSu5qCcllIyU1DVALfMgoWsAWQfSrQo5cAp0awOXmFu8MQInDAF2Hk4Y1HwiRoARYAQYAUbg2BGINj96fal962kgKYFOU6GihMMeVCOZUXSBpt4MMDLRVk0XKbtHVBtO2R1d9Tf/mpw7/94w2dplKqkhOzFrqiz6LeBrgRdVFxmnXX174vFffC7aveBCC05JBZ2nVcWGNGsVhi3kXc00mrRloYpkC9MjNaSsNLrNwNE0yKq6VTvj5Ptajx2NsT8CCsc92OqBGvm6RfUb6GlBG9GXqN%2bbzD0g2B/IJhmgaY2g4mE4joM8WXVgHPpmpMj5CyT1DMXn0nmB%2bhO%2baXAIyWEEmyrwVeoGwRsjcOIQGMEjf%2bIGxWdiBBgBRoARYAQYgecj4DmVtFjz5/cGhX0ZDV2eVRQ5H3GDpavDsI/Q4Ew2Lav0i2DSOVtzr/3cp1NnvPGXRmpa%2b3Ach0OPbyhJT5tzza3GO/79bdq5f/WzvF4fqugLEUCetYpibRV0Js1FgzpQqnQ4La5Wj1ps1D94JTgyUII65VWrrWs/9beZ6ec%2bcTLd4yAoyopoK3IsGOwKOVxCMURVzwkHnblJW4kcIFJZins/IItDvKWIWrcNvTmet7%2bn9%2bDeduA%2bzw4LA1f3unfM1eF4QdZJKmFRXwk6r06SuMjkaJqKcnSXaqU1OBijUpUaesS8ByNweAQ488BPBiPACDACjAAj8CJBQGlfdbGza8Wlpmwehqg0Qs9HigKGMH59MoBBrVGdgki1Tsmr133hr51pFz6MWoNhGbxHgsV3yopupXe7xZ7PwS2I/JW//5CPELwKOo%2bFRIiHsfmQaaWmcglvQIQ%2b1Jamv3K1du5b/8eadcEDSsP0HS805JFfVRQ97ihNm6ZlYyMcnlaYyPUale7xRgD6FTloRFuC8U5VI7LWgMoM8A%2bSc4Ua0rACsZZhPM/IT2jmc%2b5DGBQsf9uj1/vtqy8CyQvuChhJUt2JHBXkmpBtoOwH/Y46a0e6VQbq7Dy80A/Ty%2bz87Dy8zG44Xy4jwAgwAozAixOBIAqU6OHvvN4v9uRMNC4LoPgT93E4POuIbEyHqEqQbfVQRJ249KNf0mZc/OBYXD0cB2l0m9nmvrB3xzfLfZvPSmx5bL6iZqBKZAoT5caa0ys8OBBO3aR84sxX35Q4B70XWk9bNZrzu6VCnbFx%2bxkoRiD5p7Biqn7SS5LGrDwcXKlYRFb%2bGAmzpXmXMq6l%2b0jn8l1XFz2bzoz2Ls5GelOP73nwInxUjECgds/SV6JjNTrDwTnwPIGm1cQTAh0rPpqUS6VfUf0DVXYMdE4JuzadHaH2gHpMD27So0BNQqDqvupVMqLttCU6dKvo1065t9kodE6lDAYcLnShRiaj2D3Bf%2bIXl5RX3f0%2bvXvzRBWN/gI4LQbVrIA6FVDWhgrUQ8pIwEHTU8g7JMt%2bz55Tg85NLupJKrqoJtVqNRMZpuMhVWKGrhXBq/MaJ223Mq0do8GeP8MIHIoAOw/8TDACjAAjwAgwAi8CBKJ85xR/57LLtNBB9SyKaH00ZENigWgth9sUZBxSCErDqBTaqdfcqpz%2bhl8dj8tUm6ZtC5%2b9/Ydu9%2bafgU6lRpYuXGQaFKtOGKdcdY/xyvd/Ixp/xtNoXjfqbIe7bMk1e//xu79UKgMplHIohooybaUCQ1xa9FAzlRkAWcAc6YbX/K3v/AV%2bf%2beRrjfq2Xlq/73f/lHUseICy2rqVnwnHVhaWIzSfaloYJxa6rd0MwlsITFLTgmkZw3ItCLdEzfKQ7EyCEXCJVrWugfeaq6%2b7y9DpCGwu8xLSLcB0la2ohXQCFtV0w3l3Nu/86owqGwgIpm76oEbvAe/9lMBepdv1bmeapUdp2qobjVlKp5qQOXJBT2J6hsS5KLQTdYxHmQbVKJN0X2Hopax79lJ3v1f%2b76huHVBqDsl3SinbLtR1S23qqtlEdh1XqC7%2bryLb0fvivcqRmLI%2bpbj8YzwMV9aCLDz8NK6n3w1jAAjwAgwAi9RBMJ9W0/3Ojefjr4LcTM2ZBw0KPAcySKH/Sl0yKPmkzO6c%2be%2b/X/VZAO0Uo/P5s193W%2bdzc9crS3%2bzXuo1kFMv3iVdsF7v2XMufxPipmKpaBqW%2bih74Exsr4HmupF4e6NaQ3HDqDwpAUw5SGnOsg5kmKlVINAzoOmmUpv3/ijXSmklHQzv2eONrBDmBmnxXcRzbc1kQqUjIn644Csc1I0goNmwmkIEf0XIhmnHKhumTpgUAoC5wurA3UOpG9Dcizkn/dnQ1Cj4Nal8bdKMD0bmnUDhpYiilFQXXKT6RT7cFxN6P4A8iiOWafA4UK9iKum4ZxQXQWcIToXvCUiTEkHCc6KhuOpcAhDI4VxQASr3F/nByTZm7bQh8LS3TKOY4LZppghCtjDSE%2bgmR6kt7iZ3PF5%2bl9%2bR2Xn4eV3z/mKGQFGgBFgBF5kCPhhoKqPff8yrdqpl/R6GLGWsFQXfRUoEn5494EMTxtFzIlJZ6wwW6etP56XbCmGH62/9958vnOuNuWch8zz3/WfWqahO3ILzysSHqnjQOPWgrqKaYK2A8cJYXkpQyvN6xpNSHawIJoRIvQB6kEi0z1q/wj4Bqh1BrfKrBMVLSkMKNxSXQP5DDbqDMjO9tHLQYPjIA%2bELAA11Yu7PFBZhC8qiil9CcoMCB3ZncMBjPtkK0mhmMk8eGbUGENuKuoqiJakI6OhoE4kwD7kNBAniiRYiZ6kU3YDJ6iSE0P9JPwKDRLOEXDAzVVRME0j0qmhn1ovG/0RlcoHToqCYnoaHGpPdHwuiEwP3sOIe2ocz2eGj/3iRYCdhxfvveORMwKMACPACLxMEAjsUp2zb9MZsFKlAo9GkWYYkIp6ZCYQRcZVMyVSU05brKYaeo43VMHMK262xp/zqJHNdWtaLP8aGUcZ4IgGNLaN0MhEP9BljRwEoiRhvHA%2bDvRek7b6/o1oUYduQ1njskN07H5oqnoACzq7zJTgsmStxuCB6XdxRfZgbz/5lwPnOWjYg3%2bR44rPQjQr%2bWk8G1R/Qe6CLLCWFyxr60dNHRvR7eKdX9IIsPPwkr69fHGMACPACDACLwUEwPVvCTrWnx9QgTT6Nlh%2bGdFm/Jsi1QdaDcfmZM3IjQJQmhJ1Qms7ZbVmJMHLOb4bagSI2/OcolxVyQxlXx/fQR3h6JSzQGm0zFYQXvRf3AOu5i3UFJXiiorYuI/N8sNvscF/%2bC0k6x0Hj6KDO0KQFCx1p457RsSODMYC816Sn%2bITHnaLx3Ton2KYSRGKDkJdseN9atmZo4zvBbkBfNIXNQLDkhd7UV8hD54RYAQYAUaAEXiRI6CVOifrxY4WBYo7ZOyipTQYKZAPPYTGfnB0PATNJko3dam5idtP9OVHKGc%2b0eccxfliOxyGdfyFH6gaG1Ql%2bTPRn8j8lhmCIY5OOxzhq2a3k/ewHxOqXqD9yYGRzsvgCQ7%2b9xFOSSmE53zJJErtSx5nUHUq9h%2bYrDSKJ4M/clQEOPPADwgjwAgwAowAI3CSI6D07DhFgboO%2bhKAsgT9f5DgqahWFu0O8v6fZ%2bEqwqgbtwOUpc4TfnnhyW1eUDm0DwBRCi0JP%2bjsIOsZKKJKv4tLlGtb7R%2bHOmoHY3po9mfwb3E%2bAQ4IShxg4e%2bnDJG0LAqa5a9illJ8Rnlmok9JJ%2bLwd%2b055zrEM6CaB5W8HXIu6Yooa4IvfCetKN4YgTFB4OR%2bu8fkEvkgjAAjwAgwAozAixeByPf04KHvneIjWE1FtNSYzIviDIQJesqROoRJqnsi168aVulEX71iHGi%2bNkbnHlPbFw6CqgZuVvFsdL8Go8uH/K0Kp4yMeBQZQ%2b61ZvbHo5fMoiMZ88jwQObpsJcpMxe%2bi0N76biqonY8qB9BOhU2vhdnHWhH0NHApZLfqa7lSNugQyIzDESHQg8IqtWQ9CoUfavo7kGcKPTDkEXewrdF5Dmoxj5iP8ExukV8mJcLAuw8vFzuNF8nI8AIMAKMwIsTgdAzI2ogBsq8SV2Noc7jBJBqJfUfMjQPV8hbK6JVNMuhvgcvzgs/jqNWVD9qnLIm8u3zFCM7EEZuMlR0F8Z3FT0dNKXU2SQzATDiKTtAZQtEDRqsfJAF1rXa4yjTVEW7bXgfwqzlgWhXSmIQUQmtJwJLNEzaiTzD/syDr6XKfm5ySQ/KGSg1edIHUFCBoQhXr/bDqamixJoaAB5mo8IImVnA%2bIialm0rQIsrgvxsAif0/chNqYoRIEOBBuRoqhfYpmql81QecxwR5UO/jBBg5%2bFldLP5UhkBRoARYARehAj4bkKUOiaT3r8PWVE1sNHfIRQkZBRLtcY2oSySlVtMWyGjV9XUINCs5/RZeKEQ8ANb0bXEUNUDJ2Z4uXHbrRv%2b7a2RU2pQ0FkaUqweGrFp6J1Qijo2zI/%2b/KVfqpU%2bzdVSIhlVEcuv1SZQx2f8W3Z6Ro8Niuyr577th9YZr/8VfsAdiplkMf2JbomnuS6M%2bURLp0hlO/zQphZvwi/k7zJafrjS8vqbcG4klYiMhhuqma6x6vcf9xb99r0kD0tSqzIzgU/V5JnQ3YPoVegJgRMYUNMKr/nU55SW6WsNx0spugJV3wDsJdm5OnCDUIUDaZsJo6wY0sHhjRE4ZgTYeThmCPkAjAAjwAgwAozA8UMAqkmG71bSRHFBfzFplYZkOUpFncNnHsZiNLZdzmhOMafquucqepBAdwE0SzNCVSOOzsFR7KEi2tRtWSjFfRmv1F/UwyqaEOgeQuS6kqjr0xMJhNlP7KYl69HJTtDXjkPP7O5cNs7XU04Q9qZCUILgqYFJRFUKtas%2b2P0BXUhN1vVq4%2basGeEV7MP%2b9PW8rfTULy8L9RScFKqAiLtHUL0FeSV0ahO3nPpdVNA2wsqN67XaTlucGn/ayhGen3dnBEaNADsPo4aOP8gIMAKMACPACBx/BAJkHgKnVEcdpWPRfrLd0dCMeCikCDSkFNDI6SqgvqjekpvfF6y54%2bOqEiIkbuVLqu4okZfQYPgfkj4YdB4G6fiHOhPoz6zAUwisSLWKvldq9BSj5KJ8IzXjgocQ/f%2baYmVOuANx6J3zwkAxVC3yQAAijhJVGEtyEjhFAfhHBvlp9DPuQYifZXaB6hSiYH/zt7F4GvTQNdFP%2b7k6WrWyCLrXICpJOVYqhkb2I4mah9RYnJePwQgMFwF2HoaLFO/HCDACjAAjwAi8AAhQ5kHxHYtKo8mklLo8RH6hYthDpFrHani6YobFu785W9u0YC4Fvw10U7ZVUKaosJii4CM8kUsKQtQumRSGUMDrIK4e%2bDCD6xr34kLI%2bH7BnQdyHOiydAXaSHAIVLg8sYOA4VGdQeTGaB/kOUmhJFCOhgNH5FdURU8N3aRNNSGrRecDPoc4hnQ%2bFDIgE4JieexiCjelhdXkcM7P%2bzACY4UAOw9jhSQfhxFgBBgBRoAROA4IKHAeoKaDILcG96HWg4CM1lpfgZEa8sMdoq6HiptMiCrqLEwyZHF%2bxbTgwIy8RZRGbQ3IdwjB2Dc1YWipSK30K1Q4DKNddqM%2baTbftcLAMaWSETkP5PAc4jQMjlWKJEXBsAAZluNA5/NLORU4SQdi8D7vbxYBh0GP6yBcDzUXvvBNYR33BoAnzb3hgZwUCLDzcFLcBh4EI8AIMAKMACNweARAVJEBcEX2dqB/qZBrpWg4sgBS0//4uA8GarIjqDq5AiUKCrj/AZSHVFv4sFiP1m35cFehQ7VI0qwoc4LxUn9lK4JMKmooYiHUk2dTdcsOjaSj6PCUyHhHgXoUUvdnKaAUV0LX/qMfUZo%2bpkXgodA96joRVzs8f5NpDmRCKBlC3CUVorMnD3o8kpcDAuw8vBzuMl8jI8AIMAKMwIsWAaK2E8le6n6S0o7sKYAIPuodZCbiKFcWs%2bNHZ5w76DamK1WR1AzQlnzIw0prFbQec8RYUqScSEA61IqIt%2bPD6VHJCdIlReekMn4D4O2jrAGFHrLbtE6t5DDWI9WW1EohRozJkT6gwbGCr3LYjX7tox5Cw3hoXIYq6VUjvyFjNlo%2b0MsRAXYeXo53na%2bZEWAEGAFG4EWDQAR%2buyZ8ixSWSKbTgBkuoAKk6apwkRnQj9AmbjDOP1xazaGAqGrCDtCMToSgS%2bHcOJ0sFD6oUfJzPnK0um2SJ1VRO0C9KUiC1KSGZhi5Eob62Mbtj/22krOlRQHIVZDGlcY6OW3oq6Fg7OT5SBoTMhFwgI5HygRuVUDKSrKHx2BWqUadotOj8FwqL4G0BKcGVTCKfnLRvo79FvARTnIE2Hk4yW8QD48RYAQYAUbg5Y2AAnUjoRkeGYxkwIOoAmO%2bZsjXmDRHQogERkdv4D7/o8NQdnqp3KwxpSKNFJS4MDvuLRH/k75THqnWhm6kB%2bT9GYExRGBYRT5jeD4%2bFCPACDACjAAjwAiMBAHNcAXx8GE4UgSfjEii0VA24Gih75pualz1OwYbGbDHqbxijEY4Bhd54BAv5JhqHR3iwbyMHLYxvYF8sOOHADsPxw9bPjIjwAgwAowAI3DMCKAzcFVYmX4fEp0K9XmQPQBAriFO/pDew9jYwAcbsFJ96DBfo7zQ0SdGRnnC4/CxsQH5oIGpR8CYcOeNEXihEWDa0gt9B/j8jAAjwAgwAozAURCA6o%2bNTsy9lG1QpfMQN4dTKT5Nkp5H2ojiEqBgYZQF0zhsrFB6EFUmOrR52UHnjh0ZNm7H4mGWkB8E5WCH6SMce8ydl7G4Bj7GSxcBdh5euveWr4wRYAQYAUbgJYAACo1dLZUdkH0Wagal7G8cIhNBhceQcD3cRiquQRiqOlU5j2YLfDNyK2juRoUWMs0R9z2o8aAOWKzxb4VuYjwnjVnxYjaoZT/pEPeXVGDJeaOLIdqapI7BcRzdDR3NQ8CfYQSej8BJ85bzzXlhEQidLgjSuYYoV%2bv72tvPsoulpvpx4zckx094NtQNH902kTlvg8QHb4wAI8AIMAInFAEVajrpxm7MwpKupIQOJEShuKOh7gECQIdnssR9AkLPTnqBR/0KKiMZcxRUDHvlXc8qZ7x%2bEWkkaWpE7ZdDVfgQcMUwNNPWo5CEntD/TQsUNVL9rk1nBvnuDKRG42JfKaM0LHb0yWbov%2bDjiWlhsdpSLPCE%2b15zJGRbiRd8hCN5mnjflxoC7Dy81O7oKK4nCjqt/t5nLules/7K0obdZ1a27zgj7YapQmvbZjFzzqLm005b2Dhz7oIoKvQqSo6nrFFgzB9hBBgBRmC0CCi65bpP/WwTDHZQlch5CGQTAgP9F9BNDE7CYFznwPRMmQlyHoJyb1vglurxz/6RnJ8cBfO01/5SzLn2D2roWtIHUFR0h/MVJ1KVUDMduDLo8RaZoaqF1Jsguv/rP/VW/vkGHZkKGiN6Usdyo2haIGu7D1o9Xgz27yjzNSOB%2bYj7UtYICYYDrpfkMfHyOybg8kGOGQF2Ho4ZwhfnAcLi1qxiF1u9PXvnddz049cNbHvmNZX%2b7jbV9YwWzxOG6wq/tKU17Fp1cc%2bq3F85U05d0nLaeQ9Ee5c94OdadhmZqcUX55XzqBkBRoAReBEi0DR5q6nrQg/LwtMS6PymIatQhYOAPgyH5bBQxBrGe3HfFL3SNw5XvH0kV61qKWrcVq59DfnRANlpxdSr1AiB2Dboeky9pOV/MoLORJshMXzeDjWaUlysHt/k46h4NfLx8Sdetgiw8/Ayu/WR128G/Xsn7l298NUda5dd6%2b3cOS9ZzreYXrEhgxmfiu9SWIsSCTQfqlRFZPuK4ZUae4vexZs3bjs1HLf4tVPmX3ybvffZB4yG8Xu0ZIP9MoOQL5cRYAQYgROOgNIwZbOayvUp/b2NfrIJBjo1CkPLOJJsPWyInKL%2baMJW7q0X/btnYsCLju%2bgIwUN4HSqh5Dx8ZqMrIygM8fm%2bELPR2cETjAC7DycYMBfiNNFdrfmun0tXvvW83fd%2bT/X9m1a8wp/77ZTGyrFbNbD4gPSrGFZIoTDUA5KInJc4UESED1FhYFFSS37ok7pyrU0jstVu7um9dz89CVbHpu4veXsCx4urrppkd48eUOirnmXSGUhJaiFhtFKFE3eGAFGgBFgBMYIATXV3KE2T3826Nl0CcWgSfVI0XTZ5fiIUX3QmnzXEeGuNa9wffsWU084YzSc5x1GU/TQu/3TaMoc1AhTB0sFxYW/L%2bHthb44rp9%2bCT9cJ%2bOlsfNwMt6VMRpTlM9bXrl3XO/aJefv2vzM1V07N5wf9uycWu8VGpuU0Eir6DtERXdmQjhqUvieI1X9VD0hVAtlcfjZ8T2RrMsICyoaVa8ifKcqWhUrEexrn7v10ftbup9ZdO30Gactmzrn9KeS0%2bYuNVqmrMPwKdXNGyPACDACjMAYIRBZuQFl0rkLgs0LLlEDNJwGPShQUAOBIM8Rtf8R/Sf6kLdzxSXWwJa5GMrKMRrO8w4TVgZy7u2fRUoEfgJqHqRC0H7evnR3jnRqNnyP103h4zICxwkBdh6OE7Av1GGjqF/zq31NA3t3nLNz4Y0Xljasvbi6c8OZqXL/%2bDMVZBLgMIQReLKBK0wdlFYzQsGdJ1X4NOhoIDKFdLgv/Arq4hC1CnVNDGA1MKpVFOfpIm0FImsPiJQbiHGu1lxUM839SzfM2b32kXdGbbPWpuddeG/7qvsWNU2atcSqb%2b5UtHrOQrxQDwOflxFgBF4yCOiG6brPPrQ0SmSF6hVk0MeG2FES8/qRNjLXNVCXgs5nz3Z3LL3yeDoPbn7vLDffM4X6UOhwaaihHaktaVhDBOhV0nlgN2Fkz%2bNgo7jap2JVraM6YiM7Pu/NCIwSAXYeRgncyfSxMNqlKpGTEv3dsyrL7nhlz5ZNF/Zs3z7P2ds%2bJeUWm5o0T0kY5CCgCJoaCkHCwQNNqYCwED4oTIi06r4reaka/iM1D%2bFjwYF2ODQ1pKqHRrIdmLOcAFlv1RR%2bItacdkFxyqkpOo7asXXtmVs3bZ6RnnLqa0qzTn%2b6ddopS6O9ax8X2dxeJTtlRDKBJxO%2bPBZGgBFgBE4GBKLGiTuCxonb1L39M3TUOlDgR0ryHCmoT3M5Cqutyl5RfebWD1QG2v%2bUqp%2b463hci9ex8mKvv31SAs5KiHWFvqSxWyv2jV70nZFjedRYQpVabOD66Bfy%2bsZ2I2GqWsnIgVu7H7%2bxP9/Yjp6P9nJAgJ2HF/Fd9qMiBPJ6U3bn%2bvnb16%2b6dmDjsxequ3ecpvX3tEKLQ2nGumEhy2C6HhwE%2bAPINjiYgEgrPAxJeQ%2bV0aTHEcGuV0twEhRhRxDfA0VJqMhAkNAf8gZJ0uzDFEbCe7RQOchIuBEUmVCwR3t5flWEFVeMg6MxIZfJlArrz9zzxJozelc1vlOfMG9F/awznihsWXpPdsKMlUqq6bhxbl/Et5KHzggwAozA0Ag0TN5iTDv/UbdjwwwF87quon0DdZw%2bQkifAjzov4CatqQI2zedHi769Sd8N/8l3awbU2pptXvTPPuur77XrPbpkY46CxoT%2bS3Sd4j//QIkHY6PlX2iLqRWyjLMixjmbkM/YrwHIzAcBNh5GA5KJ9E%2bvt2OdECQUJBRqD57z1Udq5a%2btrR59aVuT2dbzrdFA5oH0TRtQ1cbiWNhmgalCMQA6hUieBARDH9Z1xBoQo8oy4BsAyJEKrIL6PUjAspKoA4iFA5oTIhY%2bfRFzWlC4WIRqhqqsLEQQJQPzgOyFvjyMr4IkbnQ3FCkgqpQKyUx3cgiGdJfN7Dl8SvyW1ZcXnnqib9onTFvqb/wj4%2brsycuDpqSe7yooZTSp7Na00n0fPFQGAFG4ORFwLIyRW/dPQ8qz9z2QdcuI8aTxlweZ5MPu2HOjtAbLjByQriaZz31y3/QUpmiG9jfMLWEe6xXWgh8JesVUu6j/%2b/v1O1LLzhaEuRYz/Vy/7yUvD0OWY6XO658/aNDgJ2H0eF2wj8VuQNq5JayojTQvGPLmldtXf7EW6I9m%2bZmXS%2bb87y6NAx8MzBj2pFAfULkICAFg99GjQMmHd80RWgR9xROQ0A9Sh18efGaE%2bmIFGUkTYkSsQrUMhQFKkxwPqQ%2bNwru0F8UjgKcCx9TGL6TxrgHh8OBU5FE5tykDIUB%2bhP1P8WCldA9YTsl0WDWC08JlFJ%2b56xti3dP3rJ%2b4ZXpU%2besrDt19pJpZ59zS1Rds0/ozX2KMZ67V5/wp4pPyAgwAi82BKIp8x83Jp6%2bVGxbPN/EPO5h3pb0mcNsssM05nyqikiqLlLGVVF8%2bEdfTAglCKr934PU9qj79fi%2bo3iBnygsuvVvwyd%2b/tG0iRVFzyKyRD7JiQrPv9ju3sjGG/d3qG0xa4r7PIwMQt77OCHAzsNxAnYsD%2bv0PDutsmXBee6qp9/iPLv8mvq%2bHc3znYpwQ2QVYOKHUNZ2NbLeVVFBithz4SCInDBh9BvIQBjYxwrgChQCZBVcFELDcVBAVYKDQKVtgchggWmQExM8FGFCYYkcC/p7oAaibKC2AUeBCKtI%2bIqoc6EdjswD/BUsFjgHUucumhUhhSECyL6S01JyyyKRTAj0iBC2guI%2bPRQ5U7WUINFWWbPvuoFVz1y5%2b%2b4nP9x42hlPa/POu6navfXpZMvM3ZVKUUmlspyCHcsHiI/FCDACLxkEzGxLp734d7/Sdy2fL6C6pBB16QgbXAShg6ZaUXSRMlxRMdJCrxa16iM//mLY0zPR3fb0H4222SuUVHP/SACyq/kGZfvCS5WFP/9MtOmpS1Mk9Y1AU0Q1cQd6Io/kkCfjvifFOvQcB%2bJkRInH9LJEgJ2Hk/i2e9UuU9m79Zy199/40d6NSy/Re3vGt0Yik7F9oZGWNrqNKqhRQHkD1DdsGP/ELUWGgIqgYfSHPjIH4J9SFMgJbNRAo4qBir2wPxVBx84D/g0lDKpooI2kuBWoLlE9BNVAhCqUl6SLESKzAdlW0JgMD7kMOA4h1Joi1D14HpwVFMnpKgJbviN0K43ok4fibFChcDzfwGOmI6eB3xlwMhoCXdSrhtXh9Y3fs3LxDfamrec0zj77ob3LF91shspjGAZnIYbxXIZhQVHV3EmxwNFwwyBQVE07acYzDAh5lxcRAlFUoiIszDw6WJOpl7WKWzT7qjvFhD99zG5fe7ouRTAox/D8DRME5l2ar7EGyLx0CLGLRtTBVU31qR9%2bNNx454eCUy6/PVx1xx1R68x1Srp5d5TI9WtmiuSR5BYErqJ4lZRSKTT61YG2cN/6c8M7/vH6YOuTr9UGdopkug0BpnqIbiDjjfUCp%2bNtjBGQDsSLvuB8jEHhw72gCLDz8ILCf/ST2%2b0rLi8/%2bPWbm9SBurrmorBhmEdFC9EjLAgw0Kuw9zOOJpphjFO2wHUR5U%2bATgRpJIr%2bw00AzchHWrvmLMCPkJ1IUacQyYJoyknEFCZFQa0C6iBCRKl8zZSZBizSkuKU9KkaAvKupOwBJyNEhoG8DB1F00nwbSmyFSGy5SFdTdkIh5rOJU1hu7bQKIsRJoXpJYWOrLmK3wVqHhSqoshDajCjWFrGKU/fce8DH16/YNWrrvybv/9Q2F9aoDZk2IEY4tmMlMqYafaFoQc7Aymmg7bQj5S%2bvr7xfX3d48uVSi7wQ9TIKxo9Wrqu%2bZZlVbLZXF9DY11nXUOm72DHIQxsVdUSLxszwgOFw9CtF8xxcgNXNTUiD8ZbXxgqjeAPun4F5Uy%2bqqH3LzQzESbwNUNFkdJRtsCvYndMEWryhN0/3ytCpSFASwIDg00/b3xhVMHDWTVBz6EJzPOjPIxUI7C0A0buSTyVj/nQko1tu4MVt/2nd9s//wL%2bAYWNnrMRPx6rhPCJioogTzosAS8TvyFqKpwJ0FgjNSuCSklznrnrLerqB99i5hpLStP0FUH9tE2VB/%2bzWwaawsDw7v/3pFLpa40G2mf7%2bc6ZYaEroyMI5CFgpGYm465hXqegEYWZyHOQBdIwLYjyyp2lR3nvn98yXFKKn4cnBQNlwfwJe1dHeUH8sZcYAuw8nKQ31N7Xld30x5%2b93l3ZXXfea07HYtqu2/V54RQDMbA3L8roDO0jCAcSkbBtOAwmHABaWmnBQGZAQ8bBQLF0iH4MNIWrZPGBihohA%2bBRloEKqiG5qsKRoL/plMnAIuCj/iHCvKUhc0EOgiL1uX00kUOWATUNCvizERwKDQ6DQGM5/FYEKMJ2INlKfSJyBuousJCIUgClJ1N4BsYWWFBkwnHJMYFGed5oENXseLgsbd7ijZsNBZmLHZt2iLPnp7I7nlnwrrZZLWtw0u4TeWuqpUoaACJApwUaui5RnIdKP2rK5KQyGBuG8Qwug0CA2FN01IXbnoHAn28YzzW%2bhxq/54WqYcC0A8/MsYOkoaOAUZJaZV1cTBo%2bcF5JI8aa7zmOsISCOKKSqPp%2bFQmo0Rt5nlfGsNMeOQ4RnIX2XZUZq1dvuGLnjvZ5X/jc/84d6M%2b32lUn4/mhWS5XMuRAwCsAQyEKkkmrVFeX6U2l9cJXv/C/3ZMmj9syY8aU1eedf8YDqmZKGkTgu2iCi2Yix7j5fgnXmQkd2zacipq2TKNKGMFPxl2KcZKYDeIWmy2kGiDPTWKW8ud4JApu7BHHNHjPDzdkOsfgs0DHhOFGXjrRvLVSqaKaCdcx9fpjvt7Bc5e27pqd3tUzC22CDd%2bIfN20KogagLIeKaHiqYERUn5PN55YqgYPLNKUxsY99mnTVqRUVTrfaoQcJYqUqsWuKZkgn9P90PJ3LjI1A9xFSjbqZhUpQz%2bIAl1zSfszMKK9q3UEExJR5wLX1Rp7g8zE3Ybi%2bEZi3DEX2NKYPL8fWgyBpUYdE5Xy7tM0vb9FuI8N4Om2hdLfGlVu8aKgsQtGESY4LyE0JynsP1u4g5jKMgPCn7BdNSdv1hN1L2vltvC0V/0psXXBa5xlN71dTTYh%2bYD6B8xcFs3fWlIUsEbomJIo00z/0TpAL4uOvhC44QgCJfEw4zfUpRoGqNvfkVF6d12qhA9dqiBTgTwiVPnwPZ7yQHUliVLq22AI20KmAWuHjvXEdl2RRAYa0Sdy/4TXOK87Ze9p8QoIEpk4BzIj0o2gF6ZWCiEn1tpLeYxTw/H8%2bCHvMU38cc2BLF6WF1BbDMa4yCPSTJv8sCToyA7W5cBzRUq1RVXBayC9RQV/w31E09ZqomW7idngeALBx2YEDkWAnYeT9JlwO3pmLPrT/W89rxHWUXdZV5vLQqsriHQdJpTWtLBhnPd3B8LejXq3BAx2BBZtFMMloiwavSUxp2FiQXEzkgDoDk2cWCwWxI/FxIcSidiCkrM5pbVpakf2gChQUlWPMg2U6sbnFdCPkIrWYa%2bSSpOLiSuAQxDgo6S65KDmIY06CMNMCYNMbkxyJtGl8E9Vs7CQaSKPY4boWF3B4R2rTux0x4un10aiq9BudJSQFcEid%2brkWaKhJZXs79x4TmnPhosxoDtO5K15%2bKGF7/rTLff9te%2bpqVymPg8HSnFdjBodjxTImaBwXC4kWGRRnRhGMIq1V7zy3PvLherXrYRR8lx4cLQ2j2Ajx4F2dx0v%2bdtf3/ZPTz%2b5/rWWkYYxquE0FLYDoMQ5kCfW6W5oyCTByg/FBRed/kB/b%2bmbcBxG7WS5DqLQhu6VC176mWXrrvnal3/8rg3P7nlFX291vGP7hocO4xHuHxXZo6Cl1sWWIpro/YHnxvOLzZqWn6bATo1AgUslTTfXkOhDL6vy1770vaVXXX3pH4qFcIHnRAOomlFMCx0GR7mR42A7%2bcTDDz35trtuXfDh0E8ksYjDmnFJ7ws4wcmNkBKLDAiIEXZ0uyys76QnBkilu4CWVQBW2jEKPiNxlZIBcQYH91X%2bDv7RkYYJowqUGZi1BIAUByC5d8ReddV%2b7Zsu/snr33D1L%2bmzlUpVTaVG79QNnn/Bgw%2b/p3L7I%2b9rwCNRNr0qnLxAVMJ0EjxCJyqr5ZSwYbLp9a5l%2bBEyfGefvnD%2bpA/8Iz7fTsfQDSuCc%2bpuXLfyut4VD7yvzTdDP5/PapqjIunn5OEha4lUJXL8RCJMeIGKXKEeIUZdTnu%2bbVYzk7ec%2b9r3fz0xrmmj5/Z7htlwzI4RAhNmJb9z3r5dC673%2b1ZfpGvtUz1lQkeo5kpatGui5fumFo7rVJGrjCInEWjFTECKDWrTgOtlypnMac%2b0TGn4GS6vNMrH6SXxMcPKFoPtT//Y6lx3Sdj%2b7IRqrgVCGWUE/nXUoAUihWCSjSmEcsg%2bMsNx5IOU9GJHQGYI8F0SnqR3QHvS14HCXPkMHUSXITfCRnTFwuuUsEuiSL4dsuA6aLNk7fqJXJiaccE92rbe9%2bA5Q/KCXhNJqI39%2bINM3IP%2beczP1Am9oTTa42yqK6mGHryXCASCbkz30CCVRGryGqsiOqSUiBVBx%2b/sSiFXXX77h8pP/vRymtrMINAcvDemjgnNT2B%2bcKxEfa43mvnqP2jZtlGvFycUYz7ZSY8AOw8n4S3yC2Uj/9ub3jK%2btzjBtquid2eXaK530F%2bhH0Y6pYUNoedSorWpSejTTNHf0Su6e3qQZcCM5iB5TBEn8hDgFJChiYUXNRKIPGERoAZwMfOVjCSaBEM5CdEPIZrI4Sf8jM/Rx/HbgJwLZCgctYIwO01NoB%2bBhqT7KJ6moWBtSKBIzkT0ihYJD1SmIiJQXiIpHNCS8l4rFpuJkHidJtr7QrF2616xfSAQRa0BdRlIeyOW6UNKcMb4oDwl3ZPuq2w/w92cfWfo5u9XzboTJuPa358fv2Hd7nM0pUEJfPS8oIkatRoUXQpA25KrhbQ/EYcj%2bUN87%2bx4ZPZZZ571mGdHDximErhuQTfN3FEpIYd73LAoaFs27Tx79cqt56QTLTLASnYxISONYmkIo9ZEywoHDmIQlkVDY67Ptj0Ul4juABQhbQQUoapdRi172oZLZDzx4IbXf%2bZT//65dWs2zg%2bQO9FVSD8qCTg0KKRHtgjGJ34mNRc8F7Ay6NmII4ZxBJIcUtBbJCbVsmsWi9W2BBzFns5NMx97aMNbZ8%2bZuerV1132s2tefe6N5ULopHPqqKPFCavO/tXPb5381JOrUKDZgmecnjl6VulBxj0iJwdmbywqH3e3Jc53rIMfb3HxIRlRtB9tg1ZA/A7E2f8jMwBkYyhKPUgDgpwSem8oS%2beJM86bunDwPGPhONCx9M6dE61N66a24d%2b2VxQZHU56BW8pNXmE%2bEE5SVcOQ65siLJvirRW76d6S43YXToP8hiGGe189tFdu6u2Wt21fn6rW1Y0rxdzCO4lqIg63ukU6I8Kgg1EeXTw3CVNqnXyRae3%2bvS%2bsJyrf8enPqLWJeh9PCY6YRDtSyvRhtPDnoffXddxxwcie09a1QcgqpCbFelpNLzvEQaypaGfPVXzca2o0yoHPSLI6qLgN2Fsp%2bxqnHjhfVZdcmD/TX0Z/0OZfP6j%2bmV//Xn7js//UqmUkTzFvEvzEySzTU9FdJqU9EZnm8vI%2biGbpENR7RrmJR%2bZCyTcRH2I6Dcor/SeBZnx29RJc5%2bsbPzzW5GOTVPtG00YcULwqMya42yOj%2bohGR1wozrVcz%2bkNEzZqiXry67fk1axLqvovVQUKZELID4CRzDAvONjLiJ2gVrZ2xQsv%2bmD5GQQozgEe8DWcH8Q9LNszFHITjgzzt9pTbnkXpyFnYcxuD98CCK183bSIRB1d0xceOvv3j2OaqF7IbNKcfDQVBJpGAjBADKWNrIJuHVQNPL8gmiYlBAN02cJp9cXhW0Vke%2btgtYUCgu1C2TgkaWDWlY5d8McRvQi7u%2bwvwgLzgU5GTIIS7aWjKlSITVlHmJjkbIOGvWIiBI4JyJP2MnE/j7UmShdbZOBTZMXolcaDByYH/jZFBWca3P3PrFq9z7RAWaQo4KyZDaAL5sVVXw2i4Uuk0uIlN6jKXanSCj95u5VC6/OXLBrDm7M6hN1cyoVJw3jWTGNOlxnQpgI7brojRFijFYCi99%2bbys2MCmt393Vl7n7zif%2beu7c6U9jnIUwhEclLf7hbbZdsRKJlGMYVtU0s2B45WCoQ%2bpQGr8UpYsVr2LnAcY7OW44b1wDj/6yoFjRmYbjOIAWJWsnDcR0yXHYs7Nv5re%2b/vNvPPrg0rdomq4lzHHka8JpIGFfKGiBfpZCRNFHTYt0oGBkgp4l/43HAOfEwoWsk4fngIxncjAsMwOTnIrvXVlrE4aqvn7djvOWLV163h9vnvjxD3/4fV8pF%2bz70rkEZWpg0yaGjRVdJ7qZKzf97sEwYeaQ5WiGk4xnGBjhKYwNE4quUvRUUgnoOsiZiG2SuNMtMebpRh7OJqDP1%2b4bnvEjbdSRXcU9kEYUOeN0Cuk8IONmxLr5jlc0LCN7TEY2HSdyCurjX/uOnsC9aISzWsFp0ha9o0g7wGHPCDumomAQmSSYbBAzUPXI8dwyOZXP2abMPe2hoP/yU/tubJ9hBcXGFAwLF05yKoVsogu%2bugEHAkcknbUMHEZSTaOAQAt4ch3PrjjfXLH4TZMvufbHOOgxXVcUeQm7Y9NF/t5VlwSFHekkdJ4V%2bHE2OPmEIam9GQberxCBEvxs0PuXqYo%2bODWq2SQamydsbpk6dTkGbMORViyTWli%2bfDdVB2/Ns3%2bnDuyerj7wgy8nvbIoUc0bkmeSWgo6qdAPX0w9OtQU5KDRbBSRpMjIipRSxDRVwXxYj1QYnqOJpz%2btNE5f6%2bP1o7VGlR2wMUfIzMcRt%2bN1D4/FIalFE0aH0rF%2bSm2ctt7LTdikDbSfk0R/pgIaAqKIHfTIeD1OamAEYE13VDjYmNMo8wPugKw9JBYCwj7xekylJ7gFlVArBlpmTBsDHus18udf3Aiw83AS3j97%2bfrLZvWVZ6TyZZFHD%2bfO1buU7KxGkahDBgAGQiabEZUqJhOtR1g50IKcLiLfi%2byEcWJ8IxbYflf09/eKYh%2bKrEtYnCHdasEQNChi4aFQDjUIcTFbzY6SljFUMuh3FLog4whRDTK/yKKiyGYaBpUCw1JENno6wDFBtIn6Sai6I8ohnAG9RVRT40S3Mk7sDRrF9mpC7C6rYsuuAdFbgEwsIsUhoiceVJ%2bSWNN8Z0DUYTyJYoc4dUJCXDQJtmTPHpFJIxJaKLT0PLv02sjt2Ar3ogqj9LgXg5mm5qZSKU/H6HxE3SvomK0he2MaMKiQyan1Sq09LWSzU5SnTix8cvmrX3XtpVf5bnBHhCV1JI%2bTpN1IhEGwMZNo/k2Zjrgj7P5NMptqbBpEEwP071BgUCGz5KEKdtjGt5WQKkiR6wTassWbX/23f/31n/TssydEeJ40ZJZKBSqaR3YDhiM9DhHus4MoF1Ia0hCnRUgnw1VmqMhghnNJNGf8QYMTITNc4DZHiEBqiCB7HrqaI9VOWbCWxnrRvrN33hf%2b%2bT9%2bf8WVF/95xeLt34UJ8iRdo%2bvYmmklhklnQsQd4MCJDT0X7QxhHOFnHIVWSFwezBVQvmp4xVkB6QbXMgU15pJEXBYqyE16FfF3%2bauYZnHETfK%2bY4dBWheg5Uv2lOSHg89B93IMHAc5MisXPv3Vr7h2KS%2bljlPINDjlCjIFlswkJojCAHqKDUtNI2eesAg91UxazzESHL8CL7McjoeimTJ/63mdSx95Q2tgpi3cs4wLgwP2ZYqohnBGZBCBuOwwEOk6VQQGErqf2/XU/e9vamnaEzjdd2lWy6iMkCDqyijBqvk9e255X7K65OwGUUCmARRIzE%2bgJ8EJgvMAo5RQJFtTwxxD98TDPhU/I5TsqWtbp1zy50it64Ifq6Wtl7fjMPiMqgboZvbAf/p2pNmP/fcXE2EBAZocDHa48pRJxH0du43ENlB4jaysEdqQC3eFqydEwiuIUqpZpOZdc5NmZvIGBaIo8IRMNJmy9E7JgqPDm/PHy3k41sseybhGsu%2bQ49KyTT3eo9%2b/p7pj0TmhbAKYE0m8qAGwJgg1vC/kkAWaBQotUshYM0wEEVzMA6pSxntFtSZJ1BxiboD%2bAOhOpkWpZN4YgTFC4Ijc3jE6Ph9mhAhEe9vrNj7y0DuCEuoCEV3MIrpjI/vg9COL4KRFMpkEz5Q45ogsIdrvw5iAwBLqHCJRqvSKstslzIZANE2vFxNPHScm4Cs9PiU8RPiKMPZtwwalyIWxj2NQgTWKoCniDEo9WB9kGMIARLfoCOlmktWBqwFHgXiyKKiDYQE7Bfuh5kJrEf3KFNFjnCbyuTPFLn26eLY8TjyzLyMWbCiJx5ftFitW7xbdoCAoyJjoOpSXohKOB/saBmUGURS3WhDNTY6Y21Lxo77NWgpGSxr0Cbqu0voFr496t8%2bLKVUnYAMb3vNstVJFBJRoXjJYh8wLOnariPJQ/Sl14aaIOzFhyDA1Ea31XTXx21/98V9cJ0qh7gO2Mi5gGJvjOFoymZarOgxP4s2DSI97AqM9pIWBKGS08KJgXX6nokOK9qP2mAwt1GGA7QRy8zA2klr0PFf1sLLc%2b%2bcnP/ivX/7P3/Z0VSZoWGCQhYCBD6YznIZsNiuvi547HQ2fkJFABDqO6pMraTswFlyiUtGYB38Pxj3GjYZRMZWJasbBTLLAaUOsHLa8L6DUhCwFsjl6vf7IQ0tv%2bOqX/vv3v//NA5/t6642DjoOqK8YMkpIbkAQ0jWrCjkwqoxmHlwjPRgsjGlElDWi%2b0ffZTbkIEzjADpdgyTnSQcpplWQgUM/H%2bFLfo5KSA9UZ8flqETbiKuJ/KA65LUM47bVdoFbgOg/sUICvKs%2bTkHSxy5ViiP7qFmmzABRl3i6V7hPUE/2JHG9iBIJ%2bm7pKdRMJwKraea6aRde88tw/IyN3TBFfNRH6aA7JZAl9HCve3ANdqYedEO8m3oGDwXUeACRhmfP6tk8e8uT93xY6d87PXDzw3rGD71G1e2eUNy56DWiuGOGcNHxPg3HB%2b93GQ4sFdqSQUpNxmz0InBITjolRBn3rSwoSzmps2HChY9ZubkLA7Vtb9pqQKMa3gYR0BL1ReOV7/92dMXffMvTMnDCQPeKklCuGsxcjh1WTpxTAHUV9RWoayPnDs6cMM5500%2b0qRc%2bGDlOUg2dJBVvU7pTKhoMBqsOP4wTNMmPGIMXdFz6adfe5I8/e2XFxVojachEEgMTAYGbKhQWyQaAZiK5iPIdVTC/mUFF0tQoVERZ0iq%2bV5GhwOcSuBOjem9HjBp/4GWBADsPJ9ltHti%2bdX7P%2bg3n1MFIS2ABRV2usNQ6sWvNXuFBmZOiwh6MIagUYrGFMQtuskBEEjEnoSRhIKVLoqrtg9nWJbScLeonWaJlRk6Mm14nmqbmEL3DYg2KAMrbMJWQhKsiPDgHPhnDMEgSCDeSioaB4jcTv0/ASkuBwqDAoE9aKTgvWdAnTJFXW0Rvbo7YaMwUiwcyYmF3Sty2SYjfrqqIBfvqRFcSTkXqNNCWJqCQDpEqZBwS0QCoESWpzAEfBmnWfpFt6Bczm/r0xrBDZDA5phABhykj3D1rzip2bD0PtcMn5A4hgo2lDpMu8frhRJERTTUPkuoieVz0b6LEgGMRoSGSD5oIIt80LW/cuO30xx9Z9g4aKNVTD2eDzOn%2baLum6oGGLAKI6JIORVFsyTGizt6IpJORLJWw4LnRzz7xiKkahSSyhrFpmhmBhhQ%2b/ugzb/vfH/3qa%2bWy0yDrBbC40DEp2k7nRJEv/g0VDzT38%2bFAkgFtWjAUqHQb94aMVGRoZCSfIu5QXcIXxgYcQHySGYyQFjVZa0OdyAlP6nqeRqdzGMA%2bpHmTeG667fE/%2b8kfvoSvb%2bzY1n4KXQKclyFvNDCDZQwzGYXRoAjVov7UDZ1gINpR7DQocF4Ula6llrDCuhvLpMcp/zjTAAxJSQyOGQZMKQQpYRx/1T562O8U3aeFmTq50/MAsgCehRD2OjIb8hp0bewi4hVf0z0Y88jPIE4PwWQ4e0U4YmWIIBA9pYBTurgvIe6TRw4EqSjFReEIPBwo2Ea9DHyntB9Nn7W4/srLbu5uauoowlBX0Vke4UmouCA7mLBElQISMjODX4PyksR7kAAVplUpmc6eDWdtXfTEX6gudJdHuDle2Sr1bTl/3/aHr02qe3KaWUF3enLfiPdF48DzgWcKPjicojpcE5xV4m2nTIypudrS%2boY/NzS99UdBdMZKS21kx%2bEw%2bFvpXCF5%2bYe%2bpl/9z/9kpccX0tW9mCHid/pYtkF1IUlzJcENcsbx7lTR2yEB%2bpth9wpvzqsfSlz8V99C1sGFwJemha4mKa%2bYI0gPjCiwUppg/zbyMZHW34HP17KFx3JhR/8sneCo8%2bvgYGpXMuT8NdKhei2z1mUufvf3fT0XUEDPx/xqgGpI81iEOUCDMaC5BdwPzGOYDyFJgTWdMsUkw475F6wACnppqH0B7RntmGKBDt4YgbFAYFiRy7E4ER9jaAQit0dd9fXvvyvXlR%2bfgQRriTo8IyKYBA%2b%2bc8teEXZNBdfbE%2bXGXhgsUFiEUQvTDQEJpJApNYx8v6dBfxtZCDIffChvBKgt0OtTIpU2RQYLdMPEnCj2lES%2bu1/kS32Y3A1hJnKCGkTnS2XRCIUHUk0iWXiL0qIw8qtWBsWZFGHKoVNpgwiam2G0pMT6zkhsgSZKb08ZnErsh318nCdW4hkgixBOB5wg9JQwiauJoLGPqJiD/cphUdTn0uKUtkDUObth76AvhAnFRkmdwPmr7fXllY%2b8NTXn6puBXM/Q6B3bHtTfjIxPFXJ4CmoLQvS98DE5E5VHmlIy0k6ShjQ5k4NBMrnAnnpjgI91429v%2b8fd2/JPmKa%2bxQcxlVQm4XwMa7LW0NXva//yU0SM6XWkCDY5K3QeijPF55P/RwY7DEXoWxH1DBqclAM5%2bgb6EOobdXX7tj1nfeGfv/2tfZ3l1kyS6mlpYaciY3JWyICjaCI5SEh925RtAQZISciYFX6n4x6SigvRnKgmghRYnCpqnzEs9HyQDgXRgmSWgmwMfLdgYnou5Bpxb1U1g8ezDs4FothY6IrFruRttzz%2b0fbdvTPXrdz9hXlnT14yeCWQhjUSSevwFDDSRCIiHd0PjD82cykbQlkbgoNoV7FRT8XdsnwEv3UpvYJ/WEZKYoo8Wu10B6/59HnyMo5sB0h3jWh9B1kO5OBKaUsSJaPRhGUFhedjY0ygrYaCZ8wD/j6u14RjpkPamFxU0nfXqP6GfqLSIxmXpAYsSCseZtOTKIjw%2b8qTz73qNwO7d53S%2b9A972pLWlbBHYDUM8k9435Dm4WeWk06VZSxibMqaUSZW0r7mnqe/PN7ilNmrArcvts1s3HYxe%2bat3Fu79YbP5r0Np2aoKwQzuEAtxCZBwU0CwPvnkX93yjLRoETyrCBROiEeGZSp69tnvmGXwXhxHZDzY6JXOxQ782L9e%2bqVVeOPOc7onHCTnXRT75kb18xV5dUVHrmaS4jZiplT0n7KFbjoyDAoAiCVCaTFCMKANBcQ89XHAiA5Byorch24d0jumKIvkK%2bDeN1zhUrzWs%2b/nmtcepWOVPBWo3CpG0q3eDYUJAFR8N6RS%2bEiS7XRLG1kGH1aV2AE%2b9HGvIkQzsTVVGBxUx1MGQaZzAeYs9RBD7%2bbOxOxGrM8VM7%2bt4HHsntYXoPKViD1TWJqL5BghkUcKlpNaP6T1J6kVdFbkxKFo7pBkGRMKx23pHtfst59vK7PxyW%2bkwNQgkkCkc9lmQtIrqL0z3BQGPHDkEGnQqs5XoBcijW9wg1kpHiotpt7Mc4phfMB3tRIcDOw0l0u7wdu04Z2LDpXIr4F7GQBogMVsBpbjB1MT3XJDY9uUmc3jYBqy4mfFL9wcQekAwejDsZBZf/pmJeRPZhDJC0W5V466Bu6KSIA%2bNUQTFz/fh6ZCTGiUpfQezd0y8goQ%2bjNCFy2YTIkoGIHLQLmU4yBlMo4i0RrSCJNgiZiaIf8i6rtvWJTft2iY5CFtSIiWgI1winAHQXyk7DqKbeEdQBmyg3FhyZwEE0kyLpNGIYq2gqgKxISiQsR0wblxRqsQg6BiKnxB/HdSQQxU7Buahs3nBO1L7tTNyiR473baJrhf0HU4aiahTNrhXhDhYvS2uRIttkGQNvolNh9kYNgairbxA7tnXPeejBhX%2bJnb5E07huID7nBhoi9cPKDhCXv0Z9ibMc0pCn89GqSOemqHnNaKVeGxD7pmzJULhA4i/s6Sq0/Pj/bvz63t29U3OZ8aSKJBLguslMCxkRUlELVBhcCzmglOUgp0KD0%2bqBqoSsCJ4nFL/DqSAHw0DtCmhWuH8J2KlgVEPNgxYyWUmA9RoSn3ErKpIBhV1LWY6QDEG7AidWERUnD8cCykCZrLd48fJXVar9ubUrtn/y9HNk4bk4ouMgLRPp7tRUk%2bjnwYwDnRs/k1VaozNR0bfjIEiN39P7QE6ph0is7GFFBpXcDvbvBuuAjmLIyJKI2n7y3PEXbPz433TnxspxwLFMdB0hKWVyDGR9CU6h4/nQkAmic0rNdzL1oJSEPelhOariu6U3eiVnd3Xu/Ctv2roRWc72TfMSkHbWqE8LZWvIyKwlYHRpcJINQkVKqLNBDYKW75ywe9FD7507Ycoa/OnZoZ4/iXB1IF3cectVUX7bTAtKYQplSWXWk1Rj6DXC/IRMp0oON5x2okcGmDdcZPEqorHUNufSByJt0lYj05gfzvle7vsohsxq/iHsXrs%2bu%2bbed7tLb/4bGJ7pBBXYw6NH2RPmd2oDCkoqnplYZS/u5SBV1SjjiYxCiGfMJaMU90nH76h1qI55uaQgAJSHuAXuoXrxx34sLvno142G8bsC0D41I0F6ZIgfJWzQaBJUo%2bdS3QVUoJJEt6TaOswvpPJF8710VMAHxdw2ZKAlUE1Pp8wm1flgPGiMU1OSiv10mfiTr27sJiGgNuT8eKRnxUQqUQmq2cAn6mUKsSAKV8jIBVYBmgSw3mF%2bI4oQqrvw4pDnO/abmmzrqziFz0fZWZuip3/22XLHukkWeiVB0UNmc2ij5q2UhZCBG8wDpCQHdwE/wg4gNUX8h4Z%2bNjIXw66RG/sr4SO%2b1BBg5%2bEkuaPVaqfWfvvd16W27J47voyoLSbJvIHFOl0QXi80u6vgIkN2LShNh%2bFN0dsuTJTIMsjFneIfFIWEiYGFQRpHmKDp9ySdSrEYUoUh50G3UPOgIM2MVKbemBAzGyHMUtVE/96i6Oivio4iPpuqF%2bksaMk2dDXcrCibzUF7kNTWb8iL9XsGRAnGq5aYKFwyHjGRgT2FKDWWHyqWRSSE1JzIcPSpM7WZj2O8JHtK/H2kODQYqGWkW89p0cU4ZEoS1JOCWOlE2QHX3sfPCTSR8FQn3bd2wRvtan5xIlk3qiLN4d9eOREfkguPl9PnbxQtJcoPro8iP6hD85H9efD%2bp9%2b7eX3Xn0DVWSUPhuphx7GhqpkYspAaC3ZtoaM1aHAdig1DuUmDtRbMHlQMGjpYJz%2b6fPnmK59csPSapDEO9wZ1DWDVUI0CFYSj6ZssklVJ2QYGNg2D6h/K5RKi9WWo8cAAxz0r24g2IsNgkJOHxZvGRYXkyFtJ9SXUcKDOIQE5WRgU2E8eF%2bspyQkS91aj9DlRUcjZyo5DHURZ9HZVjExuvFizYs8FX/3yf/1%2b0ZPP/vUrLjnt3mqlhKbmrpnNNuY9B8WA5IE%2bb6vhRFQyaeIO3qta7BE/2hAVsCmSjr4kloXsCRwdH45NTIU7%2bHMH3/Zh2gBSuUlavrJgWroUVKyDzfWKumlkx2ShpswCvdAG3mNURkrnAVcio8f0%2b9jRpeBBHEmWSZ84BXTETTHq86lJpz496bo3//e63/7sq5P9QhvqkZSM24/MJd5RahpGzgrmC8ryIEaMSLGD9zQU4w1d27tuwRW7G%2bo/Gw1s/rJSP3vX0c7lB3uaqt33v66//TcfyijrJ5JZg1Yl0hGSzqs0xUhdiZxYXB8oZ9R4rOLWiarTVshNvPzJVPP8RwMfTW54GxECasvpq6qhvzZx6jW3VJbd9iF300Nv0QodEO6idxxBfLy4PqUe6O2Rz0%2bsIuaR90j3Ag8brSP0nBPP3qZGn5j70RtTZOde/kw4/wP/Hsy56o6kacj5jRwH%2bm57cAcVnfoXwsEggQfMM%2bDty0AXzfQIvND3IKzgC7RYL98KZ4KaER12nrTdipEwU54FtQ/0n5HZqUgBt7%2bCrtmg6kg1OHoVY/1kkgaUGYKST8ogo9tQgYboiQ5PHNeAejQ6AQXjdMSCoHMnn1mpNEDOPLSqUXMwYirfcEeWsnL07H/f69z4iLP67r9w1j/4jmCgfVrow4WSsrmYH0hlgCjIuJ061iQf7xB%2bQl0KMnkU9IFMIu5b3MSDN0ZgDBBg52EMQByLQ6DNWLb78UXXBfley0lSASF4zSgqhKKIaEbhoFMkbf%2bs2Lxsoxj/5nqcsg/RBjgPxDiRJgMmNWk5wHAH7YhYGpBfgeGEKI%2b0h2D8ycZxRGCHUUAhYRgjYLqDtmSJ5uk50TppoujrgEb/QCrqKaXtrmKYLAaGWL9xr7ZjL%2bokoC4Updtkn4jAof5lcFaopwNx8UFFSsHo1JB%2bgFgkxgSnBcZiBIk5A4XFNkWhsWjIL0z8erBPnDMezkxxp0gbvijByEvCuDOIew3uPVGy3ErZFO1rL1BKe6biAoYV5RztvQCXHql2afniEFTLQE184ZTVurM%2b57g1w416abiQC/WwMKK5nOjpLk6%2b7bb7Pgmq0EdoBaM1TdeHpyQk%2bfLSKRjMbtA4Bgt6ZVi/5kAMjoQWyiPbiB46TxvoPF3Il%2bs/8fFvfK6pYWLY1w2eU62HhINsQYLUnXCtFLz2KLKMYmcP9i9F59HATkrUOl5epDKm19LavBvGtwv%2bMpVqI58eohdgaPb1FhuLhYpOtTAoyAZnHXE4ZCmoe7kGJ5LOQw%2bmA4oDGfFk8JYr/XhGVVFXBxpctR/nSYru7v7Jd991/wf6e8pLk6l0T%2bCXSXJUM8xDoofSYRp0sOg7EXgoU1JL0Ei6BZlAoL6gdiNBBeEwkKhfSkgOEEXrUVx4wCc8TObhsA7jIU8WSdTWiqyl8wWGN4qzZcHLWDkO8owycggHgTIqMrtBVIW4xoN8BKL9ILcnqScU%2b0RPl8F81RFfhbSK%2bgfQl3KzT3ly0vwLHyk/dve7W01kHqiJJI5PV0FnJfohOX/kUCTSjcIpQV0N73Y6KqZ71664on7OuZf63sDNulF/WCpRyS2Yir/8jJ6tf367Udoyow6PtAf7heozHES1VdDLcAY8HkTDoLtK2TXZ0A89HfC77LTdDbMuv8PT2rabyXooGfA2UgSSqKfCZ4gSuMTp2fHtcPMTr1V3PPXqSueWM/1if70VVdPkTGgwhKVDKmlLZOiTLgEpKuHWUnQdRexG47Q9ybbZK9WZ5z7sz7z8brdu6tYcTeiHbMl0pk/MnP9gVJgwAxoCEJXWXROB%2b1pCK7JUHbMl%2bg1Ghqv7lcaodfZq3PMjZgnIcaBTRI313dF1V64wqm62Tk/YWuAgHhbCVZFvBzkPUGCjlyKE1a8F6uSJO0aK1%2bD%2baqKp25t%2bxS1R457pioFQluphhUPTwlAnzWu8%2blQtiPkUcOH6RNgwdQOy/mAvHj%2bFD6PtlLWRV/ySd/b1NyodS1%2bp9XdMd/P7xrulgWY4NvBpNBTCmSiJrGTh%2bABjl/qLww8MLat12kZEA4ZXkDda0PhzLysE2Hk4SW73vk3bLrDXbj9zHAz/jJRh81BcDH5otYyofg6xxkbhDWiia0OHmFCZBOZSL6KpiLxg9iKqkgpvwa8ZGBT51ZHy9xGBQTGuNNio4FUyWbFKk6GhwyBQXSwMUG4iBdaANKRTjaKQbBN1rZfcOLC7oe%2b2nz38kU17/YRinCEydSjIwvTvBtDARwQmibQ22XWSKgVnAP2YpXOCzr34jkgHjk8F3bK4GMYaRUc8Un0AJ5P6OcyfpolTlbxogCGZ0qC8AuqEg/RrSLxSGK4k2WjiM/27N5xp7l5DHaePq/NARDDqpSqLoqmBmCS3k7ErVyX838ER6Zj7GlNtSdUH9wxKRZVyWVv01DPXrlxx7uXzLzjjIforFHAUqBYdNRJM%2b8WZB0q70zf6PuhI1NZUSWWqNTaTnWFxs2sFuod7hGu0XLF5Y%2bfZG9fvPMs06tVMOocMCUmqYrzpDBwf0IuorgLnIzUkNJuT2QFSeypWB0Rjq9J77SWvePDMs09ZMPfUOYvbJrRtRSaiZNtOqqe7b/LOXbvn7tm575QtmzvO3Lxh73ldHQOT8vmqRfryCRTXVypUP0IOCsQayYaRnapRlFspwnFoxPlielxdY7Zw1TWvuOVd73nzv2VzqT7XrejoFQLlKmj9DrmR1yD5cvGekoIVt6QqV/uksd3QUFc5Ze70zSg0R3IOPiIRhFV4qxLwWldpuWd8OmmAPHcbzPHEOQb6gtQJ3SXK%2byH6T%2bu209LacNQo/JCXcpgd4JLIZwEuW/wlC/hj9SupjEWjoMguhk7OAzxWPBixBPDRNlVv9Mtuz%2b62i6/5xaatm87t7lw9t1E%2b94hWkjOCd1yKecGZT1KxPqiFSdDVSDihiegv/Tun7Vpw18dOnTAeMgli6cHnKrt9WtpsDDy1kgl23/LesHTfq%2bvMfTrVUrg4FvKKssbJwjxBVCWiXAxGj6loOnBBo1LO2dkw8YbfG%2bmL73CUtn1DXQ//fWgErOZpm7HXfyPr%2bKNkz5bTlK6186Pe3af61VIuKPe1RE4ph4ASEV5B%2bDPROCBd1NN1fUp96269YcqmsHn2OmXc7DWqDr7pIVvgFRXNgBoHNrVx5pbI7vuIMDK2oqGQprbBwCWSVJys830LzxUmz0DXDDre3w95Aemzz3sicMsXy/qqCL2VDc2Hz04vrDwvSV/H5Cv8SI2JAlrZRr45PkqPdXN15OU/AvoVFjJ41nQ8yZisNY6hqBJE3ww4LKiL8DHHj5oiNZIRKnFGc13tS36U5h85D4G/TL0fNATjNCUJJ8IHy4sWErxU4I26StyHhjdGYCwQYOdhLFA8xmP0V/qsHf/94zfU7yu2kfSiCyMuACeVIqdVLKx5SGemUbScgIVQj2B83/LdYsLZWfAte7EQkyrOATvSITlR6k9A1CUUKasURpScJTLKkSrGWGmCobqGBAwF1DdDwNUQBSicFPONomnypbc2n/barzXPndpxbX9TZduN937CtweSIXo5wFKBfjRUk3A8jYppkbnwwQQN0SCIzBWihGBKj4trqYYTczjpTyswFhtS6DYN7cUIhdbUyOiCcRhI0IusB/YDvUSHLCRF8DEVg1qFjATGRXx7FzZL76qnX%2b/l99xh1E06ft0x6QIGTcZBC1GmbOgHWZ76nLtMC5gPDOJi4Vh5yEWH767OwoSHH1j2nkLeXpKrSxRA8bGwWLu6bh11IYMpCrnW2i5yLYyjgNKJIMqSPP1%2b0zX%2b21E2Uvxxofv%2bH9/4xYehtKN6KEmElo2M/ssieykLS02EkB3As0DZgth58OHk5cXpZ0155sMfe%2beXzz3njIcTGZDU6Xb5DtgmkJUNqsVpuYn7F7AQErBbNneftfDJZ9648IkV1z%2b7bsdZ5aqv6FpKUpmKxbyUGCanhR7FRJqKEPtBgyiIqbObt77nvW/59qtfM//XybRO0jC0hWjQpxmQGD36qxV3%2bo6j8LFKVVwbEkfoJasININzzpv5wIc/%2bp7PEDMDj6e0VVF1XPM6Ds08HJHyI8GH8SOrLugE%2b010RBwhp6ulswFIf9SXq6JaZmpUhsuh1xtnpOh/8ltMTaJ/yEcippnETiyeQbx0cC5q5aNDT0pps7kUFfcun3Tptb/b8VD%2b4/mBHW1w%2bYQJSptCzgNw1OD8JXFu0FAwFyEblUQDyCr2gSRkz851Z3Qsuf%2bDZbdzi6Jm8yk9La9ZV/yEH65tHeh54pUDWxZfnhO2fPrLoCKi8yB61ZRFAjRGydWGEhtsMEjPoj4LdLIgQoF02CQSrWesTY8/57FAaeiD4MKQzvfQV8t7DCKAuYiMyJW1Lwo%2bKYZbTqHQGkR6l9S5qZ28B0UfOzCSVdQ4DWl0DjoOg%2bdQEo3yXTh4Qyby4HdisPnEiIxuzYzlrY%2bwHfycjPr9s3RU69MbbjyHKjsmNMTj8RSCtnjQgoF1E4INcvwmJvN4IyxO2vEfD0z4mMcfAXYejj/GQ57B27dpjvfM6svHD7iit54MH6SLYWX5iL5TY7UoC3JRGfQf8OqbS2kxsKZXJE9pE8U0lGVgPBFblTiPSJpCSZQK1CgFDfsIijmqg2ghBR5QS%2bCqFRTAEXcd%2b%2bMcCEVIFY0qpN3KKKTMTbvgicZTr/6el5i23TQmeNWq95UBkVZu%2bcX9/%2bgii0FxIx0GpoyjgwevYo4l2pILOhNVxpISEHFDJd0BUUyYqjC7Qb2iwmm7hDHmYIAkxJTmJjHF3IZzh7LZXQIKOCUqAgdFy0cGowzrDqsYDAtkONJpUd69%2bTx3z9Zzcdb7hwRztDtIg5MKN%2bAh1Ypw44AWZW4Oqj2Qx5fpCBlVJ8oPSRES/58a8bk4xMIn1rzhiisv%2bgN2ui%2bRsGzXtQcJ9kdf96RM0UHnko4DrQP43WCRrlwV9g/iqFdL1OZ1a7deRAV0xC4gy5m6%2bBI1iQoj6TrgsSDrQNkh7IXsT4CC1ilTWzd94Ysf/%2bCsuZNX0Qlc27VAUYcACbxRCmMdKkWq29Gcea0rAi9aeeXVZ9/00P3P/MUf//DAx6ulcr0DelsCdTEq7jsVo1ftbtTTiKjqdLnnzj/lqY9%2b/N3/Mu/0U55CUbZcsNFjAokzKzSNIzgOci9aCyVRoZYVihWe5M8SQ/qBirWJq12JrFS1OGVWQirBnIhtrBwHGivqNEn4jHJiuAH4WfqScWcJKrFH2FPeSYrqkwIWfHmDGsgNd1OyE/r9vj0/SezqmlFalX%2bn6brJNDoGUwYsoEwDSTZXwVNHkBgxYlFBwAE9%2blCsig7XQU9d%2b6qH35CYfsaTzadcelPtplDdS6SU1s/3d9z9Lr3SPs1QUa5EcwL46REyliqC2rJPh1QVS0pb1dEgkIA%2bFiHUlRLmnK25yRfcJ5LT1%2bhq3ZD1QsO9Vt7v8AjUqDZUU3ac68peOncg8KuKpo%2bdJPNYImOMoWDDWI6Lj/XSQoCdh5PgfrpLN1zau2nLzGaUXGWJP0%2bN2%2bAMGDDuZaYAAQQVvzOxkNugmoS9KDbd2S%2bSdQ3EtUa0jjIA2BMrMhncGqg3oQcaEjIKPhb5CO3hLBj6KqwP00eBNIpeHfxb1eshvRqIfaS/33zZXeNmvf67anL2Mk2ZIBfsJCyEQsX9alT19Jv/8Ngn9SilJZABoUh1BGcE5RSyoJK6TGPYcEhiQ5qKPMFdkVKf1DAs0NBLVi3AEOkXmTAvZk3zRStdT4nkNmFUQFIW8WxEVpMwPCDfZ4MTD5WLBKzMKhRe3L6%2bpsLGla/2q/0L9OTxaQ5FqXQpWTpIVZJRXaJhDdqjcSBLyn/S34hXDydHivuQXCDx6GHcEWWno72v8e7bn/hYsb%2byKNuQGkBjucBHwy79IN19z0G0z4JmFrqDaqgQBZ0LpLBBlk6cYaD/5OlqDsRzwq%2bk1zdE9qFnX3liqVBpcImnngFNCfctAE1Nh6NHpBu6Bspw0bhJmYjqVOAMRm9887U/IcfB99BqmwgChjlIUzhsNA/1gnJoGmkZgl7mVP2vzJk7cdmP/ue33%2brvLk4fGPCR70CDQ2SfKBPl%2bUXnDTe86rcf%2bPCbvzqurXnPwa8gOQ5HfSUpyyaLFWlkVLYYZ2hkZ26ZEIgLtfGky6yKCEsKajQkp2kQ65PglR/2EODKhkk4CB4Q1IiXVEs%2bSfbE/mQZGeHxH2K34ugF04eeXMtkeie98pI/bGhfc5FTMKb39%2b6wWixSTUNNDx6zMpwIF8wS2VMbwQEDdCaNCt8xp7g9nRM2PHjHhy9tnbQysPdtDky4NNHm2f07n3hd0LP6YpTbIiyKmicFJQvwB0mHS4WwJfHqTZLahFBNgBosLUxgqsiJsjJtV%2bucq243m099CjnMYUvBDhtQ3pERGAMETlbHYQwujQ/BCAwLgWFwiod1HN5plAhUerY2b3900et0L0gFkM/UUfOQgFFEUnMUTZR0DGkiUc0CjHE4FdW8Lwa6QDZCNFcFlclIIFORQFSPpA590AA84i5jwUdBdWSAIpAFLQDa6RqKn9NKChkHaORAsrUIaYZ%2b8M7HTZ%2b3feKUS/%2bo6tPXKMqc56SFcymz%2bpG/ftvnX//Gy34sEEEMkE%2boUjdh6nNAEpxkqFHhtTTmaHjU7RYUGUQoDRThgQyKjrWgX5GnAcWdlpwimnMYH7wNnToZ40Oo64akKxwl1GX46AuRJsYtSYAiW6GHoN76drJr64Zzo3zP%2bFHCPIyP0ehjOsqBL2mPyS2mxVBklByGONJNBcE1tTzpVMT0JV3k0KX3iccWvW71ql2XyM/GqYLnvmuDnkAto0A8%2b5h2c2CrfU7%2bQjZoGuGGuoRJruslNOpGTBJ%2bVH%2bAc4B3JL%2bg9Sq/SFI3ghNZQcfv%2bsZcx/VvvPL/qpVyKi4PoJL84W9QR0ICSfcvu%2bqc27/%2bzc%2b%2bZdzE5PpU2gXB2RYDxe2iudXY%2bYl/%2bNCnP/Gp93%2bCHAc0o0PpjczMDHM7GAeiHdM1EPY0THIcYqgV2dBP3jciQsvfkpM2zJOcNLvJcg7pJg5mEw5kFQ69mNrPI75Gxaz366ZMWTb3kiv/0OkrBaO%2bGfMFdYKHsAGCEy7YJlRTAYKiVM4iFEmA2EAGK0NN5fCcbVu86G2KV8mGbl9LuX/HmT1dW%2beKqJAz0MwSEwGkNUHnwmeppoH6cCiYnwwELaACA6zxjlPgwUmJcePOWJNumvu0UBo7dA3t53ljBBgBRoAROOkQ4MzDC3xLKpt2nG8vXH1FveS1k0pRvDg7ZI2D%2b08qGFSgrMkOx8glIIiqgb7Uv70s2rraRHbaRDEQbUfXZyz0pI6BKB81V/Kg2a6YJWQsQEuibs5wHEzq4oqaBRKwK%2bL4FW1ad0PrlQ81TLruf6PMWU8qestho74JdPZxg%2bjvoN9v/Ol3D3%2borXkG6hNgbJI2PAqgVeLOSwuHJBeJW090GAcdqw0xQJ2YkU2gFEoq7BOn1GfFeK2MrMMuFGKC9gMHQhokVDtAkXA4DxpkNcmODkn%2bE01xUqDSdO7ZdEp15/azglJpJyKlJ4y/ScXQcVS7puIzqK1NzhOFuhGZjXnnMMphCJHyoQ71Kg%2bM4V/94qYvFfvtBaqWyAeoB/HcCrHJQt1IRUYiVuXQKBRf26Qzgn/vNxOpGRn97fCOw5BGYk9P7yQ4YyqpXXkwBkmakZwbqtWgyG9cSE8KRHQSD0XMSTF12vithqHZCnrTYtwhFI9GxEmGrOr%2bZ2jGnLa1u3f0vuW//%2bv/frB40fIrzjl/zjN//8mPfvqMc6YuGrxmFE3roHsNyak%2b6DU9cN3kHFBvA1mBSZmU%2bN%2bKbLBH/ggyZAfgfIHf9JP79Epqal9U2Pzj3K49MztXPH5DczSQa0adShGiCi7ohAooj7JQWxZwU4IH8pDIWoFRKRrLW2f0Lq98sG2KWjEnJnt6tz3wpoSzan5GdGB/1ODiPxJ5o74OVDBP9ZsR6h0CHQERPC4OFJgcf7Kr5S5ZnJv0xh%2bL9NzH4WAwhebkfmR4dIwAI/AyRoCdhxfw5vt9HenVP/r5Da2VIBWhdsABHzhJ3SOp4RNlHYgDjMgeUWLIEFdg9HkwrrOJetHf0SN6tpTEhHHoxUB6cVSICjE5BX0ZNGrwY%2bSlnr0UYkANHHpNgh5EBbOIJCI7UVGa7ObpFyxsnnLhH6PExNXaERyHQXhMDeXRYfTRtJmu/v439/4ddWFOJeswnrhjKRGzA9knlGw7ciTQDdc0RIlkXUG5gIshcmh3MLMxFDkYDgb%2bs9AtNMD1kX52BCeH%2bj9IChYO6iIjkoQRTteejEBhcvtbu55d%2bepZk08lw3PvibttcV0AafLRRp2l440chTgDEWclYtUiatbnIl6atHJi4/od5z36yPJ3oBbgJyhiJ0Pc0I30YY1xZABAEol5KNIZIV9ScqZkPL2G6/Ou%2bqgORKlYbEBdCW4JZRuIkkS%2bTuzoEB2Kxk7OmY86FtsuU29mRJydBPwNLZlIol49j0pVajU8/A0fAh0rLnB1qq6GZnBbNm3Y%2bU%2bzThn/jutec92vJk1u2%2bijO5RuxICO0HF47kAkpYwOMwhD3FeWqGdEaZIXKMVRhl8DMPwrPWn3HNKpPNLIldzsDnvbov9buXXjeZpfOM2j%2bhRqrodAgFtzoqVDJpvwIYiBd5QyDw6%2b%2brq7GzsWL3hTy9yWHW5h19wsxGdIP8yH7G8AoQYfTh4UaUDww3%2bYJyAqiYAInjjQKj0qQ9czxYnT598fpadAtnNC/qRFlwfGCDACjAAjQNWgvL1QCLi7d8%2bj3g5no6i0DP5wFUFon6RXSUGaqCbkSFDhszQqSSkJLGAduQUlDRlMRAS3QpN/OqhIU5qFp0PNkORQXdQP4K6aKGqEnyGzEJZJRj4t%2bj74y9BQD1v9zMSr785Neev3A/2sJYbePCx6gA4D161EnwY1xbr99gc/4IVoo6xmQD2gzqGxBCz9pyKaLQVhMP5ELepNjeCmorndafUDIuV34RrQVZqkZKnQG7KNJAMboLZDRviloE3c9Zqaj5mwQupUT%2b1%2bdtmVs8699KYw6upUlXGjVtMYyf2WPPpafUDsJMSfpog9GeVkEEkbVUr4oI6DrhcRWer7oOpJ9Q833vGZi155zp34SCc4%2bEfMmKjULrhGjRoFQ%2bmwlxSATI4mTLJsgro8y3FS92/q8YFzUZZHJbUs6eiZ0tDbvWvvzJ59/VPwkU2qarmGSdkHOATm8BRvBh0H6RgkTekozTl16kp8oy%2bcg1SYDmQnRnIvDtp3f4Lm4EwNUbBIAECqVlG2jqqMX/zEzFE7A6PB1pxy5tMTL7/%2bx133/fof8bKPN1AjY0DG2Uf2T0r6U2ddek4pU0j9XfBznVIgJbZkdfPT5%2b%2brmvPapomMjvebBBECFFpTUzCptAWHwUTG0kBAQFGQAcXjUcDv8mpT0NB22cNi3MV3aOnZO0Yzbv4MI8AIMAKMwIlD4MW/tJ44rMb8TJ3Ll1%2bdbu%2ba4kK5CPWJsnYAYXzqHBBHsrGwKjCuYVhi8cWCSw3WYPiR6I3poAvwnjL4xtDsFy1ogIXiaOzjW4jag0MMex5yregGShQoaPZD51U4KFjd5zaKzPjX3jpp5nu%2brqfmLjESw3McBi/eTCnex/7u7f/wprdc/VMvKMU0BrChqbRbSmMSaYm026nDNYwLdOvB2MkBiMTU5oRoVAdAocL48HtSfgrRTCxSobIEp4OKriPir5P3AwUgx4fiFPjRUmseKkGir31CcePK16LhRW7Mb8YRDhjXnMT1DoPbYP0BZSHIYZK5AkkBoi/6N3UzhroQqGI7tu%2bbffcdD36MPkstH2IDurS/jgCZJXlgOCFor1ejQtEvah6EzONQbfSwBTgPXEgikSDqB4ZGnWIh41mr56B/S2qPLPwerKcgda6E6O%2btNv7y57f/a7kQonmUoVRKToIch3KxmD0WzEHZMlynZMFxGFNjeLAuJL4/lK6jd4eoNVTTITNFqHkY01MeCwwn5LPHcrmqngrHn3vRzdkzzlnQbyVlG0kNmss63mXKTBHdDbJbEGKAs4lsKDp04ZoMkUW3ebVQ0cLO3kzQi7LoAHSlEJlQTED0ipAClIGMAzkjJqiYJuqfKClW9ZuE2TB/df2Ui%2b6JzKYTmFE8IbeCT8IIMAKMwEsSAXYeXqDbWizubFj95BPX1TkemvGSOigieoiy67K3AzjCsg4ABclklkvajCo1%2bj1wYhAsxkKegJCMEN07CyIqIRuhp6WuSZRwYIijWzAWbg3Rb4uauaE3TMUviSIW8Kaplz7RPP36/1NTr1ypqxOGlXE4FKJcnVX%2b8Mfe8s%2bved01N1bRQVi2kZA2NHW2powHGauxxKmKQu00ip9TKJqe1JQWitMNw8KRThC4K%2bgpAA152HwBRfCpAzGuU2YeZHdb5DEg84nDEflJ1JsiuXvdiiuccv9kx9uLQorjv8Vc%2btj4lOpEkqpEThxx6imiCu42aaLiXpEBKxuuodO2T/1UkTMytLS4588PvX/dmo2vMEx4dtiQudk/dtJYp9%2bhezPoQc8thj343KO50kwm049niB6fuCYAYx8s7Cb6Ej1fNGZyJugSyXdVQUd75OFFb/nPb//kZ%2b179s5NZSy7UnLhQFiDPRiGHIrvl/c7R55b1T2vDDGnlKfqoW87fdAUG7tNOlcYfFwEHisukUSrgXfKpwJ8F11oZbez4785DrSVT4LtWJwHGn6Qq%2b%2bdcvGlfzAnTmqXjVjoPaaOz/R8AmeSjPXx7qJ5CZwHypbiM6iNSOHP6P4r%2bvd0Yy6jyqe0VGiivhQ67kkCQQAL98qEY0dZDBuCDarZUmia8MoHtdy8pzRjQt9JAB8PgRFgBBgBRmAIBE7Iosp34fkI7Ht62WtbVu6cL5utoV9D1SmDXwxjulZcSJ1cSVKVrBGK4gch9PmpczPoJQqcggyUlhJ%2bm9ixvF2MO3ecsLKTYcTCKEe3ZxeN2Dx8xkPPKlLPhAqiKNqTy3rD9bc3zvjIl8z0GduO9Z7UN2QGymXnY47Xl1j40DNvsSsa9PzR3AnKT5oDihVs4hD9I1I6%2bPTVXnH%2b1FC0GftEsoAxwkkYsGBkI9ZOzgL1pyDNeoOUV8gBIccCco4hHJ8I140upfiu43pLqrdv3VnFFatf13T5%2bP/BNRytYdDIL5G4V/s58pQKwjhQw0D0KirMpboHqAOBDkNUKxR6w0Gi/g5U7O2TA2EiW2JX5H64IjhVlDUJxZ5dfVPvu3vZX3l2tAzcDVi5ih14DjqyWrCrYntThUQVZSziuomYp0/9z4jGhfbFMvtAXYWlgxF/plYhfOTLbJs4biu8Nw/qUJaipmXfD40yOnD4TOKyU8NUcnh8FK6TAwi8yRHyHUN/5P6V71i5bMtl3/rqzfc%2bdO/6RZOntG4s9nurDVNBpzglwOcwXuo8iAxXUqaf9m8k5imN0DCPWvgIarCh5TpVMF2SLgqkx/SekS5ZXMRLSkt45uRI4mxYBAECOHK%2bZUCttkwYRD6x4uL6dtpnsPkf3XT5M/4my/0PB6r0IKkg3LMD0gjAbcFdQarMC8pGKpW1LYvyfGO7oWmsHDDeijijQveMzHhZG0MuNWVb4MRKBWFZBKLA5z6mcVh6gxMF%2b%2b7NXfXmGTv/9IdPTq32T6JO9SGacluKhTklIag/N72naCGMhpE%2bHANNWHhHgyqer34h%2bneGomHqeF8NdN3xupE5RPAD8xbVR9HgPIQ/8tr4ijnumvvSE97wM9U4jbof88YIDBsB1wmMQqHYhDkT76OiZLPpvmTKGHaQY9gn4h0ZAUbgeQiw8/ACPBSR16vd%2bpWvXj9roJTMwHh2YE%2bBmw4nIY7WkySPjHaT9SiNBBg01DQOBo9UNsLvHaj3aCkUIWMXb3unSDVAp78OUXwcwjBguKLWQUlmRRl9EirVlGiYeMGixhmX/ElPjds5VpecTlslt%2bq/%2b/PV7yaffnrta110jkYKQeQQrbRBT6DsieJWxXhLETPr4VyERaFAxp9oWUSxIgWpmOok48eSPy0tO2AQ1KL9MooqqeswUMjW8wO969nlr2qZP/9WLyqWDCV7TIbSQVgc5jiDWR/q3OuidwaKuFOga8DhS6XQdxfGMzIoqmNDuhafpvoHKnQmR49UqDxkXQwzzj4sXLDi9Ve/6sIbz54/6wm3GkjHAQpMVIUea4xio0zAWG5tbc07dB2uZgo6%2bxWqawBVDE5qhPoZ9GaA40NUMxijpFhUM5ghZ4rfUX1EINr39I6/C7UtDz3w%2bLuJeoZy6qC5pa530uSJ26dOmbZh2tTpq2fNnrGsc9dAp5nQK2bCqMCArlIXaroOOAqaadR5QVBGvW2sSYtO15DbGTunL%2b7KHWccBrMocZdpelSI7qfpC59cekN3T/ekMLTJF4N/FMDsh8dHesPSPacWG/iKEB6PDLDmqFqo9lDGN6SWehLi7z72r%2bIfPvm1uBIJjVPgV4ozzp62EPt8eSzv3eCxYpXZ2Jnc39K6pipMFCKNspIYjewxOzjWMXgjFK3V9no23BnO3XFOpeexNyXTuVSAZ8eA80J1Sh4yDSjpAXKYk0joQDIuLUgsW8IGzanSi3ck5%2blGIg/1MXJU6VmzpWMG0pIog9akNZ62qWXq%2bQ9Hej0KtnhjBIaHwMpl2y979KFVb3/fO79zbb7PbqP5CplgP51WB775lT8%2b/qrrzvr1medMWwAxiOOmyldGNrav253Y2VGc1t1VmDIwUBhn23Z6MFtMwZXB9zGWvEb5mGFVr3/r2T%2bqb8j1ex7qyIzh1ZENDxXeixE4sQiMrbVyYsf%2boj1b6ZlnL00vXHdRKyJxFUTmqcAYXT4lB5iizxRhRG0yDANyHmC44t8%2bRbdhk5G%2bOvVAMH2wPwbQU6A%2bEptWdIjzzn2FNG4zqCnw0cDJh8FeUVNiQGntrW%2b7/JGGae/8gZm5%2bomxBs1MykZOr/vMZ/7rricfWf16FV2kK2hKRuoqsJqFVdgjzpqUFXPMikh6sBG0Cmoh4EjAsDuwkZoQNYk7QNyhHsjkRMkIPhUjQylKQ%2bdssou6d208rbJ764WJudMpgzJGCwQVXMQRbGmryYZcMHWQDUG0XRpuIYSHSIq1Wi2Ls846Y5VpJkqLFi2%2bhNSiMmhoR700yHGj7AR6v0klo3K5JNLpnNi5fe%2bE%2b%2b5d%2bIFK0X0G53DCsKyoagJheeouR3QhtACTzTJk4UdsLMqA/qAlOPi9ZkjGOxz1duZyysC8M059ZvGTW1%2bVSuYE1JcwJujrEzWMVPtrRcWy0JgcN3KA4MBKGhBOncs0Yx8fSkxV1CpYuHZD5PuMVHfH3slLn959WeA/TBkLn6J9EyY27Jo1Z%2bqaU06ZtXTpwk1rGlvNzkKf2o0BdmpamhZSuZiSx%2bW6rk7f6cdjXeBlluagehCiLsWnIqMail643sJAsW7x089eRXQmia08NXqNyI0wJ0Ep8tIJd7Q1O5LxTUa6Bl6e9HUNvLJeWLUreCvtwLFD1UrUJLnG8CWTMsE0RMqIEDeQBlfjJUlRAso/1H5F%2b8JhH6t6e2E0n7q5uPHJX67ft2t6paPnFXW4QAvdpgP0eTFq1ELqQA1ZX6rnQc0SHGX019BBV7JLJVHYXRTj1dlCtFZFWeuGs4U%2bMYCoP6gT5cQZz7ZMfNNvzbpLb4e60sAYQvaSP5TneTA8xz7LdbyBw3uPxDmUQbB56NBsjLBDc7XiG7f8fvEn/v6j//fVnn1OKpOuI7onVP5AjqOjqkHDmlULpt9121PvfNe7r/%2bfUt79l0wduhCO4da1tzxx2ZL11/77V2963eqVOy7t6a62uGj4SdLlcR%2bgmOZ6cIka/Y4y1c2taffiy%2bbejuH0s%2bMwhjeFD/WCIMDOwwsA%2b8YnF17fmPfGaXAYso4ibApAwDBwEYSWXHRpNFMRMtkJ1JuBSBVYoKWhRJE%2bGAyosLZtF4s44sH7SqK0FypGMxERtPOoL0iiv4IOVaV0oWH6lQ%2bMn37DT5XknGXH81K//JVPvfPL1f%2b%2bc/nTG68y0hlRLaOJHRlbiETOaGtwMkEnyi9Qyg1DjYooDVwnCbYOGsex80B0n9pGPSBg5KnEt6boJuUk0DCOBHSS5Wqua836SyZPv%2bjP2HtseNKDnst%2bw7FmgFKBOiL1tJEiERndHoynuvpc%2b2tec9X3N2xc%2bfv8QKXRw7VV7arIZrKyNoWasoEDLzJoGEcyqKlEo3j8kSVveuWlZ91x6ZVn3%2bb7BXr3UHMa93mAdCnitVThMuhUHewsDEafD7qD0gA%2buvOAruTRg/es%2bOVTj295FQwOUMpQKYOvSgWF9qDFJSx0IQ9Jv7%2bW6SIaTNyoHIa3BcyTolTpkxkVK4WmgsWyqJRRQ4NicCRU8DxS6Uaku3aQ3ba5f97mjd3z7rnzyXdqRui2jKvbN2fOtHU/%2b9FdSydPads4ZWrbhmnTJ61JJJUqjAht0GnwvKqGPhQj6iVx8HNMJJ797pW0IOIuy7TRNdK7o2kZGNhpWdvhQtlMR1aIMimx40AO46DDQZk/EhU%2bkveAjEaQUslZDHwDxw3URCJDOLrHw3Gga4AvQHlI6e/Iq3rOLacfMCbZFE86ZmTADOolj8nrnpk09%2blJF1xy%2b57715zhV91sGnOWjayDZaRFid5XcjahxKSQc0l1J3AidLwnKdRk2b0lMdA4IKx6DIX8R5IKxnzlq7lSpvWcxdkJ5z7gh%2bnimAz0ZXSQF6PjUJs/979YI3Uc6POPPrj%2bHT/4zzu%2b7VayYlxLK7LbFJsAbQ7%2bSBx4QV1NshnU0Sjxsx899On6pqgHO/z7WD0aTzy85fp//cIfP7N06apLK0UICJhp2cWe6t2IsSgztjSr1OYh%2bbrKrDloxIg5WFbgYg0ZVZ3hWF0DH4cRGCsE2HkYKySHeZztPeumtv/Df144BZqGVRjSdeDJuyjsJKtYSmhKHnqNrkSWD9mNsiEZRVLJ3CHKUhX8YV/kVEtAJBF1ELrYuHKTuGDGJBRKI0shEOkzs6Kx9cp7m6b%2b5bf11CtXDHN4o94tm1HKvfuq7/jW13/x%2b0ceXvaqbLoRk3hJjG8yRUu2Elh2D3jPkKGV8qZwklAlHTf4qhl8%2b6M10gqSOBCVS9p3uH7ai%2booaGLOhH6ytGH9fPeC9rn4NVFGjn2TEenBwwxGd8k4IunPWnJDNuqDcBWaZpVK%2bbo5pzYuu%2bLqs/94x20Pf5RsvCSaasWKS1S8S4kXXCfRs2B809bT3Z%2b7566nP1QaqD6MuyyNJvS0UHRSvIWHRPSTgwYRD0ZahQfRVg5vRT7n%2bv2ggPqCnLyas8455dEzzpy1avPGXWeFcE4rFVq70HcDNQ/yuhAJpoRLrBpF9BMiyZHDhKxYBc5Puh4ZFTinZTT2w3MmF0bUdpOCk2TS4J5Q8bhpwBGhynbZlcI3e/Y6k3o6tk167MH1r9bhKU6b0bZ13pkzFz10/5J7XFu/Czui3J8odqN3HOjzsh5g0GmQHbrlSyKjgBoV5MNpkqgSFU7qWYHeh6yXdNJklieW3JUvGjGq4DwcSZ2JnCwfBfKUqbFIvhTUwQDHR02Jho7M1ONQBW1r1I7Q4R7iEIMhqVOaE%2biLlMwo0CArB2TjNVJnizuFk7yx7LkdZ3XGZFPSTeXqwPrbo73LL9mz8NFXTwTtDG49HhvKOJDyG85IzwKUhuE/yHeWaoQMPBMpJQuBNAgdgKqYnYT3GUGSfnrKWifvrJ923oOqOX2TpjSyMTXCOwWnWCkXvQYIQ4eaEbmeXzJQFxdHO563ISSDnCa20EqEFdNEsdlx3HxkRYqlYjPGg%2byq9ONpApND01Ql8PzANHQLrUEik%2bg8dXUZWsKG3AoD1dznP/PzD5SQyW1tbhQQXoDgBt4HFPsYOqS%2b8R7SO%2bAjO2wmkAVD09Rbb3niY3t2Fn43aWpu15AnOMoOge8pt/7hmY9/%2bZ9%2b/R/d%2bwpJHQGxpsYmOWe4oByroBNT4AdhPDn/0DQu%2b%2bnUjhmiMSspKhpGylFI7YQ3RuAlgAA7Dyf4JpYfWPxmdcv2Uyvo2KqBWqRUqTszFX1iUUUgnhSTYIzAriHDOq7uJKOSBC7jyCIi9qhjoFi8UFJUeSjqSoi2bFWEswvt106bo7b7It/Yes1drXPf%2bH1fm7b%2bRF1iU2uyp6e79O5Qi3771CNLrqmz0uLsKelCMtqeS6j9ghioPrW3RsbBIYbHflooGT61pU9mAIgiFK85gfwZhh8Ztij6pUk6FQ2o5e5ts0qbV17he31LdaNxJB2KjwCHJIHE8V0569P4pFaMdNh0OGoUySajWTfQsI80fBRXeed7XvONJxc%2b9dqBHn%2bKg1JgMqI1NSHT6ZK%2bJBcXKnyH9kyqXix%2bas21Tz6%2b4U3X3XDOr%2bgs5DjQ98EyFxk5j6thD2MLDGYbZH7miAbioONAOzU0JTve%2b1fXfO1fPv/9X1pmMtPfVxa5HBSs4LDSeeiZUqXTSlHhWCKYCgOw0MtmfVQXoUFOd/CEPhqDxZmYWmE3ScCS5C7JwUrJLXJ0LVw/8IIsTwI0Lqh6Kts29c3asnnvrCWLnn313Xcs/OjihVu/eeErZ95PKX/TOtBle6TPqswy1KhLsqic6Fey6B0GLBSXKNNCdRFS7hYPmQ5HFF238W96DmtsKnI6apQl0jEjfv7hNlmqDOoTeiJLChthFQBHei3REFH6tyMd/1D7oyEb/G16BwhzEk7FlI2%2bKPQcRmiyCAmruHQDRhSMRNjwpKc1ejwPNx4zOXlny4U3/Ghve76huG7dpToau0HGSkDHChi4SCog60BBAaqBAPYBsjuGYmKkyEyV8sLvwFyXgihEI6h9uUmddZPe/hMrd9ld7DgMdfcP//eOPQOzfv3ze76yd095RiJhVhRUrIc%2baV09z2kENZLiGVXINLjR%2bz74xq/hiAtGd9bhfeqJR7a%2b%2bY4/LfhbBBTgv8Ohiecx0sTAlA7iLRoY4W9BtVpKoHHkyoEe71/qmw3yKY%2b69XZXJ2ze0H52ri6D4FmfFJFQkE1U9ArmMqwoUBskdTvHwbOGi7aMhOjd50/Yvq3zDPzhmJyHW29a%2brff%2b/bt37WrhoZ6BazXEAagNRhBInrb6Lyh/PcBSW%2bZLZRBDXLsSTwDgTOaJ2uOfRDYmHYTh1VmGAoL/jsjcDIgwM7DCbwLle5dLd3f%2bJ9Ly7s7GpUMRT99ROdDxEIRDcVEQ0YZFQpHNBFJGxq3RyoPEac4pvVQEJs6TyOIg9qGkjxGnZYS5Xwotq3pDMy5dVVt%2bikrm6Ze89tInfWsYU4cU3WboeBqbsns6%2bgq/6VXyP95zZPPnDt33BSRsDtwheh4DflGAefBI4lHXJeOwuKDN1r6KO5NG9U6yA7ZdJ24biI0hTDKyeA1gk5hgULRv/mZy%2brPv%2bwP2H3rUOMa%2bu8H0YDknB9Hy2TmAcZmEBCdBYalLBZF3QZCXkFoWxMmN%2b7%2bzS/u/tH/fPd330wm2rCIxHUa1ChOx30iy5KoTrSuU/QbSrv67bc%2b8olCr31nrimBwjlwf40kCq8VnxYfCuLGnsOxB49Bl4JEKui4Vf%2bOvwAH%2bFc/u/sf05kGRO2wwMoW5mRQ4z4Yek1ilwqpqdaEDFHQ5nTKMMgHLjZYaZms0bjI3iaHgeoI5BXieunv5GhQ3Q4dFwWCeG5xLGTQUqkG0L1c0dslWnr3bb583brvnPWLH9/9Pc9Vvu1S9b/qK6aBZiQj3A4tmI7VqciB0aQhQV3OqcBdFqPjWfIQkaSMV4QMQuwg0vfB5zDOdGEshx1FSHUvHq4LimKuTfUt6GMgr5XIdMdpo%2baBNCg5TqIywnGVckrIOMBp8siZwRcZTGTAGxgL6H5jGl3WrIzr%2bwOPTL4kP66yrXeypfW2mUY5YYcFkUZWwXRI3Q1xV1AzPLyrJrIyKmofqgNVUdeEd2agU4T9aRHmWkVi3HlPWq3nPaqr42XmibeRI1DIO01PPrbp9Tu32bmElcH7hkDAEfzFOCkHVSwHhevaw0Exb78tW5c4bth37a1OfeyhdVcQ/dEyMTY8vURnQxJQzml4FSVtkOiQ%2bfxA47vecwXRioZ0Hkolr86umJnIS2E6osAHnntQcwWpyCH%2b4vlIYCAYlcokRaVUxd/RYLQSGj37%2bqaMHOEDn9iwpnD2xz/03W/aFV1L49iUWUY3JZm1lU0oSe%2bMphEZ/TmoT48MrtDviW5LVEk5F2JyjGs%2b2HE4lrvCnz0ZEGDn4QTehfyuPXOXr1t99lQYISlECqkpnI1iXIqr24hU0%2bSThFQ8FUU76L7q4PdpF8YPFU1SokHSWhB7lLr8CUnjUUEiKKsO1Ev2CndPxjhNueGm1OSrfivUM55WrUnUJOyEb%2bPHpTtL%2b7a87f5f7fyN1r7y4hxFbO2pGGc7DIg%2bjL1VWCgWj9ujDW4HGe9ynZE6pXFEmBReKHojI9xwJhDVFshqdOzqmtLcXZyAvY/deVBINzaOTks%2biKQH0cQf/4wKBqkyQ/eIVJQoRQ2JVrLoxBuuv%2bp/H7jviXft2WGfScYyBYdl52yincHYo8iTLFDGikoqPWvWrD/nwXvXvhd//D45DnQM6TRR9alsbUbJlrj3wv5EiBwdGZFEaZPl5LTTUY3ERCLt2bajwdj1e7oK39u0ZctZzyzdfJWhptGzLw3HFVkFPGwh%2bPtk/OugmlAHc6L6yIgaSdWiKTZKnGuLI0W9Sfefah1gYFMHYdmDBCYtqANkyJPRQBkIRWaW0JUY0X86HkXrNKo5gPpWNpdDEXN3/S9/dvs/9/YWxn/0b976WRg0ksZVKg9kQZUaAQ%2b%2bdn%2bkMtlgoWLc/I6eGUIt7mdB44hxgwQQ3IZBP4WyKmjoR9dDDcD1AXmPDr/hfSOqDiSTdVAj6D4YePcCL20EoJKA/zymRjuNQfMh%2bOsmwWpEnQWpGhG9DLQxBc5PGlkgE%2bIIFRhNOTynipvHPhBM0A702Rirl1/X692wsuXOvmfOvkZ55NG3G6DujU8komxZVWx0hjdB6XPTutNaiawUnqt%2bBMLTSspP5suoiZklNrumk5521UPTJr75/2na%2bG3lMK%2bn1TrmcIziBiGKHSQSOUgDB7lEGrGh/Vm05x8sVoGDQEWqSTz%2b0Prrnnxs65ux169HcdphfUTRS1EiAecR2Ueh2niX8H7V0qq00iVo%2biD5YWSmTDMLC5y6hgy9IQCA/oLIaVP2EA3qHWTsSciCVPCoAwlRMknhDvUOMjNMindEv6Qgz9BHP/weyLyqX/v8vf880GenDTjJcVYWqnuY82QTVJquaXWQOte1rKdUFYupS7HyEqnZQWiDmMm65qokuDDMLQgKKBMErxn5RJKzoNgSmpBiWgPfS/b9RC14SG1zUOtBmui8MQInEAF2Hk4g2E7VSQcwYnK5eqHYRRGRcIuFqBDmHqLnqDA2Kc4Icfw48F1jZEglTTKD8DvqYKzC6vYxexgU9aXfwXCw0g0ouMb3yPJ0xSoTfeOF2hy/lNT97dplF03euvnWZy5WiRtOfRpQSF1Sq5ANraIUF6vIwYJLRxispGpJJvegigUMXupuC%2bcD/R8cw7LGykE67CJG%2bMbKGXG9haT0xDQfLEqxsVjflBq4/89LvvXVL/zwNwmzFRSBwSLewZ4NZGfH0XD5WUS2b775tn/Y15G/pXV8neyqi6g7%2bLAklUOLVLzexbK18X0fbSYCtB1pJadzid4v/%2bun3vGf3/r5Tx%2b6f9lbDC2h6jD4icbjgG9FykTkMFCGi/pWQGZVOgBYfDGAAzYe2MQYn%2bTXHRgn0YKko0Sc%2b0E6GtwrkvPEsUCtkI0DAzjLVHTuIv2SgoywHzjW7bf9%2bX3pjFpwHe8LpmV4I3Mcag61LCkefEf2/0sWM0ouMt4VohlB4URmhqTMKDUk3P8ZujfkvNXsjCO9OzUJFdCaUOGCsCOwiRQfpQYOehyOveMgnwFZwUA9U4jaV%2bv3QL1PyGmjKD9RtXAphixcQQaJYhJxs5Ix3YrhPlXp2VtXzReTXVt2IleFZ8Y0FL2MbA6MuAjOQ19St5pg1GWrnugBi0SHOxWiXkaFEtkaPbJsa9O8t12gaw05tK/0HOKNsfMwyrs0aKAO1T2dHHY5h0GpjoQ2fv3zB7/Y3VW6v2VcpmuUpx7iY/GcF79PtVmr9t7I8FDtyYz3Gf5jSoEawwzsIKikJG0SmS0K5KiUncd3PIpybpWBD7wPlA2IaUXP7UEzkmtevWrTZUuXrL4GXVxxHMrCUpbhwPws66pwTlnjhvlPMgXkvH3IRhlLjMdxIisKZQpmWNvypR1X/eFXyz/r%2bRVkkGEmqAZqRlxcKV1zGq9XCT1jo2RTU27f9q3d/zJ9ZsvGYR2Yd2IExgABdh7GAMThHqJ1xowVLXNmr%2brZvnB6K3jBWYqUIHpBDdN0rPcU/ySDIC6cjachxNnjyR%2b/okiKJPQgakNRFth3csKKYOShbZXI1qMEorLhlX0bomj8XOt/PX/rdkOfSYoTJ2xzg37Dsx%2b7trzlnr9T%2b5dfPbkJHa%2b7oOhjJEUB6lAejEcDX5KoehTvITaYByPJFDGmvYEH9bhAFActx9yW6TOfTTc27RyTiyMLLWbg1DYyJGNjcnCRG5QzJVqM5/sJ13FRdBJvF1985p0XvfKshxY%2b8ey1CatFVk8QFY0kT6UOv5RApcyFbNIrdu5on3rXHff9DT76xfgIWAYRUkO0S0bX4muPsx9yk89A/PvaLw5J1RwdhWTSpCyJVypEfzVx4qRt9969%2bIO9PeXmUrkiMtmsPLZdBZ1JGtzkGACOKIPvdJ9owYwdIHBk4s4D0rElfGhBpR/ifSgZEiIqTp8nqVqqL4D%2bOQx3U9YfOOiiTrUUUvkIQUczkU7ccdsjHzrllJnLUP9w82D9g4smeqA9DSsqeeAeER2JgIo/Rg4QRSep47pU8iLHjeoyyBjf33S6himMkfgJo6s7cs0DJYZQy4FHAGpLZCwgY3XkTMXR78lw/krF2NQ40qPCdtl8kJTK4IRhnBac8gjFmnhgZGwy1BJwHhxqlzd8q2w4g8A%2bWbU13P7HG69feduSV8/00QyyUhEpYmEAqjIcMtS/yuyDhnmNmsZlkMgz8Xz4aEg4oE8V/U6juP/PpWnJuX03/OXftD2KQzqBM6BqVv0LF%2bUY5rWfpLsN4lYLMx1%2blHG9D2XMqImlJjas6Z79x989%2bmns/bnjeF1HHdNB5x32%2b21aiqObIbJfYYoC/skU5IAxrxCNl4ISNC9SPRZtGp5FMuathBZmspm%2b0V7nyme2X4kavgYdtGAN75lH7Eq8/4MOw%2bBx4%2b72qDnE3BbLXu%2bP%2bMi5hqivyAAjeIYeMkN5ewcNtndf0PbgPWuvpUwjvWg058gADwUQQcsKRVHKg49ry4q3vPMV3x3tdfLnGIHRIMDOw2hQG%2bVnUhOmdm7%2b9W8e3/PEyleBwpzRQQCtgg7jICKkUiSRbFea7GWaF%2bYkfh9zJuOYLtlEFDmlugiP%2bg%2bAvhOikLIcFCST5Mz5s8A53jKn1LmjqdPqyU047TW/qUSblqSUOZ2jHPKIP6ZGG0/p333/%2b732JZc2otvy%2bMlJsaV9JxSKxgm/SlEw2NuUMRkiIBQr/sQymnGfh3hCJqM8D965n6sbGD/3rCdUKzVWmYdDrnXQNqe0M%2b4MJY7JsKyNwYdWpxd4g80CRLYhUVr85NrvrF61%2bSK77GbhCch7J2sdZO6Efgb1BFEqyj%2bTitFtt97/4Q1rd99%2b6umTlyHyTyF%2bGavbH5GTRbyUfTgQWZeDlKYhrbvDXnvlx1zXVtEojvD6pyVPbXvkgfueft%2bihYuv7une0wJJXdWibAAWI8qcUFoeS55MzUskCAPZEIx493AgJOcsdhgkw0kWSsdebuxYxCl7WkhltgV7VKukOELF5rSgQt4QUoelar/I9zsNf/j9vZ86/cyZVMzZYTsllCpYIy6Cj5WgapQzGhGMWyilyGeIaAylMmX24byCfxxGNWbUAT/9oPt/ZHuWjBJyBsmtt6HtLlQIlirJgOpLiCY24hdmiA9Qxo0SXCEMEPSOjpvCgb6HQmpRRRF/SIEDin6i6V8vajA8PeNGenLE2B1tGFW3oJibNp1376e/8qnxlTCtUoYTtEF6hZHmFEk8F/RUZPBMoIGHfCw1Eh6mEqfEZLHTS4vN6F6pZ6aIP9507/tWPLXu3rPPn/xAgIbfY43Xy/B4RzXU5fuHexRQ5hNzEJxzcdsfF3147aqOm08/a/zSFxivYU9gzS3pvePHj9uV7%2bupN/CsUyZTM%2bh1i%2bcWmmOkgAHU4nz0EaJsRCYX9JI89Giu0bZ9/d%2b%2b%2bId5IVJ5ZoJEFognFNc0DGagaa2m4AjN6XPnTdkwY3bjKooXgdaEXq7EVyIxNMkzjTwvMnJ1Zo9hoVPiMDeo1Plp1EZSsM1zQQEjEQJkTGnulTRYzEEprKfZnNWPLDE74cPElXcbGwTYeRgbHId9lLYzTn%2bqe86MTZWVG89FvwLqNSW7RkvngWYeciCILy%2bNRlKUiFXrqYkc9TyI1ZcQ4UPzK6i/SeUXJQPedR3oIRMoQrldpDWtKb%2br6wY08k20zcxQcdwJcR786vI5u1f/4l%2b8/ntvsJx9KASGvj4chVSTIQr7ulFc2YZpFBQWcLMlH/1oS0dsRktDWbaQk510yZkCzUvJ4VpnbM5NmbUclK0xMkBqJ5IGcGwA0QIki%2bDk8lyTyqXeE1KNCCbUITb96WfOXnD5FeffcdftT79HUWBcUUwaBh3xcWlRiw1tim7HsqH9vZXW2/50/9/h6O8jC5G4rJLJIf0knGeQCSOTIrET8lzQRnbp4A2Ts2P7gQ2VzcQDSHk/snrVvMuXL11/1ZLFa161eePuea6vpqnQ0SMJRGj5U6aBsls0borkQ2pRcng1ioTLlFhMX6L/5PIlaVe0wCLiL6VbY6qWVDgi%2bplUZ4qb70nhVDQVpBqCFcs2vWL50i1XY6ffYn8IW1WQLABBykgedVE8oKke21DS0ZGwkNMXF023tuX6Z86euMLzHBPZE%2bosDV9osCpa3m%2b8VoPkQHLY9ntnh77XkkeGZwKvqqKheFLTTbdy%2bpkTFyMqeFwoOBEyCVQTRfkemgviURLXGxk42EgeMnoBCpQrUDzqwh%2bzZq5q6ukxLYhN9Pa1LfnB7/4tt7M0bZyfRcoAxijBhHoLMmYU4p0D1iQp/5LEMowcNPGGXCaoTGhUuRXOQ5cYj9qtcaK/v6P%2b//3fTd/%2b3tzPLM01NI46KjzsCfelu%2bPg7HnUSYDehbi7N8kQ48nRy1Ah0ut/87PHv1QsVt6dzaZQaXzyb00t2X2/%2b/nSX6xa8ZvvktGeRtNLD2sf0YCgIifpltRLAVK01NRSVKpF8bZrL71p6vSGUVF5MDePb9%2bdn0l1UkmoSdO6Ewta1NQQa7LQRKGiNfmiS%2bfe%2bZcfufCrYDSS40BLOWKAUgsaswUCQ6GB%2bFOgoRxk2M5DEDgGqTRJ%2bhXVhuNe%2bpBpVyndQlxFqbomM6agynpsy538j/FLaoT8wJ3g25mZPX1l4/yzHutbt/ncepKbg2FgUp2mzDxgoiD5QyrMlWI4FDGKjSzZME0q3SDjQFFhfLfRNA1FczAgbHHaRecjAgmGEhaHDNLTVlQy8u33vr5PWE7Q97gvUmc%2brSUaxjwySvCF9rZ0VNk7t7Tz5g%2bFe%2b9/a522W8mlDWHnEd3FpNsye6LY3LNRGCiWTUAdQ5GKPNIlOAr6sUiqjLoTzUQ6Erh%2bamlsNg6Mm3PWU1rzhC1Ksn4sO4geWIgp6i8N4/hXlP5HTbvkvA5uYUByHwe2dM6ylyx89lcrlm%2b%2buqtzYLyO2gDZy0J%2b5ECAkByKEhRBUpmMeGbphmvxmev6e4ISabFLupZcmGLbIKZv1cxZ6UkdVP93iPMy1KOcSmXlwgXHIapUCylQASr48WH62rOr8%2bedewembdm8%2b5yVK9ZcuX37njl79uwdDxvZ0NWEgfoSWOMUX6ZCRBoHORQxjYnGS0pE8VBrzy5%2bJ4uogRct5iRda1mg1ZDcrcygxRdH6X4VeGQz48Sddyz4m/7e6j1oINXneSUkKTJHel733yfpqBxy4bVmaTAmcF68XHNPn/L0Jz/93g/hYZKtUmpuRuwhSmexdnNiTdTBnw8LJ54DMgxwW%2bNidcQUobQchIOdc4e6ByP9exRVYRmgRoO4GnDEZUM4YFtG9qTfyooByt6AXtbrqmKX54jTUpPzqtEwZs6D37OtuetP930suXD51VNLKBRHBFTLClE0XUSxcf2gYyTJUcPYqBE79asJ8YcQMtJVUCuWGzmxGvZNt46GlkoeRdS62La664w//uSRr5S96FNgcoxYYWukGL7E9z%2bq8yBpS1hf6F2MFGT%2bYHgGEEV4asGz1z76wMx3AJufHAd8RhbVGOYAXnv92b/cuGnDOX%2b%2b46m39/XbiWwOcxAFk0CHJTUjCvL3DuwRqXTkveo15z3w3r%2b67uuY40YVka%2bUnLpiwWmgTE2APg06GmOS9Ha8HMT0U9l7iWYUBEKSSauYSqZoPh2zDZlThJggYIHzxvLgVGtGNDTYAySfTVRTUk32FAuZXPkeoYGpCkbCqK55zAbOB3pZIMDOwwm%2bzUqm3vUfe/L%2bFXc8/F5RtltAfhAmpfthHJA57cMmkbLtpOhA9A4ymMnIoi8YXh4oC2RAaqDFGAlNVN2iUFPQWm%2btR460Xzbs8klxAitGWi2JSseKC7Rw1muyU1o6XS%2b/3QUpPGM2jFmU1I/WtSnBvuY9Oxe%2bo7TjievaLBtxFrDMA2jhpyhT0gA6PIrEmzMi6MKcBp47Oh9DfnUwQnz4GyBzMJKGEkexJalLztMwSrNNPeOmzVkijONFWXr%2bmCSXngqIqUMuIvCIqoOHNGjaH9j/zLNOWfCKi86%2b547bHvqgShx00GaI%2bkOLGy00JOFKlC0sNPg5FFu37Gx7euHqN06edMp61DxQWF8eLC6%2bqKl2xHa23A4UGcrUyKif3lQyV/HDoqrgMjQ9GU6a0kaKVVurJW/ha173yp%2bh2ZO1r9sZv33LvtM3bth%2b4fZtu87q6GifXiwP1AUo2gsDD60gKBsR6p4bqyxRXQfV41CPB%2bJZU9TOQoaMlKeoKzcVM9I1Uf0DSXpSNI%2buk6RhUT8idmzfM7dYcBuwUx9lH4Z7cXFtSEz1I3oZGddx/wpy%2bpwokQwLrROyHcM93smyXxj1Kwu//l8oxoZNjmsjrnNAVAl6jeCMuZYh%2bmCMd6BIuaPoiA48W7OEhVJua0warzn%2bgFJZteLcHQ88%2brZsvoozUsYN9wzvt6wMwXtArQgjqueh7Ah%2bdvGMO0SpQg3JAChie2FgdWNO89BgUAcFBD3E4GikxF0PPPWX0y%2bdeT8OQ13ieRs5AsMy0GWGF0ZnQM0NIXEa%2bCZqAVRRKubNu25b9qG97V0PTpg4bsfIT3/iP4F%2bEAP5AfvvT5s3Z9kj925%2b7%2bbN28%2bpVqo6GdMurq%2buPmHPO2vemosumXPX2955yf/LNSYHRjvKSsXOYk7Dm4eACSD0kdVQaWGWVE2iMVENQpxJDhHEQ1aTBACGtWEeREZV9oU56oa1RqF6CmoySpkV9BWCE4g5lzrchxSYwz3Vk9Ro08Z8KQMt7DgMhSr/fawQYOdhrJAcwXG0s898yj/njKe3d3ZcPzORFlapIFwY/TYiu6QIg2JcWfhJGQgiFoeUuiTpSxheJgwzBFBlwbGOdGq7XhCTzpgq9Po9wrO6hUu6/aBVWkhVa4i8%2bsGqyX53xz8VtJUXZ6e%2b9X%2bSmfMo0tw7guEecVfX29QcVFZf1rvzzo9W9i25JKPuNLOY2Ki%2bq0JUm2woyk6/MNOIOrc1iHK3B340unLCLHStClSjkvvj8VqNnkWytOjVi0wLCvwQ3a5isk5ThIXqQhBd3Z1JhMa0uUuMqWc%2bqRj1Y2IkxRdIbXwp2UzVvzLnUYuux2l/oiqRE0MGcgA6BkkQBn6tdfRBCCUymrNi6YbfrFi57PKd23tn6SoVI8dUHaLwxA3jUjCWSyKJaJahZ8WCRze9fdYssUZGsbAQIs8d01PwPEgnghR1ZAM0KH7IIm5yZEhja9j29WHvIVLeKM14bm%2bFZAZpLFCbah8gutsKpM9vpLA3KOpqPu809Pfn2/bs3n3K7t27Tu3Y2z1j8%2bYd8/p6Km2loltfGChlEwhNa6A8oQAaeQq6AjyLxLuG0UmLLRZamXqn8ZPssFTOgoGT7%2b%2bv27517xk451ZaKuMLPfoW05ZkGkMu7lSPQcaELKKkd0bWCgxPDnKoc53ov1PWzXQ1xOxRJ%2bRDJx5zg4OIYw/Ui7qgebkd78dO2xLdkN0dADXQhWpWR6IVnethqY/Bpu7eN7v9V7d%2bQlm7am4THGGUZwovQ53TIc6AQmj67iGzE9B8gyfGh4gDVbASW6NLaxIr4eysA62pWG%2bJYlQQasUWrWpGFLyE2N0X1P34f%2b/59%2b5%2b%2b%2bmWhgTTl8bgfh3uEHGpGCktUZaQAhjxfGZZKbF25e7599254f0IbnwVfx/yXRvmEIfl1Bx0rBGdFw5CHp/9f/mB8m%2b6u3sn93aX26AWh67PitfU0tg%2bfnzLjlxdsvBBkqI4lg1rAXrdaNTnJgIFL6YrUjCHhC/IoKegHs1psXGPfx%2bUEj76iYfjOMgjYO1HQ8bAqaYht415Ej1qQtB%2bab6jeU72fJGCKghDETeWN0bgBCIwJovMCRzvS%2bJUSn2u1POnu25duvDRq3rLpUwDoiYaiqJU6hKLBRcxOmk6UUMaSQ%2bpMStis5aYIqAsBTY6bZZFssUUrTMaUDzZhYW8KKcUBWwaovokkXJ1kanoL/cIr2PzrEBbe2n9lKauMCw8oaoUMxz95gc9muY%2bO6t72%2bI3dO1eckHGBIEiixRyEdQkjDmZIh4qCm5JBx8Dzza0imqiXdglEn8iE5jSsLH8qjT/KHhcGxHNgjBVpdgRSdeSCY0OatgBxpORG5g5b/4DIpGhReQ4bQexl2jxrdVBDFJkYtrNkSfrs8455YmLLznvrj277/kk0kUQrIypS2EIji5N/HAEDDQvIwM3l20U7e1dDbbtvaJqF01Npt/jTIPUEZf1F7KYgFaTg65XehfHdP3GIY7D4ME86JvHWQ9SCYUUu7Y/DY7647C7ri7Zje6wq/fvb0d6uRhln356yfWPP7robatWbL2sMDCQrasfJwYGKiKdBtHXKdeK/WIddOIKEwMsrvJB9oPqfFDj0N7ePoeOq6vpYaXe92cd6L2QFD9ytIgaVasQqXV0PSagXqAPK2p99PgXv4wcIwwH9FWoQBRhABznTjRa3FwI0DYXlDD8jAJpBBfQeBGKMLIgZX%2beavQDj/p6Mp33PPCGHStWnteMZ5bez5B4e1R8LrElgwlYy2dUEaUkqEpw7jVycigjUlFEFxwHF86OLDLHJOajH0QF2QlVS4oMjKAdG3bMu%2bXGu/4RTQIh04s/8jYSBIb98h8siRo72xQxR0DGdpU/3/n0%2b17xytl341fLRnLyF3rfuvr0AMZAX6MqiB5q/CSbHdfcDRvmY1pPDzceBEHQ%2bQfNuYmuKNlXFIQiIZX4exxXkmvosAc51HXz3xmB4SLAzsNwkRrj/ZouOudea860TdV1686tR%2bGhlMakGghqzEVycDQfyEWaVJZIUh5fqPEMiBZACjgpGBSIKNW15ITZiFk00SsUNAzSSlTvgOwFTX1U3IparTTYMOVo7YS%2bjuL7A1HMtrQ1UuZh7WgvKQw31/vumtP7t972t2H7g%2b%2bo17thCJdxTnTyhVHsOjg30gtkNIeITNqQdUyjF1qiEVQWpygMNLZRKOsw6C1gINJ5oEWNpkhyloAHFWVSPYiP69YQmfbJKRk3bVPLKfPvV6yGsax1iKEgj2vQIKfJGuOTCQOi1si4Djk6ZOzKSZuS1oeFUNWVqH1Xzw%2beWrjktXt3lU%2bh5nCU0DDBW7XRYyCBxn5E4aHfkWFlGuCHV1yzUi3LfWQDODqblECN1y9ZrCfHQs8FqYmQBX581gzDQBem2uYH1eecRDfiCCW8CDIn4RhZoZHAk%2bYFA6%2b5/hW/QsHgrx99aPnbf/LDm/69c2/fNPSviBvQUcYG1CUqFRhULJFyPXTPa78jSsyu3btPAw1KMdDGbjjP54FCcnl7anSvuElf7D68uDfHyjmFVJ1w4UJsQ032bkRBu4OU2IeC/DI6rifQtM9HjUERTCVSbqtaeR8KTMPC7kjIeG5eLS1YfXXfr%2b/5VGNHflwSTksAZam4ZwBxruFAIAKLhBGioXD9UIwbBIZoqiIDgrqWVZhvliKrtiVNogGgyUB5SaEu5vhMAY9tBs9yApQ2PBPK3Tc/9tfzTp21CGO57cV9p07o6Ef8YA/WAR0YJaRM4ZBu2dA37dY/Lv1bx3Y%2baiXGhO424rGdUOSGeTIyyGX28yBm6vD9iGGeZIjdIIwSIGuNmZ5ooQgwUrYD7z8yItIuIDuB1gVydMbmjHwURmD4CAw71Tb8Q/Kew0EgbMj2zbjkFfc5puWSAIwbt4yMeznU5CDpJzl3xWRuSV%2bRXXzxn0ucSxjUrTMnCj2HSSVBPZBBB6JoLuqqfBTFuREk7QJQSBCpNKl7tb8vU%2b586Pr%2bjt98Nio/clUY7YTbMbLNC55tDf2t53ZuvfcDhV0Lr045e1GSjcJUks6DEQG9T5ybxhFrU%2buImvhRP5RhOkSmDcVfMJxJj57oOVRMSw9grfRUNsqjy41bjZHGzKDSFHTtMWGWEbKfduoZi5RMS/fIRj2cvWOZ1APR/Hg%2blqXag5kAqvKtOTY0MuL7H%2bnIE6c0b7vhhut%2bgiZiKF%2bBUwXjj9SHDLov4PfLYBGpaVEHVhzGhzGVSCRrOuFU73GgOHawIdT%2bc9EwD3Z0hnN5h%2bwDQ35/mhtKSEdc8HUt7oB96KZBR5Ach8CvImVuo6w6loZC4Wx01avPu%2bkfPvuRj5rJoKLBeSXHi5wkaXwCT1IKou/kNMiGybLGhxZHVRQKxWYqVxjuJdH7ILMktUJi6WzL20g36sW/plaTOWc3CqOfhcO91k6IDeANdUXNomCBBojnxdsfhSSHknKW1ELyGLf2vsld9z32Tnv1pol1oEf5lNFBwMIiB5goHEQLgzNo4%2bbZoGxYLvp3IONQRRRjh5kVyzCODqMJ3LdGkcLtyYBalbUb0BsRjSxBW/JBJ0O1Fmqy4PT02tkbf3PXZ3t7BlqPcdT88SEQGMw6yPeUlOBAM9ORtXrwvqffsmzJtqsYwEMQiHt0xoG9E%2bg5IBAnX%2bFK1c1CHU7%2bWzankyujDBzJIEncwTrOPMQrJ2%2bMwIlDYNiL9Ikb0svjTFqyzh9/0QV3O42NnS70SmyiLOHS0ZcXhhbcAFkYLU0tROzwRc23yFTFXALpGzSIC0TjxCaRHW%2bgz0MvNa6i7tLQpNbhRKBOgtQYwKcP4TyEHoqqUEeR1fLCdDY2FPbc%2b5benfd%2bSJS2zI/CTuhxDm/zgwFF8/MTdm149L097U9eYap7mg09DwUlQyQ0FERjgMWqLWwYyxrGAVI0aOco7EZ3U6H3i1QzfpeA8Qx6KPXqkjpSpBkPY8QkSVBMiqR/Sso99G8NZtD%2bzrqw2/1xbbua55z3kKKbJ0ahZZCuVIPn4A7Tcebh6KH/61576c9nzGx7VkehouMWQNuRDgduK5r9ICJLaWgqvJOKTHTdUtgvDvpTUR5louJCYDiMMK7HcnmA4b8fQzg2oz40FVurKjzXQ7b5l8x6YP6Fpz%2bE7qhwdEGIJ7Tk41trokTPes0ppqZyVFhOm67pI7zQg05NiypFxYExRepi6pU8zzHb08N7Q8Z%2bL3TmCDcCp7WI7O%2bArG0XOsm3Z1OiD9mqIvTuB/DslJEo8sHvi1Ad4egFlOQg1D/KrVrpN/csWfL6bY889vrJeAaToJ3plOkiohIeTXrzDJl0i/vNUO2KjQBBPeoyIlcRe0G/XGuqohNZB2Hm4MogM4EUheEawghQPI%2b5ghpaRqgX9Rw41SieXr9u5wW//929n6na1WEXnY7y8l5KHzvGZzrm60ONSEBVKHPjLx75XCFfrX8BADrG6zg%2bI6ZoPqnfDTZsjY30I59rLKP/mpaWZ9q6qf0sZKTBUiKlxVgKm9ZG%2bnlQYy4OlkiK1UmJ4/G5O3zUkwEBdh5ewLugzZy8tuWiCx51wzRkVpH6h7HqR0TtIOk5mhaoART0q%2bkL9p1Hiy4WbZN09zUUnc5En4ip3cKr64bGCkzxAtKZiOpSnYFQ%2bmB4d0LXG2Ktpi2SVIxdBYWJlH%2bcveneXY9f2733lr/z3XveHYTbmoeCoeptrhfBksu6Nv/yK17X7e9uiJ6dnhJlGAdpGARktEHJAw4P1UyaKVAa4PDkq4iWwGggeVZ4QHAoIjgQuEYDfcoowYKTUmu0BHWjxRfFVeh3dJ0aqUUhyunBOHGR0XBQFJo874o71bbTnx5qrGPydzkVx51LD97iCBSpxvgm6Egy84Dma4ctVqtrSva/6z2v%2bw%2boYNmZOsjio78FFT/oMPqoQ2gqmY5T0Lh3cQdqkoatdZaWJyWLe/AVHVYJwGEv3XOr%2bzMkrg3ymxPpt93ywMedMjgvY7T5fknxvLweBHnV9SryfOeef%2baDoYoSflIYlHz8%2bJoow7ZfAlca%2b3HjNYqupVIZMFtGkzKo4YTj0OIqF9xBYdaD5W3H6HpP1GEKph5sSKaizZA8zSuNqJfJoThZRyTfEZkQdSRaFVnFUOQg9pIrZ9H5uR4ibaOf1pUt7fO6f3jjv07r78u4elH4qKenjJFHjm8NTyLWkUKchfuWpdIfOA0dmJ%2b6Xnf%2b0t5rzn1iwMAbjUdLLSO/oCA7Qpo16gDuSR9U5dDQEkYrSnbx8qfhfmPecxPaXbc%2b/ZEVi/dceaJwfQmcZ9QO4uC1Ux8ZJBBFKlEnljy944r77177Huqe/hLAZqwugXo1jNWxRnSctSu6Lli2ZNNVlE2M6ZdEfY17BcV9O2rZkNrw4p4SvDECJw4Brnk4cVg/70x6w8Ri5dGH/rjhxoXvg5g%2bJgnqhuvB4EekDpOCjB9SxAO2gFczWqmRZOSh0HZCSjScpot8co/oC4piHNLPWpUkL6sw4Im8AI45jhVBo5pMMZ3kXZEFUGHEkSY7ooT6wK72WWjodGX9xDlU/0CVzIc3PqNupDq2j9%2bx4fG/qO5efk6T2QdaPJQf4Ix4iDh6Ac5JAyZJRkR8aRozQNNRIStH/Sl0OEdOFWXPOUfk2hAp7S7BgIBYPNmTyDxoMJo1XBfVebiS/46xkswnOVO4bk8aGo35ujNfeYeamXA8lVmGXCnkYoJ7Evi%2bAcNfvj%2bm%2bVzFooNBvOzK825%2b5JEz3/74wyvfkESXbUpWhB6KXFEs3dPbC3lBOI4kwYuvWLVDNiSt0dWo/hVHkwsFpa7jFHrNCq%2bRqYZ%2bgA2T2nfBgEMtwcb1Oy/44Q9%2b%2bd0d2zvOWr1ix2W27bw/kbAOWz9iO/1awmoYVpZH1zOonc0HmloXeWFFGjYVyISYCdNzUM8B%2bpO8TrI/ZQGg7GpCdLyYt6vB60TbM3TeTvejC%2buwF8LnLO6UralxganexkM2o2ZID3lfh0bxhdkD2Se3aqK3nZeAeC1ogZS5MeGUk%2bQpDHeiAElqtkxbYg4hxSlih41iC/qL2fu%2b952/y3a3NyZEBc810exM0Q8VJw81FnTvcOti8gRRDmHMJIF5O%2b5bdtKM/PQ3X/MfuWmTdizd23Hj3vX%2bHJKTruC%2bqzo008J%2b2fRQ8fHsg3rlIaDgUR0P3vEkiirKA8W6X/3s9q8U%2buxFucbEwCiGzx85AgJxjdHgHwfpmFRjRx3v8TMocfT1658%2b9PmLL5PF0ztORjBRWK8V8nZrzPCNkGuHxBGVjaHghhqzITrvQxWP5itIPURqJpvqSySQ9j3K1t9XbAad1AB10quVGFLdmbdm1a5mCFbAtarhJefdI71WiqiW7bqB/nITKKAyTUdiE3KcaEZZU0JCBkENsrlUNxZPeSC76uqlcrkZdQ2UKFWRmfarVSezfm3nhf/xjd//47NrdszNZlpwgSSNjIPR%2b0cDlTUPcW0kBVywFgGXSksxX61zPY%2bwOHS%2bw68iNKrWq3X1mf3vFuZ%2bo1xymoAf1jGsxHHjJcnUOuhia8wtVUlnEvlk0hz7WkOcrJAvN0Da2xykYRE%2b5BANNgHFPE7XQOr1YSabxH21WGDhBX5J2Xl4gW%2bAcsqs5c7l8x6JFiy7KoFiWiuHhRRGj1qBVClqA4iCJKlKoCRhaoQxXRUFs09kJkKxBPKn1ahbINaISDga2aB3gNSDp14ENKtSzwcs7iR3qmOSoS8D/zYgulinbq4LKpvqlM2rTwnKlXq/8NQXtdTsVYre8pyXMgx3pYLyQ68rbnzwg3Xd6%2bdny1saQWVHV1uiLdAsgz4VVIWBqZwMCwNGG9HxiVaF6gZQrdCVGE6MgbqMsiiJFAq81QY4CdRYp0BZFQsqMsgseFCKQhoiwufCRE5%2bfgBUJyNsEi5qdhPzz3mqsWnGs8fvdtEcSd0niDJOXaVJPjQ22tGOOG7WF/c1iMlKVLc2DJM0kbScxU%2bt/sGihWuvQOQo6%2bMeG5ori98SqEmpQJ0qlUadCDmOlGmoZTzIuI4z0URdIjMbdDZILdIYFBTEQ5kP%2bShXZjzQhE1DvcTzjHzXhdYNWYDYBnpLjTf//pEP/P7G2z83MFBqoSjWow8tfJtpOu5Af%2bGT9Q25/fK9jl02rETaG67jMHhPkFKXi06IFhD4Huza1nV66CbRshBPnXSOqMYDFBs4vwZoN4RxrLYF%2bgo%2bYVcK4tS5M0aYWRq8CfG6F8IRhcCVdMaotiKZTlOiX%2b4Ex1ozrefjdPyeqWM/MmhBjuo6cBUyaEYH51I2k4TziswjGRAangnU1chrJ0UyCMNjyR3Gg3nI0FC7ohf%2b96Z/Stz/9A02Mp8VSENa5UD0U/doPS0ykN3VYfyX8Y7qwLcPOSvED4SBx7a3MSvarrvk9%2bnLz7/7tJRl33fLo//9X//xx%2b/mUapkhRXMXXhv0MjOQZO5VDKLt4yoiZjjpLOHnjCQ7tXxbKxevf7C3/3u7s8h0PAVKwkOFm8jQCCu/SGDkuYomrvkv0lwguSzkT1Cc0jsUsQ7h5kZNFlqsk51D7J/ACime3YVx9/488Wf9xz/44aFifsk2zZtbL/gG1%2b853fVKp5OPYIsh4nLRMk%2b%2bRBUQBXra9OUouGajY9%2b/NX/gEv4/ZEuY/fO7tn/8umbf7Nze/88KAXuQ0LMgNGPRYgazznpcrlaDxZeXJsXFybXaKX0fsW1cPHvLXHX7c987MkFG69HBCX%2b4wEDHLOiTrGiJBLNhe/84P1UW7KXxrTwsW1v/OH37v0%2b%2bjZEoI6ifEn3i4VifU/3QBOtBWmkq2nepwAS3kb5jgcROkxLymssRw1HBGP10t/88t03JhNWiSrKVAXxm0AxFDVEOx2ECrXQK%2bS9CVdfN%2bcXtp3/h0SiTr5bu3f0zP2vb9770717BmZhnSB1dbmGHFQbI8NY5EQRLu/9wDVfxZ9/PtaPBWoArX/74h3/t3rF3qssKyr6cGbgLAToWYV7W0GsNEA8tDEoF8stE6apyz//5bd/CGOgvkS8vYAIsPPwAoJPp05OmNa597c33bxx6fJLWjzDpCqHAJ2YqUurTzM/UVqIc0w1rcTpxh5KTojmGXUwvKuyYQxt0mCAOUntb0nKFSYaphpEJmRxASk1kVmMrIMMbGMxQQ8uzC6IfhREtX3tmZ5x74dyU8o3RUH7U4o2UU4ujtuFbkIb5uW3Ln91eeeK85u0UmMC2QQXDXNodjQRWYSxEkeQiW5Dsyb1I6jFLeIoJUVIyKKEqUvhFbhDzRMbxK7egmgwm%2bA0IEINZymOfWAxI9oJOmpSjwOSKqUJ28vVFdtOO/1JM5U5nlkHCeOhj0McCYnHcYBpWuPRD0POp1IBjztSnnj1q1916x23Pf6%2bbBqStWVbpIwkCqThNDnUZRn0AUR4iYNMZQ5H3ChQX4sLST4upZGwHeo4VKslC0odPhYE9HOLlGfXbHvlf337F5987NFFrwOLPUH64CT3RyHrP9%2b17D39/VHTzq0Dnxg/sW6LmVAichw8r4ympukRRXcMLRd6LpoEmlawa0fnnA%2b972tvjJB1QuMiGPMVjJ3qeJCJos7T8t5S7QdlwqiY3Cb52mDq9In/v733ALPjLO%2b%2bnzlzetletLtaSWt1WbJ6sSxs2bjTSwAHnJcWArlCCCRvku/lzUuAkJBwESAkQDCmOIALuCPLliVbLrKa1XvXalcrraTtp5eZ7/9/5hwVW2WbpJV0j6/jXe2ZM/PMb%2bY8z93vflcBIwttmddxwOxwDcU01o5bx4K/OjHbxnWZuK5eeVMu89RQOH2/vAh9GXs2HXNl39x68%2bHfL/5T97H2Mk%2bZ10rEe1whPGx%2bd1B1s7Qw80g4qyACkaGUQVR6cqOyUhtuaWbmhJWT3nvvdwwoDjzvnfcu/MmaVfvuWPzihve7A85zbUNY9bqRF4WfbBLIXB8KPwwvo/XbDSEoCKPBY48%2b/YWJ149i9aVn%2bnINsq8zdZ0el08lwvS4VHHE3dOBxHQb3gU2GWQzYjcKN2RYwS9fVQ59EnSlt%2befe/kjt9w%2b5jEcaulQYxrtSZQ0Hjg8qjvagzmP/Vy8%2bJ6jCScNOwyF5PXzPzrj8B/6P7wtnw9N16BnOMUdUqlsoLW1rW7//sPhQNAIs1UCG3fScO/GOsc5hI0wnZ4Ozjx9tigmKhA93TFPW1vbSKfEx5kbT0ava0l5IBKLJbF6O8pDZ2dX9YH9zTUoqQEvH4MBsXHNRFgyvNl63SnkwL39XnDNcMS3WBwGxZ7uElx1iXN%2bhoDSs4TP4x678H2Nxyx1uKlkjE42ym9Vw0oag2F1fO%2beA7ODwWDpGQ6L0y6D1x5PdKrXXqn4IHr5PBqOeBF3PHjbzh2tM1a%2bvu3uY8e6I3gEy1kIRhfVoFcaRhLdtyfTpct9T5h6Q2dJGeK0ZbvsBER5uOy3ADL/zPFrPGPq99qrOyelUeLUB2s8E6NsmGNho4fJFAsukmzZor4bngZjmKVKro%2bgVGOjTqRluhQnOXaj5PSJtsFO8jEnDjZCzk%2bs%2bj3s48aibaOxE70Zfsyj8ez22p4DWz4fN3aPr5rwZ/8bB1lHLKY6MK5l/1NfSLQufX%2bJuacUfYGhnKDqCsbBejnslmzQmkzrPK2I9Cly9cLkrdsy0K4IRUNPgPhDFu8lWF62AqVkAyeUq7tSh2ilWJcfXU85X8HnivwHLAg698Mx79u1I/Z6xl7/qukuG8SmcL278U5Sb97ChBGetMpgZsNicsHGPMFgQI956/pD/7161ZZ7T7R2V7pMhHEhvIzH4iLORUlbsPS5zi3XOvW%2bHcsQz104fyodpepl%2b7yOUAxrk%2bEL%2bXNtx%2bOVjz2y5FNPPLbkS81NR2tNV1B5ULmHuSlwr6twGNZgWJRfXb7xntbWEyPf/d5bfnrieNcjFZXFrbgTVjab1ukHmMjpLoZ9D8urET6vMOvx%2bq2mxiNjv/2tn/88m/aH49GsKi5GyAs9UnrxZRMxPjBO11Q2QoSGQ5VZjRnbsKe6OnS4d3fmHHvllTyCosVQd7dOoxwQtkza9nt8Zgr9R6Cv%2bKHPJiBInL2aVH/GkE7H0a4lqO9BKhU30YhrsJSUPrkSzibAnO96rJajYw7%2b5DffLGpqqbQZogTPkZseLvRroGDvgXLnYXNHZEzHsJj78bcwGtzGUVntSF3pies//6mvGxPG7S%2bcwxU0rIM72/7vzl27ZzYfaa%2b34R2BYqmbATKvJ4WSvQh/UAnkbVCJ9aGsK6uNGUiOSGbsksceXvRXzYeObxk%2bovJAf%2b7DtfqZUyEejpWc5aCLS4sSd9w9%2beEVr26/t3F/YriJ%2bdaP8Bh4dzBnOPFtNNqzaIEJgbmjPVn8m18t/ZvujuzaolJUw%2bjfVgh96d%2bnz/Epvy8YQxPVjN%2bLdol%2bL6z5bnx/odJiXtGdtHUFIqektW0xWghNUN6yFRQHvb653FkcL%2btHo1a/z2kuqdOtnBpLeeHd%2beo54ZFvn/qcIhosDe1Gbh86KJ5l0wYoDxRufyAJw8lJjw6NPz5v0PIi1tCL87NohLOWOh5uakHnSl9y1np6j2gkgWyQ71d6KpeMIcq4r7rHSg6sbCMYLIrD63TyIhAy2/W737y2aMXyfXegcAG0itOnq1Mp2Dwmw5B372ydc3D/8Uk48drBvLFb1rfMP3EsEwkHUXQB/5nICaT5k55pdLLRRiaGbQcCntScuVOWlZSGugfz/HKs/hHof2Zd/84nnzoLAd%2bIup3Vt8xZdAKThRe%2bTRs11TH36RhHdHbQLn3mAyST3ejaHFeR8ZhoKtrRMK1bC11uJlAz/lE3cGIsNPMbmGvAKkbslYDfYfFjtRQUjkZ3ZyzgKLbTgVjkboQO5iKYhEIpFTu4%2babYphX328dXTsmceHle67Ynv5I8tvauoHWiFG5iNKpCSBWqOCUoM2OyciEgJYvJO0PLAF3hUHBMVhJCAygXrEKFnzYqxRj4uwFrJep74jMZVYacjRQmBnpDXKjOQscJfSVuLG4mrDR0zCLVGoGoHqt47PRX/JUNF6UZ0AUfSD2ZOzHDFEYLG6stMa72gp/P7zB%2bYu2bd91z068sBJEBIw4Kb4u2vIIbS/BqRzdPdu4j6h4TJ6sxMUbV8TxA8cAi5CgOqWTWFQyFkhvePHDzN/7fjx7/5YNPf621JV7r81RhqSlTGZT79JhlbMKGMCEqgCilGaxQ2zY3TsK%2b3/jaV3/8xO8efvUv247larHQ2WgQh4cKoT45HwJOHcUhm0mY2Sy6gJ1l27xx703/7/9%2b79Ht2xpvTCVtNMGrwDnwcSyMDsP8teYXZOYm6NhrK6nmzp%2bxyBfwQywdwKY9Rc4rmURInTdgFTwogVAwzo7aVBwcboOnOPB4BcWBvw%2bi4tBnQawvZRtzPXFv7rk37u9Zs2Ze2uhSpRG3quiB0JnEfKMFGCzaSIjuQFh8FnNACK7CIIUzeA/2QNOvu/%2bDP6iZPWfJW%2b/YqAnl2774lU/8RdaOJpiUSyMAKyvRqsjnAf1C8F3HXJROOs805g8FWS/oL1doMviO3z2y%2bMsZNB8cwJNwNX/0vAq8I9BSeWYxgrRr9tzRf5j/jnHPshAHjTwwHFCsxP2g549x8zr5TAuqfl%2bRWrvqwG1LX9h631ADiFA3E6Hv6JqmvcFOkKTetL9B/%2bfMn/onlkTz/Mo7LGw6rB7GFHrj%2bXkav%2bAoczzoOnTVMdacFsrzNizne0%2bPRh9TT/CoLeJ4PfT8Y7KPgwEjBr1wiPulz1QrLkyIpsHt3LeZXgfeY3r1nLmM/3ZC1vT9195yvnR5d4PGIpyHxq4zDjpj9vjlw2pLW9OQOZy3Ci9nrXFeTp%2bi40ejlTu2tswbzOcC1aSCa1ftuYfecORNciLQERc690%2bzd9ZeJoUMqwu1TJ7a8Ppgnl%2bO1X8CMjn3n92gfbIkVBmPLV3yWnrsyM91Ne4vLka4BTsNx7CwulBKD6I9QpkgaAZgSMHiXjtlhGpXjcgniGmPhItrLARyVmuy8LsB4Z1TlHbk6kmQEwPjXjHZsDgKJgQ2XMsxiRWWWZfBmOOMKlJxr9W0%2b95ke0kbyj267PihqabqHJbzRHUVqCQEfaQJ6/hYWiky2qrBJF8doa8Tpc18BVOn1y/iomlZpxtVT2ZQIOAaTiPBurqmSB3bhQkNAqwblYcoSHP65oFoOYI9Bh4R%2bDqKS49WjJ%2bxzOOr668VrLf36azCsBOslJ9SOYvRsq29OjkkTPdeefAE3Jl9u478auWKde/as6tlog8eAB9ikKmQ8FXwQJxvsIWFLJ8UDP%2b7jh6DVShkx%2bNxL1zPaSTOVf/ywSc/982vf/8LR1t6qvWzAOWScbxUVBgnT4skS//BOq48cP9nsLCEgkUq2mMVrVqxbf6%2bPUemPv7Ys1/55te%2bu%2bamm256Ih5LLyku850MGXN7nLyBDLRItm7AY%2brfvn3fvMXPvfCnX/27f7u9p9tCsqEPlqII8lWoNGAxhFWTimEGYVoeeK4yeJ4ZvpSFFdqGIhUp9nTPmjXxBZ//Agt%2bL%2b8mF1AI8Ow27Vr9xtZ7P/fJr61HiAMULobwZmGozGtheUmDj68%2bNPIusca/ddUu/FtnaHCvvMBA6UMnRmojIf6PZ9uYO2faso/e94F/L68oOWcRgl5eRmG3Pnke%2bnLsxs3r7mx/8plPh5MxV8wX07lLw1EpqQe9SDKRAMqswjMAw0MnFTxW5kFZaSuZQ2drpUbddfPi6%2b6545eoHnZWKWfq3HFLPvThe3758K%2bf%2b0Ix4rct5jPBMACrserqQulmdKFH6EheOOMcAs8DKrR5vCH34kUrPzljxrSXcC1PQcDwBIKnLLZ9ub6reN/TmDvCbSFH6/TQpRTiyd1eK3XbnVN%2b%2b9wf1n68u8MqMhHwyHAxC2GETqnPgveYQhoMCknD8/ijL/154/7jy0ZeV7mnjwzPq9j08Vhn7J610oi05TeNp6BXsWDQcYw6zvTM3x2BN5%2bofM5TQjBG%2bxKUHNCCKoxh%2blvm2IMKPPk75%2bdTfPPTRJ534eAFr8/ZTsawJ6dCX8aXSqeghjsb1jzYBCHtsycs4se0UoSRQCHA/cFbLK14jk2HAuZvNBUdzMb6%2bpnbokN%2bwYEhnMzX44qKuQlfMAQPFmq85o876rqKnZOn1q5qatz%2bYfgvuLxpY8XpChGPy6iHFL70a1buuaezM/ZQCbwWA7mXhc/u2d0ydce2g9PdkCtgSICIAiUCRgrM0sjVce4xIVh2TE2aMmYNxrtjMM4rxxg4AVEeBs5wUI7gmzFhRXRawwqj5dC9JbDqWej2RlckKyvQzU9LgsL6WVSLCaG0A7Xdj6N/AiyczO/FhJ/FQkBFwEISLuxHOhnOpNBGez7KqOoNi4QXYUxeeArgINWpwSrjRe%2bHGuVJVqDUa4Vq3do6fMv2H/9dOn00NG5GuaqZAot1aJRKwlPhCjF7rAOLyzFUdGI3aVgnWUEHygTFWIM5GlR1tJTLWchp96YVAgioeiLj7IQ%2bFpzSgjWlqutQt0L%2bMK6FZV4xLibWepDvgXCnXA7lTMeP3RqsGT2gOPjBuEE6Gw9jp6WOyhKsI24sUL32PHAMo8fXbH3ogcW/OXjwkX/MWQn43CnUs1RrwTV%2bNsf4qdGfEg5Ohi3p82etbqSzuTLJRMJz4kR3cPny1z5wqLG52u%2btgAAdxinc2hWcjFsQ6MMqFutWAQhuCLPVCp/TXwIWSQhyJaGISnQnQ93t0VDzwV0jX3lx/wcCoYejn7rva0fr6mr2VVZVHESuRpQy84//8/eh1tZjo/bvPzip7URHTTplB3mbfX6ERuH5TWag3CLOXYee6YeAzwb46RwPlOBFkr8LXZPRxVoteMe850ePq9404HuVD1siK3bQ5bVicQ1t2dg0HeuxE57B7tNvK0jCe8AXx3meCrYcPyOq9XeL5k16jvAxfD/d3rTqjh5TkWBJDF2yL2PPgt515841No1o/pcHvujefaBWFYMXpATKZj09UeWBMkmhxM/KZ/hbLIBwF3gGSvAMHQWj46OHtU797Af/1aoq0fHbZ9uCQX%2by%2beDR7765Zvvtjfs7xzLc0QUF0udDeVZ4mhhy6UVoFI0aGTbBwvG9XjwvEBRiPZnIo488/zd7dx9DpVrvzgE/F9fAAQrzyOmWciSdIr3E8EyfPfr1r/71/zz/4qJdH6FPlxN2zkphXnB6bzBkht8PVOTRgtuObYemLHpq02eh7H/VcEOjw1PgphdycLc%2bHc%2bNyYLzBzdY0V18fnSeNG32%2buUcTl%2b/E3Z0XqUbbDK4pjSvn8fVlae0kc2pYuRMy84hOGcUvDkFBKcrGM7fzn46x7OAdc0dzPp8npPVingaPVaGc7I6oTZa4C/aIsHTnXv4HGPh/Pz%2bOJ6SvELFua3AhKPS7gztqKFL4gzmCGOznvrdiqVLF2/7EMaIJbqwFp15bickOa12bW%2bZeaS5%2bzocdsNgPAqb1x9a0NWZKmYPJKgoMGoxjwWyDBUhvVYwoxLrVsiTmjF73MvBEOImZRsSBER5GBK3AZNTINg58qZZzx9%2bY8Ndsa4o/A6O1cALQZpWYg%2barh1OtqJ2/nTVndujrbc2Jn8theObxskS8rZOVjYQDkBPNA0SXgjlzkzCqYOCD6z/qL1OpYHNn9i4KXE4q/Zv2qs69uxW8VYVqA6UIS42pFpfP6SaNu9TVRPDqn4a5gs0vmQeRrg0on8mYMH2exCKxFhJVE/RE2/eTO8YTWj9cSZjJm/RDQvjB8YEy3MiqkLDqlVnS1q5UDTIxYosnGSpbjDXgfWtfUXx8KRJr7tLywYWB9%2b7e0xyjmvBWYJOfsqxNTvhS3pCx%2bWyu3RflQce5tZ3znv0tddWf3D7tn0zsrDO%2b71B3Xmai7c2Ep0xZ585gTthS85O9LfDTa1Nbm5XUWGwSEOx9n/6M/f/47/%2b849/0t1pVevcCmiJJntnoJxvT08HBDZ6jphXQsujI0jTOsb7RJcxLZFe7MvzoDKSu6s9XdLdcaTkUGPrBC51Vpb5Hs6NdlznTi4DBWmU9kBJWGehpbUqqyvpMKxNM9PeD1hDVXFRkfZ8sJpJwONP3H3PggfLK8PHenerCvenYHF1PuUstvkXfk/C64EwJarJCNVynkE/hNUMXfQsJKAPc7r%2b51g0kWt%2bzmEwF0nHRNCvh2fcTdcLnlWGBdgQfsPBKlxTUQ6llwerWhCfy7OMJ/9FcwyF%2bffzwtMFmhdy53gm6tn7yDMfPb5y1TuCIYQPJWOqGPc%2bgeckB49DhiF1TEgFqxiMF6VoAtmTi6EsNJ6c0hI14a7bnyqqr9/m8paeiuU7yyhraqv3f%2boz933929/86YO5DFpN07sACybnNuZM6cRdVN8y4YVjHqsjZGE3GDlWr1p/08vLxt0X7c5%2bO1yEGEvZzknglKX41LOihUrgzKRy2tr9nvff/ODrL%2b97f7TbQnQs5gMdxOIIoXyGHIEZCgS%2bI%2bkej1r07Ir/9Y7bJj4xZVrd6qGAHjkJBvOWdBw/E4wx53DtcUJ98oU5Ch4YXjiqF51v3NyVVn7OX8zF0YoJPQEMANIlw1nygwYHhvw488Rb5fnTFQjd1LOwWJz0V%2buwUjiqMfsgpjiTSzMi15l6MDFTJmeCNEuRgr%2b%2bESyGwRmZ3vpzm5OoHME6j7WDsoBT/cn5/tD7oL0ONBzq0CvmOWjDHtvN8q6fwWXazDGvVA0rajnaEq1znBWOMsL1gJdBTzsvnM/LiWPRyl07WmajAMZmj3tgOV3JeNb/D3/321tSyYzpDzKvIqjzNNOo0OaCj9MNI2oyGdUMaoaXHZ8wqWHNUHgOZQwOgT5ZTgXaxSNgBCqskltuerJr5PDdcZRiy/GLi9COdA9LGUZV3H1MBaagj8PIuEp5oyqAEAAvBP8MFQhEeviRJRDglOONQy84jlKqUSQix1QKZfgMWA210oAGU3ZimDLbRyq1v04l36hQh38ZVwd/0qY8y0tV3eFR6vrcCFUTRcfY1pyqaQupES2oGveiV23/XpdqfRLdqndMUPG945S7c6IqVyNVsAuCWSdq%2bKBJFXMr4H/V3gYWuLEQCkUZykKvCRsVPgyWKEWitoUxG36sZ2xuV55BSjjyABB/a8JCbiCuitN3HMJEsmbsbv/Y%2bS%2b4XCWXoGwgJ2M2wKA3wKnWoWtK0cKTL5tKwZEKDoVuysOY3Pv8/am/rnTvPe%2b%2b%2bec5K5Zyw%2bpOSzjzARjCwwWskFehBWG9sDPRmOsZFxLKo05sq1Z0sOy89Yn0eF32zQunP/XZz933DRQ9ivIcdAlzIfHCsxMMMRmfZV%2b56OYVEb1YOHGtCgZzCyV12JkcviFceQT3rATvFatUHNVyksUuO1sGb0YR9uUrhHscxj4svYp1ES83fqdTRpdn1UZw56dO1MZ5dHlBKI9%2bf1bFEoftd7137gM3zBi9/ELfrkyKF0wPP21scNPrhnq4hrwC4Fhc83G6utoIlWZar2BZVCH9/GcRNcCfho3xWhG8SvAqxb/xO8ohUiBBJfFzvgxcr4H3XfisiePkMsXwsuB4VhkYhKAssQwm0ot6UYnrQtebF1bwBMAsp6%2bxEINMwYN2HypBVNzp%2bXOKK9CYieKqZ03kz8QTRjLeoZNIM29uurXtv3//N1XtXYEQqruh0xyOA0ULc09XgJk5OVXEa%2bFTh5o1KeSPxLGwt0fKVHbOrDcCf/z%2b77kq6tsudA2m17Dn3TTuD7ffPfN3KL6sPQ58ltkEk6VDmUzNhok25ik0GNSKnsFmibjToWC5euyR5/5qw/od77zQea7t9%2bkBoxLL50I3F8grBE7gqnaWYZsxt2b5jTeP/AND37OsfIcvZT68xymjnI%2bZpwAaDIVRyrOj%2bolH3/giPJY%2bzFd6roGgfW5z%2bEW%2bCZjwIM/bqD7uKM6Ox5SX5swx2v1deOF7Ae/gecdKu1YmFzNQlQllnNGTJI5nPJZ0xaMZ/C0Oby7CaalQ0TXOeVd7bChHU/l1Qpm0gM0QXhR9SCYQ2osiADiG/p0/9e/JjCuJrxi9kWz7UMAEYwqrMPsYDpRAv0f0pXEn4jl3KpUyebzTjQYF5fB07xJ1FR2mhO9tAt/PTDaB7ykKoKCyEr26zPnieFKoD4GePbjGnI9Gj7du9fVVe6bOqnwdihnegqHS64UjkNfozC86AR0oPQh1gEHGWLdm7%2b2wSZ0Mv%2brvbd%2b968jMXdva57ig2yD/yWZBBZZwduPfLACT1iW92bsqo66/oXbN2PFVlz0Cob/XejV%2brs/Cz9UIYahck69s2JGGufOXdgYD%2bOpjgQ3CjR9CXDzixQ9n29S4haOhTxxRYfZYYJMoLO6MU%2bTcSQuvD94AhiTZXej8iljlYliP7Rg6QENhMGLDlRtKQ7opoI6uPa72Pn9Q7Xu%2bWUX3oOt0BmVDdTM51ADHRMneEDlYGk13BaaaMpRlLFdFMBp2bGpWO5/dhM8dVE0vt6uuzRC34mNVkdWgvMlq5UqWwZNRjjyMYtSChzoDyyVKNGPBcRK%2bfaz6hEmI1m03FJoUhLui4bBAo%2bN0mp4LVH/SAhwSsTtgJPGPnrQqWDL6IvZ2OHXntc5TWGryXZ71P3Uyp2Pd0oYp7X3gJEe/%2bDn81Bd4oG69fc7DM2dPXkUlxEnqRTVXnZcCpeq0/mj695PVP3hQ3apZi4c5Kw077ZkLOWNGuReaKRnvfs/Cn378/g9/J5nuSKHPGJTKnOrq7tALLcsQnky%2b1h6pvBVbL4q0XDHEzImpdayRFPRY0YOLJwUT5rLAy8AcCgrbfAZ1ijssxsjBYXKbjlXNHwdj1ZYsJskyHjeADuQ5WJcQuqVmzJy64sMfuef7qL6TTiMR%2b3zoPD7H00ILmpPRw/PSJXR6XmRemNB/O%2bU9cn7P/1vn5REVP8tyyFyo8/qpFsr53vleee/GSSujc2zUVy94jyDl9L7R3fmuWT%2bXOiawMHbnXI619a3TNx9JUwXsMy2uqSwapfDpCQbsBJQEu6Wp%2btDPHvt760RzlRGGEQL3OALhSecs81xA4kKpyC6wieNQflRGYlhRDuFGsbrK1vEf%2b8D3QpU1%2by/wmJ98u6g02PVHH737u9eNqdpho9eLUw6zEEvuCCh8XigI5WCAyOKFyjCY41DYIWEW/fTHD/9z65GeGh4Q/WxkzeoteOwHQZuNP/TDg9LN6Q/ft/CHReVpFCWAtwx2pcKhzjBa6Co%2bWEMipeqZJ1f88arX995jonAv90WuxOlfqj6MZNB2HTTlBVdpVVWXHa6oCuTKK7zdNXVF7VU1oa7akebRimpPu8WeCvRoGKg1ppPKnXKttMJzTqTCRUWLfysqCqQqq0OdVdWRzuqaSFfVMP2zA7l9HZXVnuMV1UZ3ZXXkEAqHnOQHQ08iEDJiRcX%2bRFGJ2Yk2TV2RYncqHPFFfZ4gvBVnZ%2baET52WK4cdi4pCKX/AjIfC3mxxSSAZCrtj%2bL0nUuRPYL5Noo9PHOGCqJf9doMxEpVzN86fusiDLD56X1LJNKpt%2bxi9hu8gvcX0LkOQR%2blvlvbdvPHAvLYTcXQ8Hdi2a2fTjGOtx8q5juCFXnfOHMy8B%2bSCwBOBeAYUa0Col5o1e/yL4HUJjIgDu6Zr6dMStjSE7rbhK86lXln1xOYly95fkeist9j4TYXR6xXlW69Dec8qdGb2tSkLmjijI5lbajPkhQm3iFWNQ0ijwboUYQip9qQKoTxihVmucid86sSumOpuPqq69iAGvN2rinLVqiwZUCEsxV43PAMQoFLIRUD7B0xMsDhC%2bGcJOKj/OnfCDUtzkMJDT0p17WxXrU09qgOVU91VKVVV51W14yuVWVGFBOhWlTDQ3I3WSlbZgccBsjGUGxwKRkcvTfaIa%2bzBWHMudBQuR4hUJSwnTWyDVQLRpQdFV1IqGq4%2bMvqG2c8YgTL6LS/6ppUDHQ9K8/spQVP/pqtWOG5i3SEavJGTgZ57ffc88EJKy8Ltb7y6%2bTtf3fyD2ah5DzM9vS28d6c0GKeqUr7aB/UUWtVZtQpGaO6HxR3OKafaEsI%2bDHYtRW1wR7jG%2b%2bxv%2bon/dc8/B4Nm9MGf/vYfutrbSgJBKHiM%2b8c91jkHyEtwXPW04DlWS6fqCsNy6Kpm%2bUIuUqSQD9nibzw%2bhUxt6Xc8JHqs2jpXcHGzagaEch1GQIWD52KICqp62d1YECCclAQO/9VXPv3FunqnJKc3n4h9vpuNIGGm%2bOtzarlaM8sL1/lYX0fhYtze6dNbYc12rqWQdEmFzfHq6GUrfy3njsQ52bxPN%2b7L7%2bcUCcG/kPwNJZj%2bqb5UPDrvw50/j9NrJK%2bx6vvLazj1Sa3U0qrIeMEsqhKctvncTkJzOtHhTuGWHnr6xT%2b3lq64tTKUVp1mXJUizKwy5lGtKKPkQcCkie8pEnKQII3vLXTCEzE0ovTUqNaAPzbi3Xf%2bT3Du7MWGv7hPC/nYSXUbn33yte99/zu/%2bF4G9fehHuh4e52MynLTeJQZV86/UXmIRTH3oTpTOgnP6P62Kb9%2b6A//Jx7L/g2ec4l57sNsyKIOp4dXTplWvfLWO8c/9eQjm%2b4PB4vBPd8nIR%2bPU/BaFL6v8LAZv3zg%2bX9oa82sKIcQ3ItT90W56Mu%2bvTh173eBJwVWf%2bPQF//6nq/EetIlCP1JMVJHq9%2bI2tq36/jUn//ktW%2b0NB%2bvDMBN5uQCFLw69NI6hoKCR%2bCW22743Xs/PPXHug%2brniML3ZGpwNm0p/jYCA6KyskcodnzGpb92w8%2b%2bUdI32AVKVht2D7Ri%2bnXsJcs2vqJxc%2b%2beR%2bKY%2bOWnJp7eWye0yk2AW8D1uySMn/Pn3zm7n8cM750YybtCjDHAd8ntPTIIRkcnZMwV8Lj566sLmpGNbszwilRjQvV1r327HkTlg4fWXroSHPPKBY2cSJS6Y1irgP7gtBImTP8Pq9qPhCt37Lx0Dssq3u/61TIbO/hY8%2bermTRt7722K3oqO0KIg8PXhjoYvSgMdSOYBGShbGxMWpdfaR51pwxL/bpBLLzRScgysNFR9y3E3jGXvdm6fwZL6aeaPx0OgkLMCzT6L2lxk9rQETICdTpzyEUiWbdYpWGS9TjhUXAB3cpYpNdNuKtk7XIIUBHWCzOni54LFbtVqnjUdV5BMEMqSLElw9DBScb%2bZG0difRCC6JZGsIPxAqUyz/xh4O6NhG52qAluU0FAQmg/oboaB4VAQhBl5YBNMJhLEcxcLf6VVHD3Sq5g37VMmYYtUws14FKmpUFknVbozLyiAAgqXeaI2mAA6hJAMBKw1lhUpLxkLuQzniqQ9D%2bMRxmTjWgzCt4PSJ64IN163vG72B7a31A8QmORkkeWFMS2gMCaCQQyHRSaTThQH76XlAAy4fwnyWLFy4YNHzz735R0FUBWKsp2PF10tP/lW4Hsc7cErAz5uk8sUK4cmh2T8Fz4OJrtIBNBxyAkWx2iViuf%2bqKK8%2b/JP/%2bvX3jhzuqdGCPwVdsuZzdDK3Vu9%2bCqDWAfD86SRjWtc4odM6TIWGXglHqXBkjsK4GR4FrwLDImDWpEfFqVTilB2mJYtJzBbC6bDgNX/r2196f8PoYZsR1%2bqHUsM2ICg5GzmnQAG3u/Hbh15g1RBt5XeSlvNj1goMZWa%2bCl6Htxop84qDRkOPA1%2bUgXkMMub3Ku/NOMejxFh9R2DgZ/JKpg4U5iHIK2PjlS1Yewf2RPIUfCrzR9HD5/nJ36mS45R1zCuX2pOCj6Ch7dnO6w2UZrMvLP9w2%2bPPfc6PBs5GsktVIpSNhogELrs0jjkBXqkY7m8CMcgpeIYCsGqWQQk7jDwV34KbXhzz0fd%2b3ygq7VeTqDvvnfertWs23PbSC1s%2b5nOjEhfCFHQiKtUwsGMeDr91LD%2bjay8xiRQlhUn6D88s/uSMWeOX4den4KIy8IxfNsFzwPf0kh0gP48ZaAvOJxayKRp4pDauO/STl17Y9cFcUvcB1M8Pt1Px%2b05pXYUqfB54uTe82TTjmSdWfx67fPOSDf3cJxoUzwM8KXys0CNdvXm2U%2b3afiRhumGmYyU6F74X%2bdBOp0CC8/UqFF2gsWXEqModU2dc98aF%2bGSysZMyV21ddRP25%2btt229%2b8dpkzJ33Of2TCnPOqd0YYuqEueI7Y6bS02cNf3ni5OEbLnT%2bt75PxYF/K68MHp1z47gXH35o%2bZ8WRaq1V5il9DjHaA8Mfk9nMi4PmpsmEMG24tXN77njnrGPoH9ECuW2%2b/xdbG7qGLNja/NM9NnQOZ3IrUPvHUdB41qjKy5xjYHHY/rM616tHVF8gApf/r719TJl/4tAQFzAFwHqQA7pqq2KTrrtnY%2bi0CSEa7wweUe9XSpbHEOfBcRVMr4ymVEexCeGYaVj9SSGL7kQ9%2bhXxSqQrVaxo2614bn1atWjK9Th1YdVqjGjwpkSFbbDyhuLKE83QgLQvMuFKjdeD46FZhCsxc7/0rSqs2gq%2bzcghjoNy1QaYS8pVw/O3Y3qSl2I8Y5BqPAgwRLn68aXH4qEqyeiDm86rl55aq1as2yzam3BeGHjCCLEJgTrKRoTaSt0ms2jEeLiwoTM82ahQKC4uwoXl2KigDcC8lAck2Xt9BtfQBezjmQSfstLsmnr%2balz6QXVSYbVnUzZpwITKYVnWkdQmcRp/92PLRCMpLwBM/Ohj9zz3eJSV2cm1%2bnE0GpHBq3HOpPROXK%2b9C1DlniPXMgjoVUdI4CfRAfcIi5Ux92wKyl6GLiyyWRcJ%2bVByHIHUJ3i9numPfqtb//1u2fOGfNqJncM6hGiFtgkkKH0zKPQArQjRJ%2bq1OIk3zlCKoU4/uQtZBKe47Jn%2bJPmoUOUaP1nlQzmuZhITIaSwBA1lP6k0crlzkAhZZfQdjVp8og1//79v7993A0j1sE/AX3RSHs9kez5FAdeDwQaOh2g32Vw6Rw3wrzyyh3DpZhv4eSs8HWuqa0g8DsJ/s52urJ2mlJw0gOV/4xWGPk7uRQUFMezQqs/mk7pZ4SB2YVk9n48Hmd8xLFgOs9BIUfl1Hjzj2u%2bPCXvI2uosR7j2baulqaGvb975ksnjhwc1omUFgtxAW6UzqVgkIIXk84ajp%2bCEr0BTBfN4FlMeiPKO2xE%2b5wPfvC/zZqR/S9egDi9L/7lZ79cXRNuTGV68AzhnLo8JXsPsOcIXhDWaIHksxaLUbbj1XI8nvDPfvrQP7W29NRSccC8cN4Qt4FyvwI%2b36u5Rz%2bPCCQ9%2bZjjlwmTatbdvPD6Rd2xtpOWcz3VaE9iYVcUTUD4qEUFAomsTz6%2b/M%2b2bNo/5wrg0qshYl4677qCho8B9kXwIXyPRQSduZCCrTNnUIlwNsyTcKsj5OZtDenONhCU1c7CCOJCIYvzGm6xTrK7qzZTFbbTy6fSY8TZ38Q66rKDSMZmyUN2soZV6C1bNhc/r5wHtwh7Ytg33TLpWa/fha8gZAP4LJiYzmtnPxbdT4JedwyH%2bdlbNzfOOXHMruyP4sDh7dh6eFZLcxd6CTnfda4j8II4hiadv8M8OZZtzaq5C8YswnoDH4xW%2bGQbIgREeRgiN%2bL0YYQnT15f3jC5uRMhBE3hLlUxt1pVDPOqYpSm0SEnxajDjh4PJ/DvrDlB5XpuVOaxBaprRZXa/ZP96uivm5W50a%2bKjlWrYrseuQZICEXsojsdR3UfWBz9SKQyEioBT0IM3Y67smHVnUECKBKWwwg1CiNjOYK5wo9JJIAICB97RyCvIZ2qh5sUeQ2IR0aNWPRr6MRMElOVcVPVtQfVmBO1akxjgwovr1LHHzLU/v9CENL6aSq5Z5rydMxU/sxEZJKWObmZiXZYMjBJwJLhq0DJxooWmJ2bIcr67Ej1LevLhk95jRmx7CR6aW6RDvygbR2nK8TTU1KlQOrE8p/MQ8UEx4ku33Sn38MbeV351vd96Kaf5YwTmKbZcVqbjbk0aasSz0ehlNZ8rVhAR2Dnbe3yQGIrkmT195clFFPpHl8ul4Qg7k77/cG8a/oUuvGTa9Z/61%2b/%2bJ4v/%2b%2bPf6WqxnMok%2btGkh2U0mwMh6Mgno940uEvFL55vSipiWcix3WRChST7vHiWDKQ3bhO0cVMh0whBlcrIQhHcyqBIJEf8fJo16aiiaOqrNI68pFPvOO//uU7n393/bjKXel4wuf1eXNud28XBVhO4fbIwVWvw4O0AlFgxvHmFYiTHoiCUnD6z8Lt4hrrXCMTDvVPHXFA7oVjne0nQ7l4j5xz6RwdqO08RhYVzKysz8ALVU8L5Zz6/Xg4H9TepUL%2bReG5dDwsOrFYK7lU3PIJo/SmZE8lTKNcrhaS7OONlccfe%2bSvj25cNTsCQaA4aqsqVzEEdqRZU/FDvGJnKKl62BAd9y8Ij2dJFvMDEs2biuqTwz714f90T524YiBX4wt4rcqa4NG//PInv%2bwPpXtsF5Vm3kt6pgK6C7UHHgl%2b50w0lERHYd0hl98J5LQqeM7GPfSrJ76OBEov5oVzRIQPZIRX32d1udJ8eU4Ex%2bgJwY9Ove/50MwHEN/fnkII7Ns3ColItE3Aq417AjuAamlur3v84fVfSsaRRXzlbOdcO1AaVL%2bHuQRJ02/PtcLSh4mLIjTMG7qMrTdf1cjxABe8fU7%2bm1YqLhjFAa%2bDnq9R7Q4xOojnxXZ6s0161ApodVL2Ga7g/HSQV%2b7odeX3hko3jCqYlJ0gRiQav03ARhDleRVtlKzVnxl/fc3aSdeP25ZIxBkiqYNVtSCvPZo0XDlJ%2beizqY63RqvXvNF4Z38ehe7ORMna1TvuTiVz6H/rzF96HsM1F3LsGAyRTFkKfUYOTJtZtzxno4qLbEOKwAUf%2bCE12mtkMJ5IcWfdjTcueaN586fjWMxrRpVZRhmM%2b23tKlxVigAV1FxPeVSiA1aRbku17mlUh7YfUoGYV5XFypEAjURrdvJlYTa2usfcwZ4RBqq0eTE/efl3ugaZAIvJQFc4YAM4HS7NEAynhCeCJkGc31kkZmOqCyDhFTVuEB%2bD5mKYVGiZYnnYGOZBtM5EjCKnO4QbIFbZgEKRjEXVnhc2onhNSg2bUKqqJ1SrAMq8UuCjoJzC0bJ%2bn/KFUBoyAi8Hitx0ZVzxMROmv276q5tsG6WCLtGGmuGodpFENAw7YaNUnM6n5WRWsKpTYaC1B%2bzgsYGX1YsksgF9fyIlntjunft/vfzl1953YF/n2CBWaU7Z2sJEy3lhQsX9oTCeRslMRMDq6lVwV/uwcJws%2b%2bdBkwFI1abHE9TMEL6E0A7EtJ22RUr83UiG%2b9G8%2bbP%2b8Nhvl/ztls0Hbj6wv3F0ItntMaGM%2bJCoolcMCnN4NniPtKVNj4eTO63ffCby%2bQ2Id9HVcZy3tKCXRSWtTA79GxieBiHfjTU1FDF63nHbguff/6E7fzRtxsRX6L2wMinDxXi7XmzpdMqFECicGOHbtKzbKYyC56Cgn89b18pWwVtDgYjZoGdbbwr7FBQKfi4/CC1PONd3zo3WWX5An4uLaf44rMSF%2b0RBA295WFSqF5d2wV0gvKB4ZNqdgaXerXk7zb24sfAiv6ssV8nnA259fB8TBko9nbxwlFzWV9e5c%2bvNR5a8dP%2bJeLuvCF3sLazFBpq9ocGbbtgH56XKIDUiY0NwwO8R1m2CJ6ANz2TVtDmrahfc%2bCSkBscVMMBt1pxJz995z9yHf//7xZ9F93K0fijGXBRyFE5MKFQ66cnis8beAznEdnN%2bScRTniUvvPypMWOHbcQQ/ovDiEZ7AuFwRMq4nvWeaMEM99%2bpOoS%2bDmhx7PRqmDSldtXNC6cs%2bv3Dq%2b73IY698L12LL8wWcBdaMNwxAR2p1qbW72ydOcHFtyy%2b2l8/LHzfEEG%2bHRc2o%2bjGetZrdlQFjK0dvPLrEufgglLTTsWcifniGGbOk9HV6p6u9D%2b1iuB1%2bHkuVCiWN8Ht5v92p3t9FA8GmnYI80pjHBKWSnsy3OzRKsOHUXHC8yHWkGwDO2pP0Npwrzeq/ykkpLAiZmzJry8Ye2eaZbF3AvHE8l5Xdto8Dzw4IgYyHV32h40FH0PvBS/gsEKaZdwCzPLvhcbyr3W7djaNJvyBz/D/hI6AV2zdaYuJlFHe%2bJq6ozRr1ZWh4%2bYSFrvxaFll0tIYEDCzyUc5zV1KtPvznavefXhg9siC8tKi4aX1AW8OeYB%2bCuUN%2b5XsYMoetiEUqb70UBu1yEV6cyqOa4ShWbNsBwi%2bRiWOy8SjZi%2biqAi5GE5hmXGiSOyXP%2bDk55FCy7IUtCzdMiHI5A4shFyKDR17kHjJ8NOWN%2bHv6OUrG4%2bB5d2vqQpoiHhBYG8hAnWD2t0Caq3eKANuNJBFTvWqXqaOtTujRCARpaqonHlqqSmSpXVm6otcQwp0giDGlasol2Wak%2bE2kIzJi7O%2biq7PMal8jqwg6aVdPliyVAgkDGsTlc6Y3tgFrHcyEGmroMFIodKL6bba2fc2TRKUPugYTlVTAay1dUP2/m%2bD97%2bwIMPPPU1ZXXDHuZ2xFFHcWBWrl4%2bqFDAhZtmCwxXMu01vdDMkDlSODfCwLjbSWUBisNZx%2bbz6069%2b7AgfJ7VLtav2X7nzh37523bsuvG1tb2cqf5NCy/2tOAUBwojCytSksX6nFzWteLFsuCUmilsMyyqQxdonIFRqyqZLm9gfSkscMPTpsx6aXpM8YvvfGmG571BGgW7//mlEjM5opLzR40FUSvCQZGoTOBTnTMG9fYG1WHFDFy/m1KwPmsV72xbCF3Hu4wp%2bedrhzJs4AJcxTxt1jWm4tb4eLsMSzngxJWU15V3jR%2bcu1qlHIs87iCsIWakBewUPOEThNZfCUpPKSxCEdcFRVlTUglQE5S1uUNuLWw0hNvC%2b/43TPXn3AVJevGz4siaBD1IDNuO5vF1MBSlLoydA6RGDk0HIduksN7JuwF6FtRW3Wg4UO3PKBGD9/uCqA00yBscKgmP/SRO35w7Fh7fcuRo6NNw4ekTZ%2bdy1oeCBSwWRSyd6FKW6j9Zhbhf1A5UcoSZasDjY3N1x8/1lNZWRU5LorDhW4IHtd8CF9BceAnIpFwdM0bu3716ks739vZnipm3wfU1s7P%2bMhxgjbpxhOAXuIwlnjwnS9W3T2dgad%2b98aftx9PLCurDLQVzgzrvb5//DcenrzV40Lj6vf7A55ze3NmpyiEjtnUczF7PTiGNCfEplCmVZe41utl/pntzcF7sQ/MMAzec77g%2bXCyU83r%2bHenrDdzHlxGmNXdNBd47Pod2gPlJfv68l0vFT8S/CzKx0Z8WOIs1k3H2u70cEKpa3is4Y6BEhpUWzbvnt90UDeM281zI88N8r8Bf/j5Bf3t2w7PbjoYHY7qUFTIMHRnnqahrpCYztMGgmbu5lsnPI454ZLc817cFtnlNAKiPAzRxyE0YuTmiXMXvNLR/Np7i4sbis3oMXeqsVG1HWhRmRN%2bdfxAB8qw%2bhFUUKrMMLwQsIazXrUboSRuxuZTusFcl4V4Q2eobmFA4QtfQw8mIxRdQ94CrOm4/gxEr1TecFIQt065ZfMyFeOgdWAPbCK0diCUwAMvBQvauxA7z/AHRMbrUAqWZcXyw3gaFYAgakORCLqLVCjhVyc2RNXRzR0qV1OiOsaHVGRUQFWOKEcoVUQ1G/F0RcPsN4zKSevcl1Bx4CMw/6Zpzw6rHbbf7QoBiWmjrn0IClaWYUBoxAOhhuEyKJqL0lM5tGxmMZrRY0ZtHOjjEwoFU0ePdPymorzuMDwZPigp%2bnbRb4xjUxLO63A2vMYQ6%2bAez2Qy/qqqikOl5aHW/p4/H8KwDp9f191uR/bu2T17z%2b4DMw8fbhtzuPnIOAh19a2tR8p7unv82Zjt9nqDuLN%2b1PCAFkXrEOz/mWyK%2bQpWMORNF5eEuiqrhh2uqx22b8z4%2bvUVFaWHJ4yfsKa%2bvny3y%2bcsbGhWZXh8TM/t20avA2qfu30%2bM7tn18HnyiuKj3pMJFFo7wwXFj6jhSe3UC2Lz7r%2bW2%2bUgt4PSHtg9CnZL49lTbSXiH1hdViZlUXRsfJDRcWnhKveH/zte86cOXbZ6NH1m3y%2bUMLOmUyAgK4PM58WsLU1FEZiFyqp4k2s6pFIsL2k1Nd9%2bpGgyln1c2b/Yfzkya8UeRGzmIM0mER95gwS7an0oG4YJo0MVDEDvjTLQN6Mnc4EzBwyIYtKjrurK/cZgfBgNb1joz4%2bA9sbD7R%2bKZFIhxhqgSRJTlh4npBtnmFZMcpkukqA7p9F4Qg7oXFWlk5UWIWdTHk8FwZKUPb5mRrIPblyPut4yc4V3T9xyshVd9w99dHHfr36c8xDQ61thCiitDduDzoD5EP58l2cEfzOamlvrtm2YMnzG%2b4Hg%2b8XOBQUB%2bfL1jvr85XD8IoYqV4rBmOkDaOrt44eN3zPhtUHZ3i8aCPrzhlc27UbAooKcxTQgwKJ05BBjnVXbFy3byHOu5seBBbJKCxX5xpLJp32/L%2b/f%2bTdrLrnhwe0IGcU9i8oSvAyqinThm8dP6GOa5RsQ5CAKA9D8KZwSK7SsraJC29/%2bNCy4xO2b9g/O7pjtzIOtytfVxRJzwE1zDMKCckIW8J0nYHwnmYzF3y/A1gE3PQCMASAsfHa9wgLBZt00WnAYzORlU3CdOw8BTDOPDSmnilnFapwaET8rCPO6tAJKhFaOMPftH0TygiqNWt3I/9JBwflgSwa4ARCw1C2NaXShxNquLcaDeHQJGxLDHG0R1TXCJ/aW22r0tHXqaL66etK5976qA0XwKW8LelMjN2SNo%2bbMGHDpTxv4VzDakpZvu%2b3l%2bPcPGdRGTOo1Ut8pRKWu%2b14R31PT3dZLNZdFIslI9GeXHE8loskE1Yol0WUCRQpeEEQceaNlVUEW8Nhb7fX70sUFQXbw5FgZ3ll8UmlJpNOuNPscg1xF4pDv61iEBC112Ls%2bFGb8YOva2Krri3dXz8ytLcvF5tJpAxP4JRAHQoXM9xofaedwVd66FjxRjZU7%2bnLdb11XyoO%2bXLJg%2bIRGchYhuZnHTPEuXKzIhF/DFWFfrR65a67Dh3oHulDc0B67Zxmj7oTjPZQ6%2bpeWB183gC8Dwnz6d%2bv%2bvyhA%2b3Pjmgo2/fW64b6R9d13l09NKn0YVSDIpD34XyXfdeKSn/LjJmjX930ZvMMhhOxIJULTT91t2uESzJsl7YTr9%2brOjoM483V%2b%2b9CmOGDUPpZOhxL/vmNQy0oBbtpXeP8YBChzW9x1pyq%2buUkqE%2bf3bC8rMLfm/LAl53btTgAUR6G6F03fBGE4fe81OAr6nrzsYf%2b7lhPenaxq7Y87OtB8XND9aRRiQnyAQzASFyGdQieRU8IscwwGMF0p5sPM9SEUrzTZZ7to/Jh9Pg9jYZyKa0QODX9nQCHc5svDBwnX56U0Ro6yJ2OVQaMoGgS3JtO7Du1Ey46VFz4Xs5nqh7GMOPNSBHqimNIUSbp%2bSKq2wqo9jYzG/MXHxvtn796ypR7fxYZNW2JESwaUHhLX2%2bp1%2bPEoqJhm8vvP%2bX2zeaihtsMX9QFpKur21tcXJROJKNmwH/hsJBUOubyeXubYNxXErgtAQa5qQP519sOkE7DEkzvVd6bcKEzeLyBQbuXqLDjRqJsPqejkAdxoRFc2e8Xns2%2bXMXpisPpnysZQopDX67n9H2R4KtnGCiTcMLYRiAQEMXhPDB1zX9dCu3s29gJ1Zvf%2b%2bEZD/zke6/8E1O4PEgzc%2bLOdTy6LtmqQ3bYnBJ/jYTL1K7tR8cvfX7zJxCi%2bA1YoM%2bYH7UHrvfOvv54BS/qfNzf5/IifK7gTegPo34Px%2bf3p1cs373sqd%2bF/rSrqz1kIDnasOGN0l0/WYGPYbwMmUJVNEQVbNnUOP/AvmMTcMJtkDdom0SzN/yEwMBCHoWBZDLwOntMe%2b2q3e9sPRKtwVoHFfPsqRg4AHohBRMz545e6vHBwyzbkCQgysOQvC3OoFyeSA5VdNYu%2bMJffU4tbJl6/OWVHz/y6kt3mFZXTdJOoyUjcgXQyM1EOVfGFOTgNvRBUEdIB0qesrwhgqK1DM9wIp0BrBOsGOBsMRGRkQJMvIJi4GNnahqqzjJV6TpEeUXD8WAwhInriVMVKKPjIpmsBWVBhzcxuQp/wL4ZVO3w6LKdsGHQ%2b4B9EkF8Bot%2bdf3Iw5PnzVxetPAdv1YjR2z1FEdOGKHIoAmbfb21pysO/CwVh0yu3fCYZRdtwaLiwHP1RnHgfhdTcegNL5QOvmgsLnT%2bguLA/ZwEatmuNQLoNnvyvr/1%2b3qtsbjw9epOX8jX0gaBs24MNznW2v7zV5Zu%2b8Dm9UdnMs%2bB87eJfj4wAWFNofGJJTMxZ2eyuvcGQ5wW/2H1/Xe9e%2bovcNBDZxxYW5Au2xRxYSR92%2bNyXshlO/d1Y6s2j7yuePeWjV3TnWyOvELIPBAokwxfY4gS5mN17EjXsI1vHrwVWLcxnhLPiwvlW982N1NxyKRt9z/87f/cwYTzHJQP5lcXKled7FWDP8QTCTVh8qhdY8ZWbuzb7ZK9LyUBUR4uJe1%2bnCtf%2b57JaS/Z3blXa77wkaLdy1/%2b2O4Va%2b%2bK7do6reZEtKakI%2b4JoEkcvqC6A7HuEgyBnv/pbvRaKWA1GP6b/0SlJIvVdKBMYEGgsYj2vPPUmIGywRAlpx4ci7exoItjz6IXg/U8UF2H4VFoKMOqCcx/MGHB8hgRpNx5kBQNyz66TicrIidcUyauHLHwtsfH3Tz7GTNc3G34g0PWengxFYd%2bPA7yESEgBIRArwlobzG6TJ/rA4g9R/y678hzT6/7j8b9z/84HksFPai1oPu5wPjETDaGorKcs1OTHzVMUWVv/95jo5ct3vnHOO63Tz92vpBpr8d3kXe8bAL4Rb6ui3r4yupg88zZ1720fUvzVJStpgMKwj4Xe1ZE8usKfCxExSRqllBev/bQHelU9qfofYGKf%2bfun9HU2DVm6%2bb9c5GYnc91yBcGOXk1Tm8hKqjTZo1eXl4ROXZRL1QOPiACojwMCN%2bl/bBRhGLsSrXHo8cfHH/bvb%2bKrd54Z9Orr30sumP77OjxoxVmT1cknMqqIL7sKbSI9rKRF0R9JCDqcnMmvASskIOsV1TTYRgTmwBR6KeNyYlxpXLgdFfm5jS31YUkdIlKREHxy42yLCxxg25xusSf9kTg%2bDqLGHOKLkeDyktRhE%2bxS60VQS3/4bWHx824/vX6m%2bY9rsaNf901okEmhkv7%2bMjZhIAQuHoI9CKcJZ/zcJ4sVigO2gT0zrunPPray7vf//wzOz6ARFldDtrFmr264SBClxiJAm%2b17q/Cn8i3W/Ts6s%2b0NPX8prY%2bctYuyVcP6mvrStxur/XGq7uX/e63qz6XSMYjtBs6m5Mjie5xWO9Z6ckxRe7acXjGgf1HGLq0WQcd2DGkWjolok/ftm7aP//woe66AJrCOo0f%2bXEqpJQ8sDs7ZkO%2bKK8I9Eyf0fCKz4%2buuLINWQKiPAzZW3PugQXDlayPz9eTdjS96MSuLTMOrn/jjuT69Te3bdgx/Xhbe3kgGFClbr/KROPKjcpIIbga3Sm6pHVlfigBDFtCHKOPsa1QCJgnwUqacCVqj4KeF5ycBqbLmajhmcN7BmqCsxofbFHoPJ1ATkMCjeTwN91nzI2WWUjJwM8ozuGJlCp75pyVgenjX6%2b%2bfe7viyePX%2bsypDLKFfjIyZCFgBC44gg48pvT/PL8G3o9pLZvPfTP61bvv7WjLV2CTsNaUGQ/FQqJKAWthUbW/YYjQnmxtuzdfXTM0hfe/ASO/C8nj64NzywSd2btUp0Me8FRXGiU8v6lIjB%2bYs36seNrShBomgAAJjhJREFUd2xYt3MOC5/owiv6zqJhHnuIQtDnn0y3jYZxPbVbNh66GW9vZhU/24q/TbFNpdK%2br/3t4%2b%2bxsiGU9YZEwTQaPA/MuKQoo8u0otwLm6%2bOHB3eNnZi%2bWUpXnKp%2bF4N5xHl4Qq/i0YYLaOVWmXHO9bm7rj9F51798xq2bBj4YEVb97dtK95ZJWK%2bKsQyoQa6tALoCAgTAkzv7KLXOgunVUxK4oGcFlVxGY3CDOikQrFILX70FEzMA/AnYBincqL%2bv5JxDrmoHNYUDw8mAh8UR96I8eUVRRSx/C3VnSs8Y4aeah%2b7o0vjpg2bWnp2PErVUX5EaO0aMiGJl3hj4AMXwgIASEwYALjJtSv%2b6OP3/Lv//m9R77hsSt0ApwLzSNZISGTSTBJHUYnxrCgU4gbXmd4tJ947LU/a2nqhvehSOc%2boKWhVlf6sF0tKsVgX0dfjtcn4L25NyWl4WMz5ox4Zevmpjksq%2br1FZQHnUdz8hD8PdqTcG3f2jw3Fk08GAoHEgb60bz1HE2NHWO3bzk02%2bVGbyn2EIKMocvJs5WRTsdkgxk2h8yqqdMmrqgeVtHcm3HKPpePgCgPl4/9oJ7ZCJZy1uYXrjl94tiy2psXPhFftenOzmVvfCixY/eEACoYePDl9CEvIs1urcm46vHgi4xJwY8QIyuJUqv0HOIA2o%2bNakyOK5GNZ0wVg46CUvDwSuR0NSfdniztUaXZiPJGQmo/uliFZkzYOv/dd/zWNeX6N4Ij67dGykedbCQ0qBcrBxMCQkAICIFBJYCcBvvo4a5fvPLyqg9s29g2PRQK68RW5tKZMDQx1h12Jl1pz%2bNjLp1bHTzQNXLxH9Z%2bEn/9BgfDfmqDOqgzD9YXgXowhnGpzzcYYx6UYyDp2V752vblv394/V/0dMcDhcRmHpy5koUN/Y/wq0tt3dgy/3BT%2b2j8Y%2bvZBrBp3aEFx46k64IhRC2guza62uuu0hQw2PDOcPuQP5FVZeWhrpmzxy9j6ddBuRA5yEUjIMrDRUN7%2bQ7srahifvKrdjS1ova%2b9363aeObN29a8vzHT2zbMacs2lNaFUsUlccMVZ%2bCNwF%2biyxyI5JMskY3YXatZGI1Ok/pcqtZhCt54aeM5AIqjvfYUC6ADAl0lVIHygPq5bqKgyMmT399xsJbHi27YeIqOxTo8RSXM6RKNiEgBISAELiCCAyrK25e/PSW735t50O/YsND9nlA6U19Bewmj26/jGqHEuF0OQ6i5Oazj6//fOO%2bjodHji7dkzcjD7ol/DIgvNIUh0Ef76Qb6leOaqjYsXXzwRm6TIruC/X2W8sE6KaDnQ379hybVlAesijp7c5X5stk0p5//Lsn7sigKgt6yyGvAVkOkCVY/lVXWdKBdS6VTsfUqOvqd06aPGrlZbjfcso%2bEhDloY/ArqTdjbCPs35HoqNxSf20icvSew/O3Pfikj9pX7f%2blq5DHXW5eBxTPwMX4ZZmLCtK8jEHiuXY2HGOic9UEhL4YnvQXdKC27otnVHoiqyKq6uOz5w/94Vbb7vtZ%2bb4iWtcwyoSVxIbGasQEAJCQAicSSCb6zaiXd5Ft91%2bw9OLn13zwUCgWBfbYFIrrcyO8EjlAV4GhK%2byEk/jgY6aZS9uuA9vwPughcveKg%2bDLvDK/Rw8AsXFkY7//O5zyzas2zXD7Q6e9cBIcEAOAyIZ4jljx9aWealU/DGfL5guKA78EJKkR%2b/d3TrdRoCz7iGiFQfm1DiPCpWSDHIdTDSbmjJj5OulFZ7OwbsKOdLFIiDKw8UiO4SOGygdWRDsX8GwXuloOjhy59KVHzi4euPt5q69s4oOH66uQ21lA018c4hvZdM4K0PvgwdhTm4VS6VUa8SvOqsqW9XkiavteZNfarj9xifKKq9vUl//2hC6UhmKEBACQkAI9JeA2yyiQN/55hvNP9y04dBNR490VAf9VCByOmyJzcF001E2EEKcOkOXDCOllj2/5b4jzT0PvrFiU76pV2/1h/6O9JJ87ppXbm5%2b54Qnfv/wuj9PJdMh3R30LXoh/%2bJC2VYXIhJ2bDs0r6szVYo/tZ5%2bd/bsPjL16JH2GtOThGEyrEu56/wGXZ2RRks2IsypsrLi%2bNy5k5%2b/JHdWTjJgAqI8DBjhlXeA0vpRjXZX%2bgdqwcJHerZuueXI2tfe1bRtw6zooaa6SNIuKkWDN3aUjsHaFA0FM5FJYw/VT56wZs7smc%2bHpk1bbIwYIS3jr7zbLiMWAkJACPSKwPVT61beec/MR/7n58u/xBATXTcD7gY3YtN1aJIBYxM80/REuGFg2rP78ITXX9n6Rx4znEKUa9rKpVGCD%2b%2bzaahTVgfb24XPXg1myO3E6zj9dVEGOCRgTZg4Yv3EScM2vLlm/wKvN4ALzeii7uz/oVMfkCBPDwJyJOiBmth2LFV7uvKQzVjmj7730qxYNO1Ht2js7jwTFpLtdelXhEMZJgKlraxRP6pi%2b8TJdWsuCk056KATEOVh0JFeGQc0itEJSKmjeD2a6WpZ5D%2b0e3L3qq23Wqt23d65YvONQbfLVzZ78rrg7IkvVtw47fnS2Te84TXCksR0ZdxeGaUQEAJCoN8EAiEjtW/XsQdef2XXe5saTzRQOKSSQIWATUXpcWDZVpbs9JgBlUQ1pmVLNnx8zOiJGxB%2bAm0DfQByjoBZ0B3OFTPf70Felg/mlQY2UdbC89XtnPD63OmHfrZk0eqVuxew8lYOHgLDhV4f6DKuezWgiAoTptlYsP1EKrh/T9tU/GFD4dZ0dyXK9uw6OsOG0mDy8/isbTsdy5ntoEOkgZDVHefMG/dCUYm3%2b7LcVjlpnwmI8tBnZFffBzzFtVFc1Sq758Sb1u3dv47ua7relc76wiPrtquaqkajrEyatVx9t12uSAgIASFwTgKjx1dte/hXK3/4H9959juWbSFjFsnS7PWAfkAmlIccu1DjZUE78HnDavvWg9OOHO5uQDK1n/lzFAqdbsSFMp8Cuw8Ehkzc1403TV/0UNnK/9PTnYywu7iNZJcckuhNNIt1%2bnegzDu8CZl0Um3auOPWZDLxW78/oGWGlsNtDc1NzQ18RnhBrNzIPAlWcqQyYsGDhZosRnFJKPmOhVOexPNiIMfm6tbI%2bvAQDOVdRXkYynfnEo/NiFSwEB%2b7hUrH0EvMXk4nBISAEBhqBN7/4Vk/eWXZ5veufH3HwqIilMphyAkajFISZDdgFxuHMnTJ9KlcxnYfbekqZxUdRMHnE2J1G%2bEzynsO8Br7IlT3Zd8BDmvQP95XAbqv%2b/d6wMNHluy5fuqo1S8v2XS7x1umQ5Z02jzzFqAUsFM08xgMKInbtuyfl4jlInhbl2k/sO/EhJaW4zWmiWfHqcyqnwW%2bWM3R4zNy3d0Jc9r0MevQGG4LGhKy64NEOPT67ly%2bHU82Hr98Q5AzCwEhIASEgBAQAkOJQDabNAIhT%2bJPPnPHt9HzIav7POQYdgLlAI1D3WgcykpMqMmP5nFsGYx/w5rsgteBYSgUEF3Mrtbb2ct8DqXrPctYrmTlY9DQBoKe5IKbpzxhmGgQ6zT6QJI0kuX5GxRHJj5Tc/H7vaq5qb2%2bqTE6lu%2blkjnPnp1Hb0jEMn6vD14GlHJkQBuVCFZo4rNh226TSfgLFk56yutzpaW/w6Ddtot%2bIFEeLjpiOYEQEAJCQAgIgSuLgNvt19bsufNHvfiu9897sLPruBYUKTBS%2bKMFGq0f8ooBQlEQwmSiuahTlYfKAz0TrKSTlxgH5/JFoB8cjn06yg0z6lfUjShrSaWS%2bfvp9AJk/gtzF5xkepeKdduB7VsP3cj3OjviVTu3Nc2n18GN0qxMrtYKB5UP/NOFPnDxqKWqakpOzJw3cqllZeTe9umuXN6dRXm4vPzl7EJACAgBISAEhiSBXC5lmB6X9dFPzPuP0WPrDyaT1BZSUBBMxKrbyGegRZl5EFAUdFNgeidy6ErNiGiGp1CpKETUXFGy4UULA%2brDje7FGC5NUaaauuChKVMmrNX3GluhyRvKJOn8BeiU%2bt5nMiZyXw7M479aW4%2bP2L%2bvZZrbxWeECeb0PkG5hEKJ5wphT0krkzbVtGmTV9WP9O%2bDx6oX19sHerLrRSUgysNFxSsHFwJCQAgIASFwZRKAZVlL/GPGV2z/yH23/hDtvFQWAqT2MmjvAxvFIYyJ3UVZxFN7Gag0FJKkC%2bFK%2bYD3KxPDaaPmdThJwqwyxOpTF2mDzgX4uhgRSqPCm8OXky/gnJE57C7Dh3%2bnYPyHRH4Rt6LiUOec%2bQ0veDxIeMYtZndxNg50yrVm894EJMmj%2btK%2bvY2TO9oyRQf2Hb2%2b7UQ04EGSNatS2WDmYpiTrtiFHg852%2bX1GmrOjQ1L/H5P/CIOXw59EQiI8nARoMohhYAQEAJCQAhcJAKXzEKLvAYrk01pOeHOd93w29nzxr2aTjH23amilEUOhI57hyDNspsuXYEHTcCgRPCnDlLR%2bsegDbkvQvKgnfTM%2b5hXIKg89LqZdt%2beBI/bzEAn000UdFM18Mxm2aAPAjgrFmmFQnfrg/6SoJahrzVnJU7KdPj9JCuEFfWF21kHO2Va7Yq64ZUtGdRRouKQs9L5%2b%2b3wyKYt5Q%2bYqqnxSN2eHd3Tt2xqutHKoRKTLsvjeEhseKg4dpeBvJisqarr/Eenzqxd7nZHJEm6b4/IZd9blIfLfgtkAEJACAgBISAEhiYBj9unA9yrhoWPfvTj834QKXJ1M9chnbKgQKBkK5KnKdy6HCnxWt0GVVGBEB53ma5cJkPrPhUwJihDEEfugO6bAeHdQEXTbDbOvJIslAotfJuugJOM4Px%2bcky4T7ZlRwekQNQOr9w/dUbDq1k0kM0hdM1mM1n0e%2bBPemI4RvZySMSNoscfWfbldav33uXze7RXqhC6xkR73e9D58vY6vobhq8eVlN26Fp9aK7k676mv%2b1X8o2TsQsBISAEhMA1S2BQhdXeUpw7f9zid9w6dfHiZzZ91GeGtMdBsVyrjlqCZTnfjbq3x5P9zk4gHPF2eb2uLDo0e7NZS3m9jqhGj4/26oC5QkK62%2b2BEG76Vr%2bx/%2b4li7aN4T6Oo8JmuwTsnnNnUi5vpMjdlYirZXi73%2bFB4XAw%2bsSja5cvfnrzxyyrB0nQJSjP64zFtjPIc/Ei5wFj9YSNl5etfx89Tl4vlAud6%2bDoLU5Ym%2bOHYJWuWXNHLSsuCXbJc3DlERDl4cq7ZzJiISAEhIAQEAKXnEAo4k9sevPID9at2XXriWPxKo%2bnWIev6HKtaeZBMKSm1xEofbWEX5rs4EtO9e0nHFZbfCgYMhOZtCvIbt2ZDEOWnH4ZZJxDedMsGrV5PX7Vdrwn8rMfP/tNhJeZOh9BhWwoFNDrMjY6P6djsbRv9Jiq5v984HPzB6I8cJSTpwxfVVdf0nSwsa3eE3KqbukwKpw4le5BudaglUpmXG50HdcN4ZAjU9h0lS6WZ8V/6WRKDR9R2XzD9FGvDAHcMoR%2bEJCwpX5Ak48IASEgBISAELgCCAy6h2LqrJqVd75r2m8sO6aFRnYPZugSFQjGs8s2cAIjG6p31tSV700kolpAd5LQnb4Z/Ol2%2b3QTPvL3%2byPwPnhNl12MsKFy3XwhGAwqr9uLHm6WT1c7gmfAdiUHPLARDRU7b5hRuyKX9UF5ScPrAE8IO43jvjshbDkXvSH8m%2bOROPXiyXXOBv7L5tJq0g3Vq5BDsX/Ag5IDXBYCojxcFuxyUiEgBISAEBACAyVwQd3ggjv0ZwQf/fgtP5g0uWFDLBaHwMokaXYcZgOxi3K6swzxUpyn4Bjpq4OkP0TP/ExJabh9/k2znmUJXJY1pWJGy71T1YrdvZFjAst%2bOpOAEJ%2bEoI5/u5l3gpK57jiE8wRyIqDQocyu1xuAhyLALn4DHpg/4ElNmTZyRShQqSsooTcDxsJkebdyw0liIQmaORn0jmSgXJxSeBxFh9eQzmRUMOTPzpg95qVIkS864EHJAS4LAVEeLgt2OakQEAJCQAgIgb4TgNCIkjWmQYHNNH06Dt6pauQ0cHNizJ3qRwwhQujIoEu/dfXljR%2b%2b7%2bYfme4cTgehEAmwbAFwqqP026%2brUGbUYGlPLXlk%2b1ToFNeDq4NwzORhdLN2uhufXs2J100hlRnF/KHrqfZrQ/EiJBg7lnUbP9nwTvesIFOdsJwvnaqrSg1qNamT47319sm/HzW6bGc8hspWEMxzFjwHrrijqOWosHmRUxDCe558tSta%2bZEHYZTmw4lwT7IeVzqdQWUjw%2b1y%2bXsdT3Y2aFBINM8bpte9XjM80JJDTwdWeeI913cGDwB7OLAqFBO72QjOqbwFj4kJ74Tl1UnS9FgMqyltuf6G2pX9ujnyoSFBoN9friExehmEEBACQkAICIFriYCRg%2bSKFwRpy0pDeCtYlJ0eAI6Fl0AY5qJyhUo8g43ornun/vrWO69/MhaHpRuh7V4fK%2btQPnV6Prz1RUu5oRjSApUmo5UbVw51gi40rlwurfdB9%2bqsy7QyBUE%2bZ8f1tTr9JZweE7z%2b/E/IsyhJ1M/NskAVETg56F3M8eXYnZHmE4QVFCBWPIK1H8nCPOugK2jXjQ/v%2btjHb/2hL2Cku7ti8D6EkKQc0IqacqXhXeiB4hjFiFBxyZ2Bl4FehxSUHjRry3XB8h/lGJH3gORkj5XCOC/I%2bny4cG7Ns2H0sG0TJ1euxtPFJHndiYL3pKBQUXHQIU1UZPEJekmcZ5GIyNFUEyYNXzeyoXx3P2%2bPfGwIEBjQwzQExi9DEAJCQAgIASFwzRBAvLgb9ltlepBIm02hyg0sz3mLeyE0hDAcBQLJtRCCC3ByueSgrfmBkDf5iU8v%2bLfiEl8XBUIKjI4X5OybhSRfKhf0HLAfBHpIUAK/YCwNulhroTWTyfiyEEQzaDRAwR1CMQNk8gKpG8ckB%2bfYOIdtQvbv70NB747b7YdqA%2b9OHh8vzVD%2bfHgOS5R6YOVHqE7OB9S%2b/p7qvJ979wfm/eJjn7j5hx5fMpeIWSqd8OsQIa87CEUihOv0Qy73YQzsm0Dvj8%2bwoFfy7z4ks5tG2Egn2YPBEzBs7wVZ9%2bYiPF53Zu5NE/7Ae2BpT4xz2MJPxxMDpYtKLDw3BvhZGLNyJXRuDD6fnTGnYSnyMuK4p1K0pzfQh%2bA%2bgzaRDMFrkyEJASEgBISAELiqCLiUD2Z2iLcuP4TDCKS0gGPnp9fhpNZA4U3/Db2HTwnopunvtzX%2bbBAnXT987Yc%2bdtNPotEuCK5ehZ4QunHZ2V/5P7PbMLwm2VzKbZpoGtDLDd2Uc153BOcowoX5lZVBe%2bL8p3Wv67yzA6Z3fd1QsgYg0dOyH3cx0Rj6iGbGBGBL0dIfhcEdXg%2bVwO8JvBG3DdfAm7CdDUMw5E78xZfv%2bf8%2b8%2bd3fr2kzO5IZXpUElWN4okeKFE8N0ueIoQLSpTuB8H/zKzl8dhJKJZW1orn3L6k8gTSUcN1qvJRL5Gfc7c588YtqawOHuMOhVC105WHfGtsnRfhQk4M82JslbShLKjqYaVHps0c8XL%2b4IP6PA70uuTzvScgWl/vWcmeQkAICAEhIAQuKwH2Y0unsoGu7k7l88HSDsHRMNG0K5%2bQSimaeQXJRAahPhkfhEyYp3WPAAOJrL0W1ntzkW6P12o8cOKB15Zvfc/2TW2TfH5Is%2beIFmJrMFbaURhbAk0HEolE2LaQWdvLDddnRGM93lgshaRbH8OFILgyXMaJGCoIr/R%2bMBQ/l%2bu/VRtlUL3JZDKUTCAZ2bBczDFwOmqjq7I2rPN/6LKM%2bH5Y0410Khfo5WX0eTePz8zYOeufbpg6etXTj7/2Z%2bvXb5vf2WZXZjK2O5VkDgRzHugBgBwOYT2Ttly%2bgNvPHgzo9aCS2KenO1aezWLHAW6WFTdcrqA9rC7U/M2vPv7C44%2bsvD8chgckXwWqcA94mkLYkhPqhdwH3BbbyCBnYtTro66r0iFL8JqJ8jDAe3K5Pi7Kw%2bUiL%2bcVAkJACAgBIdBHAj6/GZs2e%2bTS8mr/GH/ASBpWiYnwEWYRI//BQMi/ZSJRVQu0obDZXVYVbtHC3KCqDegwnc4ZXq9pj2yo2Lfo6bXfevTXr/%2bV2wwi5N1z1jMZqBwEBQLaQ8ZOp7PesePrNrg9nnRvLz9SbHZMnz1iRSKeDHq9PuY%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%2bUB8jA0BbcZtq2s/BBmHSEQEljhFTWFYr4utGBubs/5%2brNZ3Iol4Q%2bCmfcP/ZUiMcyoUw654X3w4PxuaBHIQsBHhIr6XUp5GyYOTtLJcLwZUsqMie8ntJeK2sXGtfxY%2b21X/rsYy/t3LFvvN/vP6v3wQVnB70Ntg3PWLZEVda4jvz4l5%2bfy0ZzFzq%2bvD%2b0CYjnYWjfHxmdEBACQkAICIGTBHz%2bQAr/aB5KSNyeAAVb7eEY7I2KA4/p95Wyy9mhwT7%2b2Y7n84YpZLdeinP15hxvVRz4GVj76Y3o6c3nL8Y%2bpeXeozcuGP/s9q17xp8eOlb4nVWqbISoKQMJ7lYQeRrd6sab5jxXXVN8%2bGKMR455aQlIwvSl5S1nEwJCQAgIASEgBITAFU0Azh0kitusGXwy3%2bT0CyqUbrUQ9AUvmPIF7cyc%2bZMWud39L6F7RQO7ygYvysNVdkPlcoSAEBACQkAICAEhcDEIIF9Fy43xqFm0eePeWwqNCU9PlnbO65S/slENLJlKq5ENZfumTB31%2bsUYkxzz0hMQ5eHSM5czCgEhIASEgBAQAkLgiiKQziaQJI/OeNgO7O24fuuWvXO8Xo/OdyiEK528IDoY8HKjO3YW/UhmzLlueWmF2ZHNJntdYeuKgnONDVZyHq6xGy6XKwSEgBAQAkJACAiBvhLwunVui95Wvrb9XfEYksWD/rcrDnifyfPcsqjGFIoYiZsWTHkWpVmRBCHb1UBAPA9Xw12UaxACQkAICAEhIASEwCUg0N2Zjqx%2bY/s9HtN3Rp%2bNQggTh0DlgfkOCSRKj5tYs2P8pLq1l2BocopLRECUh0sEWk4jBISAEBACQkAICIErncCuXQdnHjx4ZKzpRudotvPWvTWcyv8nKy8haondpdHXQ82YNXF5cUmw7Uq/bhn/KQIStiRPgxAQAkJACAgBISAErnECOStp9HRmy19%2bce8Huru6S1wuN3pFoDc0ukRbOcuNfhxZK2eaD//ijVtTyUwQPTqgOGTRWYI/2T3ciWqi0mBZ6HadzajScn905pzRL6K5IQ6Rdpkur3SVvgqeM1EeroKbKJcgBISAEBACQkAICIGBEDBdfnv3jta63z607Gu7dx6o87iD6FqehRqA3uVQDNgoz%2bPx5lB6FUnPPuX1%2bNE9Os32hOzqjVOjdaHFtAbqB24Vj8fVtFnXbRg3oWY9x2XjSLJdHQREebg67qNchRAQAkJACAgBISAE%2bkUgk0m5PB6f9grYOdNruiIq4Cs3LCuNnuCGcqPPtmWloByk0J/OhLJgqlQmCWcD9AhWVYI0ads5/B3/dKHvdjqrgiFP5pbbJz1ZNSx8jMd1u53jy3blE5Cchyv/HsoVCAEhIASEgBAQAkKg3wQKigM6Qttev93t9mZUTkURg5SE4pBBCFIUHaPTCmFM6N6QYedo2%2bdTFku1%2bnzIfaDXAU4H0wjA8eBBonRSjZ0wbOuCmyc81e9ByQeHLAFRHobsrZGBCQEhIASEgBAQAkLg0hFA7oIrm7G8mTQUBNtScDJAUchqpYHJ0Iby4M8e5EC4jUzacGVzSYYuWbmsheCmgDLR1yEWS6hIkSf5rvfN/uWIhmEHLt3o5UyXioAoD5eKtJxHCAgBISAEhIAQEAJDmIBLeZEg7UUhpSC8CH6VTiEEKWtDKUB%2bQw7lV7MmGr%2bhtwOSpBHMBI8DdkdAk9ttQtEwVTTWqVyeePq2uyY/%2bq73zfz5EL5UGdoACIjyMAB48lEhIASEgBAQAkJACFw1BFyIPTIyGSuH/AZUUjKhFCgDCoIBDcLIKNObVbYrYedsKglJy216bFRWMi3Ua02nkzq8acEtE1744l/f87dFJT7EPcl2NRKQhOmr8a7KNQkBISAEhIAQEAJCoK8EbGRHG0nELHnpUYDGEMcfvJ5c1kbQEhQJlGSFnmAwPAm1Vw0rlzRs26tSyZzy%2bbPZ%2bz/9zh/%2byWcX/ktldfh4X08t%2b185BER5uHLulYxUCAgBISAEhIAQEAIXjUDOskzkO/gTMYQqGV63E5aEnAeXE6iSRmlWC60fTJfLNlGCyTQDyuvPRt95z8RFd987%2b39mzh2zNBR2py7aAOXAQ4KAKA9D4jbIIISAEBACQkAICAEhcHkJ%2bHyexIzZo5dWVMQneT2%2bdNaKuWzLb0B5QDwT%2bzTYqLLkjRdFijoixYH2hjHhnZOnNrw%2banT5jkDAI0rD5b19l%2bzsTj9x2YSAEBACQkAICAEhIASuaQKZbNqViNthZbkN02NlDQO9HAyvhZglRCuhTKudg7fBlfP5gulrGpRcvBAQAkJACAgBISAEhIAQuNYJ5HJpMSpf6w%2bBXL8QEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBIXC5CPz/sJlYvo61DOIAAAAASUVORK5CYII='/%3e%3c/defs%3e%3c/svg%3e "GIFT NIFTY"){kind=small}
'%3e%3cpath d='M6.7 21.3C6.51667 21.1167 6.425 20.8833 6.425 20.6C6.425 20.3167 6.51667 20.0833 6.7 19.9L11.475 15.1C11.8583 14.7167 12.3333 14.525 12.9 14.525C13.4667 14.525 13.9417 14.7167 14.325 15.1L16.4 17.175L20.875 12.7C21.075 12.5 21.3083 12.4 21.575 12.4C21.8417 12.4 22.075 12.5 22.275 12.7C22.475 12.9 22.575 13.1375 22.575 13.4125C22.575 13.6875 22.475 13.925 22.275 14.125L17.825 18.6C17.4417 18.9833 16.9708 19.175 16.4125 19.175C15.8542 19.175 15.3833 18.9833 15 18.6L12.9 16.5L8.1 21.3C7.91667 21.4833 7.6875 21.5792 7.4125 21.5875C7.1375 21.5958 6.9 21.5 6.7 21.3ZM4 21C3.45 21 2.97917 20.8042 2.5875 20.4125C2.19583 20.0208 2 19.55 2 19V5C2 4.45 2.19583 3.97917 2.5875 3.5875C2.97917 3.19583 3.45 3 4 3H18C18.55 3 19.0208 3.19583 19.4125 3.5875C19.8042 3.97917 20 4.45 20 5V9C20 9.28333 19.9042 9.52083 19.7125 9.7125C19.5208 9.90417 19.2833 10 19 10H4V21ZM4 8H18V5H4V8Z' fill='%23FB3E82'/%3e%3c/g%3e%3c/svg%3e "Options Simulator"){kind=small}
' x='-1' y='-1' width='27' height='27'%3e%3c/rect%3e%3cpath fill-opacity='1' fill='rgb(0%2c 0%2c 0)' id='qr dark pixels' fill-rule='evenodd' d='M 10 0 L 11 0 L 11 2 L 9 2 L 9 3 L 8 3 L 8 1 L 10 1 z M 13 0 L 17 0 L 17 1 L 16 1 L 16 3 L 15 3 L 15 4 L 17 4 L 17 5 L 16 5 L 16 6 L 15 6 L 15 5 L 14 5 L 14 2 L 13 2 z M 9 3 L 10 3 L 10 4 L 11 4 L 11 7 L 12 7 L 12 8 L 15 8 L 15 9 L 13 9 L 13 10 L 15 10 L 15 12 L 14 12 L 14 13 L 15 13 L 15 14 L 14 14 L 14 16 L 13 16 L 13 12 L 12 12 L 12 16 L 11 16 L 11 13 L 10 13 L 10 12 L 9 12 L 9 11 L 11 11 L 11 8 L 10 8 L 10 5 L 9 5 L 9 8 L 8 8 L 8 4 L 9 4 z M 12 3 L 13 3 L 13 7 L 12 7 z M 14 6 L 15 6 L 15 7 L 14 7 z M 16 6 L 17 6 L 17 7 L 16 7 z M 15 7 L 16 7 L 16 8 L 15 8 z M 0 8 L 2 8 L 2 9 L 1 9 L 1 10 L 0 10 z M 3 8 L 4 8 L 4 9 L 5 9 L 5 11 L 4 11 L 4 10 L 2 10 L 2 9 L 3 9 z M 6 8 L 8 8 L 8 9 L 6 9 z M 18 8 L 21 8 L 21 9 L 19 9 L 19 10 L 20 10 L 20 11 L 18 11 L 18 12 L 19 12 L 19 13 L 20 13 L 20 14 L 21 14 L 21 15 L 22 15 L 22 16 L 23 16 L 23 18 L 21 18 L 21 16 L 20 16 L 20 15 L 19 15 L 19 14 L 16 14 L 16 13 L 15 13 L 15 12 L 16 12 L 16 11 L 17 11 L 17 10 L 16 10 L 16 9 L 18 9 z M 22 8 L 24 8 L 24 9 L 22 9 z M 8 9 L 10 9 L 10 10 L 8 10 z M 24 9 L 25 9 L 25 11 L 23 11 L 23 10 L 24 10 z M 1 10 L 2 10 L 2 11 L 3 11 L 3 12 L 2 12 L 2 13 L 3 13 L 3 15 L 2 15 L 2 14 L 1 14 L 1 12 L 0 12 L 0 11 L 1 11 z M 6 10 L 8 10 L 8 11 L 6 11 z M 5 11 L 6 11 L 6 12 L 5 12 z M 6 12 L 9 12 L 9 13 L 8 13 L 8 14 L 7 14 L 7 13 L 6 13 z M 21 12 L 22 12 L 22 13 L 23 13 L 23 15 L 22 15 L 22 14 L 21 14 z M 23 12 L 25 12 L 25 15 L 24 15 L 24 13 L 23 13 z M 4 13 L 6 13 L 6 14 L 5 14 L 5 15 L 4 15 z M 0 14 L 1 14 L 1 15 L 0 15 z M 6 14 L 7 14 L 7 15 L 6 15 z M 8 14 L 9 14 L 9 15 L 8 15 z M 1 15 L 2 15 L 2 16 L 3 16 L 3 17 L 0 17 L 0 16 L 1 16 z M 3 15 L 4 15 L 4 16 L 3 16 z M 5 15 L 6 15 L 6 16 L 5 16 z M 9 15 L 10 15 L 10 16 L 9 16 z M 17 15 L 18 15 L 18 16 L 17 16 z M 23 15 L 24 15 L 24 16 L 23 16 z M 6 16 L 9 16 L 9 17 L 10 17 L 10 18 L 9 18 L 9 19 L 8 19 L 8 17 L 6 17 z M 10 16 L 11 16 L 11 17 L 10 17 z M 12 16 L 13 16 L 13 17 L 14 17 L 14 19 L 13 19 L 13 20 L 14 20 L 14 21 L 17 21 L 17 24 L 18 24 L 18 23 L 19 23 L 19 24 L 20 24 L 20 25 L 15 25 L 15 24 L 14 24 L 14 25 L 13 25 L 13 23 L 14 23 L 14 22 L 13 22 L 13 21 L 12 21 L 12 19 L 11 19 L 11 18 L 12 18 z M 14 16 L 16 16 L 16 19 L 15 19 L 15 17 L 14 17 z M 24 17 L 25 17 L 25 19 L 24 19 L 24 21 L 23 21 L 23 20 L 21 20 L 21 19 L 23 19 L 23 18 L 24 18 z M 9 19 L 11 19 L 11 20 L 10 20 L 10 21 L 12 21 L 12 22 L 11 22 L 11 23 L 9 23 L 9 22 L 8 22 L 8 21 L 9 21 z M 19 21 L 21 21 L 21 22 L 22 22 L 22 21 L 23 21 L 23 23 L 22 23 L 22 24 L 21 24 L 21 23 L 20 23 L 20 22 L 19 22 z M 24 22 L 25 22 L 25 23 L 24 23 z M 8 23 L 9 23 L 9 24 L 11 24 L 11 25 L 8 25 z M 11 23 L 12 23 L 12 24 L 11 24 z M 23 24 L 25 24 L 25 25 L 23 25 z'%3e%3c/path%3e%3cpath id='qr squares' d='M0%2c0h7h0v0v7v0h0h-7h0v0v-7v0h0zM1%2c1h5h0v0v5v0h0h-5h0v0v-5v0h0zM2%2c2h3h0v0v3v0h0h-3h0v0v-3v0h0z M18%2c0h7h0v0v7v0h0h-7h0v0v-7v0h0zM19%2c1h5h0v0v5v0h0h-5h0v0v-5v0h0zM20%2c2h3h0v0v3v0h0h-3h0v0v-3v0h0z M0%2c18h7h0v0v7v0h0h-7h0v0v-7v0h0zM1%2c19h5h0v0v5v0h0h-5h0v0v-5v0h0zM2%2c20h3h0v0v3v0h0h-3h0v0v-3v0h0zM16%2c16h5h0v0v5v0h0h-5h0v0v-5v0h0zM17%2c17h3h0v0v3v0h0h-3h0v0v-3v0h0zM18%2c18h1h0v0v1v0h0h-1h0v0v-1v0h0z' fill-rule='evenodd' fill-opacity='1' fill='rgb(0%2c 0%2c 0)'%3e%3c/path%3e%3c/svg%3e "qr code")
Download Now
For Android & IOS'%3e%3cpath d='M12 12C10.9 12 9.95833 11.6083 9.175 10.825C8.39167 10.0417 8 9.1 8 8C8 6.9 8.39167 5.95833 9.175 5.175C9.95833 4.39167 10.9 4 12 4C13.1 4 14.0417 4.39167 14.825 5.175C15.6083 5.95833 16 6.9 16 8C16 9.1 15.6083 10.0417 14.825 10.825C14.0417 11.6083 13.1 12 12 12ZM4 18V17.2C4 16.6333 4.14583 16.1125 4.4375 15.6375C4.72917 15.1625 5.11667 14.8 5.6 14.55C6.63333 14.0333 7.68333 13.6458 8.75 13.3875C9.81667 13.1292 10.9 13 12 13C13.1 13 14.1833 13.1292 15.25 13.3875C16.3167 13.6458 17.3667 14.0333 18.4 14.55C18.8833 14.8 19.2708 15.1625 19.5625 15.6375C19.8542 16.1125 20 16.6333 20 17.2V18C20 18.55 19.8042 19.0208 19.4125 19.4125C19.0208 19.8042 18.55 20 18 20H6C5.45 20 4.97917 19.8042 4.5875 19.4125C4.19583 19.0208 4 18.55 4 18ZM6 18H18V17.2C18 17.0167 17.9542 16.85 17.8625 16.7C17.7708 16.55 17.65 16.4333 17.5 16.35C16.6 15.9 15.6917 15.5625 14.775 15.3375C13.8583 15.1125 12.9333 15 12 15C11.0667 15 10.1417 15.1125 9.225 15.3375C8.30833 15.5625 7.4 15.9 6.5 16.35C6.35 16.4333 6.22917 16.55 6.1375 16.7C6.04583 16.85 6 17.0167 6 17.2V18ZM12 10C12.55 10 13.0208 9.80417 13.4125 9.4125C13.8042 9.02083 14 8.55 14 8C14 7.45 13.8042 6.97917 13.4125 6.5875C13.0208 6.19583 12.55 6 12 6C11.45 6 10.9792 6.19583 10.5875 6.5875C10.1958 6.97917 10 7.45 10 8C10 8.55 10.1958 9.02083 10.5875 9.4125C10.9792 9.80417 11.45 10 12 10Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "My Profile")
My Profile'%3e%3cpath d='M13 8V4q0-.424.287-.712A.97.97 0 0 1 14 3h6q.424 0 .712.288Q21 3.575 21 4v4q0 .424-.288.713A.97.97 0 0 1 20 9h-6a.97.97 0 0 1-.713-.287A.97.97 0 0 1 13 8M3 12V4q0-.424.288-.712A.97.97 0 0 1 4 3h6q.424 0 .713.288Q11 3.575 11 4v8q0 .424-.287.713A.97.97 0 0 1 10 13H4a.97.97 0 0 1-.712-.287A.97.97 0 0 1 3 12m10 8v-8q0-.424.287-.713A.97.97 0 0 1 14 11h6q.424 0 .712.287.288.288.288.713v8q0 .424-.288.712A.97.97 0 0 1 20 21h-6a.97.97 0 0 1-.713-.288A.97.97 0 0 1 13 20M3 20v-4q0-.424.288-.713A.97.97 0 0 1 4 15h6q.424 0 .713.287.287.288.287.713v4q0 .424-.287.712A.97.97 0 0 1 10 21H4a.97.97 0 0 1-.712-.288A.97.97 0 0 1 3 20m2-9h4V5H5zm10 8h4v-6h-4zm0-12h4V5h-4zM5 19h4v-2H5z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "My Dashboard")
My Dashboard'%3e%3cpath d='M12 18L7.8 19.8C7.13333 20.0833 6.5 20.0292 5.9 19.6375C5.3 19.2458 5 18.6917 5 17.975V5C5 4.45 5.19583 3.97917 5.5875 3.5875C5.97917 3.19583 6.45 3 7 3H17C17.55 3 18.0208 3.19583 18.4125 3.5875C18.8042 3.97917 19 4.45 19 5V17.975C19 18.6917 18.7 19.2458 18.1 19.6375C17.5 20.0292 16.8667 20.0833 16.2 19.8L12 18ZM12 15.8L17 17.95V5H7V17.95L12 15.8Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "My Watchlist")
My Watchlist'%3e%3cpath d='M12.9999 12.6004V9.00039C12.9999 8.71706 12.9041 8.47956 12.7124 8.28789C12.5207 8.09622 12.2832 8.00039 11.9999 8.00039C11.7166 8.00039 11.4791 8.09622 11.2874 8.28789C11.0957 8.47956 10.9999 8.71706 10.9999 9.00039V12.9754C10.9999 13.1087 11.0249 13.2379 11.0749 13.3629C11.1249 13.4879 11.1999 13.6004 11.2999 13.7004L14.0999 16.5004C14.2832 16.6837 14.5166 16.7754 14.7999 16.7754C15.0832 16.7754 15.3166 16.6837 15.4999 16.5004C15.6832 16.3171 15.7749 16.0837 15.7749 15.8004C15.7749 15.5171 15.6832 15.2837 15.4999 15.1004L12.9999 12.6004ZM11.9999 22.0004C10.7499 22.0004 9.57907 21.7629 8.4874 21.2879C7.39574 20.8129 6.44574 20.1712 5.6374 19.3629C4.82907 18.5546 4.1874 17.6046 3.7124 16.5129C3.2374 15.4212 2.9999 14.2504 2.9999 13.0004C2.9999 11.7504 3.2374 10.5796 3.7124 9.48789C4.1874 8.39622 4.82907 7.44622 5.6374 6.63789C6.44574 5.82956 7.39574 5.18789 8.4874 4.71289C9.57907 4.23789 10.7499 4.00039 11.9999 4.00039C13.2499 4.00039 14.4207 4.23789 15.5124 4.71289C16.6041 5.18789 17.5541 5.82956 18.3624 6.63789C19.1707 7.44622 19.8124 8.39622 20.2874 9.48789C20.7624 10.5796 20.9999 11.7504 20.9999 13.0004C20.9999 14.2504 20.7624 15.4212 20.2874 16.5129C19.8124 17.6046 19.1707 18.5546 18.3624 19.3629C17.5541 20.1712 16.6041 20.8129 15.5124 21.2879C14.4207 21.7629 13.2499 22.0004 11.9999 22.0004ZM2.0499 7.30039C1.86657 7.11706 1.7749 6.88372 1.7749 6.60039C1.7749 6.31706 1.86657 6.08372 2.0499 5.90039L4.8999 3.05039C5.08324 2.86706 5.31657 2.77539 5.5999 2.77539C5.88324 2.77539 6.11657 2.86706 6.2999 3.05039C6.48324 3.23372 6.5749 3.46706 6.5749 3.75039C6.5749 4.03372 6.48324 4.26706 6.2999 4.45039L3.4499 7.30039C3.26657 7.48372 3.03324 7.57539 2.7499 7.57539C2.46657 7.57539 2.23324 7.48372 2.0499 7.30039ZM21.9499 7.30039C21.7666 7.48372 21.5332 7.57539 21.2499 7.57539C20.9666 7.57539 20.7332 7.48372 20.5499 7.30039L17.6999 4.45039C17.5166 4.26706 17.4249 4.03372 17.4249 3.75039C17.4249 3.46706 17.5166 3.23372 17.6999 3.05039C17.8832 2.86706 18.1166 2.77539 18.3999 2.77539C18.6832 2.77539 18.9166 2.86706 19.0999 3.05039L21.9499 5.90039C22.1332 6.08372 22.2249 6.31706 22.2249 6.60039C22.2249 6.88372 22.1332 7.11706 21.9499 7.30039ZM11.9999 20.0004C13.9499 20.0004 15.6041 19.3212 16.9624 17.9629C18.3207 16.6046 18.9999 14.9504 18.9999 13.0004C18.9999 11.0504 18.3207 9.39622 16.9624 8.03789C15.6041 6.67956 13.9499 6.00039 11.9999 6.00039C10.0499 6.00039 8.39574 6.67956 7.0374 8.03789C5.67907 9.39622 4.9999 11.0504 4.9999 13.0004C4.9999 14.9504 5.67907 16.6046 7.0374 17.9629C8.39574 19.3212 10.0499 20.0004 11.9999 20.0004Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "My Alerts")
My Alerts'%3e%3cpath d='M6 22C5.16667 22 4.45833 21.7083 3.875 21.125C3.29167 20.5417 3 19.8333 3 19V18C3 17.45 3.19583 16.9792 3.5875 16.5875C3.97917 16.1958 4.45 16 5 16H6V4C6 3.45 6.19583 2.97917 6.5875 2.5875C6.97917 2.19583 7.45 2 8 2H19C19.55 2 20.0208 2.19583 20.4125 2.5875C20.8042 2.97917 21 3.45 21 4V19C21 19.8333 20.7083 20.5417 20.125 21.125C19.5417 21.7083 18.8333 22 18 22H6ZM18 20C18.2833 20 18.5208 19.9042 18.7125 19.7125C18.9042 19.5208 19 19.2833 19 19V4H8V16H15C15.55 16 16.0208 16.1958 16.4125 16.5875C16.8042 16.9792 17 17.45 17 18V19C17 19.2833 17.0958 19.5208 17.2875 19.7125C17.4792 19.9042 17.7167 20 18 20ZM10 9C9.71667 9 9.47917 8.90417 9.2875 8.7125C9.09583 8.52083 9 8.28333 9 8C9 7.71667 9.09583 7.47917 9.2875 7.2875C9.47917 7.09583 9.71667 7 10 7H17C17.2833 7 17.5208 7.09583 17.7125 7.2875C17.9042 7.47917 18 7.71667 18 8C18 8.28333 17.9042 8.52083 17.7125 8.7125C17.5208 8.90417 17.2833 9 17 9H10ZM10 12C9.71667 12 9.47917 11.9042 9.2875 11.7125C9.09583 11.5208 9 11.2833 9 11C9 10.7167 9.09583 10.4792 9.2875 10.2875C9.47917 10.0958 9.71667 10 10 10H17C17.2833 10 17.5208 10.0958 17.7125 10.2875C17.9042 10.4792 18 10.7167 18 11C18 11.2833 17.9042 11.5208 17.7125 11.7125C17.5208 11.9042 17.2833 12 17 12H10ZM6 20H15V18H5V19C5 19.2833 5.09583 19.5208 5.2875 19.7125C5.47917 19.9042 5.71667 20 6 20ZM6 20H5H15H6Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "My Portfolio")
My Portfolio'%3e%3cpath d='M18 22C17.1667 22 16.4583 21.7083 15.875 21.125C15.2917 20.5417 15 19.8333 15 19C15 18.8833 15.0083 18.7625 15.025 18.6375C15.0417 18.5125 15.0667 18.4 15.1 18.3L8.05 14.2C7.76667 14.45 7.45 14.6458 7.1 14.7875C6.75 14.9292 6.38333 15 6 15C5.16667 15 4.45833 14.7083 3.875 14.125C3.29167 13.5417 3 12.8333 3 12C3 11.1667 3.29167 10.4583 3.875 9.875C4.45833 9.29167 5.16667 9 6 9C6.38333 9 6.75 9.07083 7.1 9.2125C7.45 9.35417 7.76667 9.55 8.05 9.8L15.1 5.7C15.0667 5.6 15.0417 5.4875 15.025 5.3625C15.0083 5.2375 15 5.11667 15 5C15 4.16667 15.2917 3.45833 15.875 2.875C16.4583 2.29167 17.1667 2 18 2C18.8333 2 19.5417 2.29167 20.125 2.875C20.7083 3.45833 21 4.16667 21 5C21 5.83333 20.7083 6.54167 20.125 7.125C19.5417 7.70833 18.8333 8 18 8C17.6167 8 17.25 7.92917 16.9 7.7875C16.55 7.64583 16.2333 7.45 15.95 7.2L8.9 11.3C8.93333 11.4 8.95833 11.5125 8.975 11.6375C8.99167 11.7625 9 11.8833 9 12C9 12.1167 8.99167 12.2375 8.975 12.3625C8.95833 12.4875 8.93333 12.6 8.9 12.7L15.95 16.8C16.2333 16.55 16.55 16.3542 16.9 16.2125C17.25 16.0708 17.6167 16 18 16C18.8333 16 19.5417 16.2917 20.125 16.875C20.7083 17.4583 21 18.1667 21 19C21 19.8333 20.7083 20.5417 20.125 21.125C19.5417 21.7083 18.8333 22 18 22ZM18 6C18.2833 6 18.5208 5.90417 18.7125 5.7125C18.9042 5.52083 19 5.28333 19 5C19 4.71667 18.9042 4.47917 18.7125 4.2875C18.5208 4.09583 18.2833 4 18 4C17.7167 4 17.4792 4.09583 17.2875 4.2875C17.0958 4.47917 17 4.71667 17 5C17 5.28333 17.0958 5.52083 17.2875 5.7125C17.4792 5.90417 17.7167 6 18 6ZM6 13C6.28333 13 6.52083 12.9042 6.7125 12.7125C6.90417 12.5208 7 12.2833 7 12C7 11.7167 6.90417 11.4792 6.7125 11.2875C6.52083 11.0958 6.28333 11 6 11C5.71667 11 5.47917 11.0958 5.2875 11.2875C5.09583 11.4792 5 11.7167 5 12C5 12.2833 5.09583 12.5208 5.2875 12.7125C5.47917 12.9042 5.71667 13 6 13ZM18 20C18.2833 20 18.5208 19.9042 18.7125 19.7125C18.9042 19.5208 19 19.2833 19 19C19 18.7167 18.9042 18.4792 18.7125 18.2875C18.5208 18.0958 18.2833 18 18 18C17.7167 18 17.4792 18.0958 17.2875 18.2875C17.0958 18.4792 17 18.7167 17 19C17 19.2833 17.0958 19.5208 17.2875 19.7125C17.4792 19.9042 17.7167 20 18 20Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "Share a Trial")
Share a Trial'%3e%3cpath d='M0.95 13.3C0.65 12.7 0.416667 12.0917 0.25 11.475C0.0833333 10.8583 0 10.2333 0 9.6C0 7.73333 0.633333 6.16667 1.9 4.9C3.16667 3.63333 4.73333 3 6.6 3C7.65 3 8.65 3.22083 9.6 3.6625C10.55 4.10417 11.35 4.71667 12 5.5C12.65 4.71667 13.45 4.10417 14.4 3.6625C15.35 3.22083 16.35 3 17.4 3C19.2667 3 20.8333 3.63333 22.1 4.9C23.3667 6.16667 24 7.73333 24 9.6C24 10.2333 23.9167 10.8583 23.75 11.475C23.5833 12.0917 23.35 12.7 23.05 13.3C22.8667 12.9833 22.65 12.7 22.4 12.45C22.15 12.2 21.8583 12 21.525 11.85C21.675 11.4667 21.7917 11.0917 21.875 10.725C21.9583 10.3583 22 9.98333 22 9.6C22 8.3 21.5583 7.20833 20.675 6.325C19.7917 5.44167 18.7 5 17.4 5C16.05 5 15.0125 5.37083 14.2875 6.1125C13.5625 6.85417 12.8 7.68333 12 8.6C11.2 7.66667 10.4375 6.83333 9.7125 6.1C8.9875 5.36667 7.95 5 6.6 5C5.3 5 4.20833 5.44167 3.325 6.325C2.44167 7.20833 2 8.3 2 9.6C2 9.98333 2.04167 10.3583 2.125 10.725C2.20833 11.0917 2.325 11.4667 2.475 11.85C2.14167 12 1.85 12.2 1.6 12.45C1.35 12.7 1.13333 12.9833 0.95 13.3ZM0 21V20.425C0 19.6917 0.370833 19.1042 1.1125 18.6625C1.85417 18.2208 2.81667 18 4 18C4.21667 18 4.425 18.0042 4.625 18.0125C4.825 18.0208 5.01667 18.0417 5.2 18.075C4.96667 18.4083 4.79167 18.7667 4.675 19.15C4.55833 19.5333 4.5 19.9417 4.5 20.375V22H1C0.716667 22 0.479167 21.9042 0.2875 21.7125C0.0958333 21.5208 0 21.2833 0 21ZM6 21V20.375C6 19.2917 6.55417 18.4167 7.6625 17.75C8.77083 17.0833 10.2167 16.75 12 16.75C13.8 16.75 15.25 17.0833 16.35 17.75C17.45 18.4167 18 19.2917 18 20.375V21C18 21.2833 17.9042 21.5208 17.7125 21.7125C17.5208 21.9042 17.2833 22 17 22H7C6.71667 22 6.47917 21.9042 6.2875 21.7125C6.09583 21.5208 6 21.2833 6 21ZM19.5 22V20.375C19.5 19.9417 19.4458 19.5333 19.3375 19.15C19.2292 18.7667 19.0667 18.4083 18.85 18.075C19.0333 18.0417 19.2208 18.0208 19.4125 18.0125C19.6042 18.0042 19.8 18 20 18C21.2 18 22.1667 18.2208 22.9 18.6625C23.6333 19.1042 24 19.6917 24 20.425V21C24 21.2833 23.9042 21.5208 23.7125 21.7125C23.5208 21.9042 23.2833 22 23 22H19.5ZM12 18.75C11.05 18.75 10.2 18.875 9.45 19.125C8.7 19.375 8.25833 19.6667 8.125 20H15.9C15.75 19.6667 15.3042 19.375 14.5625 19.125C13.8208 18.875 12.9667 18.75 12 18.75ZM4 17C3.45 17 2.97917 16.8042 2.5875 16.4125C2.19583 16.0208 2 15.55 2 15C2 14.4333 2.19583 13.9583 2.5875 13.575C2.97917 13.1917 3.45 13 4 13C4.56667 13 5.04167 13.1917 5.425 13.575C5.80833 13.9583 6 14.4333 6 15C6 15.55 5.80833 16.0208 5.425 16.4125C5.04167 16.8042 4.56667 17 4 17ZM20 17C19.45 17 18.9792 16.8042 18.5875 16.4125C18.1958 16.0208 18 15.55 18 15C18 14.4333 18.1958 13.9583 18.5875 13.575C18.9792 13.1917 19.45 13 20 13C20.5667 13 21.0417 13.1917 21.425 13.575C21.8083 13.9583 22 14.4333 22 15C22 15.55 21.8083 16.0208 21.425 16.4125C21.0417 16.8042 20.5667 17 20 17ZM12 16C11.1667 16 10.4583 15.7083 9.875 15.125C9.29167 14.5417 9 13.8333 9 13C9 12.15 9.29167 11.4375 9.875 10.8625C10.4583 10.2875 11.1667 10 12 10C12.85 10 13.5625 10.2875 14.1375 10.8625C14.7125 11.4375 15 12.15 15 13C15 13.8333 14.7125 14.5417 14.1375 15.125C13.5625 15.7083 12.85 16 12 16ZM12 12C11.7167 12 11.4792 12.0958 11.2875 12.2875C11.0958 12.4792 11 12.7167 11 13C11 13.2833 11.0958 13.5208 11.2875 13.7125C11.4792 13.9042 11.7167 14 12 14C12.2833 14 12.5208 13.9042 12.7125 13.7125C12.9042 13.5208 13 13.2833 13 13C13 12.7167 12.9042 12.4792 12.7125 12.2875C12.5208 12.0958 12.2833 12 12 12Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "Social Media")
Social Media'%3e%3cpath d='M13.0001 21C11.9501 21 10.9584 20.8333 10.0251 20.5C9.09178 20.1667 8.24178 19.7 7.47511 19.1C7.25844 18.9167 7.14178 18.6875 7.12511 18.4125C7.10844 18.1375 7.20011 17.9 7.40011 17.7C7.60011 17.5 7.83761 17.4 8.11261 17.4C8.38761 17.4 8.64178 17.4833 8.87511 17.65C9.45844 18.0833 10.0959 18.4167 10.7876 18.65C11.4793 18.8833 12.2168 19 13.0001 19C14.9334 19 16.5834 18.3167 17.9501 16.95C19.3168 15.5833 20.0001 13.9333 20.0001 12C20.0001 10.0667 19.3168 8.41667 17.9501 7.05C16.5834 5.68333 14.9334 5 13.0001 5C11.0668 5 9.41678 5.68333 8.05011 7.05C6.68344 8.41667 6.00011 10.0667 6.00011 12V12.175L7.12511 11.05C7.30844 10.8667 7.53761 10.775 7.81261 10.775C8.08761 10.775 8.32511 10.8667 8.52511 11.05C8.72511 11.25 8.82511 11.4875 8.82511 11.7625C8.82511 12.0375 8.72511 12.275 8.52511 12.475L5.70011 15.3C5.50011 15.5 5.26678 15.6 5.00011 15.6C4.73344 15.6 4.50011 15.5 4.30011 15.3L1.45011 12.45C1.25011 12.25 1.15428 12.0125 1.16261 11.7375C1.17094 11.4625 1.27511 11.2333 1.47511 11.05C1.67511 10.8667 1.91261 10.7708 2.18761 10.7625C2.46261 10.7542 2.69178 10.85 2.87511 11.05L4.00011 12.2V12C4.00011 10.75 4.23761 9.57917 4.71261 8.4875C5.18761 7.39583 5.82928 6.44583 6.63761 5.6375C7.44594 4.82917 8.39594 4.1875 9.48761 3.7125C10.5793 3.2375 11.7501 3 13.0001 3C14.2501 3 15.4209 3.2375 16.5126 3.7125C17.6043 4.1875 18.5543 4.82917 19.3626 5.6375C20.1709 6.44583 20.8126 7.39583 21.2876 8.4875C21.7626 9.57917 22.0001 10.75 22.0001 12C22.0001 14.5 21.1251 16.625 19.3751 18.375C17.6251 20.125 15.5001 21 13.0001 21ZM11.0001 16C10.7168 16 10.4793 15.9042 10.2876 15.7125C10.0959 15.5208 10.0001 15.2833 10.0001 15V12C10.0001 11.7167 10.0959 11.4792 10.2876 11.2875C10.4793 11.0958 10.7168 11 11.0001 11V10C11.0001 9.45 11.1959 8.97917 11.5876 8.5875C11.9793 8.19583 12.4501 8 13.0001 8C13.5501 8 14.0209 8.19583 14.4126 8.5875C14.8043 8.97917 15.0001 9.45 15.0001 10V11C15.2834 11 15.5209 11.0958 15.7126 11.2875C15.9043 11.4792 16.0001 11.7167 16.0001 12V15C16.0001 15.2833 15.9043 15.5208 15.7126 15.7125C15.5209 15.9042 15.2834 16 15.0001 16H11.0001ZM12.0001 11H14.0001V10C14.0001 9.71667 13.9043 9.47917 13.7126 9.2875C13.5209 9.09583 13.2834 9 13.0001 9C12.7168 9 12.4793 9.09583 12.2876 9.2875C12.0959 9.47917 12.0001 9.71667 12.0001 10V11Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "Change Password")
Change Password'%3e%3cpath d='M11 11.15V8C11 7.71667 11.0958 7.47917 11.2875 7.2875C11.4792 7.09583 11.7167 7 12 7C12.2833 7 12.5208 7.09583 12.7125 7.2875C12.9042 7.47917 13 7.71667 13 8V11.15L13.9 10.275C14.0833 10.0917 14.3125 10 14.5875 10C14.8625 10 15.1 10.1 15.3 10.3C15.4833 10.4833 15.575 10.7167 15.575 11C15.575 11.2833 15.4833 11.5167 15.3 11.7L12.7 14.3C12.5 14.5 12.2667 14.6 12 14.6C11.7333 14.6 11.5 14.5 11.3 14.3L8.7 11.7C8.51667 11.5167 8.42083 11.2875 8.4125 11.0125C8.40417 10.7375 8.5 10.5 8.7 10.3C8.88333 10.1167 9.1125 10.0208 9.3875 10.0125C9.6625 10.0042 9.9 10.0917 10.1 10.275L11 11.15ZM7 23C6.45 23 5.97917 22.8042 5.5875 22.4125C5.19583 22.0208 5 21.55 5 21V3C5 2.45 5.19583 1.97917 5.5875 1.5875C5.97917 1.19583 6.45 1 7 1H17C17.55 1 18.0208 1.19583 18.4125 1.5875C18.8042 1.97917 19 2.45 19 3V21C19 21.55 18.8042 22.0208 18.4125 22.4125C18.0208 22.8042 17.55 23 17 23H7ZM7 18V21H17V18H7ZM7 16H17V6H7V16ZM7 4H17V3H7V4ZM10.5 20H13.5C13.6333 20 13.75 19.95 13.85 19.85C13.95 19.75 14 19.6333 14 19.5C14 19.3667 13.95 19.25 13.85 19.15C13.75 19.05 13.6333 19 13.5 19H10.5C10.3667 19 10.25 19.05 10.15 19.15C10.05 19.25 10 19.3667 10 19.5C10 19.6333 10.05 19.75 10.15 19.85C10.25 19.95 10.3667 20 10.5 20Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "Download App")
Download App'%3e%3cpath d='M5 21C4.45 21 3.97917 20.8042 3.5875 20.4125C3.19583 20.0208 3 19.55 3 19V5C3 4.45 3.19583 3.97917 3.5875 3.5875C3.97917 3.19583 4.45 3 5 3H11C11.2833 3 11.5208 3.09583 11.7125 3.2875C11.9042 3.47917 12 3.71667 12 4C12 4.28333 11.9042 4.52083 11.7125 4.7125C11.5208 4.90417 11.2833 5 11 5H5V19H11C11.2833 19 11.5208 19.0958 11.7125 19.2875C11.9042 19.4792 12 19.7167 12 20C12 20.2833 11.9042 20.5208 11.7125 20.7125C11.5208 20.9042 11.2833 21 11 21H5ZM17.175 13H10C9.71667 13 9.47917 12.9042 9.2875 12.7125C9.09583 12.5208 9 12.2833 9 12C9 11.7167 9.09583 11.4792 9.2875 11.2875C9.47917 11.0958 9.71667 11 10 11H17.175L15.3 9.125C15.1167 8.94167 15.025 8.71667 15.025 8.45C15.025 8.18333 15.1167 7.95 15.3 7.75C15.4833 7.55 15.7167 7.44583 16 7.4375C16.2833 7.42917 16.525 7.525 16.725 7.725L20.3 11.3C20.5 11.5 20.6 11.7333 20.6 12C20.6 12.2667 20.5 12.5 20.3 12.7L16.725 16.275C16.525 16.475 16.2875 16.5708 16.0125 16.5625C15.7375 16.5542 15.5 16.45 15.3 16.25C15.1167 16.05 15.0292 15.8125 15.0375 15.5375C15.0458 15.2625 15.1417 15.0333 15.325 14.85L17.175 13Z' fill='%234399EB'/%3e%3c/g%3e%3c/svg%3e "Logout")
Logout
'%3e%3cpath id='Vector' d='M18.8961 20C19.5056 20 19.9999 19.5057 19.9999 18.8962V1.1038C19.9999 0.494052 19.5056 0 18.8961 0H1.1038C0.494052 0 0 0.494127 0 1.1038V18.8961C0 19.5057 0.494052 19.9999 1.1038 19.9999L18.8961 20Z' fill='%23485A96'/%3e%3cpath id='Vector_2' d='M11.491 20V10.8771H14.4393L14.8807 7.32167H11.4909V5.0517C11.4909 4.02233 11.7661 3.32087 13.1874 3.32087L15 3.31999V0.14008C14.6865 0.0968288 13.6104 0 12.3587 0C9.74513 0 7.95586 1.65686 7.95586 4.69969V7.32167H5V10.8771H7.95586V19.9999L11.491 20Z' fill='white'/%3e%3c/g%3e%3cdefs%3e%3cclipPath id='clip0_1455_18764'%3e%3crect width='20' height='20' fill='white'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "Social Media"){kind=small}
'%3e%3cg id='Clip path group'%3e%3cmask id='mask0_1455_18768' style='mask-type:luminance' maskUnits='userSpaceOnUse' x='0' y='0' width='20' height='20'%3e%3cg id='clip0_84_15697'%3e%3cpath id='Vector' d='M20 0H0V20H20V0Z' fill='white'/%3e%3c/g%3e%3c/mask%3e%3cg mask='url(%23mask0_1455_18768)'%3e%3cg id='Group'%3e%3cpath id='Vector_2' d='M17.6562 0H2.34375C1.04933 0 0 1.04933 0 2.34375V17.6562C0 18.9507 1.04933 20 2.34375 20H17.6562C18.9507 20 20 18.9507 20 17.6562V2.34375C20 1.04933 18.9507 0 17.6562 0Z' fill='%23333333'/%3e%3cpath id='Vector_3' d='M13.9019 3.90625H15.9694L11.4526 9.06875L16.7663 16.0938H12.6057L9.34693 11.8331L5.61818 16.0938H3.54945L8.38068 10.5719L3.2832 3.90625H7.54943L10.4951 7.80062L13.9019 3.90625ZM13.1763 14.8563H14.3219L6.92693 5.07875H5.69756L13.1763 14.8563Z' fill='white'/%3e%3c/g%3e%3c/g%3e%3c/g%3e%3c/g%3e%3cdefs%3e%3cclipPath id='clip0_1455_18768'%3e%3crect width='20' height='20' fill='white'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "Social Media"){kind=small}
'%3e%3cpath d='M10.6571 5.82519C9.19013 4.98809 6.34961 3.41501 6.34961 3.41501L10.1368 6.13296C10.1368 6.13296 9.4469 6.54153 10.6571 5.82519Z' fill='%23E8E0E0'/%3e%3cpath d='M6.7888 11.4875L6.79003 11.4875C9.02605 11.5239 11.001 11.4854 13.3264 11.3076L13.3505 11.3057L13.3743 11.3016C13.8449 11.2195 14.2786 10.9936 14.6178 10.6555L14.6179 10.6555L14.6212 10.6521C14.8485 10.4213 14.9801 10.2035 15.1143 9.85944C15.3335 9.30793 15.401 8.7799 15.4826 7.51022L15.4828 7.50643C15.5057 7.10244 15.5057 4.89652 15.4828 4.49253L15.4829 4.49253L15.4826 4.48827C15.4776 4.41216 15.4731 4.33162 15.4684 4.24731C15.4263 3.49698 15.3676 2.44885 14.8263 1.58295L14.8154 1.56544L14.803 1.54888C14.4805 1.1168 13.9553 0.803787 13.4048 0.698611C13.0835 0.636751 12.3173 0.589113 11.3751 0.555431C10.4125 0.521016 9.21738 0.5 8.00518 0.5C6.79026 0.5 5.5951 0.521015 4.63311 0.555431C3.69171 0.589111 2.92697 0.636743 2.60586 0.69861C2.15819 0.783934 1.76066 0.991215 1.42586 1.30408L1.42586 1.30408L1.42425 1.30559C1.03828 1.66948 0.853721 2.14228 0.750741 2.582C0.667849 2.93595 0.628812 3.31527 0.595411 3.63983C0.58802 3.71165 0.580904 3.78079 0.573651 3.84638L0.572654 3.85539L0.571985 3.86443C0.465918 5.29727 0.486837 6.57667 0.571365 8.12462L0.571199 8.12463L0.572233 8.13749C0.627289 8.82136 0.66852 9.14414 0.7824 9.53121C0.908451 9.97097 1.08656 10.3489 1.35382 10.622C1.67331 10.9534 2.09613 11.1694 2.55987 11.265C3.1775 11.3943 4.14737 11.4381 6.7888 11.4875ZM9.27908 5.85404C8.97437 6.01477 8.65251 6.18096 8.31906 6.35305L8.29683 6.36452C7.8961 6.57133 7.48001 6.78606 7.06232 7.00764V4.67244C7.16168 4.72524 7.26094 4.77796 7.36014 4.83066C7.9982 5.16961 8.6338 5.50725 9.27908 5.85404Z' fill='%23CD201F' stroke='white'/%3e%3cpath d='M11.1928 6.00851C9.37907 4.9636 7.6424 4.00297 5.86719 3V9C7.73525 7.90524 9.70424 6.90267 11.2005 6.00851H11.1928Z' fill='white'/%3e%3c/g%3e%3cdefs%3e%3cclipPath id='clip0_1455_18776'%3e%3crect width='16' height='12' fill='white'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "Social Media"){kind=small}
'%3e%3ccircle id='Ellipse 1' cx='10' cy='10' r='14' fill='white'/%3e%3cpath id='Vector' d='M9.99997 -6C1.16337 -6 -6 1.16339 -6 10C-6 18.8366 1.16337 26 9.99997 26C18.8366 26 26 18.8366 26 10C25.9999 1.16339 18.8364 -6 9.99997 -6ZM5.73115 17.7353H2.21819V6.38589H5.73115V17.7353ZM3.95793 4.8996C2.81063 4.8996 1.88055 3.96193 1.88055 2.80545C1.88055 1.64883 2.81076 0.711228 3.95793 0.711228C5.10509 0.711228 6.03518 1.64883 6.03518 2.80545C6.03524 3.962 5.10516 4.8996 3.95793 4.8996ZM18.8959 17.7353H15.4V11.7778C15.4 10.1438 14.7794 9.23173 13.4873 9.23173C12.0812 9.23173 11.3466 10.1817 11.3466 11.7778V17.7353H7.97728V6.38589H11.3466V7.91446C11.3466 7.91446 12.3601 6.0397 14.7666 6.0397C17.1732 6.0397 18.896 7.50915 18.896 10.549L18.8959 17.7353Z' fill='url(%23paint0_linear_1455_18781)'/%3e%3c/g%3e%3cdefs%3e%3clinearGradient id='paint0_linear_1455_18781' x1='-1.31372' y1='-1.31371' x2='21.3137' y2='21.3137' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%232489BE'/%3e%3cstop offset='1' stop-color='%230575B3'/%3e%3c/linearGradient%3e%3cclipPath id='clip0_1455_18781'%3e%3crect width='20' height='20' fill='white'/%3e%3c/clipPath%3e%3c/defs%3e%3c/svg%3e "Social Media"){kind=small}
%7d.st1%7bfill:url(%23SVGID_2_)%7d.st2%7bfill:url(%23SVGID_3_)%7d.st3%7bfill:url(%23SVGID_4_)%7d%3c/style%3e%3clinearGradient id='SVGID_1_' gradientUnits='userSpaceOnUse' y1='112.094' x2='261.746' y2='112.094'%3e%3cstop offset='0' stop-color='%2363be6b'/%3e%3cstop offset='.506' stop-color='%235bbc6a'/%3e%3cstop offset='1' stop-color='%234ab96a'/%3e%3c/linearGradient%3e%3cpath class='st0' d='M261.7 142.3L15 1.3C11.9-.5 8-.4 5 1.4c-3.1 1.8-5 5-5 8.6 0 0 .1 13 .2 34.4l179.7 179.7 81.8-81.8z'/%3e%3clinearGradient id='SVGID_2_' gradientUnits='userSpaceOnUse' x1='.152' y1='223.393' x2='179.896' y2='223.393'%3e%3cstop offset='0' stop-color='%233ec6f2'/%3e%3cstop offset='1' stop-color='%2345afe3'/%3e%3c/linearGradient%3e%3cpath class='st1' d='M.2 44.4C.5 121.6 1.4 309 1.8 402.3L180 224.1.2 44.4z'/%3e%3clinearGradient id='SVGID_3_' gradientUnits='userSpaceOnUse' x1='179.896' y1='229.464' x2='407.976' y2='229.464'%3e%3cstop offset='0' stop-color='%23faa51a'/%3e%3cstop offset='.387' stop-color='%23fab716'/%3e%3cstop offset='.741' stop-color='%23fac412'/%3e%3cstop offset='1' stop-color='%23fac80f'/%3e%3c/linearGradient%3e%3cpath class='st2' d='M402.9 223l-141.2-80.7-81.9 81.8 92.4 92.4L403 240.3c3.1-1.8 5-5.1 5-8.6 0-3.6-2-6.9-5.1-8.7z'/%3e%3clinearGradient id='SVGID_4_' gradientUnits='userSpaceOnUse' x1='1.744' y1='345.521' x2='272.296' y2='345.521'%3e%3cstop offset='0' stop-color='%23ec3b50'/%3e%3cstop offset='1' stop-color='%23e7515b'/%3e%3c/linearGradient%3e%3cpath class='st3' d='M1.7 402.3c.2 33.3.3 54.6.3 54.6 0 3.6 1.9 6.9 5 8.6 3.1 1.8 6.9 1.8 10 0l255.3-148.9-92.4-92.4L1.7 402.3z'/%3e%3c/svg%3e "Download App"){kind=small}
'/%3e%3cdefs%3e%3cpattern id='pattern0_13105_31959' patternContentUnits='objectBoundingBox' width='1' height='1'%3e%3cuse xlink:href='%23image0_13105_31959' transform='matrix(0.00494482 0 0 0.005932 -2.39744 -0.415385)'/%3e%3c/pattern%3e%3cimage id='image0_13105_31959' width='783' height='319' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAw8AAAE/CAYAAAAAOf9SAAAACXBIWXMAAA7EAAAOxAGVKw4bAAEAAElEQVR4Xux9B4AdV3X2nf769tWqd9my3G3Z2LgbG9NsegkQCD0hCRBKEiCUECAEEgg/gYTeDBgbd9y7LFvN6rJ612p3tfX16fN/585bSZYlbdFKlu0zZlnt7ryZO9/M3HvKd74jBG%2bMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAowAI8AIMAKMACPACDACjAAjwAgwAozAyYyAcjIPjsfGCDACjAAjwAgwAozAwQhETn%2bm1NE%2bI%2bq2mwPXSeim5iZbmvZqLc17g1Q2ryt6dLIgFkaBKsJA94QWWJoWnCzj4nEwAseCADsPx4Ief5YRYAQYAUaAEWAETggCYb6ULT746NsKd937/sTmbWcFA305P7SFqalCTddVvdlzVife9NqfZ193ze/0ZKZ0vAYVVXqag57t84LurfPUYtekyM43Ra6TEooSHnJORYs80w0ixWuYtSZz2qW3aK1zNxyvcfFxGYEThQA7DycKaT4PI8AIMAKMACNwkiEQhr4mQtdUfDsVeW7C9byE8OykFrqGIhQRqbovjERVmJl8ZCYqqqL5umE5J/oyvIG948r/9oP/qv76T3/h%2biWhaIpQVVNE%2bB75gbCEJkq2LaLGrJh6zWULxHe/eYORaeofq3G6ga9r%2bb3T/FV3vjfc%2bOBfRH07Z4VORSiBK5BZEEdKKSiKLkQQCqVhcjXxV789Q2%2bdtnWsxsTHYQReKATwVPPGCDACjAAjwAgwAi8HBDzf11U7Xx8N7J6tdm863XnsB9P8fVvmKv27TtGqPRM1r1QX%2bKFwAjVU4T2ouhYqZsJWzExRNayyWz9rRemxHz9jTJixTm2euU5PNncqyWzleGJXDmy9%2bsub39v52zv/ol74IspaMNh14cNpSKSSwrEd4YeRyNXnRBEOxKYHHrm09ac3fypy3S8rpnnMFKbIHqjznvrRP5SfuetDSn7PBNUtilBLiEBDskFPCT30hRaSP3WYeCzOrkQukhKRq2qGdzxx4mMzAicKAc48nCik%2bTyMACPACDACjMALhIBTLdSHnZvPULY99Spt5%2bIrw%2b7N5wXl7lQYBAicB/ASNBjCBjINmtAU0IAiWL2IqEf4Ii5OqBgixN9MRNqV0BNVIxFGuQl7zElnLDFmXfSwPmnucqf5lNUpLWmP9SWWezomVt/6iSWlZU9NEM0mxmcIxUfsM/IFfsD4InyDOYMhe54nfHzlppxaqPvTjy60ps08JppQVO1rdJ748Rftlbd/xCx0pjUlEqppCV9JCg/A6EFFwMkSHpwJOYBDNpXG5laFaJjYa/7VTWerjRP2jDU%2bfDxG4EQjwJmHE404n48RYAQYAUaAEThBCESljnHepgU3%2bLd%2b%2bs2ifc2lQbEr5QcIgKvkKJhC1U1hWhrC4yqoNzDEI0V4FEFXI/wKv4ETAWKQjKmr2AcBfmGgxiCtOarfv2mK07lxiv/sI29NNLf267MvvyVsX/5LdeK5T43l5Wn7uiaKnbsnRC2GCGC8U/xexTiFpgkX16LomqQNRVEoLFxPWoVps29nztm8%2bXT8etTOg%2bO7ZvXJn37cf/x/PhUaaeFZjTgHHBbgEQCXEGBEwJF%2bVnDuw0djQzlmwlECyRsj8BJAgJ2Hl8BN5EtgBBgBRoARYAQORsB3yhl154Lr/Nu%2b/JHq7lUXa8X2tGGaIjAQNUeGQVc0oQqK3kfCJ04%2b0YHw/xTBj1Q6Ev1Evyd7N64DpnLgCAa7DYMZOQmhmWlhGYitB5GwOzsalK5ff1hb/9ibCg/89/8Z57/lZ8nGSdvH4q74diVVCUrQK/LgHFiiqoYiiXFTTkRVVTkuD8a7BieCLPRq1RZuNhQTesv1x3L%2bcOuiV5Wf%2bvUnGtWqcPU6OE4%2bnBYXFKVA4uQBB1dJoNoiFGbkHNYzCCkhQlkRwjWKkeWNEXixI8DOw4v9DvL4GQFGgBFgBBiBgxDw%2bzsn%2bw//4FPO8l9%2bSql6IoLBHaZaYGB7IvQdoRNFiRwAhOsVGLUKDHBU/iI6Lm1cGUUnuhL9Lebxg8ZEyQh8OWoSlB1Qm8KKsAKb3A8YxwaoPIjA4/d%2b785m9YnvfUHfueANwZo7/yOY86o/mVbqmKhMKG8IbKcqWs2EcHwUSoOqFKi%2bzDaQKKsuMyUqshDkAMElwlhIhUnVTEoTjGrzy32Nldu/%2bLFUeXdTkBonvKqDDAcKtJF9IVhwpfhyQF1y4RTAgcLvD5dWkBhKHAHpCDIPcFQ0p1RsNMJA00zcHBSwI02EC1SEG6qRYamOYhdzYaQFSrqlE/UUnNUY1Z3mD40GAXYeRoMaf4YRYAQYAUaAETgJEYi2L7vcve2T3/a3PjVfVyzhITOQ1qAIFDgwdYmmlJGRc8VDBJ0C9XKD4Ut8JGnikpMAKxcqQREMVco5IGJOMX78DpQhvyKI3e8aCWHrSRwXx8LxVJm5QEbDoALiqrC3LDwzHNj7/XS%2bfXql0vejVKqxd7RwRRUn05CpE72VHqEZpmgMDDEgqqADoQYD41RR4E2OjWZo8jqCMMQ%2bqEnQwb0a4eYGVcXUkpHaseqVwc4lV5GiUxXnS6JGWyDz4aoJUYHbgBMJgxwuqrjAWaLwCEmF%2bI%2bEIvk6w64zVVbf9GF7yR0frVQq6VRC0xy3gv/XQk3RA9fDoRKaX6g4SdFy2pKmy9/zHRx74QgvlXdnBEaNADsPo4aOP8gIMAKMACPACJwcCIRhoHrrH3lT9eZP/FgM7G70E40obq7AwNURqY7NVplHIHoNUWlA8aGouPQZYGzHOQZyEWAjU1wdRrNCLBvKQuA3OmxfHXShiCL8FGmHIa2hOoI2kk2lmgkdlB5fgbGtpEU6hQh9YXtj78P/%2b/lUpa/FLnd9PZEet280aEUNqT5PcUUKZ7S1pNireaIlUERF2uWoKcB4FJxfA/0qBIdJhc%2bgwsWJMsqIJWXJcaAxBjseey1UldI6FJXMsCxczZLZmgiZm5SuC9uHU6aAzoTfFSPVz/h5HcQp4Am6F2VmqM4BY/PgUJkoMLddL6GIMryt4W2hB6eofdXZ6C4HYSkf2FK9B86AewkfSfi4L6QjZbj5N4jo/d8e3lF5L0ZgbBBg52FscOSjMAKMACPACDACLwgCiLQr3tp73yHu%2bdIvIrtqeYlm3/KLOhnaJjICh9uImqTJqDgpKaEQmvoRwH1wYHZrQVUkgn44BURF0qGyhLwCPA76G6kwkYNBjgdlJGij77InBLIQmk5cKBj5kSbSVlYk0DOiuOTO9zSGSEiU%2b7%2bgphsGRgpSumninsrs6dvChYtnmKYqGkJD9FOGRMPVwaC2knCQPBs%2bEPo9mLoolmxROnV2%2b%2bypU9aP9FzScXAKGfuOL45X4YxEcETItUKnaOBFTkqcPKA6Bp9oXgDDnHDWcmX8aUtV3Ie4ViTeD84DSiM07GbD38jklShbHPZ4FNUjOpki9XLpPsXOnhSVIn5ZbcPvcIOf15xu2KfhHRmB0SDAzsNoUOPPMAKMACPACDACJwsCW554vbj/az91Brqt0MqJlN%2bnKwaC3IhSk6l7WO4OGaE1JSVJY1KgWgRL2KACak1HbUOdUOn3iJ6T%2bUzEJJJqRb%2bCuCbikGsnpSPah4yKBAxq9IkQZU/B8VxRX93V6D5z099EarISuaV/Qc%2bIEdVARJmGPuut1/%2b0sHjNN8DzF8V0GiUahkjj%2bI4WiYJfJPEoNIozhFfyMG5LpN76xp%2brU6evHc0t8op9472%2brslSfBVOQ0AStpJ1hI2yNZSpUVF4juwDme3J2Zf92bzsr//1SOfyIke3Ak9V9Az4Y/EWhiX4Bpmj0arIVag5DHFeSDoutboUKd4UOzJxlThvjMAJRICdhxMINp%2bKEWAEGAFGgBEYKwSCqKqouzZfaN/12R94A10ptW58ENllTUFEHgJIwkJRcwQj93DuA9GVqKZB6ociug17WGYfIs3AR/H7ICR7nALfcAmIyEQGL2UVDhzt4OyD/C0Ks300TDNA50lALtVBpD5E3UUSvap9uyTEop98xmueusnzvZ8ZuhFLOA2xVXGNppKsVgb6fqJu65lW/NkvPuJ29gorWyepOx7qhHUUSjeVke0YKIvi%2bFbR9o7X3p58x1t/qFjpIzV%2bPupZI7vUoFUHJkhFJTgNPno4ECWKtoioUfiu6nGRNFU96EPUVhiK9bz0zxCOQ1xjfZBLAFFY6bDR7yULreZIsPMw1BPEfz8eCLDzcDxQ5WMyAowAI8AIMALHGQGlXBhXeeKHXwran50SpMd5CbvbCFHQW9Lq4DiUZAXDkQV%2b0BsBFdMG8ehhIMv%2bBeDmB2EFv5XEG8nfl26DlG%2btUWbwu9iMrSk17acvQQFJfgoSsFAgUlUcC6SpEM5LwdcgsYqMgI8agUd/8O/Jhsmb8fHHhgPPYF1Fqr6xxymWPm1cMHtp%2bOdH31Nat%2bVspy9fR1kTco%2bctlxFPfu0Za03XP1T45IL79caWkdVX0Fj0nw7GXl2mjIu9BXCCTLgXVHmJb5wqmsg%2bhacIqI20Q5jvElGmHTwgHaNXiYdN0mVOuDBwYmIG3HwxgicQATYeTiBYPOpGAFGgBFgBBiBsUAgdAay3qLffcjf/Phr1GSdSNg9BikkqaimVdyiiCwUDFO7t1pdwuHOSXKsrodKBki4QqdIdpkmS9QH1z5C5iD%2btAJh0EAzYPjrqIUI4AyEiMQPcv8HnQj6rvq27LUQKikY1ZAwRUaADGw0hJBZjipqIRLd60Bh%2bt3fR8W9G5TshM6hsDCV3H7D2MpmkL4QP/V62u81XTtZcStJpa/Qmk1kC2F9ps/LZfrSmdb%2boY451N9R1wHBqUBzyHVChgG5BVx7CCoX/o3icDClhOfDVaLibGnhH1SEcJiDh35ZUXX4IqPYZAKCHLQjf5YpS6PAlT9ybAiw83Bs%2bPGnGQFGgBFgBBiBE49A/8ZzC4t/9XeNXhnGPrj%2bVr3se4DmACKBRnCO6woTHaJRp4zf1jIFMmdAQXKIqkKJyULGwTGzQZibuU1pm73WHDdntZIbvzNM1PWFplVNwG9Qg0o6yndM9fdtmeft2zkn6Nl5ilrqaSHlUVCcyGWQKk3EsbEgXQrVVFHGeHQtjfNXIQuE/ggo2na0LDpD54VINQl33QNvVCaevaAaBt9LqmSKj2wzmie2j%2bwTI9sbLhNVO2skPkvOENWCyGA/%2bUEyK0PdpX3ZF4OSEXAijpp5GK3jIOljBxdHP%2bcy4kxQvEn%2bGW%2bMwAlDgJ2HEwY1n4gRYAQYAUaAETh2BDwoGEU3ffA/csXO1mK6NTAC1DmAKkRbiEZmxG1BwBx1D2ifBuuWMgvEzSf5UCLfRy7kWmGze1MuXpQ46/pfiemX3a/kWvdophFrrx5mC0IHqQgnpXVsOstYecuH/fX3vbdUcSAbqkMSFiJCoEu5cBhITjRul%2bbApYD5jYGQc2NGRcia0r8TgVXdp4XLbvycPuX8x7Hj8mNHZGyPgJxCaIKjRF3dyiIjMn6/cKgehApFgCsVTKPnAvwLuE3UaW8EakcoGFdRMD5kvYcSeYYdJSu5qCcllIyU1DVALfMgoWsAWQfSrQo5cAp0awOXmFu8MQInDAF2Hk4Y1HwiRoARYAQYAUbg2BGINj96fal962kgKYFOU6GihMMeVCOZUXSBpt4MMDLRVk0XKbtHVBtO2R1d9Tf/mpw7/94w2dplKqkhOzFrqiz6LeBrgRdVFxmnXX174vFffC7aveBCC05JBZ2nVcWGNGsVhi3kXc00mrRloYpkC9MjNaSsNLrNwNE0yKq6VTvj5Ptajx2NsT8CCsc92OqBGvm6RfUb6GlBG9GXqN%2bbzD0g2B/IJhmgaY2g4mE4joM8WXVgHPpmpMj5CyT1DMXn0nmB%2bhO%2baXAIyWEEmyrwVeoGwRsjcOIQGMEjf%2bIGxWdiBBgBRoARYAQYgecj4DmVtFjz5/cGhX0ZDV2eVRQ5H3GDpavDsI/Q4Ew2Lav0i2DSOVtzr/3cp1NnvPGXRmpa%2b3Ach0OPbyhJT5tzza3GO/79bdq5f/WzvF4fqugLEUCetYpibRV0Js1FgzpQqnQ4La5Wj1ps1D94JTgyUII65VWrrWs/9beZ6ec%2bcTLd4yAoyopoK3IsGOwKOVxCMURVzwkHnblJW4kcIFJZins/IItDvKWIWrcNvTmet7%2bn9%2bDeduA%2bzw4LA1f3unfM1eF4QdZJKmFRXwk6r06SuMjkaJqKcnSXaqU1OBijUpUaesS8ByNweAQ488BPBiPACDACjAAj8CJBQGlfdbGza8Wlpmwehqg0Qs9HigKGMH59MoBBrVGdgki1Tsmr133hr51pFz6MWoNhGbxHgsV3yopupXe7xZ7PwS2I/JW//5CPELwKOo%2bFRIiHsfmQaaWmcglvQIQ%2b1Jamv3K1du5b/8eadcEDSsP0HS805JFfVRQ97ihNm6ZlYyMcnlaYyPUale7xRgD6FTloRFuC8U5VI7LWgMoM8A%2bSc4Ua0rACsZZhPM/IT2jmc%2b5DGBQsf9uj1/vtqy8CyQvuChhJUt2JHBXkmpBtoOwH/Y46a0e6VQbq7Dy80A/Ty%2bz87Dy8zG44Xy4jwAgwAozAixOBIAqU6OHvvN4v9uRMNC4LoPgT93E4POuIbEyHqEqQbfVQRJ249KNf0mZc/OBYXD0cB2l0m9nmvrB3xzfLfZvPSmx5bL6iZqBKZAoT5caa0ys8OBBO3aR84sxX35Q4B70XWk9bNZrzu6VCnbFx%2bxkoRiD5p7Biqn7SS5LGrDwcXKlYRFb%2bGAmzpXmXMq6l%2b0jn8l1XFz2bzoz2Ls5GelOP73nwInxUjECgds/SV6JjNTrDwTnwPIGm1cQTAh0rPpqUS6VfUf0DVXYMdE4JuzadHaH2gHpMD27So0BNQqDqvupVMqLttCU6dKvo1065t9kodE6lDAYcLnShRiaj2D3Bf%2bIXl5RX3f0%2bvXvzRBWN/gI4LQbVrIA6FVDWhgrUQ8pIwEHTU8g7JMt%2bz55Tg85NLupJKrqoJtVqNRMZpuMhVWKGrhXBq/MaJ223Mq0do8GeP8MIHIoAOw/8TDACjAAjwAgwAi8CBKJ85xR/57LLtNBB9SyKaH00ZENigWgth9sUZBxSCErDqBTaqdfcqpz%2bhl8dj8tUm6ZtC5%2b9/Ydu9%2bafgU6lRpYuXGQaFKtOGKdcdY/xyvd/Ixp/xtNoXjfqbIe7bMk1e//xu79UKgMplHIohooybaUCQ1xa9FAzlRkAWcAc6YbX/K3v/AV%2bf%2beRrjfq2Xlq/73f/lHUseICy2rqVnwnHVhaWIzSfaloYJxa6rd0MwlsITFLTgmkZw3ItCLdEzfKQ7EyCEXCJVrWugfeaq6%2b7y9DpCGwu8xLSLcB0la2ohXQCFtV0w3l3Nu/86owqGwgIpm76oEbvAe/9lMBepdv1bmeapUdp2qobjVlKp5qQOXJBT2J6hsS5KLQTdYxHmQbVKJN0X2Hopax79lJ3v1f%2b76huHVBqDsl3SinbLtR1S23qqtlEdh1XqC7%2bryLb0fvivcqRmLI%2bpbj8YzwMV9aCLDz8NK6n3w1jAAjwAgwAi9RBMJ9W0/3Ojefjr4LcTM2ZBw0KPAcySKH/Sl0yKPmkzO6c%2be%2b/X/VZAO0Uo/P5s193W%2bdzc9crS3%2bzXuo1kFMv3iVdsF7v2XMufxPipmKpaBqW%2bih74Exsr4HmupF4e6NaQ3HDqDwpAUw5SGnOsg5kmKlVINAzoOmmUpv3/ijXSmklHQzv2eONrBDmBmnxXcRzbc1kQqUjIn644Csc1I0goNmwmkIEf0XIhmnHKhumTpgUAoC5wurA3UOpG9Dcizkn/dnQ1Cj4Nal8bdKMD0bmnUDhpYiilFQXXKT6RT7cFxN6P4A8iiOWafA4UK9iKum4ZxQXQWcIToXvCUiTEkHCc6KhuOpcAhDI4VxQASr3F/nByTZm7bQh8LS3TKOY4LZppghCtjDSE%2bgmR6kt7iZ3PF5%2bl9%2bR2Xn4eV3z/mKGQFGgBFgBF5kCPhhoKqPff8yrdqpl/R6GLGWsFQXfRUoEn5494EMTxtFzIlJZ6wwW6etP56XbCmGH62/9958vnOuNuWch8zz3/WfWqahO3ILzysSHqnjQOPWgrqKaYK2A8cJYXkpQyvN6xpNSHawIJoRIvQB6kEi0z1q/wj4Bqh1BrfKrBMVLSkMKNxSXQP5DDbqDMjO9tHLQYPjIA%2bELAA11Yu7PFBZhC8qiil9CcoMCB3ZncMBjPtkK0mhmMk8eGbUGENuKuoqiJakI6OhoE4kwD7kNBAniiRYiZ6kU3YDJ6iSE0P9JPwKDRLOEXDAzVVRME0j0qmhn1ovG/0RlcoHToqCYnoaHGpPdHwuiEwP3sOIe2ocz2eGj/3iRYCdhxfvveORMwKMACPACLxMEAjsUp2zb9MZsFKlAo9GkWYYkIp6ZCYQRcZVMyVSU05brKYaeo43VMHMK262xp/zqJHNdWtaLP8aGUcZ4IgGNLaN0MhEP9BljRwEoiRhvHA%2bDvRek7b6/o1oUYduQ1njskN07H5oqnoACzq7zJTgsmStxuCB6XdxRfZgbz/5lwPnOWjYg3%2bR44rPQjQr%2bWk8G1R/Qe6CLLCWFyxr60dNHRvR7eKdX9IIsPPwkr69fHGMACPACDACLwUEwPVvCTrWnx9QgTT6Nlh%2bGdFm/Jsi1QdaDcfmZM3IjQJQmhJ1Qms7ZbVmJMHLOb4bagSI2/OcolxVyQxlXx/fQR3h6JSzQGm0zFYQXvRf3AOu5i3UFJXiiorYuI/N8sNvscF/%2bC0k6x0Hj6KDO0KQFCx1p457RsSODMYC816Sn%2bITHnaLx3Ton2KYSRGKDkJdseN9atmZo4zvBbkBfNIXNQLDkhd7UV8hD54RYAQYAUaAEXiRI6CVOifrxY4WBYo7ZOyipTQYKZAPPYTGfnB0PATNJko3dam5idtP9OVHKGc%2b0eccxfliOxyGdfyFH6gaG1Ql%2bTPRn8j8lhmCIY5OOxzhq2a3k/ewHxOqXqD9yYGRzsvgCQ7%2b9xFOSSmE53zJJErtSx5nUHUq9h%2bYrDSKJ4M/clQEOPPADwgjwAgwAowAI3CSI6D07DhFgboO%2bhKAsgT9f5DgqahWFu0O8v6fZ%2bEqwqgbtwOUpc4TfnnhyW1eUDm0DwBRCi0JP%2bjsIOsZKKJKv4tLlGtb7R%2bHOmoHY3po9mfwb3E%2bAQ4IShxg4e%2bnDJG0LAqa5a9illJ8Rnlmok9JJ%2bLwd%2b055zrEM6CaB5W8HXIu6Yooa4IvfCetKN4YgTFB4OR%2bu8fkEvkgjAAjwAgwAozAixeByPf04KHvneIjWE1FtNSYzIviDIQJesqROoRJqnsi168aVulEX71iHGi%2bNkbnHlPbFw6CqgZuVvFsdL8Go8uH/K0Kp4yMeBQZQ%2b61ZvbHo5fMoiMZ88jwQObpsJcpMxe%2bi0N76biqonY8qB9BOhU2vhdnHWhH0NHApZLfqa7lSNugQyIzDESHQg8IqtWQ9CoUfavo7kGcKPTDkEXewrdF5Dmoxj5iP8ExukV8mJcLAuw8vFzuNF8nI8AIMAKMwIsTgdAzI2ogBsq8SV2Noc7jBJBqJfUfMjQPV8hbK6JVNMuhvgcvzgs/jqNWVD9qnLIm8u3zFCM7EEZuMlR0F8Z3FT0dNKXU2SQzATDiKTtAZQtEDRqsfJAF1rXa4yjTVEW7bXgfwqzlgWhXSmIQUQmtJwJLNEzaiTzD/syDr6XKfm5ySQ/KGSg1edIHUFCBoQhXr/bDqamixJoaAB5mo8IImVnA%2bIialm0rQIsrgvxsAif0/chNqYoRIEOBBuRoqhfYpmql81QecxwR5UO/jBBg5%2bFldLP5UhkBRoARYARehAj4bkKUOiaT3r8PWVE1sNHfIRQkZBRLtcY2oSySlVtMWyGjV9XUINCs5/RZeKEQ8ANb0bXEUNUDJ2Z4uXHbrRv%2b7a2RU2pQ0FkaUqweGrFp6J1Qijo2zI/%2b/KVfqpU%2bzdVSIhlVEcuv1SZQx2f8W3Z6Ro8Niuyr577th9YZr/8VfsAdiplkMf2JbomnuS6M%2bURLp0hlO/zQphZvwi/k7zJafrjS8vqbcG4klYiMhhuqma6x6vcf9xb99r0kD0tSqzIzgU/V5JnQ3YPoVegJgRMYUNMKr/nU55SW6WsNx0spugJV3wDsJdm5OnCDUIUDaZsJo6wY0sHhjRE4ZgTYeThmCPkAjAAjwAgwAozA8UMAqkmG71bSRHFBfzFplYZkOUpFncNnHsZiNLZdzmhOMafquucqepBAdwE0SzNCVSOOzsFR7KEi2tRtWSjFfRmv1F/UwyqaEOgeQuS6kqjr0xMJhNlP7KYl69HJTtDXjkPP7O5cNs7XU04Q9qZCUILgqYFJRFUKtas%2b2P0BXUhN1vVq4%2basGeEV7MP%2b9PW8rfTULy8L9RScFKqAiLtHUL0FeSV0ahO3nPpdVNA2wsqN67XaTlucGn/ayhGen3dnBEaNADsPo4aOP8gIMAKMACPACBx/BAJkHgKnVEcdpWPRfrLd0dCMeCikCDSkFNDI6SqgvqjekpvfF6y54%2bOqEiIkbuVLqu4okZfQYPgfkj4YdB4G6fiHOhPoz6zAUwisSLWKvldq9BSj5KJ8IzXjgocQ/f%2baYmVOuANx6J3zwkAxVC3yQAAijhJVGEtyEjhFAfhHBvlp9DPuQYifZXaB6hSiYH/zt7F4GvTQNdFP%2b7k6WrWyCLrXICpJOVYqhkb2I4mah9RYnJePwQgMFwF2HoaLFO/HCDACjAAjwAi8AAhQ5kHxHYtKo8mklLo8RH6hYthDpFrHani6YobFu785W9u0YC4Fvw10U7ZVUKaosJii4CM8kUsKQtQumRSGUMDrIK4e%2bDCD6xr34kLI%2bH7BnQdyHOiydAXaSHAIVLg8sYOA4VGdQeTGaB/kOUmhJFCOhgNH5FdURU8N3aRNNSGrRecDPoc4hnQ%2bFDIgE4JieexiCjelhdXkcM7P%2bzACY4UAOw9jhSQfhxFgBBgBRoAROA4IKHAeoKaDILcG96HWg4CM1lpfgZEa8sMdoq6HiptMiCrqLEwyZHF%2bxbTgwIy8RZRGbQ3IdwjB2Dc1YWipSK30K1Q4DKNddqM%2baTbftcLAMaWSETkP5PAc4jQMjlWKJEXBsAAZluNA5/NLORU4SQdi8D7vbxYBh0GP6yBcDzUXvvBNYR33BoAnzb3hgZwUCLDzcFLcBh4EI8AIMAKMACNweARAVJEBcEX2dqB/qZBrpWg4sgBS0//4uA8GarIjqDq5AiUKCrj/AZSHVFv4sFiP1m35cFehQ7VI0qwoc4LxUn9lK4JMKmooYiHUk2dTdcsOjaSj6PCUyHhHgXoUUvdnKaAUV0LX/qMfUZo%2bpkXgodA96joRVzs8f5NpDmRCKBlC3CUVorMnD3o8kpcDAuw8vBzuMl8jI8AIMAKMwIsWAaK2E8le6n6S0o7sKYAIPuodZCbiKFcWs%2bNHZ5w76DamK1WR1AzQlnzIw0prFbQec8RYUqScSEA61IqIt%2bPD6VHJCdIlReekMn4D4O2jrAGFHrLbtE6t5DDWI9WW1EohRozJkT6gwbGCr3LYjX7tox5Cw3hoXIYq6VUjvyFjNlo%2b0MsRAXYeXo53na%2bZEWAEGAFG4EWDQAR%2buyZ8ixSWSKbTgBkuoAKk6apwkRnQj9AmbjDOP1xazaGAqGrCDtCMToSgS%2bHcOJ0sFD6oUfJzPnK0um2SJ1VRO0C9KUiC1KSGZhi5Eob62Mbtj/22krOlRQHIVZDGlcY6OW3oq6Fg7OT5SBoTMhFwgI5HygRuVUDKSrKHx2BWqUadotOj8FwqL4G0BKcGVTCKfnLRvo79FvARTnIE2Hk4yW8QD48RYAQYAUbg5Y2AAnUjoRkeGYxkwIOoAmO%2bZsjXmDRHQogERkdv4D7/o8NQdnqp3KwxpSKNFJS4MDvuLRH/k75THqnWhm6kB%2bT9GYExRGBYRT5jeD4%2bFCPACDACjAAjwAiMBAHNcAXx8GE4UgSfjEii0VA24Gih75pualz1OwYbGbDHqbxijEY4Bhd54BAv5JhqHR3iwbyMHLYxvYF8sOOHADsPxw9bPjIjwAgwAowAI3DMCKAzcFVYmX4fEp0K9XmQPQBAriFO/pDew9jYwAcbsFJ96DBfo7zQ0SdGRnnC4/CxsQH5oIGpR8CYcOeNEXihEWDa0gt9B/j8jAAjwAgwAozAURCA6o%2bNTsy9lG1QpfMQN4dTKT5Nkp5H2ojiEqBgYZQF0zhsrFB6EFUmOrR52UHnjh0ZNm7H4mGWkB8E5WCH6SMce8ydl7G4Bj7GSxcBdh5euveWr4wRYAQYAUbgJYAACo1dLZUdkH0Wagal7G8cIhNBhceQcD3cRiquQRiqOlU5j2YLfDNyK2juRoUWMs0R9z2o8aAOWKzxb4VuYjwnjVnxYjaoZT/pEPeXVGDJeaOLIdqapI7BcRzdDR3NQ8CfYQSej8BJ85bzzXlhEQidLgjSuYYoV%2bv72tvPsoulpvpx4zckx094NtQNH902kTlvg8QHb4wAI8AIMAInFAEVajrpxm7MwpKupIQOJEShuKOh7gECQIdnssR9AkLPTnqBR/0KKiMZcxRUDHvlXc8qZ7x%2bEWkkaWpE7ZdDVfgQcMUwNNPWo5CEntD/TQsUNVL9rk1nBvnuDKRG42JfKaM0LHb0yWbov%2bDjiWlhsdpSLPCE%2b15zJGRbiRd8hCN5mnjflxoC7Dy81O7oKK4nCjqt/t5nLules/7K0obdZ1a27zgj7YapQmvbZjFzzqLm005b2Dhz7oIoKvQqSo6nrFFgzB9hBBgBRmC0CCi65bpP/WwTDHZQlch5CGQTAgP9F9BNDE7CYFznwPRMmQlyHoJyb1vglurxz/6RnJ8cBfO01/5SzLn2D2roWtIHUFR0h/MVJ1KVUDMduDLo8RaZoaqF1Jsguv/rP/VW/vkGHZkKGiN6Usdyo2haIGu7D1o9Xgz27yjzNSOB%2bYj7UtYICYYDrpfkMfHyOybg8kGOGQF2Ho4ZwhfnAcLi1qxiF1u9PXvnddz049cNbHvmNZX%2b7jbV9YwWzxOG6wq/tKU17Fp1cc%2bq3F85U05d0nLaeQ9Ee5c94OdadhmZqcUX55XzqBkBRoAReBEi0DR5q6nrQg/LwtMS6PymIatQhYOAPgyH5bBQxBrGe3HfFL3SNw5XvH0kV61qKWrcVq59DfnRANlpxdSr1AiB2Dboeky9pOV/MoLORJshMXzeDjWaUlysHt/k46h4NfLx8Sdetgiw8/Ayu/WR128G/Xsn7l298NUda5dd6%2b3cOS9ZzreYXrEhgxmfiu9SWIsSCTQfqlRFZPuK4ZUae4vexZs3bjs1HLf4tVPmX3ybvffZB4yG8Xu0ZIP9MoOQL5cRYAQYgROOgNIwZbOayvUp/b2NfrIJBjo1CkPLOJJsPWyInKL%2baMJW7q0X/btnYsCLju%2bgIwUN4HSqh5Dx8ZqMrIygM8fm%2bELPR2cETjAC7DycYMBfiNNFdrfmun0tXvvW83fd%2bT/X9m1a8wp/77ZTGyrFbNbD4gPSrGFZIoTDUA5KInJc4UESED1FhYFFSS37ok7pyrU0jstVu7um9dz89CVbHpu4veXsCx4urrppkd48eUOirnmXSGUhJaiFhtFKFE3eGAFGgBFgBMYIATXV3KE2T3826Nl0CcWgSfVI0XTZ5fiIUX3QmnzXEeGuNa9wffsWU084YzSc5x1GU/TQu/3TaMoc1AhTB0sFxYW/L%2bHthb44rp9%2bCT9cJ%2bOlsfNwMt6VMRpTlM9bXrl3XO/aJefv2vzM1V07N5wf9uycWu8VGpuU0Eir6DtERXdmQjhqUvieI1X9VD0hVAtlcfjZ8T2RrMsICyoaVa8ifKcqWhUrEexrn7v10ftbup9ZdO30Gactmzrn9KeS0%2bYuNVqmrMPwKdXNGyPACDACjMAYIRBZuQFl0rkLgs0LLlEDNJwGPShQUAOBIM8Rtf8R/Sf6kLdzxSXWwJa5GMrKMRrO8w4TVgZy7u2fRUoEfgJqHqRC0H7evnR3jnRqNnyP103h4zICxwkBdh6OE7Av1GGjqF/zq31NA3t3nLNz4Y0Xljasvbi6c8OZqXL/%2bDMVZBLgMIQReLKBK0wdlFYzQsGdJ1X4NOhoIDKFdLgv/Arq4hC1CnVNDGA1MKpVFOfpIm0FImsPiJQbiHGu1lxUM839SzfM2b32kXdGbbPWpuddeG/7qvsWNU2atcSqb%2b5UtHrOQrxQDwOflxFgBF4yCOiG6brPPrQ0SmSF6hVk0MeG2FES8/qRNjLXNVCXgs5nz3Z3LL3yeDoPbn7vLDffM4X6UOhwaaihHaktaVhDBOhV0nlgN2Fkz%2bNgo7jap2JVraM6YiM7Pu/NCIwSAXYeRgncyfSxMNqlKpGTEv3dsyrL7nhlz5ZNF/Zs3z7P2ds%2bJeUWm5o0T0kY5CCgCJoaCkHCwQNNqYCwED4oTIi06r4reaka/iM1D%2bFjwYF2ODQ1pKqHRrIdmLOcAFlv1RR%2bItacdkFxyqkpOo7asXXtmVs3bZ6RnnLqa0qzTn%2b6ddopS6O9ax8X2dxeJTtlRDKBJxO%2bPBZGgBFgBE4GBKLGiTuCxonb1L39M3TUOlDgR0ryHCmoT3M5Cqutyl5RfebWD1QG2v%2bUqp%2b463hci9ex8mKvv31SAs5KiHWFvqSxWyv2jV70nZFjedRYQpVabOD66Bfy%2bsZ2I2GqWsnIgVu7H7%2bxP9/Yjp6P9nJAgJ2HF/Fd9qMiBPJ6U3bn%2bvnb16%2b6dmDjsxequ3ecpvX3tEKLQ2nGumEhy2C6HhwE%2bAPINjiYgEgrPAxJeQ%2bV0aTHEcGuV0twEhRhRxDfA0VJqMhAkNAf8gZJ0uzDFEbCe7RQOchIuBEUmVCwR3t5flWEFVeMg6MxIZfJlArrz9zzxJozelc1vlOfMG9F/awznihsWXpPdsKMlUqq6bhxbl/Et5KHzggwAozA0Ag0TN5iTDv/UbdjwwwF87quon0DdZw%2bQkifAjzov4CatqQI2zedHi769Sd8N/8l3awbU2pptXvTPPuur77XrPbpkY46CxoT%2bS3Sd4j//QIkHY6PlX2iLqRWyjLMixjmbkM/YrwHIzAcBNh5GA5KJ9E%2bvt2OdECQUJBRqD57z1Udq5a%2btrR59aVuT2dbzrdFA5oH0TRtQ1cbiWNhmgalCMQA6hUieBARDH9Z1xBoQo8oy4BsAyJEKrIL6PUjAspKoA4iFA5oTIhY%2bfRFzWlC4WIRqhqqsLEQQJQPzgOyFvjyMr4IkbnQ3FCkgqpQKyUx3cgiGdJfN7Dl8SvyW1ZcXnnqib9onTFvqb/wj4%2brsycuDpqSe7yooZTSp7Na00n0fPFQGAFG4ORFwLIyRW/dPQ8qz9z2QdcuI8aTxlweZ5MPu2HOjtAbLjByQriaZz31y3/QUpmiG9jfMLWEe6xXWgh8JesVUu6j/%2b/v1O1LLzhaEuRYz/Vy/7yUvD0OWY6XO658/aNDgJ2H0eF2wj8VuQNq5JayojTQvGPLmldtXf7EW6I9m%2bZmXS%2bb87y6NAx8MzBj2pFAfULkICAFg99GjQMmHd80RWgR9xROQ0A9Sh18efGaE%2bmIFGUkTYkSsQrUMhQFKkxwPqQ%2bNwru0F8UjgKcCx9TGL6TxrgHh8OBU5FE5tykDIUB%2bhP1P8WCldA9YTsl0WDWC08JlFJ%2b56xti3dP3rJ%2b4ZXpU%2besrDt19pJpZ59zS1Rds0/ozX2KMZ67V5/wp4pPyAgwAi82BKIp8x83Jp6%2bVGxbPN/EPO5h3pb0mcNsssM05nyqikiqLlLGVVF8%2bEdfTAglCKr934PU9qj79fi%2bo3iBnygsuvVvwyd%2b/tG0iRVFzyKyRD7JiQrPv9ju3sjGG/d3qG0xa4r7PIwMQt77OCHAzsNxAnYsD%2bv0PDutsmXBee6qp9/iPLv8mvq%2bHc3znYpwQ2QVYOKHUNZ2NbLeVVFBithz4SCInDBh9BvIQBjYxwrgChQCZBVcFELDcVBAVYKDQKVtgchggWmQExM8FGFCYYkcC/p7oAaibKC2AUeBCKtI%2bIqoc6EdjswD/BUsFjgHUucumhUhhSECyL6S01JyyyKRTAj0iBC2guI%2bPRQ5U7WUINFWWbPvuoFVz1y5%2b%2b4nP9x42hlPa/POu6navfXpZMvM3ZVKUUmlspyCHcsHiI/FCDACLxkEzGxLp734d7/Sdy2fL6C6pBB16QgbXAShg6ZaUXSRMlxRMdJCrxa16iM//mLY0zPR3fb0H4222SuUVHP/SACyq/kGZfvCS5WFP/9MtOmpS1Mk9Y1AU0Q1cQd6Io/kkCfjvifFOvQcB%2bJkRInH9LJEgJ2Hk/i2e9UuU9m79Zy199/40d6NSy/Re3vGt0Yik7F9oZGWNrqNKqhRQHkD1DdsGP/ELUWGgIqgYfSHPjIH4J9SFMgJbNRAo4qBir2wPxVBx84D/g0lDKpooI2kuBWoLlE9BNVAhCqUl6SLESKzAdlW0JgMD7kMOA4h1Joi1D14HpwVFMnpKgJbviN0K43ok4fibFChcDzfwGOmI6eB3xlwMhoCXdSrhtXh9Y3fs3LxDfamrec0zj77ob3LF91shspjGAZnIYbxXIZhQVHV3EmxwNFwwyBQVE07acYzDAh5lxcRAlFUoiIszDw6WJOpl7WKWzT7qjvFhD99zG5fe7ouRTAox/D8DRME5l2ar7EGyLx0CLGLRtTBVU31qR9%2bNNx454eCUy6/PVx1xx1R68x1Srp5d5TI9WtmiuSR5BYErqJ4lZRSKTT61YG2cN/6c8M7/vH6YOuTr9UGdopkug0BpnqIbiDjjfUCp%2bNtjBGQDsSLvuB8jEHhw72gCLDz8ILCf/ST2%2b0rLi8/%2bPWbm9SBurrmorBhmEdFC9EjLAgw0Kuw9zOOJpphjFO2wHUR5U%2bATgRpJIr%2bw00AzchHWrvmLMCPkJ1IUacQyYJoyknEFCZFQa0C6iBCRKl8zZSZBizSkuKU9KkaAvKupOwBJyNEhoG8DB1F00nwbSmyFSGy5SFdTdkIh5rOJU1hu7bQKIsRJoXpJYWOrLmK3wVqHhSqoshDajCjWFrGKU/fce8DH16/YNWrrvybv/9Q2F9aoDZk2IEY4tmMlMqYafaFoQc7Aymmg7bQj5S%2bvr7xfX3d48uVSi7wQ9TIKxo9Wrqu%2bZZlVbLZXF9DY11nXUOm72DHIQxsVdUSLxszwgOFw9CtF8xxcgNXNTUiD8ZbXxgqjeAPun4F5Uy%2bqqH3LzQzESbwNUNFkdJRtsCvYndMEWryhN0/3ytCpSFASwIDg00/b3xhVMHDWTVBz6EJzPOjPIxUI7C0A0buSTyVj/nQko1tu4MVt/2nd9s//wL%2bAYWNnrMRPx6rhPCJioogTzosAS8TvyFqKpwJ0FgjNSuCSklznrnrLerqB99i5hpLStP0FUH9tE2VB/%2bzWwaawsDw7v/3pFLpa40G2mf7%2bc6ZYaEroyMI5CFgpGYm465hXqegEYWZyHOQBdIwLYjyyp2lR3nvn98yXFKKn4cnBQNlwfwJe1dHeUH8sZcYAuw8nKQ31N7Xld30x5%2b93l3ZXXfea07HYtqu2/V54RQDMbA3L8roDO0jCAcSkbBtOAwmHABaWmnBQGZAQ8bBQLF0iH4MNIWrZPGBihohA%2bBRloEKqiG5qsKRoL/plMnAIuCj/iHCvKUhc0EOgiL1uX00kUOWATUNCvizERwKDQ6DQGM5/FYEKMJ2INlKfSJyBuousJCIUgClJ1N4BsYWWFBkwnHJMYFGed5oENXseLgsbd7ijZsNBZmLHZt2iLPnp7I7nlnwrrZZLWtw0u4TeWuqpUoaACJApwUaui5RnIdKP2rK5KQyGBuG8Qwug0CA2FN01IXbnoHAn28YzzW%2bhxq/54WqYcC0A8/MsYOkoaOAUZJaZV1cTBo%2bcF5JI8aa7zmOsISCOKKSqPp%2bFQmo0Rt5nlfGsNMeOQ4RnIX2XZUZq1dvuGLnjvZ5X/jc/84d6M%2b32lUn4/mhWS5XMuRAwCsAQyEKkkmrVFeX6U2l9cJXv/C/3ZMmj9syY8aU1eedf8YDqmZKGkTgu2iCi2Yix7j5fgnXmQkd2zacipq2TKNKGMFPxl2KcZKYDeIWmy2kGiDPTWKW8ud4JApu7BHHNHjPDzdkOsfgs0DHhOFGXjrRvLVSqaKaCdcx9fpjvt7Bc5e27pqd3tUzC22CDd%2bIfN20KogagLIeKaHiqYERUn5PN55YqgYPLNKUxsY99mnTVqRUVTrfaoQcJYqUqsWuKZkgn9P90PJ3LjI1A9xFSjbqZhUpQz%2bIAl1zSfszMKK9q3UEExJR5wLX1Rp7g8zE3Ybi%2bEZi3DEX2NKYPL8fWgyBpUYdE5Xy7tM0vb9FuI8N4Om2hdLfGlVu8aKgsQtGESY4LyE0JynsP1u4g5jKMgPCn7BdNSdv1hN1L2vltvC0V/0psXXBa5xlN71dTTYh%2bYD6B8xcFs3fWlIUsEbomJIo00z/0TpAL4uOvhC44QgCJfEw4zfUpRoGqNvfkVF6d12qhA9dqiBTgTwiVPnwPZ7yQHUliVLq22AI20KmAWuHjvXEdl2RRAYa0Sdy/4TXOK87Ze9p8QoIEpk4BzIj0o2gF6ZWCiEn1tpLeYxTw/H8%2bCHvMU38cc2BLF6WF1BbDMa4yCPSTJv8sCToyA7W5cBzRUq1RVXBayC9RQV/w31E09ZqomW7idngeALBx2YEDkWAnYeT9JlwO3pmLPrT/W89rxHWUXdZV5vLQqsriHQdJpTWtLBhnPd3B8LejXq3BAx2BBZtFMMloiwavSUxp2FiQXEzkgDoDk2cWCwWxI/FxIcSidiCkrM5pbVpakf2gChQUlWPMg2U6sbnFdCPkIrWYa%2bSSpOLiSuAQxDgo6S65KDmIY06CMNMCYNMbkxyJtGl8E9Vs7CQaSKPY4boWF3B4R2rTux0x4un10aiq9BudJSQFcEid%2brkWaKhJZXs79x4TmnPhosxoDtO5K15%2bKGF7/rTLff9te%2bpqVymPg8HSnFdjBodjxTImaBwXC4kWGRRnRhGMIq1V7zy3PvLherXrYRR8lx4cLQ2j2Ajx4F2dx0v%2bdtf3/ZPTz%2b5/rWWkYYxquE0FLYDoMQ5kCfW6W5oyCTByg/FBRed/kB/b%2bmbcBxG7WS5DqLQhu6VC176mWXrrvnal3/8rg3P7nlFX291vGP7hocO4xHuHxXZo6Cl1sWWIpro/YHnxvOLzZqWn6bATo1AgUslTTfXkOhDL6vy1770vaVXXX3pH4qFcIHnRAOomlFMCx0GR7mR42A7%2bcTDDz35trtuXfDh0E8ksYjDmnFJ7ws4wcmNkBKLDAiIEXZ0uyys76QnBkilu4CWVQBW2jEKPiNxlZIBcQYH91X%2bDv7RkYYJowqUGZi1BIAUByC5d8ReddV%2b7Zsu/snr33D1L%2bmzlUpVTaVG79QNnn/Bgw%2b/p3L7I%2b9rwCNRNr0qnLxAVMJ0EjxCJyqr5ZSwYbLp9a5l%2bBEyfGefvnD%2bpA/8Iz7fTsfQDSuCc%2bpuXLfyut4VD7yvzTdDP5/PapqjIunn5OEha4lUJXL8RCJMeIGKXKEeIUZdTnu%2bbVYzk7ec%2b9r3fz0xrmmj5/Z7htlwzI4RAhNmJb9z3r5dC673%2b1ZfpGvtUz1lQkeo5kpatGui5fumFo7rVJGrjCInEWjFTECKDWrTgOtlypnMac%2b0TGn4GS6vNMrH6SXxMcPKFoPtT//Y6lx3Sdj%2b7IRqrgVCGWUE/nXUoAUihWCSjSmEcsg%2bMsNx5IOU9GJHQGYI8F0SnqR3QHvS14HCXPkMHUSXITfCRnTFwuuUsEuiSL4dsuA6aLNk7fqJXJiaccE92rbe9%2bA5Q/KCXhNJqI39%2bINM3IP%2beczP1Am9oTTa42yqK6mGHryXCASCbkz30CCVRGryGqsiOqSUiBVBx%2b/sSiFXXX77h8pP/vRymtrMINAcvDemjgnNT2B%2bcKxEfa43mvnqP2jZtlGvFycUYz7ZSY8AOw8n4S3yC2Uj/9ub3jK%2btzjBtquid2eXaK530F%2bhH0Y6pYUNoedSorWpSejTTNHf0Su6e3qQZcCM5iB5TBEn8hDgFJChiYUXNRKIPGERoAZwMfOVjCSaBEM5CdEPIZrI4Sf8jM/Rx/HbgJwLZCgctYIwO01NoB%2bBhqT7KJ6moWBtSKBIzkT0ihYJD1SmIiJQXiIpHNCS8l4rFpuJkHidJtr7QrF2616xfSAQRa0BdRlIeyOW6UNKcMb4oDwl3ZPuq2w/w92cfWfo5u9XzboTJuPa358fv2Hd7nM0pUEJfPS8oIkatRoUXQpA25KrhbQ/EYcj%2bUN87%2bx4ZPZZZ571mGdHDximErhuQTfN3FEpIYd73LAoaFs27Tx79cqt56QTLTLASnYxISONYmkIo9ZEywoHDmIQlkVDY67Ptj0Ul4juABQhbQQUoapdRi172oZLZDzx4IbXf%2bZT//65dWs2zg%2bQO9FVSD8qCTg0KKRHtgjGJ34mNRc8F7Ay6NmII4ZxBJIcUtBbJCbVsmsWi9W2BBzFns5NMx97aMNbZ8%2bZuerV1132s2tefe6N5ULopHPqqKPFCavO/tXPb5381JOrUKDZgmecnjl6VulBxj0iJwdmbywqH3e3Jc53rIMfb3HxIRlRtB9tg1ZA/A7E2f8jMwBkYyhKPUgDgpwSem8oS%2beJM86bunDwPGPhONCx9M6dE61N66a24d%2b2VxQZHU56BW8pNXmE%2bEE5SVcOQ65siLJvirRW76d6S43YXToP8hiGGe189tFdu6u2Wt21fn6rW1Y0rxdzCO4lqIg63ukU6I8Kgg1EeXTw3CVNqnXyRae3%2bvS%2bsJyrf8enPqLWJeh9PCY6YRDtSyvRhtPDnoffXddxxwcie09a1QcgqpCbFelpNLzvEQaypaGfPVXzca2o0yoHPSLI6qLgN2Fsp%2bxqnHjhfVZdcmD/TX0Z/0OZfP6j%2bmV//Xn7js//UqmUkTzFvEvzEySzTU9FdJqU9EZnm8vI%2biGbpENR7RrmJR%2bZCyTcRH2I6Dcor/SeBZnx29RJc5%2bsbPzzW5GOTVPtG00YcULwqMya42yOj%2bohGR1wozrVcz%2bkNEzZqiXry67fk1axLqvovVQUKZELID4CRzDAvONjLiJ2gVrZ2xQsv%2bmD5GQQozgEe8DWcH8Q9LNszFHITjgzzt9pTbnkXpyFnYcxuD98CCK183bSIRB1d0xceOvv3j2OaqF7IbNKcfDQVBJpGAjBADKWNrIJuHVQNPL8gmiYlBAN02cJp9cXhW0Vke%2btgtYUCgu1C2TgkaWDWlY5d8McRvQi7u%2bwvwgLzgU5GTIIS7aWjKlSITVlHmJjkbIOGvWIiBI4JyJP2MnE/j7UmShdbZOBTZMXolcaDByYH/jZFBWca3P3PrFq9z7RAWaQo4KyZDaAL5sVVXw2i4Uuk0uIlN6jKXanSCj95u5VC6/OXLBrDm7M6hN1cyoVJw3jWTGNOlxnQpgI7brojRFijFYCi99%2bbys2MCmt393Vl7n7zif%2beu7c6U9jnIUwhEclLf7hbbZdsRKJlGMYVtU0s2B45WCoQ%2bpQGr8UpYsVr2LnAcY7OW44b1wDj/6yoFjRmYbjOIAWJWsnDcR0yXHYs7Nv5re%2b/vNvPPrg0rdomq4lzHHka8JpIGFfKGiBfpZCRNFHTYt0oGBkgp4l/43HAOfEwoWsk4fngIxncjAsMwOTnIrvXVlrE4aqvn7djvOWLV163h9vnvjxD3/4fV8pF%2bz70rkEZWpg0yaGjRVdJ7qZKzf97sEwYeaQ5WiGk4xnGBjhKYwNE4quUvRUUgnoOsiZiG2SuNMtMebpRh7OJqDP1%2b4bnvEjbdSRXcU9kEYUOeN0Cuk8IONmxLr5jlc0LCN7TEY2HSdyCurjX/uOnsC9aISzWsFp0ha9o0g7wGHPCDumomAQmSSYbBAzUPXI8dwyOZXP2abMPe2hoP/yU/tubJ9hBcXGFAwLF05yKoVsogu%2bugEHAkcknbUMHEZSTaOAQAt4ch3PrjjfXLH4TZMvufbHOOgxXVcUeQm7Y9NF/t5VlwSFHekkdJ4V%2bHE2OPmEIam9GQberxCBEvxs0PuXqYo%2bODWq2SQamydsbpk6dTkGbMORViyTWli%2bfDdVB2/Ns3%2bnDuyerj7wgy8nvbIoUc0bkmeSWgo6qdAPX0w9OtQU5KDRbBSRpMjIipRSxDRVwXxYj1QYnqOJpz%2btNE5f6%2bP1o7VGlR2wMUfIzMcRt%2bN1D4/FIalFE0aH0rF%2bSm2ctt7LTdikDbSfk0R/pgIaAqKIHfTIeD1OamAEYE13VDjYmNMo8wPugKw9JBYCwj7xekylJ7gFlVArBlpmTBsDHus18udf3Aiw83AS3j97%2bfrLZvWVZ6TyZZFHD%2bfO1buU7KxGkahDBgAGQiabEZUqJhOtR1g50IKcLiLfi%2byEcWJ8IxbYflf09/eKYh%2bKrEtYnCHdasEQNChi4aFQDjUIcTFbzY6SljFUMuh3FLog4whRDTK/yKKiyGYaBpUCw1JENno6wDFBtIn6Sai6I8ohnAG9RVRT40S3Mk7sDRrF9mpC7C6rYsuuAdFbgEwsIsUhoiceVJ%2bSWNN8Z0DUYTyJYoc4dUJCXDQJtmTPHpFJIxJaKLT0PLv02sjt2Ar3ogqj9LgXg5mm5qZSKU/H6HxE3SvomK0he2MaMKiQyan1Sq09LWSzU5SnTix8cvmrX3XtpVf5bnBHhCV1JI%2bTpN1IhEGwMZNo/k2Zjrgj7P5NMptqbBpEEwP071BgUCGz5KEKdtjGt5WQKkiR6wTassWbX/23f/31n/TssydEeJ40ZJZKBSqaR3YDhiM9DhHus4MoF1Ia0hCnRUgnw1VmqMhghnNJNGf8QYMTITNc4DZHiEBqiCB7HrqaI9VOWbCWxnrRvrN33hf%2b%2bT9%2bf8WVF/95xeLt34UJ8iRdo%2bvYmmklhklnQsQd4MCJDT0X7QxhHOFnHIVWSFwezBVQvmp4xVkB6QbXMgU15pJEXBYqyE16FfF3%2bauYZnHETfK%2bY4dBWheg5Uv2lOSHg89B93IMHAc5MisXPv3Vr7h2KS%2bljlPINDjlCjIFlswkJojCAHqKDUtNI2eesAg91UxazzESHL8CL7McjoeimTJ/63mdSx95Q2tgpi3cs4wLgwP2ZYqohnBGZBCBuOwwEOk6VQQGErqf2/XU/e9vamnaEzjdd2lWy6iMkCDqyijBqvk9e255X7K65OwGUUCmARRIzE%2bgJ8EJgvMAo5RQJFtTwxxD98TDPhU/I5TsqWtbp1zy50it64Ifq6Wtl7fjMPiMqgboZvbAf/p2pNmP/fcXE2EBAZocDHa48pRJxH0du43ENlB4jaysEdqQC3eFqydEwiuIUqpZpOZdc5NmZvIGBaIo8IRMNJmy9E7JgqPDm/PHy3k41sseybhGsu%2bQ49KyTT3eo9%2b/p7pj0TmhbAKYE0m8qAGwJgg1vC/kkAWaBQotUshYM0wEEVzMA6pSxntFtSZJ1BxiboD%2bAOhOpkWpZN4YgTFC4Ijc3jE6Ph9mhAhEe9vrNj7y0DuCEuoCEV3MIrpjI/vg9COL4KRFMpkEz5Q45ogsIdrvw5iAwBLqHCJRqvSKstslzIZANE2vFxNPHScm4Cs9PiU8RPiKMPZtwwalyIWxj2NQgTWKoCniDEo9WB9kGMIARLfoCOlmktWBqwFHgXiyKKiDYQE7Bfuh5kJrEf3KFNFjnCbyuTPFLn26eLY8TjyzLyMWbCiJx5ftFitW7xbdoCAoyJjoOpSXohKOB/saBmUGURS3WhDNTY6Y21Lxo77NWgpGSxr0Cbqu0voFr496t8%2bLKVUnYAMb3vNstVJFBJRoXjJYh8wLOnariPJQ/Sl14aaIOzFhyDA1Ea31XTXx21/98V9cJ0qh7gO2Mi5gGJvjOFoymZarOgxP4s2DSI97AqM9pIWBKGS08KJgXX6nokOK9qP2mAwt1GGA7QRy8zA2klr0PFf1sLLc%2b%2bcnP/ivX/7P3/Z0VSZoWGCQhYCBD6YznIZsNiuvi547HQ2fkJFABDqO6pMraTswFlyiUtGYB38Pxj3GjYZRMZWJasbBTLLAaUOsHLa8L6DUhCwFsjl6vf7IQ0tv%2bOqX/vv3v//NA5/t6642DjoOqK8YMkpIbkAQ0jWrCjkwqoxmHlwjPRgsjGlElDWi%2b0ffZTbkIEzjADpdgyTnSQcpplWQgUM/H%2bFLfo5KSA9UZ8flqETbiKuJ/KA65LUM47bVdoFbgOg/sUICvKs%2bTkHSxy5ViiP7qFmmzABRl3i6V7hPUE/2JHG9iBIJ%2bm7pKdRMJwKraea6aRde88tw/IyN3TBFfNRH6aA7JZAl9HCve3ANdqYedEO8m3oGDwXUeACRhmfP6tk8e8uT93xY6d87PXDzw3rGD71G1e2eUNy56DWiuGOGcNHxPg3HB%2b93GQ4sFdqSQUpNxmz0InBITjolRBn3rSwoSzmps2HChY9ZubkLA7Vtb9pqQKMa3gYR0BL1ReOV7/92dMXffMvTMnDCQPeKklCuGsxcjh1WTpxTAHUV9RWoayPnDs6cMM5500%2b0qRc%2bGDlOUg2dJBVvU7pTKhoMBqsOP4wTNMmPGIMXdFz6adfe5I8/e2XFxVojachEEgMTAYGbKhQWyQaAZiK5iPIdVTC/mUFF0tQoVERZ0iq%2bV5GhwOcSuBOjem9HjBp/4GWBADsPJ9ltHti%2bdX7P%2bg3n1MFIS2ABRV2usNQ6sWvNXuFBmZOiwh6MIagUYrGFMQtuskBEEjEnoSRhIKVLoqrtg9nWJbScLeonWaJlRk6Mm14nmqbmEL3DYg2KAMrbMJWQhKsiPDgHPhnDMEgSCDeSioaB4jcTv0/ASkuBwqDAoE9aKTgvWdAnTJFXW0Rvbo7YaMwUiwcyYmF3Sty2SYjfrqqIBfvqRFcSTkXqNNCWJqCQDpEqZBwS0QCoESWpzAEfBmnWfpFt6Bczm/r0xrBDZDA5phABhykj3D1rzip2bD0PtcMn5A4hgo2lDpMu8frhRJERTTUPkuoieVz0b6LEgGMRoSGSD5oIIt80LW/cuO30xx9Z9g4aKNVTD2eDzOn%2baLum6oGGLAKI6JIORVFsyTGizt6IpJORLJWw4LnRzz7xiKkahSSyhrFpmhmBhhQ%2b/ugzb/vfH/3qa%2bWy0yDrBbC40DEp2k7nRJEv/g0VDzT38%2bFAkgFtWjAUqHQb94aMVGRoZCSfIu5QXcIXxgYcQHySGYyQFjVZa0OdyAlP6nqeRqdzGMA%2bpHmTeG667fE/%2b8kfvoSvb%2bzY1n4KXQKclyFvNDCDZQwzGYXRoAjVov7UDZ1gINpR7DQocF4Ula6llrDCuhvLpMcp/zjTAAxJSQyOGQZMKQQpYRx/1T562O8U3aeFmTq50/MAsgCehRD2OjIb8hp0bewi4hVf0z0Y88jPIE4PwWQ4e0U4YmWIIBA9pYBTurgvIe6TRw4EqSjFReEIPBwo2Ea9DHyntB9Nn7W4/srLbu5uauoowlBX0Vke4UmouCA7mLBElQISMjODX4PyksR7kAAVplUpmc6eDWdtXfTEX6gudJdHuDle2Sr1bTl/3/aHr02qe3KaWUF3enLfiPdF48DzgWcKPjicojpcE5xV4m2nTIypudrS%2boY/NzS99UdBdMZKS21kx%2bEw%2bFvpXCF5%2bYe%2bpl/9z/9kpccX0tW9mCHid/pYtkF1IUlzJcENcsbx7lTR2yEB%2bpth9wpvzqsfSlz8V99C1sGFwJemha4mKa%2bYI0gPjCiwUppg/zbyMZHW34HP17KFx3JhR/8sneCo8%2bvgYGpXMuT8NdKhei2z1mUufvf3fT0XUEDPx/xqgGpI81iEOUCDMaC5BdwPzGOYDyFJgTWdMsUkw475F6wACnppqH0B7RntmGKBDt4YgbFAYFiRy7E4ER9jaAQit0dd9fXvvyvXlR%2bfgQRriTo8IyKYBA%2b%2bc8teEXZNBdfbE%2bXGXhgsUFiEUQvTDQEJpJApNYx8v6dBfxtZCDIffChvBKgt0OtTIpU2RQYLdMPEnCj2lES%2bu1/kS32Y3A1hJnKCGkTnS2XRCIUHUk0iWXiL0qIw8qtWBsWZFGHKoVNpgwiam2G0pMT6zkhsgSZKb08ZnErsh318nCdW4hkgixBOB5wg9JQwiauJoLGPqJiD/cphUdTn0uKUtkDUObth76AvhAnFRkmdwPmr7fXllY%2b8NTXn6puBXM/Q6B3bHtTfjIxPFXJ4CmoLQvS98DE5E5VHmlIy0k6ShjQ5k4NBMrnAnnpjgI91429v%2b8fd2/JPmKa%2bxQcxlVQm4XwMa7LW0NXva//yU0SM6XWkCDY5K3QeijPF55P/RwY7DEXoWxH1DBqclAM5%2bgb6EOobdXX7tj1nfeGfv/2tfZ3l1kyS6mlpYaciY3JWyICjaCI5SEh925RtAQZISciYFX6n4x6SigvRnKgmghRYnCpqnzEs9HyQDgXRgmSWgmwMfLdgYnou5Bpxb1U1g8ezDs4FothY6IrFruRttzz%2b0fbdvTPXrdz9hXlnT14yeCWQhjUSSevwFDDSRCIiHd0PjD82cykbQlkbgoNoV7FRT8XdsnwEv3UpvYJ/WEZKYoo8Wu10B6/59HnyMo5sB0h3jWh9B1kO5OBKaUsSJaPRhGUFhedjY0ygrYaCZ8wD/j6u14RjpkPamFxU0nfXqP6GfqLSIxmXpAYsSCseZtOTKIjw%2b8qTz73qNwO7d53S%2b9A972pLWlbBHYDUM8k9435Dm4WeWk06VZSxibMqaUSZW0r7mnqe/PN7ilNmrArcvts1s3HYxe%2bat3Fu79YbP5r0Np2aoKwQzuEAtxCZBwU0CwPvnkX93yjLRoETyrCBROiEeGZSp69tnvmGXwXhxHZDzY6JXOxQ782L9e%2bqVVeOPOc7onHCTnXRT75kb18xV5dUVHrmaS4jZiplT0n7KFbjoyDAoAiCVCaTFCMKANBcQ89XHAiA5Byorch24d0jumKIvkK%2bDeN1zhUrzWs%2b/nmtcepWOVPBWo3CpG0q3eDYUJAFR8N6RS%2bEiS7XRLG1kGH1aV2AE%2b9HGvIkQzsTVVGBxUx1MGQaZzAeYs9RBD7%2bbOxOxGrM8VM7%2bt4HHsntYXoPKViD1TWJqL5BghkUcKlpNaP6T1J6kVdFbkxKFo7pBkGRMKx23pHtfst59vK7PxyW%2bkwNQgkkCkc9lmQtIrqL0z3BQGPHDkEGnQqs5XoBcijW9wg1kpHiotpt7Mc4phfMB3tRIcDOw0l0u7wdu04Z2LDpXIr4F7GQBogMVsBpbjB1MT3XJDY9uUmc3jYBqy4mfFL9wcQekAwejDsZBZf/pmJeRPZhDJC0W5V466Bu6KSIA%2bNUQTFz/fh6ZCTGiUpfQezd0y8goQ%2bjNCFy2YTIkoGIHLQLmU4yBlMo4i0RrSCJNgiZiaIf8i6rtvWJTft2iY5CFtSIiWgI1winAHQXyk7DqKbeEdQBmyg3FhyZwEE0kyLpNGIYq2gqgKxISiQsR0wblxRqsQg6BiKnxB/HdSQQxU7Buahs3nBO1L7tTNyiR473baJrhf0HU4aiahTNrhXhDhYvS2uRIttkGQNvolNh9kYNgairbxA7tnXPeejBhX%2bJnb5E07huID7nBhoi9cPKDhCXv0Z9ibMc0pCn89GqSOemqHnNaKVeGxD7pmzJULhA4i/s6Sq0/Pj/bvz63t29U3OZ8aSKJBLguslMCxkRUlELVBhcCzmglOUgp0KD0%2bqBqoSsCJ4nFL/DqSAHw0DtCmhWuH8J2KlgVEPNgxYyWUmA9RoSn3ErKpIBhV1LWY6QDEG7AidWERUnD8cCykCZrLd48fJXVar9ubUrtn/y9HNk4bk4ouMgLRPp7tRUk%2bjnwYwDnRs/k1VaozNR0bfjIEiN39P7QE6ph0is7GFFBpXcDvbvBuuAjmLIyJKI2n7y3PEXbPz433TnxspxwLFMdB0hKWVyDGR9CU6h4/nQkAmic0rNdzL1oJSEPelhOariu6U3eiVnd3Xu/Ctv2roRWc72TfMSkHbWqE8LZWvIyKwlYHRpcJINQkVKqLNBDYKW75ywe9FD7507Ycoa/OnZoZ4/iXB1IF3cectVUX7bTAtKYQplSWXWk1Rj6DXC/IRMp0oON5x2okcGmDdcZPEqorHUNufSByJt0lYj05gfzvle7vsohsxq/iHsXrs%2bu%2bbed7tLb/4bGJ7pBBXYw6NH2RPmd2oDCkoqnplYZS/u5SBV1SjjiYxCiGfMJaMU90nH76h1qI55uaQgAJSHuAXuoXrxx34sLvno142G8bsC0D41I0F6ZIgfJWzQaBJUo%2bdS3QVUoJJEt6TaOswvpPJF8710VMAHxdw2ZKAlUE1Pp8wm1flgPGiMU1OSiv10mfiTr27sJiGgNuT8eKRnxUQqUQmq2cAn6mUKsSAKV8jIBVYBmgSw3mF%2bI4oQqrvw4pDnO/abmmzrqziFz0fZWZuip3/22XLHukkWeiVB0UNmc2ij5q2UhZCBG8wDpCQHdwE/wg4gNUX8h4Z%2bNjIXw66RG/sr4SO%2b1BBg5%2bEkuaPVaqfWfvvd16W27J47voyoLSbJvIHFOl0QXi80u6vgIkN2LShNh%2bFN0dsuTJTIMsjFneIfFIWEiYGFQRpHmKDp9ySdSrEYUoUh50G3UPOgIM2MVKbemBAzGyHMUtVE/96i6Oivio4iPpuqF%2bksaMk2dDXcrCibzUF7kNTWb8iL9XsGRAnGq5aYKFwyHjGRgT2FKDWWHyqWRSSE1JzIcPSpM7WZj2O8JHtK/H2kODQYqGWkW89p0cU4ZEoS1JOCWOlE2QHX3sfPCTSR8FQn3bd2wRvtan5xIlk3qiLN4d9eOREfkguPl9PnbxQtJcoPro8iP6hD85H9efD%2bp9%2b7eX3Xn0DVWSUPhuphx7GhqpkYspAaC3ZtoaM1aHAdig1DuUmDtRbMHlQMGjpYJz%2b6fPnmK59csPSapDEO9wZ1DWDVUI0CFYSj6ZssklVJ2QYGNg2D6h/K5RKi9WWo8cAAxz0r24g2IsNgkJOHxZvGRYXkyFtJ9SXUcKDOIQE5WRgU2E8eF%2bspyQkS91aj9DlRUcjZyo5DHURZ9HZVjExuvFizYs8FX/3yf/1%2b0ZPP/vUrLjnt3mqlhKbmrpnNNuY9B8WA5IE%2bb6vhRFQyaeIO3qta7BE/2hAVsCmSjr4kloXsCRwdH45NTIU7%2bHMH3/Zh2gBSuUlavrJgWroUVKyDzfWKumlkx2ShpswCvdAG3mNURkrnAVcio8f0%2b9jRpeBBHEmWSZ84BXTETTHq86lJpz496bo3//e63/7sq5P9QhvqkZSM24/MJd5RahpGzgrmC8ryIEaMSLGD9zQU4w1d27tuwRW7G%2bo/Gw1s/rJSP3vX0c7lB3uaqt33v66//TcfyijrJ5JZg1Yl0hGSzqs0xUhdiZxYXB8oZ9R4rOLWiarTVshNvPzJVPP8RwMfTW54GxECasvpq6qhvzZx6jW3VJbd9iF300Nv0QodEO6idxxBfLy4PqUe6O2Rz0%2bsIuaR90j3Ag8brSP0nBPP3qZGn5j70RtTZOde/kw4/wP/Hsy56o6kacj5jRwH%2bm57cAcVnfoXwsEggQfMM%2bDty0AXzfQIvND3IKzgC7RYL98KZ4KaER12nrTdipEwU54FtQ/0n5HZqUgBt7%2bCrtmg6kg1OHoVY/1kkgaUGYKST8ogo9tQgYboiQ5PHNeAejQ6AQXjdMSCoHMnn1mpNEDOPLSqUXMwYirfcEeWsnL07H/f69z4iLP67r9w1j/4jmCgfVrow4WSsrmYH0hlgCjIuJ061iQf7xB%2bQl0KMnkU9IFMIu5b3MSDN0ZgDBBg52EMQByLQ6DNWLb78UXXBfley0lSASF4zSgqhKKIaEbhoFMkbf%2bs2Lxsoxj/5nqcsg/RBjgPxDiRJgMmNWk5wHAH7YhYGpBfgeGEKI%2b0h2D8ycZxRGCHUUAhYRgjYLqDtmSJ5uk50TppoujrgEb/QCrqKaXtrmKYLAaGWL9xr7ZjL%2bokoC4Updtkn4jAof5lcFaopwNx8UFFSsHo1JB%2bgFgkxgSnBcZiBIk5A4XFNkWhsWjIL0z8erBPnDMezkxxp0gbvijByEvCuDOIew3uPVGy3ErZFO1rL1BKe6biAoYV5RztvQCXHql2afniEFTLQE184ZTVurM%2b57g1w416abiQC/WwMKK5nOjpLk6%2b7bb7Pgmq0EdoBaM1TdeHpyQk%2bfLSKRjMbtA4Bgt6ZVi/5kAMjoQWyiPbiB46TxvoPF3Il%2bs/8fFvfK6pYWLY1w2eU62HhINsQYLUnXCtFLz2KLKMYmcP9i9F59HATkrUOl5epDKm19LavBvGtwv%2bMpVqI58eohdgaPb1FhuLhYpOtTAoyAZnHXE4ZCmoe7kGJ5LOQw%2bmA4oDGfFk8JYr/XhGVVFXBxpctR/nSYru7v7Jd991/wf6e8pLk6l0T%2bCXSXJUM8xDoofSYRp0sOg7EXgoU1JL0Ei6BZlAoL6gdiNBBeEwkKhfSkgOEEXrUVx4wCc8TObhsA7jIU8WSdTWiqyl8wWGN4qzZcHLWDkO8owycggHgTIqMrtBVIW4xoN8BKL9ILcnqScU%2b0RPl8F81RFfhbSK%2bgfQl3KzT3ly0vwLHyk/dve7W01kHqiJJI5PV0FnJfohOX/kUCTSjcIpQV0N73Y6KqZ71664on7OuZf63sDNulF/WCpRyS2Yir/8jJ6tf367Udoyow6PtAf7heozHES1VdDLcAY8HkTDoLtK2TXZ0A89HfC77LTdDbMuv8PT2rabyXooGfA2UgSSqKfCZ4gSuMTp2fHtcPMTr1V3PPXqSueWM/1if70VVdPkTGgwhKVDKmlLZOiTLgEpKuHWUnQdRexG47Q9ybbZK9WZ5z7sz7z8brdu6tYcTeiHbMl0pk/MnP9gVJgwAxoCEJXWXROB%2b1pCK7JUHbMl%2bg1Ghqv7lcaodfZq3PMjZgnIcaBTRI313dF1V64wqm62Tk/YWuAgHhbCVZFvBzkPUGCjlyKE1a8F6uSJO0aK1%2bD%2baqKp25t%2bxS1R457pioFQluphhUPTwlAnzWu8%2blQtiPkUcOH6RNgwdQOy/mAvHj%2bFD6PtlLWRV/ySd/b1NyodS1%2bp9XdMd/P7xrulgWY4NvBpNBTCmSiJrGTh%2bABjl/qLww8MLat12kZEA4ZXkDda0PhzLysE2Hk4SW73vk3bLrDXbj9zHAz/jJRh81BcDH5otYyofg6xxkbhDWiia0OHmFCZBOZSL6KpiLxg9iKqkgpvwa8ZGBT51ZHy9xGBQTGuNNio4FUyWbFKk6GhwyBQXSwMUG4iBdaANKRTjaKQbBN1rZfcOLC7oe%2b2nz38kU17/YRinCEydSjIwvTvBtDARwQmibQ22XWSKgVnAP2YpXOCzr34jkgHjk8F3bK4GMYaRUc8Un0AJ5P6OcyfpolTlbxogCGZ0qC8AuqEg/RrSLxSGK4k2WjiM/27N5xp7l5DHaePq/NARDDqpSqLoqmBmCS3k7ErVyX838ER6Zj7GlNtSdUH9wxKRZVyWVv01DPXrlxx7uXzLzjjIforFHAUqBYdNRJM%2b8WZB0q70zf6PuhI1NZUSWWqNTaTnWFxs2sFuod7hGu0XLF5Y%2bfZG9fvPMs06tVMOocMCUmqYrzpDBwf0IuorgLnIzUkNJuT2QFSeypWB0Rjq9J77SWvePDMs09ZMPfUOYvbJrRtRSaiZNtOqqe7b/LOXbvn7tm575QtmzvO3Lxh73ldHQOT8vmqRfryCRTXVypUP0IOCsQayYaRnapRlFspwnFoxPlielxdY7Zw1TWvuOVd73nzv2VzqT7XrejoFQLlKmj9DrmR1yD5cvGekoIVt6QqV/uksd3QUFc5Ze70zSg0R3IOPiIRhFV4qxLwWldpuWd8OmmAPHcbzPHEOQb6gtQJ3SXK%2byH6T%2bu209LacNQo/JCXcpgd4JLIZwEuW/wlC/hj9SupjEWjoMguhk7OAzxWPBixBPDRNlVv9Mtuz%2b62i6/5xaatm87t7lw9t1E%2b94hWkjOCd1yKecGZT1KxPqiFSdDVSDihiegv/Tun7Vpw18dOnTAeMgli6cHnKrt9WtpsDDy1kgl23/LesHTfq%2bvMfTrVUrg4FvKKssbJwjxBVCWiXAxGj6loOnBBo1LO2dkw8YbfG%2bmL73CUtn1DXQ//fWgErOZpm7HXfyPr%2bKNkz5bTlK6186Pe3af61VIuKPe1RE4ph4ASEV5B%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%2b/l99xh1E06ft0x6QIGTcZBC1GmbOgHWZ76nLtMC5gPDOJi4Vh5yEWH767OwoSHH1j2nkLeXpKrSxRA8bGwWLu6bh11IYMpCrnW2i5yLYyjgNKJIMqSPP1%2b0zX%2b21E2Uvxxofv%2bH9/4xYehtKN6KEmElo2M/ssieykLS02EkB3As0DZgth58OHk5cXpZ0155sMfe%2beXzz3njIcTGZDU6Xb5DtgmkJUNqsVpuYn7F7AQErBbNneftfDJZ9648IkV1z%2b7bsdZ5aqv6FpKUpmKxbyUGCanhR7FRJqKEPtBgyiIqbObt77nvW/59qtfM//XybRO0jC0hWjQpxmQGD36qxV3%2bo6j8LFKVVwbEkfoJasININzzpv5wIc/%2bp7PEDMDj6e0VVF1XPM6Ds08HJHyI8GH8SOrLugE%2b010RBwhp6ulswFIf9SXq6JaZmpUhsuh1xtnpOh/8ltMTaJ/yEcippnETiyeQbx0cC5q5aNDT0pps7kUFfcun3Tptb/b8VD%2b4/mBHW1w%2bYQJSptCzgNw1OD8JXFu0FAwFyEblUQDyCr2gSRkz851Z3Qsuf%2bDZbdzi6Jm8yk9La9ZV/yEH65tHeh54pUDWxZfnhO2fPrLoCKi8yB61ZRFAjRGydWGEhtsMEjPoj4LdLIgQoF02CQSrWesTY8/57FAaeiD4MKQzvfQV8t7DCKAuYiMyJW1Lwo%2bKYZbTqHQGkR6l9S5qZ28B0UfOzCSVdQ4DWl0DjoOg%2bdQEo3yXTh4Qyby4HdisPnEiIxuzYzlrY%2bwHfycjPr9s3RU69MbbjyHKjsmNMTj8RSCtnjQgoF1E4INcvwmJvN4IyxO2vEfD0z4mMcfAXYejj/GQ57B27dpjvfM6svHD7iit54MH6SLYWX5iL5TY7UoC3JRGfQf8OqbS2kxsKZXJE9pE8U0lGVgPBFblTiPSJpCSZQK1CgFDfsIijmqg2ghBR5QS%2bCqFRTAEXcd%2b%2bMcCEVIFY0qpN3KKKTMTbvgicZTr/6el5i23TQmeNWq95UBkVZu%2bcX9/%2bgii0FxIx0GpoyjgwevYo4l2pILOhNVxpISEHFDJd0BUUyYqjC7Qb2iwmm7hDHmYIAkxJTmJjHF3IZzh7LZXQIKOCUqAgdFy0cGowzrDqsYDAtkONJpUd69%2bTx3z9Zzcdb7hwRztDtIg5MKN%2bAh1Ypw44AWZW4Oqj2Qx5fpCBlVJ8oPSRES/58a8bk4xMIn1rzhiisv%2bgN2ui%2bRsGzXtQcJ9kdf96RM0UHnko4DrQP43WCRrlwV9g/iqFdL1OZ1a7deRAV0xC4gy5m6%2bBI1iQoj6TrgsSDrQNkh7IXsT4CC1ilTWzd94Ysf/%2bCsuZNX0Qlc27VAUYcACbxRCmMdKkWq29Gcea0rAi9aeeXVZ9/00P3P/MUf//DAx6ulcr0DelsCdTEq7jsVo1ftbtTTiKjqdLnnzj/lqY9%2b/N3/Mu/0U55CUbZcsNFjAokzKzSNIzgOci9aCyVRoZYVihWe5M8SQ/qBirWJq12JrFS1OGVWQirBnIhtrBwHGivqNEn4jHJiuAH4WfqScWcJKrFH2FPeSYrqkwIWfHmDGsgNd1OyE/r9vj0/SezqmlFalX%2bn6brJNDoGUwYsoEwDSTZXwVNHkBgxYlFBwAE9%2blCsig7XQU9d%2b6qH35CYfsaTzadcelPtplDdS6SU1s/3d9z9Lr3SPs1QUa5EcwL46REyliqC2rJPh1QVS0pb1dEgkIA%2bFiHUlRLmnK25yRfcJ5LT1%2bhq3ZD1QsO9Vt7v8AjUqDZUU3ac68peOncg8KuKpo%2bdJPNYImOMoWDDWI6Lj/XSQoCdh5PgfrpLN1zau2nLzGaUXGWJP0%2bN2%2bAMGDDuZaYAAQQVvzOxkNugmoS9KDbd2S%2bSdQ3EtUa0jjIA2BMrMhncGqg3oQcaEjIKPhb5CO3hLBj6KqwP00eBNIpeHfxb1eshvRqIfaS/33zZXeNmvf67anL2Mk2ZIBfsJCyEQsX9alT19Jv/8Ngn9SilJZABoUh1BGcE5RSyoJK6TGPYcEhiQ5qKPMFdkVKf1DAs0NBLVi3AEOkXmTAvZk3zRStdT4nkNmFUQFIW8WxEVpMwPCDfZ4MTD5WLBKzMKhRe3L6%2bpsLGla/2q/0L9OTxaQ5FqXQpWTpIVZJRXaJhDdqjcSBLyn/S34hXDydHivuQXCDx6GHcEWWno72v8e7bn/hYsb%2byKNuQGkBjucBHwy79IN19z0G0z4JmFrqDaqgQBZ0LpLBBlk6cYaD/5OlqDsRzwq%2bk1zdE9qFnX3liqVBpcImnngFNCfctAE1Nh6NHpBu6Bspw0bhJmYjqVOAMRm9887U/IcfB99BqmwgChjlIUzhsNA/1gnJoGmkZgl7mVP2vzJk7cdmP/ue33%2brvLk4fGPCR70CDQ2SfKBPl%2bUXnDTe86rcf%2bPCbvzqurXnPwa8gOQ5HfSUpyyaLFWlkVLYYZ2hkZ26ZEIgLtfGky6yKCEsKajQkp2kQ65PglR/2EODKhkk4CB4Q1IiXVEs%2bSfbE/mQZGeHxH2K34ugF04eeXMtkeie98pI/bGhfc5FTMKb39%2b6wWixSTUNNDx6zMpwIF8wS2VMbwQEDdCaNCt8xp7g9nRM2PHjHhy9tnbQysPdtDky4NNHm2f07n3hd0LP6YpTbIiyKmicFJQvwB0mHS4WwJfHqTZLahFBNgBosLUxgqsiJsjJtV%2bucq243m099CjnMYUvBDhtQ3pERGAMETlbHYQwujQ/BCAwLgWFwiod1HN5plAhUerY2b3900et0L0gFkM/UUfOQgFFEUnMUTZR0DGkiUc0CjHE4FdW8Lwa6QDZCNFcFlclIIFORQFSPpA590AA84i5jwUdBdWSAIpAFLQDa6RqKn9NKChkHaORAsrUIaYZ%2b8M7HTZ%2b3feKUS/%2bo6tPXKMqc56SFcymz%2bpG/ftvnX//Gy34sEEEMkE%2boUjdh6nNAEpxkqFHhtTTmaHjU7RYUGUQoDRThgQyKjrWgX5GnAcWdlpwimnMYH7wNnToZ40Oo64akKxwl1GX46AuRJsYtSYAiW6GHoN76drJr64Zzo3zP%2bFHCPIyP0ehjOsqBL2mPyS2mxVBklByGONJNBcE1tTzpVMT0JV3k0KX3iccWvW71ql2XyM/GqYLnvmuDnkAto0A8%2b5h2c2CrfU7%2bQjZoGuGGuoRJruslNOpGTBJ%2bVH%2bAc4B3JL%2bg9Sq/SFI3ghNZQcfv%2bsZcx/VvvPL/qpVyKi4PoJL84W9QR0ICSfcvu%2bqc27/%2bzc%2b%2bZdzE5PpU2gXB2RYDxe2iudXY%2bYl/%2bNCnP/Gp93%2bCHAc0o0PpjczMDHM7GAeiHdM1EPY0THIcYqgV2dBP3jciQsvfkpM2zJOcNLvJcg7pJg5mEw5kFQ69mNrPI75Gxaz366ZMWTb3kiv/0OkrBaO%2bGfMFdYKHsAGCEy7YJlRTAYKiVM4iFEmA2EAGK0NN5fCcbVu86G2KV8mGbl9LuX/HmT1dW%2beKqJAz0MwSEwGkNUHnwmeppoH6cCiYnwwELaACA6zxjlPgwUmJcePOWJNumvu0UBo7dA3t53ljBBgBRoAROOkQ4MzDC3xLKpt2nG8vXH1FveS1k0pRvDg7ZI2D%2b08qGFSgrMkOx8glIIiqgb7Uv70s2rraRHbaRDEQbUfXZyz0pI6BKB81V/Kg2a6YJWQsQEuibs5wHEzq4oqaBRKwK%2bL4FW1ad0PrlQ81TLruf6PMWU8qestho74JdPZxg%2bjvoN9v/Ol3D3%2borXkG6hNgbJI2PAqgVeLOSwuHJBeJW090GAcdqw0xQJ2YkU2gFEoq7BOn1GfFeK2MrMMuFGKC9gMHQhokVDtAkXA4DxpkNcmODkn%2bE01xUqDSdO7ZdEp15/azglJpJyKlJ4y/ScXQcVS7puIzqK1NzhOFuhGZjXnnMMphCJHyoQ71Kg%2bM4V/94qYvFfvtBaqWyAeoB/HcCrHJQt1IRUYiVuXQKBRf26Qzgn/vNxOpGRn97fCOw5BGYk9P7yQ4YyqpXXkwBkmakZwbqtWgyG9cSE8KRHQSD0XMSTF12vithqHZCnrTYtwhFI9GxEmGrOr%2bZ2jGnLa1u3f0vuW//%2bv/frB40fIrzjl/zjN//8mPfvqMc6YuGrxmFE3roHsNyak%2b6DU9cN3kHFBvA1mBSZmU%2bN%2bKbLBH/ggyZAfgfIHf9JP79Epqal9U2Pzj3K49MztXPH5DczSQa0adShGiCi7ohAooj7JQWxZwU4IH8pDIWoFRKRrLW2f0Lq98sG2KWjEnJnt6tz3wpoSzan5GdGB/1ODiPxJ5o74OVDBP9ZsR6h0CHQERPC4OFJgcf7Kr5S5ZnJv0xh%2bL9NzH4WAwhebkfmR4dIwAI/AyRoCdhxfw5vt9HenVP/r5Da2VIBWhdsABHzhJ3SOp4RNlHYgDjMgeUWLIEFdg9HkwrrOJetHf0SN6tpTEhHHoxUB6cVSICjE5BX0ZNGrwY%2bSlnr0UYkANHHpNgh5EBbOIJCI7UVGa7ObpFyxsnnLhH6PExNXaERyHQXhMDeXRYfTRtJmu/v439/4ddWFOJeswnrhjKRGzA9knlGw7ciTQDdc0RIlkXUG5gIshcmh3MLMxFDkYDgb%2bs9AtNMD1kX52BCeH%2bj9IChYO6iIjkoQRTteejEBhcvtbu55d%2bepZk08lw3PvibttcV0AafLRRp2l440chTgDEWclYtUiatbnIl6atHJi4/od5z36yPJ3oBbgJyhiJ0Pc0I30YY1xZABAEol5KNIZIV9ScqZkPL2G6/Ou%2bqgORKlYbEBdCW4JZRuIkkS%2bTuzoEB2Kxk7OmY86FtsuU29mRJydBPwNLZlIol49j0pVajU8/A0fAh0rLnB1qq6GZnBbNm3Y%2bU%2bzThn/jutec92vJk1u2%2bijO5RuxICO0HF47kAkpYwOMwhD3FeWqGdEaZIXKMVRhl8DMPwrPWn3HNKpPNLIldzsDnvbov9buXXjeZpfOM2j%2bhRqrodAgFtzoqVDJpvwIYiBd5QyDw6%2b%2brq7GzsWL3hTy9yWHW5h19wsxGdIP8yH7G8AoQYfTh4UaUDww3%2bYJyAqiYAInjjQKj0qQ9czxYnT598fpadAtnNC/qRFlwfGCDACjAAjQNWgvL1QCLi7d8%2bj3g5no6i0DP5wFUFon6RXSUGaqCbkSFDhszQqSSkJLGAduQUlDRlMRAS3QpN/OqhIU5qFp0PNkORQXdQP4K6aKGqEnyGzEJZJRj4t%2bj74y9BQD1v9zMSr785Neev3A/2sJYbePCx6gA4D161EnwY1xbr99gc/4IVoo6xmQD2gzqGxBCz9pyKaLQVhMP5ELepNjeCmorndafUDIuV34RrQVZqkZKnQG7KNJAMboLZDRviloE3c9Zqaj5mwQupUT%2b1%2bdtmVs8699KYw6upUlXGjVtMYyf2WPPpafUDsJMSfpog9GeVkEEkbVUr4oI6DrhcRWer7oOpJ9Q833vGZi155zp34SCc4%2bEfMmKjULrhGjRoFQ%2bmwlxSATI4mTLJsgro8y3FS92/q8YFzUZZHJbUs6eiZ0tDbvWvvzJ59/VPwkU2qarmGSdkHOATm8BRvBh0H6RgkTekozTl16kp8oy%2bcg1SYDmQnRnIvDtp3f4Lm4EwNUbBIAECqVlG2jqqMX/zEzFE7A6PB1pxy5tMTL7/%2bx133/fof8bKPN1AjY0DG2Uf2T0r6U2ddek4pU0j9XfBznVIgJbZkdfPT5%2b%2brmvPapomMjvebBBECFFpTUzCptAWHwUTG0kBAQFGQAcXjUcDv8mpT0NB22cNi3MV3aOnZO0Yzbv4MI8AIMAKMwIlD4MW/tJ44rMb8TJ3Ll1%2bdbu%2ba4kK5CPWJsnYAYXzqHBBHsrGwKjCuYVhi8cWCSw3WYPiR6I3poAvwnjL4xtDsFy1ogIXiaOzjW4jag0MMex5yregGShQoaPZD51U4KFjd5zaKzPjX3jpp5nu%2brqfmLjESw3McBi/eTCnex/7u7f/wprdc/VMvKMU0BrChqbRbSmMSaYm026nDNYwLdOvB2MkBiMTU5oRoVAdAocL48HtSfgrRTCxSobIEp4OKriPir5P3AwUgx4fiFPjRUmseKkGir31CcePK16LhRW7Mb8YRDhjXnMT1DoPbYP0BZSHIYZK5AkkBoi/6N3UzhroQqGI7tu%2bbffcdD36MPkstH2IDurS/jgCZJXlgOCFor1ejQtEvah6EzONQbfSwBTgPXEgikSDqB4ZGnWIh41mr56B/S2qPLPwerKcgda6E6O%2btNv7y57f/a7kQonmUoVRKToIch3KxmD0WzEHZMlynZMFxGFNjeLAuJL4/lK6jd4eoNVTTITNFqHkY01MeCwwn5LPHcrmqngrHn3vRzdkzzlnQbyVlG0kNmss63mXKTBHdDbJbEGKAs4lsKDp04ZoMkUW3ebVQ0cLO3kzQi7LoAHSlEJlQTED0ipAClIGMAzkjJqiYJuqfKClW9ZuE2TB/df2Ui%2b6JzKYTmFE8IbeCT8IIMAKMwEsSAXYeXqDbWizubFj95BPX1TkemvGSOigieoiy67K3AzjCsg4ABclklkvajCo1%2bj1wYhAsxkKegJCMEN07CyIqIRuhp6WuSZRwYIijWzAWbg3Rb4uauaE3TMUviSIW8Kaplz7RPP36/1NTr1ypqxOGlXE4FKJcnVX%2b8Mfe8s%2bved01N1bRQVi2kZA2NHW2powHGauxxKmKQu00ip9TKJqe1JQWitMNw8KRThC4K%2bgpAA152HwBRfCpAzGuU2YeZHdb5DEg84nDEflJ1JsiuXvdiiuccv9kx9uLQorjv8Vc%2btj4lOpEkqpEThxx6imiCu42aaLiXpEBKxuuodO2T/1UkTMytLS4588PvX/dmo2vMEx4dtiQudk/dtJYp9%2bhezPoQc8thj343KO50kwm049niB6fuCYAYx8s7Cb6Ej1fNGZyJugSyXdVQUd75OFFb/nPb//kZ%2b179s5NZSy7UnLhQFiDPRiGHIrvl/c7R55b1T2vDDGnlKfqoW87fdAUG7tNOlcYfFwEHisukUSrgXfKpwJ8F11oZbez4785DrSVT4LtWJwHGn6Qq%2b%2bdcvGlfzAnTmqXjVjoPaaOz/R8AmeSjPXx7qJ5CZwHypbiM6iNSOHP6P4r%2bvd0Yy6jyqe0VGiivhQ67kkCQQAL98qEY0dZDBuCDarZUmia8MoHtdy8pzRjQt9JAB8PgRFgBBgBRmAIBE7Iosp34fkI7Ht62WtbVu6cL5utoV9D1SmDXwxjulZcSJ1cSVKVrBGK4gch9PmpczPoJQqcggyUlhJ%2bm9ixvF2MO3ecsLKTYcTCKEe3ZxeN2Dx8xkPPKlLPhAqiKNqTy3rD9bc3zvjIl8z0GduO9Z7UN2QGymXnY47Xl1j40DNvsSsa9PzR3AnKT5oDihVs4hD9I1I6%2bPTVXnH%2b1FC0GftEsoAxwkkYsGBkI9ZOzgL1pyDNeoOUV8gBIccCco4hHJ8I140upfiu43pLqrdv3VnFFatf13T5%2bP/BNRytYdDIL5G4V/s58pQKwjhQw0D0KirMpboHqAOBDkNUKxR6w0Gi/g5U7O2TA2EiW2JX5H64IjhVlDUJxZ5dfVPvu3vZX3l2tAzcDVi5ih14DjqyWrCrYntThUQVZSziuomYp0/9z4jGhfbFMvtAXYWlgxF/plYhfOTLbJs4biu8Nw/qUJaipmXfD40yOnD4TOKyU8NUcnh8FK6TAwi8yRHyHUN/5P6V71i5bMtl3/rqzfc%2bdO/6RZOntG4s9nurDVNBpzglwOcwXuo8iAxXUqaf9m8k5imN0DCPWvgIarCh5TpVMF2SLgqkx/SekS5ZXMRLSkt45uRI4mxYBAECOHK%2bZUCttkwYRD6x4uL6dtpnsPkf3XT5M/4my/0PB6r0IKkg3LMD0gjAbcFdQarMC8pGKpW1LYvyfGO7oWmsHDDeijijQveMzHhZG0MuNWVb4MRKBWFZBKLA5z6mcVh6gxMF%2b%2b7NXfXmGTv/9IdPTq32T6JO9SGacluKhTklIag/N72naCGMhpE%2bHANNWHhHgyqer34h%2bneGomHqeF8NdN3xupE5RPAD8xbVR9HgPIQ/8tr4ijnumvvSE97wM9U4jbof88YIDBsB1wmMQqHYhDkT76OiZLPpvmTKGHaQY9gn4h0ZAUbgeQiw8/ACPBSR16vd%2bpWvXj9roJTMwHh2YE%2bBmw4nIY7WkySPjHaT9SiNBBg01DQOBo9UNsLvHaj3aCkUIWMXb3unSDVAp78OUXwcwjBguKLWQUlmRRl9EirVlGiYeMGixhmX/ElPjds5VpecTlslt%2bq/%2b/PV7yaffnrta110jkYKQeQQrbRBT6DsieJWxXhLETPr4VyERaFAxp9oWUSxIgWpmOok48eSPy0tO2AQ1KL9MooqqeswUMjW8wO969nlr2qZP/9WLyqWDCV7TIbSQVgc5jiDWR/q3OuidwaKuFOga8DhS6XQdxfGMzIoqmNDuhafpvoHKnQmR49UqDxkXQwzzj4sXLDi9Ve/6sIbz54/6wm3GkjHAQpMVIUea4xio0zAWG5tbc07dB2uZgo6%2bxWqawBVDE5qhPoZ9GaA40NUMxijpFhUM5ghZ4rfUX1EINr39I6/C7UtDz3w%2bLuJeoZy6qC5pa530uSJ26dOmbZh2tTpq2fNnrGsc9dAp5nQK2bCqMCArlIXaroOOAqaadR5QVBGvW2sSYtO15DbGTunL%2b7KHWccBrMocZdpelSI7qfpC59cekN3T/ekMLTJF4N/FMDsh8dHesPSPacWG/iKEB6PDLDmqFqo9lDGN6SWehLi7z72r%2bIfPvm1uBIJjVPgV4ozzp62EPt8eSzv3eCxYpXZ2Jnc39K6pipMFCKNspIYjewxOzjWMXgjFK3V9no23BnO3XFOpeexNyXTuVSAZ8eA80J1Sh4yDSjpAXKYk0joQDIuLUgsW8IGzanSi3ck5%2blGIg/1MXJU6VmzpWMG0pIog9akNZ62qWXq%2bQ9Hej0KtnhjBIaHwMpl2y979KFVb3/fO79zbb7PbqP5CplgP51WB775lT8%2b/qrrzvr1medMWwAxiOOmyldGNrav253Y2VGc1t1VmDIwUBhn23Z6MFtMwZXB9zGWvEb5mGFVr3/r2T%2bqb8j1ex7qyIzh1ZENDxXeixE4sQiMrbVyYsf%2boj1b6ZlnL00vXHdRKyJxFUTmqcAYXT4lB5iizxRhRG0yDANyHmC44t8%2bRbdhk5G%2bOvVAMH2wPwbQU6A%2bEptWdIjzzn2FNG4zqCnw0cDJh8FeUVNiQGntrW%2b7/JGGae/8gZm5%2bomxBs1MykZOr/vMZ/7rricfWf16FV2kK2hKRuoqsJqFVdgjzpqUFXPMikh6sBG0Cmoh4EjAsDuwkZoQNYk7QNyhHsjkRMkIPhUjQylKQ%2bdssou6d208rbJ764WJudMpgzJGCwQVXMQRbGmryYZcMHWQDUG0XRpuIYSHSIq1Wi2Ls846Y5VpJkqLFi2%2bhNSiMmhoR700yHGj7AR6v0klo3K5JNLpnNi5fe%2bE%2b%2b5d%2bIFK0X0G53DCsKyoagJheeouR3QhtACTzTJk4UdsLMqA/qAlOPi9ZkjGOxz1duZyysC8M059ZvGTW1%2bVSuYE1JcwJujrEzWMVPtrRcWy0JgcN3KA4MBKGhBOncs0Yx8fSkxV1CpYuHZD5PuMVHfH3slLn959WeA/TBkLn6J9EyY27Jo1Z%2bqaU06ZtXTpwk1rGlvNzkKf2o0BdmpamhZSuZiSx%2bW6rk7f6cdjXeBlluagehCiLsWnIqMail643sJAsW7x089eRXQmia08NXqNyI0wJ0Ep8tIJd7Q1O5LxTUa6Bl6e9HUNvLJeWLUreCvtwLFD1UrUJLnG8CWTMsE0RMqIEDeQBlfjJUlRAso/1H5F%2b8JhH6t6e2E0n7q5uPHJX67ft2t6paPnFXW4QAvdpgP0eTFq1ELqQA1ZX6rnQc0SHGX019BBV7JLJVHYXRTj1dlCtFZFWeuGs4U%2bMYCoP6gT5cQZz7ZMfNNvzbpLb4e60sAYQvaSP5TneTA8xz7LdbyBw3uPxDmUQbB56NBsjLBDc7XiG7f8fvEn/v6j//fVnn1OKpOuI7onVP5AjqOjqkHDmlULpt9121PvfNe7r/%2bfUt79l0wduhCO4da1tzxx2ZL11/77V2963eqVOy7t6a62uGj4SdLlcR%2bgmOZ6cIka/Y4y1c2taffiy%2bbejuH0s%2bMwhjeFD/WCIMDOwwsA%2b8YnF17fmPfGaXAYso4ibApAwDBwEYSWXHRpNFMRMtkJ1JuBSBVYoKWhRJE%2bGAyosLZtF4s44sH7SqK0FypGMxERtPOoL0iiv4IOVaV0oWH6lQ%2bMn37DT5XknGXH81K//JVPvfPL1f%2b%2bc/nTG68y0hlRLaOJHRlbiETOaGtwMkEnyi9Qyg1DjYooDVwnCbYOGsex80B0n9pGPSBg5KnEt6boJuUk0DCOBHSS5Wqua836SyZPv%2bjP2HtseNKDnst%2bw7FmgFKBOiL1tJEiERndHoynuvpc%2b2tec9X3N2xc%2bfv8QKXRw7VV7arIZrKyNoWasoEDLzJoGEcyqKlEo3j8kSVveuWlZ91x6ZVn3%2bb7BXr3UHMa93mAdCnitVThMuhUHewsDEafD7qD0gA%2buvOAruTRg/es%2bOVTj295FQwOUMpQKYOvSgWF9qDFJSx0IQ9Jv7%2bW6SIaTNyoHIa3BcyTolTpkxkVK4WmgsWyqJRRQ4NicCRU8DxS6Uaku3aQ3ba5f97mjd3z7rnzyXdqRui2jKvbN2fOtHU/%2b9FdSydPads4ZWrbhmnTJ61JJJUqjAht0GnwvKqGPhQj6iVx8HNMJJ797pW0IOIuy7TRNdK7o2kZGNhpWdvhQtlMR1aIMimx40AO46DDQZk/EhU%2bkveAjEaQUslZDHwDxw3URCJDOLrHw3Gga4AvQHlI6e/Iq3rOLacfMCbZFE86ZmTADOolj8nrnpk09%2blJF1xy%2b57715zhV91sGnOWjayDZaRFid5XcjahxKSQc0l1J3AidLwnKdRk2b0lMdA4IKx6DIX8R5IKxnzlq7lSpvWcxdkJ5z7gh%2bnimAz0ZXSQF6PjUJs/979YI3Uc6POPPrj%2bHT/4zzu%2b7VayYlxLK7LbFJsAbQ7%2bSBx4QV1NshnU0Sjxsx899On6pqgHO/z7WD0aTzy85fp//cIfP7N06apLK0UICJhp2cWe6t2IsSgztjSr1OYh%2bbrKrDloxIg5WFbgYg0ZVZ3hWF0DH4cRGCsE2HkYKySHeZztPeumtv/Df144BZqGVRjSdeDJuyjsJKtYSmhKHnqNrkSWD9mNsiEZRVLJ3CHKUhX8YV/kVEtAJBF1ELrYuHKTuGDGJBRKI0shEOkzs6Kx9cp7m6b%2b5bf11CtXDHN4o94tm1HKvfuq7/jW13/x%2b0ceXvaqbLoRk3hJjG8yRUu2Elh2D3jPkKGV8qZwklAlHTf4qhl8%2b6M10gqSOBCVS9p3uH7ai%2booaGLOhH6ytGH9fPeC9rn4NVFGjn2TEenBwwxGd8k4IunPWnJDNuqDcBWaZpVK%2bbo5pzYuu%2bLqs/94x20Pf5RsvCSaasWKS1S8S4kXXCfRs2B809bT3Z%2b7566nP1QaqD6MuyyNJvS0UHRSvIWHRPSTgwYRD0ZahQfRVg5vRT7n%2bv2ggPqCnLyas8455dEzzpy1avPGXWeFcE4rFVq70HcDNQ/yuhAJpoRLrBpF9BMiyZHDhKxYBc5Puh4ZFTinZTT2w3MmF0bUdpOCk2TS4J5Q8bhpwBGhynbZlcI3e/Y6k3o6tk167MH1r9bhKU6b0bZ13pkzFz10/5J7XFu/Czui3J8odqN3HOjzsh5g0GmQHbrlSyKjgBoV5MNpkqgSFU7qWYHeh6yXdNJklieW3JUvGjGq4DwcSZ2JnCwfBfKUqbFIvhTUwQDHR02Jho7M1ONQBW1r1I7Q4R7iEIMhqVOaE%2biLlMwo0CArB2TjNVJnizuFk7yx7LkdZ3XGZFPSTeXqwPrbo73LL9mz8NFXTwTtDG49HhvKOJDyG85IzwKUhuE/yHeWaoQMPBMpJQuBNAgdgKqYnYT3GUGSfnrKWifvrJ923oOqOX2TpjSyMTXCOwWnWCkXvQYIQ4eaEbmeXzJQFxdHO563ISSDnCa20EqEFdNEsdlx3HxkRYqlYjPGg%2byq9ONpApND01Ql8PzANHQLrUEik%2bg8dXUZWsKG3AoD1dznP/PzD5SQyW1tbhQQXoDgBt4HFPsYOqS%2b8R7SO%2bAjO2wmkAVD09Rbb3niY3t2Fn43aWpu15AnOMoOge8pt/7hmY9/%2bZ9%2b/R/d%2bwpJHQGxpsYmOWe4oByroBNT4AdhPDn/0DQu%2b%2bnUjhmiMSspKhpGylFI7YQ3RuAlgAA7Dyf4JpYfWPxmdcv2Uyvo2KqBWqRUqTszFX1iUUUgnhSTYIzAriHDOq7uJKOSBC7jyCIi9qhjoFi8UFJUeSjqSoi2bFWEswvt106bo7b7It/Yes1drXPf%2bH1fm7b%2bRF1iU2uyp6e79O5Qi3771CNLrqmz0uLsKelCMtqeS6j9ghioPrW3RsbBIYbHflooGT61pU9mAIgiFK85gfwZhh8Ztij6pUk6FQ2o5e5ts0qbV17he31LdaNxJB2KjwCHJIHE8V0569P4pFaMdNh0OGoUySajWTfQsI80fBRXeed7XvONJxc%2b9dqBHn%2bKg1JgMqI1NSHT6ZK%2bJBcXKnyH9kyqXix%2bas21Tz6%2b4U3X3XDOr%2bgs5DjQ98EyFxk5j6thD2MLDGYbZH7miAbioONAOzU0JTve%2b1fXfO1fPv/9X1pmMtPfVxa5HBSs4LDSeeiZUqXTSlHhWCKYCgOw0MtmfVQXoUFOd/CEPhqDxZmYWmE3ScCS5C7JwUrJLXJ0LVw/8IIsTwI0Lqh6Kts29c3asnnvrCWLnn313Xcs/OjihVu/eeErZ95PKX/TOtBle6TPqswy1KhLsqic6Fey6B0GLBSXKNNCdRFS7hYPmQ5HFF238W96DmtsKnI6apQl0jEjfv7hNlmqDOoTeiJLChthFQBHei3REFH6tyMd/1D7oyEb/G16BwhzEk7FlI2%2bKPQcRmiyCAmruHQDRhSMRNjwpKc1ejwPNx4zOXlny4U3/Ghve76huG7dpToau0HGSkDHChi4SCog60BBAaqBAPYBsjuGYmKkyEyV8sLvwFyXgihEI6h9uUmddZPe/hMrd9ld7DgMdfcP//eOPQOzfv3ze76yd095RiJhVhRUrIc%2baV09z2kENZLiGVXINLjR%2bz74xq/hiAtGd9bhfeqJR7a%2b%2bY4/LfhbBBTgv8Ohiecx0sTAlA7iLRoY4W9BtVpKoHHkyoEe71/qmw3yKY%2b69XZXJ2ze0H52ri6D4FmfFJFQkE1U9ArmMqwoUBskdTvHwbOGi7aMhOjd50/Yvq3zDPzhmJyHW29a%2brff%2b/bt37WrhoZ6BazXEAagNRhBInrb6Lyh/PcBSW%2bZLZRBDXLsSTwDgTOaJ2uOfRDYmHYTh1VmGAoL/jsjcDIgwM7DCbwLle5dLd3f%2bJ9Ly7s7GpUMRT99ROdDxEIRDcVEQ0YZFQpHNBFJGxq3RyoPEac4pvVQEJs6TyOIg9qGkjxGnZYS5Xwotq3pDMy5dVVt%2bikrm6Ze89tInfWsYU4cU3WboeBqbsns6%2bgq/6VXyP95zZPPnDt33BSRsDtwheh4DflGAefBI4lHXJeOwuKDN1r6KO5NG9U6yA7ZdJ24biI0hTDKyeA1gk5hgULRv/mZy%2brPv%2bwP2H3rUOMa%2bu8H0YDknB9Hy2TmAcZmEBCdBYalLBZF3QZCXkFoWxMmN%2b7%2bzS/u/tH/fPd330wm2rCIxHUa1ChOx30iy5KoTrSuU/QbSrv67bc%2b8olCr31nrimBwjlwf40kCq8VnxYfCuLGnsOxB49Bl4JEKui4Vf%2bOvwAH%2bFc/u/sf05kGRO2wwMoW5mRQ4z4Yek1ilwqpqdaEDFHQ5nTKMMgHLjZYaZms0bjI3iaHgeoI5BXieunv5GhQ3Q4dFwWCeG5xLGTQUqkG0L1c0dslWnr3bb583brvnPWLH9/9Pc9Vvu1S9b/qK6aBZiQj3A4tmI7VqciB0aQhQV3OqcBdFqPjWfIQkaSMV4QMQuwg0vfB5zDOdGEshx1FSHUvHq4LimKuTfUt6GMgr5XIdMdpo%2baBNCg5TqIywnGVckrIOMBp8siZwRcZTGTAGxgL6H5jGl3WrIzr%2bwOPTL4kP66yrXeypfW2mUY5YYcFkUZWwXRI3Q1xV1AzPLyrJrIyKmofqgNVUdeEd2agU4T9aRHmWkVi3HlPWq3nPaqr42XmibeRI1DIO01PPrbp9Tu32bmElcH7hkDAEfzFOCkHVSwHhevaw0Exb78tW5c4bth37a1OfeyhdVcQ/dEyMTY8vURnQxJQzml4FSVtkOiQ%2bfxA47vecwXRioZ0Hkolr86umJnIS2E6osAHnntQcwWpyCH%2b4vlIYCAYlcokRaVUxd/RYLQSGj37%2bqaMHOEDn9iwpnD2xz/03W/aFV1L49iUWUY3JZm1lU0oSe%2bMphEZ/TmoT48MrtDviW5LVEk5F2JyjGs%2b2HE4lrvCnz0ZEGDn4QTehfyuPXOXr1t99lQYISlECqkpnI1iXIqr24hU0%2bSThFQ8FUU76L7q4PdpF8YPFU1SokHSWhB7lLr8CUnjUUEiKKsO1Ev2CndPxjhNueGm1OSrfivUM55WrUnUJOyEb%2bPHpTtL%2b7a87f5f7fyN1r7y4hxFbO2pGGc7DIg%2bjL1VWCgWj9ujDW4HGe9ynZE6pXFEmBReKHojI9xwJhDVFshqdOzqmtLcXZyAvY/deVBINzaOTks%2biKQH0cQf/4wKBqkyQ/eIVJQoRQ2JVrLoxBuuv%2bp/H7jviXft2WGfScYyBYdl52yincHYo8iTLFDGikoqPWvWrD/nwXvXvhd//D45DnQM6TRR9alsbUbJlrj3wv5EiBwdGZFEaZPl5LTTUY3ERCLt2bajwdj1e7oK39u0ZctZzyzdfJWhptGzLw3HFVkFPGwh%2bPtk/OugmlAHc6L6yIgaSdWiKTZKnGuLI0W9Sfefah1gYFMHYdmDBCYtqANkyJPRQBkIRWaW0JUY0X86HkXrNKo5gPpWNpdDEXN3/S9/dvs/9/YWxn/0b976WRg0ksZVKg9kQZUaAQ%2b%2bdn%2bkMtlgoWLc/I6eGUIt7mdB44hxgwQQ3IZBP4WyKmjoR9dDDcD1AXmPDr/hfSOqDiSTdVAj6D4YePcCL20EoJKA/zymRjuNQfMh%2bOsmwWpEnQWpGhG9DLQxBc5PGlkgE%2bIIFRhNOTynipvHPhBM0A702Rirl1/X692wsuXOvmfOvkZ55NG3G6DujU8komxZVWx0hjdB6XPTutNaiawUnqt%2bBMLTSspP5suoiZklNrumk5521UPTJr75/2na%2bG3lMK%2bn1TrmcIziBiGKHSQSOUgDB7lEGrGh/Vm05x8sVoGDQEWqSTz%2b0Prrnnxs65ux169HcdphfUTRS1EiAecR2Ueh2niX8H7V0qq00iVo%2biD5YWSmTDMLC5y6hgy9IQCA/oLIaVP2EA3qHWTsSciCVPCoAwlRMknhDvUOMjNMindEv6Qgz9BHP/weyLyqX/v8vf880GenDTjJcVYWqnuY82QTVJquaXWQOte1rKdUFYupS7HyEqnZQWiDmMm65qokuDDMLQgKKBMErxn5RJKzoNgSmpBiWgPfS/b9RC14SG1zUOtBmui8MQInEAF2Hk4g2E7VSQcwYnK5eqHYRRGRcIuFqBDmHqLnqDA2Kc4Icfw48F1jZEglTTKD8DvqYKzC6vYxexgU9aXfwXCw0g0ouMb3yPJ0xSoTfeOF2hy/lNT97dplF03euvnWZy5WiRtOfRpQSF1Sq5ANraIUF6vIwYJLRxispGpJJvegigUMXupuC%2bcD/R8cw7LGykE67CJG%2bMbKGXG9haT0xDQfLEqxsVjflBq4/89LvvXVL/zwNwmzFRSBwSLewZ4NZGfH0XD5WUS2b775tn/Y15G/pXV8neyqi6g7%2bLAklUOLVLzexbK18X0fbSYCtB1pJadzid4v/%2bun3vGf3/r5Tx%2b6f9lbDC2h6jD4icbjgG9FykTkMFCGi/pWQGZVOgBYfDGAAzYe2MQYn%2bTXHRgn0YKko0Sc%2b0E6GtwrkvPEsUCtkI0DAzjLVHTuIv2SgoywHzjW7bf9%2bX3pjFpwHe8LpmV4I3Mcag61LCkefEf2/0sWM0ouMt4VohlB4URmhqTMKDUk3P8ZujfkvNXsjCO9OzUJFdCaUOGCsCOwiRQfpQYOehyOveMgnwFZwUA9U4jaV%2bv3QL1PyGmjKD9RtXAphixcQQaJYhJxs5Ix3YrhPlXp2VtXzReTXVt2IleFZ8Y0FL2MbA6MuAjOQ19St5pg1GWrnugBi0SHOxWiXkaFEtkaPbJsa9O8t12gaw05tK/0HOKNsfMwyrs0aKAO1T2dHHY5h0GpjoQ2fv3zB7/Y3VW6v2VcpmuUpx7iY/GcF79PtVmr9t7I8FDtyYz3Gf5jSoEawwzsIKikJG0SmS0K5KiUncd3PIpybpWBD7wPlA2IaUXP7UEzkmtevWrTZUuXrL4GXVxxHMrCUpbhwPws66pwTlnjhvlPMgXkvH3IRhlLjMdxIisKZQpmWNvypR1X/eFXyz/r%2bRVkkGEmqAZqRlxcKV1zGq9XCT1jo2RTU27f9q3d/zJ9ZsvGYR2Yd2IExgABdh7GAMThHqJ1xowVLXNmr%2brZvnB6K3jBWYqUIHpBDdN0rPcU/ySDIC6cjachxNnjyR%2b/okiKJPQgakNRFth3csKKYOShbZXI1qMEorLhlX0bomj8XOt/PX/rdkOfSYoTJ2xzg37Dsx%2b7trzlnr9T%2b5dfPbkJHa%2b7oOhjJEUB6lAejEcDX5KoehTvITaYByPJFDGmvYEH9bhAFActx9yW6TOfTTc27RyTiyMLLWbg1DYyJGNjcnCRG5QzJVqM5/sJ13FRdBJvF1985p0XvfKshxY%2b8ey1CatFVk8QFY0kT6UOv5RApcyFbNIrdu5on3rXHff9DT76xfgIWAYRUkO0S0bX4muPsx9yk89A/PvaLw5J1RwdhWTSpCyJVypEfzVx4qRt9969%2bIO9PeXmUrkiMtmsPLZdBZ1JGtzkGACOKIPvdJ9owYwdIHBk4s4D0rElfGhBpR/ifSgZEiIqTp8nqVqqL4D%2bOQx3U9YfOOiiTrUUUvkIQUczkU7ccdsjHzrllJnLUP9w82D9g4smeqA9DSsqeeAeER2JgIo/Rg4QRSep47pU8iLHjeoyyBjf33S6himMkfgJo6s7cs0DJYZQy4FHAGpLZCwgY3XkTMXR78lw/krF2NQ40qPCdtl8kJTK4IRhnBac8gjFmnhgZGwy1BJwHhxqlzd8q2w4g8A%2bWbU13P7HG69feduSV8/00QyyUhEpYmEAqjIcMtS/yuyDhnmNmsZlkMgz8Xz4aEg4oE8V/U6juP/PpWnJuX03/OXftD2KQzqBM6BqVv0LF%2bUY5rWfpLsN4lYLMx1%2blHG9D2XMqImlJjas6Z79x989%2bmns/bnjeF1HHdNB5x32%2b21aiqObIbJfYYoC/skU5IAxrxCNl4ISNC9SPRZtGp5FMuathBZmspm%2b0V7nyme2X4kavgYdtGAN75lH7Eq8/4MOw%2bBx4%2b72qDnE3BbLXu%2bP%2bMi5hqivyAAjeIYeMkN5ewcNtndf0PbgPWuvpUwjvWg058gADwUQQcsKRVHKg49ry4q3vPMV3x3tdfLnGIHRIMDOw2hQG%2bVnUhOmdm7%2b9W8e3/PEyleBwpzRQQCtgg7jICKkUiSRbFea7GWaF%2bYkfh9zJuOYLtlEFDmlugiP%2bg%2bAvhOikLIcFCST5Mz5s8A53jKn1LmjqdPqyU047TW/qUSblqSUOZ2jHPKIP6ZGG0/p333/%2b732JZc2otvy%2bMlJsaV9JxSKxgm/SlEw2NuUMRkiIBQr/sQymnGfh3hCJqM8D965n6sbGD/3rCdUKzVWmYdDrnXQNqe0M%2b4MJY7JsKyNwYdWpxd4g80CRLYhUVr85NrvrF61%2bSK77GbhCch7J2sdZO6Efgb1BFEqyj%2bTitFtt97/4Q1rd99%2b6umTlyHyTyF%2bGavbH5GTRbyUfTgQWZeDlKYhrbvDXnvlx1zXVtEojvD6pyVPbXvkgfueft%2bihYuv7une0wJJXdWibAAWI8qcUFoeS55MzUskCAPZEIx493AgJOcsdhgkw0kWSsdebuxYxCl7WkhltgV7VKukOELF5rSgQt4QUoelar/I9zsNf/j9vZ86/cyZVMzZYTsllCpYIy6Cj5WgapQzGhGMWyilyGeIaAylMmX24byCfxxGNWbUAT/9oPt/ZHuWjBJyBsmtt6HtLlQIlirJgOpLiCY24hdmiA9Qxo0SXCEMEPSOjpvCgb6HQmpRRRF/SIEDin6i6V8vajA8PeNGenLE2B1tGFW3oJibNp1376e/8qnxlTCtUoYTtEF6hZHmFEk8F/RUZPBMoIGHfCw1Eh6mEqfEZLHTS4vN6F6pZ6aIP9507/tWPLXu3rPPn/xAgIbfY43Xy/B4RzXU5fuHexRQ5hNzEJxzcdsfF3147aqOm08/a/zSFxivYU9gzS3pvePHj9uV7%2bupN/CsUyZTM%2bh1i%2bcWmmOkgAHU4nz0EaJsRCYX9JI89Giu0bZ9/d%2b%2b%2bId5IVJ5ZoJEFognFNc0DGagaa2m4AjN6XPnTdkwY3bjKooXgdaEXq7EVyIxNMkzjTwvMnJ1Zo9hoVPiMDeo1Plp1EZSsM1zQQEjEQJkTGnulTRYzEEprKfZnNWPLDE74cPElXcbGwTYeRgbHId9lLYzTn%2bqe86MTZWVG89FvwLqNSW7RkvngWYeciCILy%2bNRlKUiFXrqYkc9TyI1ZcQ4UPzK6i/SeUXJQPedR3oIRMoQrldpDWtKb%2br6wY08k20zcxQcdwJcR786vI5u1f/4l%2b8/ntvsJx9KASGvj4chVSTIQr7ulFc2YZpFBQWcLMlH/1oS0dsRktDWbaQk510yZkCzUvJ4VpnbM5NmbUclK0xMkBqJ5IGcGwA0QIki%2bDk8lyTyqXeE1KNCCbUITb96WfOXnD5FeffcdftT79HUWBcUUwaBh3xcWlRiw1tim7HsqH9vZXW2/50/9/h6O8jC5G4rJLJIf0knGeQCSOTIrET8lzQRnbp4A2Ts2P7gQ2VzcQDSHk/snrVvMuXL11/1ZLFa161eePuea6vpqnQ0SMJRGj5U6aBsls0borkQ2pRcng1ioTLlFhMX6L/5PIlaVe0wCLiL6VbY6qWVDgi%2bplUZ4qb70nhVDQVpBqCFcs2vWL50i1XY6ffYn8IW1WQLABBykgedVE8oKke21DS0ZGwkNMXF023tuX6Z86euMLzHBPZE%2bosDV9osCpa3m%2b8VoPkQHLY9ntnh77XkkeGZwKvqqKheFLTTbdy%2bpkTFyMqeFwoOBEyCVQTRfkemgviURLXGxk42EgeMnoBCpQrUDzqwh%2bzZq5q6ukxLYhN9Pa1LfnB7/4tt7M0bZyfRcoAxijBhHoLMmYU4p0D1iQp/5LEMowcNPGGXCaoTGhUuRXOQ5cYj9qtcaK/v6P%2b//3fTd/%2b3tzPLM01NI46KjzsCfelu%2bPg7HnUSYDehbi7N8kQ48nRy1Ah0ut/87PHv1QsVt6dzaZQaXzyb00t2X2/%2b/nSX6xa8ZvvktGeRtNLD2sf0YCgIifpltRLAVK01NRSVKpF8bZrL71p6vSGUVF5MDePb9%2bdn0l1UkmoSdO6Ewta1NQQa7LQRKGiNfmiS%2bfe%2bZcfufCrYDSS40BLOWKAUgsaswUCQ6GB%2bFOgoRxk2M5DEDgGqTRJ%2bhXVhuNe%2bpBpVyndQlxFqbomM6agynpsy538j/FLaoT8wJ3g25mZPX1l4/yzHutbt/ncepKbg2FgUp2mzDxgoiD5QyrMlWI4FDGKjSzZME0q3SDjQFFhfLfRNA1FczAgbHHaRecjAgmGEhaHDNLTVlQy8u33vr5PWE7Q97gvUmc%2brSUaxjwySvCF9rZ0VNk7t7Tz5g%2bFe%2b9/a522W8mlDWHnEd3FpNsye6LY3LNRGCiWTUAdQ5GKPNIlOAr6sUiqjLoTzUQ6Erh%2bamlsNg6Mm3PWU1rzhC1Ksn4sO4geWIgp6i8N4/hXlP5HTbvkvA5uYUByHwe2dM6ylyx89lcrlm%2b%2buqtzYLyO2gDZy0J%2b5ECAkByKEhRBUpmMeGbphmvxmev6e4ISabFLupZcmGLbIKZv1cxZ6UkdVP93iPMy1KOcSmXlwgXHIapUCylQASr48WH62rOr8%2bedewembdm8%2b5yVK9ZcuX37njl79uwdDxvZ0NWEgfoSWOMUX6ZCRBoHORQxjYnGS0pE8VBrzy5%2bJ4uogRct5iRda1mg1ZDcrcygxRdH6X4VeGQz48Sddyz4m/7e6j1oINXneSUkKTJHel733yfpqBxy4bVmaTAmcF68XHNPn/L0Jz/93g/hYZKtUmpuRuwhSmexdnNiTdTBnw8LJ54DMgxwW%2bNidcQUobQchIOdc4e6ByP9exRVYRmgRoO4GnDEZUM4YFtG9qTfyooByt6AXtbrqmKX54jTUpPzqtEwZs6D37OtuetP930suXD51VNLKBRHBFTLClE0XUSxcf2gYyTJUcPYqBE79asJ8YcQMtJVUCuWGzmxGvZNt46GlkoeRdS62La664w//uSRr5S96FNgcoxYYWukGL7E9z%2bq8yBpS1hf6F2MFGT%2bYHgGEEV4asGz1z76wMx3AJufHAd8RhbVGOYAXnv92b/cuGnDOX%2b%2b46m39/XbiWwOcxAFk0CHJTUjCvL3DuwRqXTkveo15z3w3r%2b67uuY40YVka%2bUnLpiwWmgTE2APg06GmOS9Ha8HMT0U9l7iWYUBEKSSauYSqZoPh2zDZlThJggYIHzxvLgVGtGNDTYAySfTVRTUk32FAuZXPkeoYGpCkbCqK55zAbOB3pZIMDOwwm%2bzUqm3vUfe/L%2bFXc8/F5RtltAfhAmpfthHJA57cMmkbLtpOhA9A4ymMnIoi8YXh4oC2RAaqDFGAlNVN2iUFPQWm%2btR460Xzbs8klxAitGWi2JSseKC7Rw1muyU1o6XS%2b/3QUpPGM2jFmU1I/WtSnBvuY9Oxe%2bo7TjievaLBtxFrDMA2jhpyhT0gA6PIrEmzMi6MKcBp47Oh9DfnUwQnz4GyBzMJKGEkexJalLztMwSrNNPeOmzVkijONFWXr%2bmCSXngqIqUMuIvCIqoOHNGjaH9j/zLNOWfCKi86%2b547bHvqgShx00GaI%2bkOLGy00JOFKlC0sNPg5FFu37Gx7euHqN06edMp61DxQWF8eLC6%2bqKl2xHa23A4UGcrUyKif3lQyV/HDoqrgMjQ9GU6a0kaKVVurJW/ha173yp%2bh2ZO1r9sZv33LvtM3bth%2b4fZtu87q6GifXiwP1AUo2gsDD60gKBsR6p4bqyxRXQfV41CPB%2bJZU9TOQoaMlKeoKzcVM9I1Uf0DSXpSNI%2buk6RhUT8idmzfM7dYcBuwUx9lH4Z7cXFtSEz1I3oZGddx/wpy%2bpwokQwLrROyHcM93smyXxj1Kwu//l8oxoZNjmsjrnNAVAl6jeCMuZYh%2bmCMd6BIuaPoiA48W7OEhVJua0warzn%2bgFJZteLcHQ88%2brZsvoozUsYN9wzvt6wMwXtArQgjqueh7Ah%2bdvGMO0SpQg3JAChie2FgdWNO89BgUAcFBD3E4GikxF0PPPWX0y%2bdeT8OQ13ieRs5AsMy0GWGF0ZnQM0NIXEa%2bCZqAVRRKubNu25b9qG97V0PTpg4bsfIT3/iP4F%2bEAP5AfvvT5s3Z9kj925%2b7%2bbN28%2bpVqo6GdMurq%2buPmHPO2vemosumXPX2955yf/LNSYHRjvKSsXOYk7Dm4eACSD0kdVQaWGWVE2iMVENQpxJDhHEQ1aTBACGtWEeREZV9oU56oa1RqF6CmoySpkV9BWCE4g5lzrchxSYwz3Vk9Ro08Z8KQMt7DgMhSr/fawQYOdhrJAcwXG0s898yj/njKe3d3ZcPzORFlapIFwY/TYiu6QIg2JcWfhJGQgiFoeUuiTpSxheJgwzBFBlwbGOdGq7XhCTzpgq9Po9wrO6hUu6/aBVWkhVa4i8%2bsGqyX53xz8VtJUXZ6e%2b9X%2bSmfMo0tw7guEecVfX29QcVFZf1rvzzo9W9i25JKPuNLOY2Ki%2bq0JUm2woyk6/MNOIOrc1iHK3B340unLCLHStClSjkvvj8VqNnkWytOjVi0wLCvwQ3a5isk5ThIXqQhBd3Z1JhMa0uUuMqWc%2bqRj1Y2IkxRdIbXwp2UzVvzLnUYuux2l/oiqRE0MGcgA6BkkQBn6tdfRBCCUymrNi6YbfrFi57PKd23tn6SoVI8dUHaLwxA3jUjCWSyKJaJahZ8WCRze9fdYssUZGsbAQIs8d01PwPEgnghR1ZAM0KH7IIm5yZEhja9j29WHvIVLeKM14bm%2bFZAZpLFCbah8gutsKpM9vpLA3KOpqPu809Pfn2/bs3n3K7t27Tu3Y2z1j8%2bYd8/p6Km2loltfGChlEwhNa6A8oQAaeQq6AjyLxLuG0UmLLRZamXqn8ZPssFTOgoGT7%2b%2bv27517xk451ZaKuMLPfoW05ZkGkMu7lSPQcaELKKkd0bWCgxPDnKoc53ov1PWzXQ1xOxRJ%2bRDJx5zg4OIYw/Ui7qgebkd78dO2xLdkN0dADXQhWpWR6IVnethqY/Bpu7eN7v9V7d%2bQlm7am4THGGUZwovQ53TIc6AQmj67iGzE9B8gyfGh4gDVbASW6NLaxIr4eysA62pWG%2bJYlQQasUWrWpGFLyE2N0X1P34f%2b/59%2b5%2b%2b%2bmWhgTTl8bgfh3uEHGpGCktUZaQAhjxfGZZKbF25e7599254f0IbnwVfx/yXRvmEIfl1Bx0rBGdFw5CHp/9f/mB8m%2b6u3sn93aX26AWh67PitfU0tg%2bfnzLjlxdsvBBkqI4lg1rAXrdaNTnJgIFL6YrUjCHhC/IoKegHs1psXGPfx%2bUEj76iYfjOMgjYO1HQ8bAqaYht415Ej1qQtB%2bab6jeU72fJGCKghDETeWN0bgBCIwJovMCRzvS%2bJUSn2u1POnu25duvDRq3rLpUwDoiYaiqJU6hKLBRcxOmk6UUMaSQ%2bpMStis5aYIqAsBTY6bZZFssUUrTMaUDzZhYW8KKcUBWwaovokkXJ1kanoL/cIr2PzrEBbe2n9lKauMCw8oaoUMxz95gc9muY%2bO6t72%2bI3dO1eckHGBIEiixRyEdQkjDmZIh4qCm5JBx8Dzza0imqiXdglEn8iE5jSsLH8qjT/KHhcGxHNgjBVpdgRSdeSCY0OatgBxpORG5g5b/4DIpGhReQ4bQexl2jxrdVBDFJkYtrNkSfrs8455YmLLznvrj277/kk0kUQrIypS2EIji5N/HAEDDQvIwM3l20U7e1dDbbtvaJqF01Npt/jTIPUEZf1F7KYgFaTg65XehfHdP3GIY7D4ME86JvHWQ9SCYUUu7Y/DY7647C7ri7Zje6wq/fvb0d6uRhln356yfWPP7robatWbL2sMDCQrasfJwYGKiKdBtHXKdeK/WIddOIKEwMsrvJB9oPqfFDj0N7ePoeOq6vpYaXe92cd6L2QFD9ytIgaVasQqXV0PSagXqAPK2p99PgXv4wcIwwH9FWoQBRhABznTjRa3FwI0DYXlDD8jAJpBBfQeBGKMLIgZX%2beavQDj/p6Mp33PPCGHStWnteMZ5bez5B4e1R8LrElgwlYy2dUEaUkqEpw7jVycigjUlFEFxwHF86OLDLHJOajH0QF2QlVS4oMjKAdG3bMu%2bXGu/4RTQIh04s/8jYSBIb98h8siRo72xQxR0DGdpU/3/n0%2b17xytl341fLRnLyF3rfuvr0AMZAX6MqiB5q/CSbHdfcDRvmY1pPDzceBEHQ%2bQfNuYmuKNlXFIQiIZX4exxXkmvosAc51HXz3xmB4SLAzsNwkRrj/ZouOudea860TdV1686tR%2bGhlMakGghqzEVycDQfyEWaVJZIUh5fqPEMiBZACjgpGBSIKNW15ITZiFk00SsUNAzSSlTvgOwFTX1U3IparTTYMOVo7YS%2bjuL7A1HMtrQ1UuZh7WgvKQw31/vumtP7t972t2H7g%2b%2bo17thCJdxTnTyhVHsOjg30gtkNIeITNqQdUyjF1qiEVQWpygMNLZRKOsw6C1gINJ5oEWNpkhyloAHFWVSPYiP69YQmfbJKRk3bVPLKfPvV6yGsax1iKEgj2vQIKfJGuOTCQOi1si4Djk6ZOzKSZuS1oeFUNWVqH1Xzw%2beWrjktXt3lU%2bh5nCU0DDBW7XRYyCBxn5E4aHfkWFlGuCHV1yzUi3LfWQDODqblECN1y9ZrCfHQs8FqYmQBX581gzDQBem2uYH1eecRDfiCCW8CDIn4RhZoZHAk%2bYFA6%2b5/hW/QsHgrx99aPnbf/LDm/69c2/fNPSviBvQUcYG1CUqFRhULJFyPXTPa78jSsyu3btPAw1KMdDGbjjP54FCcnl7anSvuElf7D68uDfHyjmFVJ1w4UJsQ032bkRBu4OU2IeC/DI6rifQtM9HjUERTCVSbqtaeR8KTMPC7kjIeG5eLS1YfXXfr%2b/5VGNHflwSTksAZam4ZwBxruFAIAKLhBGioXD9UIwbBIZoqiIDgrqWVZhvliKrtiVNogGgyUB5SaEu5vhMAY9tBs9yApQ2PBPK3Tc/9tfzTp21CGO57cV9p07o6Ef8YA/WAR0YJaRM4ZBu2dA37dY/Lv1bx3Y%2baiXGhO424rGdUOSGeTIyyGX28yBm6vD9iGGeZIjdIIwSIGuNmZ5ooQgwUrYD7z8yItIuIDuB1gVydMbmjHwURmD4CAw71Tb8Q/Kew0EgbMj2zbjkFfc5puWSAIwbt4yMeznU5CDpJzl3xWRuSV%2bRXXzxn0ucSxjUrTMnCj2HSSVBPZBBB6JoLuqqfBTFuREk7QJQSBCpNKl7tb8vU%2b586Pr%2bjt98Nio/clUY7YTbMbLNC55tDf2t53ZuvfcDhV0Lr045e1GSjcJUks6DEQG9T5ybxhFrU%2buImvhRP5RhOkSmDcVfMJxJj57oOVRMSw9grfRUNsqjy41bjZHGzKDSFHTtMWGWEbKfduoZi5RMS/fIRj2cvWOZ1APR/Hg%2blqXag5kAqvKtOTY0MuL7H%2bnIE6c0b7vhhut%2bgiZiKF%2bBUwXjj9SHDLov4PfLYBGpaVEHVhzGhzGVSCRrOuFU73GgOHawIdT%2bc9EwD3Z0hnN5h%2bwDQ35/mhtKSEdc8HUt7oB96KZBR5Ach8CvImVuo6w6loZC4Wx01avPu%2bkfPvuRj5rJoKLBeSXHi5wkaXwCT1IKou/kNMiGybLGhxZHVRQKxWYqVxjuJdH7ILMktUJi6WzL20g36sW/plaTOWc3CqOfhcO91k6IDeANdUXNomCBBojnxdsfhSSHknKW1ELyGLf2vsld9z32Tnv1pol1oEf5lNFBwMIiB5goHEQLgzNo4%2bbZoGxYLvp3IONQRRRjh5kVyzCODqMJ3LdGkcLtyYBalbUb0BsRjSxBW/JBJ0O1Fmqy4PT02tkbf3PXZ3t7BlqPcdT88SEQGMw6yPeUlOBAM9ORtXrwvqffsmzJtqsYwEMQiHt0xoG9E%2bg5IBAnX%2bFK1c1CHU7%2bWzankyujDBzJIEncwTrOPMQrJ2%2bMwIlDYNiL9Ikb0svjTFqyzh9/0QV3O42NnS70SmyiLOHS0ZcXhhbcAFkYLU0tROzwRc23yFTFXALpGzSIC0TjxCaRHW%2bgz0MvNa6i7tLQpNbhRKBOgtQYwKcP4TyEHoqqUEeR1fLCdDY2FPbc%2b5benfd%2bSJS2zI/CTuhxDm/zgwFF8/MTdm149L097U9eYap7mg09DwUlQyQ0FERjgMWqLWwYyxrGAVI0aOco7EZ3U6H3i1QzfpeA8Qx6KPXqkjpSpBkPY8QkSVBMiqR/Sso99G8NZtD%2bzrqw2/1xbbua55z3kKKbJ0ahZZCuVIPn4A7Tcebh6KH/61576c9nzGx7VkehouMWQNuRDgduK5r9ICJLaWgqvJOKTHTdUtgvDvpTUR5louJCYDiMMK7HcnmA4b8fQzg2oz40FVurKjzXQ7b5l8x6YP6Fpz%2bE7qhwdEGIJ7Tk41trokTPes0ppqZyVFhOm67pI7zQg05NiypFxYExRepi6pU8zzHb08N7Q8Z%2bL3TmCDcCp7WI7O%2bArG0XOsm3Z1OiD9mqIvTuB/DslJEo8sHvi1Ad4egFlOQg1D/KrVrpN/csWfL6bY889vrJeAaToJ3plOkiohIeTXrzDJl0i/vNUO2KjQBBPeoyIlcRe0G/XGuqohNZB2Hm4MogM4EUheEawghQPI%2b5ghpaRqgX9Rw41SieXr9u5wW//929n6na1WEXnY7y8l5KHzvGZzrm60ONSEBVKHPjLx75XCFfrX8BADrG6zg%2bI6ZoPqnfDTZsjY30I59rLKP/mpaWZ9q6qf0sZKTBUiKlxVgKm9ZG%2bnlQYy4OlkiK1UmJ4/G5O3zUkwEBdh5ewLugzZy8tuWiCx51wzRkVpH6h7HqR0TtIOk5mhaoART0q%2bkL9p1Hiy4WbZN09zUUnc5En4ip3cKr64bGCkzxAtKZiOpSnYFQ%2bmB4d0LXG2Ktpi2SVIxdBYWJlH%2bcveneXY9f2733lr/z3XveHYTbmoeCoeptrhfBksu6Nv/yK17X7e9uiJ6dnhJlGAdpGARktEHJAw4P1UyaKVAa4PDkq4iWwGggeVZ4QHAoIjgQuEYDfcoowYKTUmu0BHWjxRfFVeh3dJ0aqUUhyunBOHGR0XBQFJo874o71bbTnx5qrGPydzkVx51LD97iCBSpxvgm6Egy84Dma4ctVqtrSva/6z2v%2bw%2boYNmZOsjio78FFT/oMPqoQ2gqmY5T0Lh3cQdqkoatdZaWJyWLe/AVHVYJwGEv3XOr%2bzMkrg3ymxPpt93ywMedMjgvY7T5fknxvLweBHnV9SryfOeef%2baDoYoSflIYlHz8%2bJoow7ZfAlca%2b3HjNYqupVIZMFtGkzKo4YTj0OIqF9xBYdaD5W3H6HpP1GEKph5sSKaizZA8zSuNqJfJoThZRyTfEZkQdSRaFVnFUOQg9pIrZ9H5uR4ibaOf1pUt7fO6f3jjv07r78u4elH4qKenjJFHjm8NTyLWkUKchfuWpdIfOA0dmJ%2b6Xnf%2b0t5rzn1iwMAbjUdLLSO/oCA7Qpo16gDuSR9U5dDQEkYrSnbx8qfhfmPecxPaXbc%2b/ZEVi/dceaJwfQmcZ9QO4uC1Ux8ZJBBFKlEnljy944r77177Huqe/hLAZqwugXo1jNWxRnSctSu6Lli2ZNNVlE2M6ZdEfY17BcV9O2rZkNrw4p4SvDECJw4Brnk4cVg/70x6w8Ri5dGH/rjhxoXvg5g%2bJgnqhuvB4EekDpOCjB9SxAO2gFczWqmRZOSh0HZCSjScpot8co/oC4piHNLPWpUkL6sw4Im8AI45jhVBo5pMMZ3kXZEFUGHEkSY7ooT6wK72WWjodGX9xDlU/0CVzIc3PqNupDq2j9%2bx4fG/qO5efk6T2QdaPJQf4Ix4iDh6Ac5JAyZJRkR8aRozQNNRIStH/Sl0OEdOFWXPOUfk2hAp7S7BgIBYPNmTyDxoMJo1XBfVebiS/46xkswnOVO4bk8aGo35ujNfeYeamXA8lVmGXCnkYoJ7Evi%2bAcNfvj%2bm%2bVzFooNBvOzK825%2b5JEz3/74wyvfkESXbUpWhB6KXFEs3dPbC3lBOI4kwYuvWLVDNiSt0dWo/hVHkwsFpa7jFHrNCq%2bRqYZ%2bgA2T2nfBgEMtwcb1Oy/44Q9%2b%2bd0d2zvOWr1ix2W27bw/kbAOWz9iO/1awmoYVpZH1zOonc0HmloXeWFFGjYVyISYCdNzUM8B%2bpO8TrI/ZQGg7GpCdLyYt6vB60TbM3TeTvejC%2buwF8LnLO6UralxganexkM2o2ZID3lfh0bxhdkD2Se3aqK3nZeAeC1ogZS5MeGUk%2bQpDHeiAElqtkxbYg4hxSlih41iC/qL2fu%2b952/y3a3NyZEBc810exM0Q8VJw81FnTvcOti8gRRDmHMJIF5O%2b5bdtKM/PQ3X/MfuWmTdizd23Hj3vX%2bHJKTruC%2bqzo008J%2b2fRQ8fHsg3rlIaDgUR0P3vEkiirKA8W6X/3s9q8U%2buxFucbEwCiGzx85AgJxjdHgHwfpmFRjRx3v8TMocfT1658%2b9PmLL5PF0ztORjBRWK8V8nZrzPCNkGuHxBGVjaHghhqzITrvQxWP5itIPURqJpvqSySQ9j3K1t9XbAad1AB10quVGFLdmbdm1a5mCFbAtarhJefdI71WiqiW7bqB/nITKKAyTUdiE3KcaEZZU0JCBkENsrlUNxZPeSC76uqlcrkZdQ2UKFWRmfarVSezfm3nhf/xjd//47NrdszNZlpwgSSNjIPR%2b0cDlTUPcW0kBVywFgGXSksxX61zPY%2bwOHS%2bw68iNKrWq3X1mf3vFuZ%2bo1xymoAf1jGsxHHjJcnUOuhia8wtVUlnEvlk0hz7WkOcrJAvN0Da2xykYRE%2b5BANNgHFPE7XQOr1YSabxH21WGDhBX5J2Xl4gW%2bAcsqs5c7l8x6JFiy7KoFiWiuHhRRGj1qBVClqA4iCJKlKoCRhaoQxXRUFs09kJkKxBPKn1ahbINaISDga2aB3gNSDp14ENKtSzwcs7iR3qmOSoS8D/zYgulinbq4LKpvqlM2rTwnKlXq/8NQXtdTsVYre8pyXMgx3pYLyQ68rbnzwg3Xd6%2bdny1saQWVHV1uiLdAsgz4VVIWBqZwMCwNGG9HxiVaF6gZQrdCVGE6MgbqMsiiJFAq81QY4CdRYp0BZFQsqMsgseFCKQhoiwufCRE5%2bfgBUJyNsEi5qdhPzz3mqsWnGs8fvdtEcSd0niDJOXaVJPjQ22tGOOG7WF/c1iMlKVLc2DJM0kbScxU%2bt/sGihWuvQOQo6%2bMeG5ori98SqEmpQJ0qlUadCDmOlGmoZTzIuI4z0URdIjMbdDZILdIYFBTEQ5kP%2bShXZjzQhE1DvcTzjHzXhdYNWYDYBnpLjTf//pEP/P7G2z83MFBqoSjWow8tfJtpOu5Af%2bGT9Q25/fK9jl02rETaG67jMHhPkFKXi06IFhD4Huza1nV66CbRshBPnXSOqMYDFBs4vwZoN4RxrLYF%2bgo%2bYVcK4tS5M0aYWRq8CfG6F8IRhcCVdMaotiKZTlOiX%2b4Ex1ozrefjdPyeqWM/MmhBjuo6cBUyaEYH51I2k4TziswjGRAangnU1chrJ0UyCMNjyR3Gg3nI0FC7ohf%2b96Z/Stz/9A02Mp8VSENa5UD0U/doPS0ykN3VYfyX8Y7qwLcPOSvED4SBx7a3MSvarrvk9%2bnLz7/7tJRl33fLo//9X//xx%2b/mUapkhRXMXXhv0MjOQZO5VDKLt4yoiZjjpLOHnjCQ7tXxbKxevf7C3/3u7s8h0PAVKwkOFm8jQCCu/SGDkuYomrvkv0lwguSzkT1Cc0jsUsQ7h5kZNFlqsk51D7J/ACime3YVx9/488Wf9xz/44aFifsk2zZtbL/gG1%2b853fVKp5OPYIsh4nLRMk%2b%2bRBUQBXra9OUouGajY9%2b/NX/gEv4/ZEuY/fO7tn/8umbf7Nze/88KAXuQ0LMgNGPRYgazznpcrlaDxZeXJsXFybXaKX0fsW1cPHvLXHX7c987MkFG69HBCX%2b4wEDHLOiTrGiJBLNhe/84P1UW7KXxrTwsW1v/OH37v0%2b%2bjZEoI6ifEn3i4VifU/3QBOtBWmkq2nepwAS3kb5jgcROkxLymssRw1HBGP10t/88t03JhNWiSrKVAXxm0AxFDVEOx2ECrXQK%2bS9CVdfN%2bcXtp3/h0SiTr5bu3f0zP2vb9770717BmZhnSB1dbmGHFQbI8NY5EQRLu/9wDVfxZ9/PtaPBWoArX/74h3/t3rF3qssKyr6cGbgLAToWYV7W0GsNEA8tDEoF8stE6apyz//5bd/CGOgvkS8vYAIsPPwAoJPp05OmNa597c33bxx6fJLWjzDpCqHAJ2YqUurTzM/UVqIc0w1rcTpxh5KTojmGXUwvKuyYQxt0mCAOUntb0nKFSYaphpEJmRxASk1kVmMrIMMbGMxQQ8uzC6IfhREtX3tmZ5x74dyU8o3RUH7U4o2UU4ujtuFbkIb5uW3Ln91eeeK85u0UmMC2QQXDXNodjQRWYSxEkeQiW5Dsyb1I6jFLeIoJUVIyKKEqUvhFbhDzRMbxK7egmgwm%2bA0IEINZymOfWAxI9oJOmpSjwOSKqUJ28vVFdtOO/1JM5U5nlkHCeOhj0McCYnHcYBpWuPRD0POp1IBjztSnnj1q1916x23Pf6%2bbBqStWVbpIwkCqThNDnUZRn0AUR4iYNMZQ5H3ChQX4sLST4upZGwHeo4VKslC0odPhYE9HOLlGfXbHvlf337F5987NFFrwOLPUH64CT3RyHrP9%2b17D39/VHTzq0Dnxg/sW6LmVAichw8r4ympukRRXcMLRd6LpoEmlawa0fnnA%2b972tvjJB1QuMiGPMVjJ3qeJCJos7T8t5S7QdlwqiY3Cb52mDq9In/v733ALPjLO%2b%2bnzlzetletLtaSWt1WbJ6sSxs2bjTSwAHnJcWArlCCCRvku/lzUuAkJBwESAkQDCmOIALuCPLliVbLrKa1XvXalcrraTtp5eZ7/9/5hwVW2WbpJV0j6/jXe2ZM/PMb%2bY8z93vflcBIwttmddxwOxwDcU01o5bx4K/OjHbxnWZuK5eeVMu89RQOH2/vAh9GXs2HXNl39x68%2bHfL/5T97H2Mk%2bZ10rEe1whPGx%2bd1B1s7Qw80g4qyACkaGUQVR6cqOyUhtuaWbmhJWT3nvvdwwoDjzvnfcu/MmaVfvuWPzihve7A85zbUNY9bqRF4WfbBLIXB8KPwwvo/XbDSEoCKPBY48%2b/YWJ149i9aVn%2bnINsq8zdZ0el08lwvS4VHHE3dOBxHQb3gU2GWQzYjcKN2RYwS9fVQ59EnSlt%2befe/kjt9w%2b5jEcaulQYxrtSZQ0Hjg8qjvagzmP/Vy8%2bJ6jCScNOwyF5PXzPzrj8B/6P7wtnw9N16BnOMUdUqlsoLW1rW7//sPhQNAIs1UCG3fScO/GOsc5hI0wnZ4Ozjx9tigmKhA93TFPW1vbSKfEx5kbT0ava0l5IBKLJbF6O8pDZ2dX9YH9zTUoqQEvH4MBsXHNRFgyvNl63SnkwL39XnDNcMS3WBwGxZ7uElx1iXN%2bhoDSs4TP4x678H2Nxyx1uKlkjE42ym9Vw0oag2F1fO%2beA7ODwWDpGQ6L0y6D1x5PdKrXXqn4IHr5PBqOeBF3PHjbzh2tM1a%2bvu3uY8e6I3gEy1kIRhfVoFcaRhLdtyfTpct9T5h6Q2dJGeK0ZbvsBER5uOy3ADL/zPFrPGPq99qrOyelUeLUB2s8E6NsmGNho4fJFAsukmzZor4bngZjmKVKro%2bgVGOjTqRluhQnOXaj5PSJtsFO8jEnDjZCzk%2bs%2bj3s48aibaOxE70Zfsyj8ez22p4DWz4fN3aPr5rwZ/8bB1lHLKY6MK5l/1NfSLQufX%2bJuacUfYGhnKDqCsbBejnslmzQmkzrPK2I9Cly9cLkrdsy0K4IRUNPgPhDFu8lWF62AqVkAyeUq7tSh2ilWJcfXU85X8HnivwHLAg698Mx79u1I/Z6xl7/qukuG8SmcL278U5Sb97ChBGetMpgZsNicsHGPMFgQI956/pD/7161ZZ7T7R2V7pMhHEhvIzH4iLORUlbsPS5zi3XOvW%2bHcsQz104fyodpepl%2b7yOUAxrk%2bEL%2bXNtx%2bOVjz2y5FNPPLbkS81NR2tNV1B5ULmHuSlwr6twGNZgWJRfXb7xntbWEyPf/d5bfnrieNcjFZXFrbgTVjab1ukHmMjpLoZ9D8urET6vMOvx%2bq2mxiNjv/2tn/88m/aH49GsKi5GyAs9UnrxZRMxPjBO11Q2QoSGQ5VZjRnbsKe6OnS4d3fmHHvllTyCosVQd7dOoxwQtkza9nt8Zgr9R6Cv%2bKHPJiBInL2aVH/GkE7H0a4lqO9BKhU30YhrsJSUPrkSzibAnO96rJajYw7%2b5DffLGpqqbQZogTPkZseLvRroGDvgXLnYXNHZEzHsJj78bcwGtzGUVntSF3pies//6mvGxPG7S%2bcwxU0rIM72/7vzl27ZzYfaa%2b34R2BYqmbATKvJ4WSvQh/UAnkbVCJ9aGsK6uNGUiOSGbsksceXvRXzYeObxk%2bovJAf%2b7DtfqZUyEejpWc5aCLS4sSd9w9%2beEVr26/t3F/YriJ%2bdaP8Bh4dzBnOPFtNNqzaIEJgbmjPVn8m18t/ZvujuzaolJUw%2bjfVgh96d%2bnz/Epvy8YQxPVjN%2bLdol%2bL6z5bnx/odJiXtGdtHUFIqektW0xWghNUN6yFRQHvb653FkcL%2btHo1a/z2kuqdOtnBpLeeHd%2beo54ZFvn/qcIhosDe1Gbh86KJ5l0wYoDxRufyAJw8lJjw6NPz5v0PIi1tCL87NohLOWOh5uakHnSl9y1np6j2gkgWyQ71d6KpeMIcq4r7rHSg6sbCMYLIrD63TyIhAy2/W737y2aMXyfXegcAG0itOnq1Mp2Dwmw5B372ydc3D/8Uk48drBvLFb1rfMP3EsEwkHUXQB/5nICaT5k55pdLLRRiaGbQcCntScuVOWlZSGugfz/HKs/hHof2Zd/84nnzoLAd%2bIup3Vt8xZdAKThRe%2bTRs11TH36RhHdHbQLn3mAyST3ejaHFeR8ZhoKtrRMK1bC11uJlAz/lE3cGIsNPMbmGvAKkbslYDfYfFjtRQUjkZ3ZyzgKLbTgVjkboQO5iKYhEIpFTu4%2babYphX328dXTsmceHle67Ynv5I8tvauoHWiFG5iNKpCSBWqOCUoM2OyciEgJYvJO0PLAF3hUHBMVhJCAygXrEKFnzYqxRj4uwFrJep74jMZVYacjRQmBnpDXKjOQscJfSVuLG4mrDR0zCLVGoGoHqt47PRX/JUNF6UZ0AUfSD2ZOzHDFEYLG6stMa72gp/P7zB%2bYu2bd91z068sBJEBIw4Kb4u2vIIbS/BqRzdPdu4j6h4TJ6sxMUbV8TxA8cAi5CgOqWTWFQyFkhvePHDzN/7fjx7/5YNPf621JV7r81RhqSlTGZT79JhlbMKGMCEqgCilGaxQ2zY3TsK%2b3/jaV3/8xO8efvUv247larHQ2WgQh4cKoT45HwJOHcUhm0mY2Sy6gJ1l27xx703/7/9%2b79Ht2xpvTCVtNMGrwDnwcSyMDsP8teYXZOYm6NhrK6nmzp%2bxyBfwQywdwKY9Rc4rmURInTdgFTwogVAwzo7aVBwcboOnOPB4BcWBvw%2bi4tBnQawvZRtzPXFv7rk37u9Zs2Ze2uhSpRG3quiB0JnEfKMFGCzaSIjuQFh8FnNACK7CIIUzeA/2QNOvu/%2bDP6iZPWfJW%2b/YqAnl2774lU/8RdaOJpiUSyMAKyvRqsjnAf1C8F3HXJROOs805g8FWS/oL1doMviO3z2y%2bMsZNB8cwJNwNX/0vAq8I9BSeWYxgrRr9tzRf5j/jnHPshAHjTwwHFCsxP2g549x8zr5TAuqfl%2bRWrvqwG1LX9h631ADiFA3E6Hv6JqmvcFOkKTetL9B/%2bfMn/onlkTz/Mo7LGw6rB7GFHrj%2bXkav%2bAoczzoOnTVMdacFsrzNizne0%2bPRh9TT/CoLeJ4PfT8Y7KPgwEjBr1wiPulz1QrLkyIpsHt3LeZXgfeY3r1nLmM/3ZC1vT9195yvnR5d4PGIpyHxq4zDjpj9vjlw2pLW9OQOZy3Ci9nrXFeTp%2bi40ejlTu2tswbzOcC1aSCa1ftuYfecORNciLQERc690%2bzd9ZeJoUMqwu1TJ7a8Ppgnl%2bO1X8CMjn3n92gfbIkVBmPLV3yWnrsyM91Ne4vLka4BTsNx7CwulBKD6I9QpkgaAZgSMHiXjtlhGpXjcgniGmPhItrLARyVmuy8LsB4Z1TlHbk6kmQEwPjXjHZsDgKJgQ2XMsxiRWWWZfBmOOMKlJxr9W0%2b95ke0kbyj267PihqabqHJbzRHUVqCQEfaQJ6/hYWiky2qrBJF8doa8Tpc18BVOn1y/iomlZpxtVT2ZQIOAaTiPBurqmSB3bhQkNAqwblYcoSHP65oFoOYI9Bh4R%2bDqKS49WjJ%2bxzOOr668VrLf36azCsBOslJ9SOYvRsq29OjkkTPdeefAE3Jl9u478auWKde/as6tlog8eAB9ikKmQ8FXwQJxvsIWFLJ8UDP%2b7jh6DVShkx%2bNxL1zPaSTOVf/ywSc/982vf/8LR1t6qvWzAOWScbxUVBgnT4skS//BOq48cP9nsLCEgkUq2mMVrVqxbf6%2bPUemPv7Ys1/55te%2bu%2bamm256Ih5LLyku850MGXN7nLyBDLRItm7AY%2brfvn3fvMXPvfCnX/27f7u9p9tCsqEPlqII8lWoNGAxhFWTimEGYVoeeK4yeJ4ZvpSFFdqGIhUp9nTPmjXxBZ//Agt%2bL%2b8mF1AI8Ow27Vr9xtZ7P/fJr61HiAMULobwZmGozGtheUmDj68%2bNPIusca/ddUu/FtnaHCvvMBA6UMnRmojIf6PZ9uYO2faso/e94F/L68oOWcRgl5eRmG3Pnke%2bnLsxs3r7mx/8plPh5MxV8wX07lLw1EpqQe9SDKRAMqswjMAw0MnFTxW5kFZaSuZQ2drpUbddfPi6%2b6545eoHnZWKWfq3HFLPvThe3758K%2bf%2b0Ix4rct5jPBMACrserqQulmdKFH6EheOOMcAs8DKrR5vCH34kUrPzljxrSXcC1PQcDwBIKnLLZ9ub6reN/TmDvCbSFH6/TQpRTiyd1eK3XbnVN%2b%2b9wf1n68u8MqMhHwyHAxC2GETqnPgveYQhoMCknD8/ijL/154/7jy0ZeV7mnjwzPq9j08Vhn7J610oi05TeNp6BXsWDQcYw6zvTM3x2BN5%2bofM5TQjBG%2bxKUHNCCKoxh%2blvm2IMKPPk75%2bdTfPPTRJ534eAFr8/ZTsawJ6dCX8aXSqeghjsb1jzYBCHtsycs4se0UoSRQCHA/cFbLK14jk2HAuZvNBUdzMb6%2bpnbokN%2bwYEhnMzX44qKuQlfMAQPFmq85o876rqKnZOn1q5qatz%2bYfgvuLxpY8XpChGPy6iHFL70a1buuaezM/ZQCbwWA7mXhc/u2d0ydce2g9PdkCtgSICIAiUCRgrM0sjVce4xIVh2TE2aMmYNxrtjMM4rxxg4AVEeBs5wUI7gmzFhRXRawwqj5dC9JbDqWej2RlckKyvQzU9LgsL6WVSLCaG0A7Xdj6N/AiyczO/FhJ/FQkBFwEISLuxHOhnOpNBGez7KqOoNi4QXYUxeeArgINWpwSrjRe%2bHGuVJVqDUa4Vq3do6fMv2H/9dOn00NG5GuaqZAot1aJRKwlPhCjF7rAOLyzFUdGI3aVgnWUEHygTFWIM5GlR1tJTLWchp96YVAgioeiLj7IQ%2bFpzSgjWlqutQt0L%2bMK6FZV4xLibWepDvgXCnXA7lTMeP3RqsGT2gOPjBuEE6Gw9jp6WOyhKsI24sUL32PHAMo8fXbH3ogcW/OXjwkX/MWQn43CnUs1RrwTV%2bNsf4qdGfEg5Ohi3p82etbqSzuTLJRMJz4kR3cPny1z5wqLG52u%2btgAAdxinc2hWcjFsQ6MMqFutWAQhuCLPVCp/TXwIWSQhyJaGISnQnQ93t0VDzwV0jX3lx/wcCoYejn7rva0fr6mr2VVZVHESuRpQy84//8/eh1tZjo/bvPzip7URHTTplB3mbfX6ERuH5TWag3CLOXYee6YeAzwb46RwPlOBFkr8LXZPRxVoteMe850ePq9404HuVD1siK3bQ5bVicQ1t2dg0HeuxE57B7tNvK0jCe8AXx3meCrYcPyOq9XeL5k16jvAxfD/d3rTqjh5TkWBJDF2yL2PPgt515841No1o/pcHvujefaBWFYMXpATKZj09UeWBMkmhxM/KZ/hbLIBwF3gGSvAMHQWj46OHtU797Af/1aoq0fHbZ9uCQX%2by%2beDR7765Zvvtjfs7xzLc0QUF0udDeVZ4mhhy6UVoFI0aGTbBwvG9XjwvEBRiPZnIo488/zd7dx9DpVrvzgE/F9fAAQrzyOmWciSdIr3E8EyfPfr1r/71/zz/4qJdH6FPlxN2zkphXnB6bzBkht8PVOTRgtuObYemLHpq02eh7H/VcEOjw1PgphdycLc%2bHc%2bNyYLzBzdY0V18fnSeNG32%2buUcTl%2b/E3Z0XqUbbDK4pjSvn8fVlae0kc2pYuRMy84hOGcUvDkFBKcrGM7fzn46x7OAdc0dzPp8npPVingaPVaGc7I6oTZa4C/aIsHTnXv4HGPh/Pz%2bOJ6SvELFua3AhKPS7gztqKFL4gzmCGOznvrdiqVLF2/7EMaIJbqwFp15bickOa12bW%2bZeaS5%2bzocdsNgPAqb1x9a0NWZKmYPJKgoMGoxjwWyDBUhvVYwoxLrVsiTmjF73MvBEOImZRsSBER5GBK3AZNTINg58qZZzx9%2bY8Ndsa4o/A6O1cALQZpWYg%2barh1OtqJ2/nTVndujrbc2Jn8theObxskS8rZOVjYQDkBPNA0SXgjlzkzCqYOCD6z/qL1OpYHNn9i4KXE4q/Zv2qs69uxW8VYVqA6UIS42pFpfP6SaNu9TVRPDqn4a5gs0vmQeRrg0on8mYMH2exCKxFhJVE/RE2/eTO8YTWj9cSZjJm/RDQvjB8YEy3MiqkLDqlVnS1q5UDTIxYosnGSpbjDXgfWtfUXx8KRJr7tLywYWB9%2b7e0xyjmvBWYJOfsqxNTvhS3pCx%2bWyu3RflQce5tZ3znv0tddWf3D7tn0zsrDO%2b71B3Xmai7c2Ep0xZ585gTthS85O9LfDTa1Nbm5XUWGwSEOx9n/6M/f/47/%2b849/0t1pVevcCmiJJntnoJxvT08HBDZ6jphXQsujI0jTOsb7RJcxLZFe7MvzoDKSu6s9XdLdcaTkUGPrBC51Vpb5Hs6NdlznTi4DBWmU9kBJWGehpbUqqyvpMKxNM9PeD1hDVXFRkfZ8sJpJwONP3H3PggfLK8PHenerCvenYHF1PuUstvkXfk/C64EwJarJCNVynkE/hNUMXfQsJKAPc7r%2b51g0kWt%2bzmEwF0nHRNCvh2fcTdcLnlWGBdgQfsPBKlxTUQ6llwerWhCfy7OMJ/9FcwyF%2bffzwtMFmhdy53gm6tn7yDMfPb5y1TuCIYQPJWOqGPc%2bgeckB49DhiF1TEgFqxiMF6VoAtmTi6EsNJ6c0hI14a7bnyqqr9/m8paeiuU7yyhraqv3f%2boz933929/86YO5DFpN07sACybnNuZM6cRdVN8y4YVjHqsjZGE3GDlWr1p/08vLxt0X7c5%2bO1yEGEvZzknglKX41LOihUrgzKRy2tr9nvff/ODrL%2b97f7TbQnQs5gMdxOIIoXyGHIEZCgS%2bI%2bkej1r07Ir/9Y7bJj4xZVrd6qGAHjkJBvOWdBw/E4wx53DtcUJ98oU5Ch4YXjiqF51v3NyVVn7OX8zF0YoJPQEMANIlw1nygwYHhvw488Rb5fnTFQjd1LOwWJz0V%2buwUjiqMfsgpjiTSzMi15l6MDFTJmeCNEuRgr%2b%2bESyGwRmZ3vpzm5OoHME6j7WDsoBT/cn5/tD7oL0ONBzq0CvmOWjDHtvN8q6fwWXazDGvVA0rajnaEq1znBWOMsL1gJdBTzsvnM/LiWPRyl07WmajAMZmj3tgOV3JeNb/D3/321tSyYzpDzKvIqjzNNOo0OaCj9MNI2oyGdUMaoaXHZ8wqWHNUHgOZQwOgT5ZTgXaxSNgBCqskltuerJr5PDdcZRiy/GLi9COdA9LGUZV3H1MBaagj8PIuEp5oyqAEAAvBP8MFQhEeviRJRDglOONQy84jlKqUSQix1QKZfgMWA210oAGU3ZimDLbRyq1v04l36hQh38ZVwd/0qY8y0tV3eFR6vrcCFUTRcfY1pyqaQupES2oGveiV23/XpdqfRLdqndMUPG945S7c6IqVyNVsAuCWSdq%2bKBJFXMr4H/V3gYWuLEQCkUZykKvCRsVPgyWKEWitoUxG36sZ2xuV55BSjjyABB/a8JCbiCuitN3HMJEsmbsbv/Y%2bS%2b4XCWXoGwgJ2M2wKA3wKnWoWtK0cKTL5tKwZEKDoVuysOY3Pv8/am/rnTvPe%2b%2b%2bec5K5Zyw%2bpOSzjzARjCwwWskFehBWG9sDPRmOsZFxLKo05sq1Z0sOy89Yn0eF32zQunP/XZz933DRQ9ivIcdAlzIfHCsxMMMRmfZV%2b56OYVEb1YOHGtCgZzCyV12JkcviFceQT3rATvFatUHNVyksUuO1sGb0YR9uUrhHscxj4svYp1ES83fqdTRpdn1UZw56dO1MZ5dHlBKI9%2bf1bFEoftd7137gM3zBi9/ELfrkyKF0wPP21scNPrhnq4hrwC4Fhc83G6utoIlWZar2BZVCH9/GcRNcCfho3xWhG8SvAqxb/xO8ohUiBBJfFzvgxcr4H3XfisiePkMsXwsuB4VhkYhKAssQwm0ot6UYnrQtebF1bwBMAsp6%2bxEINMwYN2HypBVNzp%2bXOKK9CYieKqZ03kz8QTRjLeoZNIM29uurXtv3//N1XtXYEQqruh0xyOA0ULc09XgJk5OVXEa%2bFTh5o1KeSPxLGwt0fKVHbOrDcCf/z%2b77kq6tsudA2m17Dn3TTuD7ffPfN3KL6sPQ58ltkEk6VDmUzNhok25ik0GNSKnsFmibjToWC5euyR5/5qw/od77zQea7t9%2bkBoxLL50I3F8grBE7gqnaWYZsxt2b5jTeP/AND37OsfIcvZT68xymjnI%2bZpwAaDIVRyrOj%2bolH3/giPJY%2bzFd6roGgfW5z%2bEW%2bCZjwIM/bqD7uKM6Ox5SX5swx2v1deOF7Ae/gecdKu1YmFzNQlQllnNGTJI5nPJZ0xaMZ/C0Oby7CaalQ0TXOeVd7bChHU/l1Qpm0gM0QXhR9SCYQ2osiADiG/p0/9e/JjCuJrxi9kWz7UMAEYwqrMPsYDpRAv0f0pXEn4jl3KpUyebzTjQYF5fB07xJ1FR2mhO9tAt/PTDaB7ykKoKCyEr26zPnieFKoD4GePbjGnI9Gj7du9fVVe6bOqnwdihnegqHS64UjkNfozC86AR0oPQh1gEHGWLdm7%2b2wSZ0Mv%2brvbd%2b968jMXdva57ig2yD/yWZBBZZwduPfLACT1iW92bsqo66/oXbN2PFVlz0Cob/XejV%2brs/Cz9UIYahck69s2JGGufOXdgYD%2bOpjgQ3CjR9CXDzixQ9n29S4haOhTxxRYfZYYJMoLO6MU%2bTcSQuvD94AhiTZXej8iljlYliP7Rg6QENhMGLDlRtKQ7opoI6uPa72Pn9Q7Xu%2bWUX3oOt0BmVDdTM51ADHRMneEDlYGk13BaaaMpRlLFdFMBp2bGpWO5/dhM8dVE0vt6uuzRC34mNVkdWgvMlq5UqWwZNRjjyMYtSChzoDyyVKNGPBcRK%2bfaz6hEmI1m03FJoUhLui4bBAo%2bN0mp4LVH/SAhwSsTtgJPGPnrQqWDL6IvZ2OHXntc5TWGryXZ71P3Uyp2Pd0oYp7X3gJEe/%2bDn81Bd4oG69fc7DM2dPXkUlxEnqRTVXnZcCpeq0/mj695PVP3hQ3apZi4c5Kw077ZkLOWNGuReaKRnvfs/Cn378/g9/J5nuSKHPGJTKnOrq7tALLcsQnky%2b1h6pvBVbL4q0XDHEzImpdayRFPRY0YOLJwUT5rLAy8AcCgrbfAZ1ijssxsjBYXKbjlXNHwdj1ZYsJskyHjeADuQ5WJcQuqVmzJy64sMfuef7qL6TTiMR%2b3zoPD7H00ILmpPRw/PSJXR6XmRemNB/O%2bU9cn7P/1vn5REVP8tyyFyo8/qpFsr53vleee/GSSujc2zUVy94jyDl9L7R3fmuWT%2bXOiawMHbnXI619a3TNx9JUwXsMy2uqSwapfDpCQbsBJQEu6Wp%2btDPHvt760RzlRGGEQL3OALhSecs81xA4kKpyC6wieNQflRGYlhRDuFGsbrK1vEf%2b8D3QpU1%2by/wmJ98u6g02PVHH737u9eNqdpho9eLUw6zEEvuCCh8XigI5WCAyOKFyjCY41DYIWEW/fTHD/9z65GeGh4Q/WxkzeoteOwHQZuNP/TDg9LN6Q/ft/CHReVpFCWAtwx2pcKhzjBa6Co%2bWEMipeqZJ1f88arX995jonAv90WuxOlfqj6MZNB2HTTlBVdpVVWXHa6oCuTKK7zdNXVF7VU1oa7akebRimpPu8WeCvRoGKg1ppPKnXKttMJzTqTCRUWLfysqCqQqq0OdVdWRzuqaSFfVMP2zA7l9HZXVnuMV1UZ3ZXXkEAqHnOQHQ08iEDJiRcX%2bRFGJ2Yk2TV2RYncqHPFFfZ4gvBVnZ%2baET52WK4cdi4pCKX/AjIfC3mxxSSAZCrtj%2bL0nUuRPYL5Noo9PHOGCqJf9doMxEpVzN86fusiDLD56X1LJNKpt%2bxi9hu8gvcX0LkOQR%2blvlvbdvPHAvLYTcXQ8Hdi2a2fTjGOtx8q5juCFXnfOHMy8B%2bSCwBOBeAYUa0Col5o1e/yL4HUJjIgDu6Zr6dMStjSE7rbhK86lXln1xOYly95fkeist9j4TYXR6xXlW69Dec8qdGb2tSkLmjijI5lbajPkhQm3iFWNQ0ijwboUYQip9qQKoTxihVmucid86sSumOpuPqq69iAGvN2rinLVqiwZUCEsxV43PAMQoFLIRUD7B0xMsDhC%2bGcJOKj/OnfCDUtzkMJDT0p17WxXrU09qgOVU91VKVVV51W14yuVWVGFBOhWlTDQ3I3WSlbZgccBsjGUGxwKRkcvTfaIa%2bzBWHMudBQuR4hUJSwnTWyDVQLRpQdFV1IqGq4%2bMvqG2c8YgTL6LS/6ppUDHQ9K8/spQVP/pqtWOG5i3SEavJGTgZ57ffc88EJKy8Ltb7y6%2bTtf3fyD2ah5DzM9vS28d6c0GKeqUr7aB/UUWtVZtQpGaO6HxR3OKafaEsI%2bDHYtRW1wR7jG%2b%2bxv%2bon/dc8/B4Nm9MGf/vYfutrbSgJBKHiM%2b8c91jkHyEtwXPW04DlWS6fqCsNy6Kpm%2bUIuUqSQD9nibzw%2bhUxt6Xc8JHqs2jpXcHGzagaEch1GQIWD52KICqp62d1YECCclAQO/9VXPv3FunqnJKc3n4h9vpuNIGGm%2bOtzarlaM8sL1/lYX0fhYtze6dNbYc12rqWQdEmFzfHq6GUrfy3njsQ52bxPN%2b7L7%2bcUCcG/kPwNJZj%2bqb5UPDrvw50/j9NrJK%2bx6vvLazj1Sa3U0qrIeMEsqhKctvncTkJzOtHhTuGWHnr6xT%2b3lq64tTKUVp1mXJUizKwy5lGtKKPkQcCkie8pEnKQII3vLXTCEzE0ovTUqNaAPzbi3Xf%2bT3Du7MWGv7hPC/nYSXUbn33yte99/zu/%2bF4G9fehHuh4e52MynLTeJQZV86/UXmIRTH3oTpTOgnP6P62Kb9%2b6A//Jx7L/g2ec4l57sNsyKIOp4dXTplWvfLWO8c/9eQjm%2b4PB4vBPd8nIR%2bPU/BaFL6v8LAZv3zg%2bX9oa82sKIcQ3ItT90W56Mu%2bvTh173eBJwVWf%2bPQF//6nq/EetIlCP1JMVJHq9%2bI2tq36/jUn//ktW%2b0NB%2bvDMBN5uQCFLw69NI6hoKCR%2bCW22743Xs/PPXHug%2brniML3ZGpwNm0p/jYCA6KyskcodnzGpb92w8%2b%2bUdI32AVKVht2D7Ri%2bnXsJcs2vqJxc%2b%2beR%2bKY%2bOWnJp7eWye0yk2AW8D1uySMn/Pn3zm7n8cM750YybtCjDHAd8ntPTIIRkcnZMwV8Lj566sLmpGNbszwilRjQvV1r327HkTlg4fWXroSHPPKBY2cSJS6Y1irgP7gtBImTP8Pq9qPhCt37Lx0Dssq3u/61TIbO/hY8%2bermTRt7722K3oqO0KIg8PXhjoYvSgMdSOYBGShbGxMWpdfaR51pwxL/bpBLLzRScgysNFR9y3E3jGXvdm6fwZL6aeaPx0OgkLMCzT6L2lxk9rQETICdTpzyEUiWbdYpWGS9TjhUXAB3cpYpNdNuKtk7XIIUBHWCzOni54LFbtVqnjUdV5BMEMqSLElw9DBScb%2bZG0difRCC6JZGsIPxAqUyz/xh4O6NhG52qAluU0FAQmg/oboaB4VAQhBl5YBNMJhLEcxcLf6VVHD3Sq5g37VMmYYtUws14FKmpUFknVbozLyiAAgqXeaI2mAA6hJAMBKw1lhUpLxkLuQzniqQ9D%2bMRxmTjWgzCt4PSJ64IN163vG72B7a31A8QmORkkeWFMS2gMCaCQQyHRSaTThQH76XlAAy4fwnyWLFy4YNHzz735R0FUBWKsp2PF10tP/lW4Hsc7cErAz5uk8sUK4cmh2T8Fz4OJrtIBNBxyAkWx2iViuf%2bqKK8%2b/JP/%2bvX3jhzuqdGCPwVdsuZzdDK3Vu9%2bCqDWAfD86SRjWtc4odM6TIWGXglHqXBkjsK4GR4FrwLDImDWpEfFqVTilB2mJYtJzBbC6bDgNX/r2196f8PoYZsR1%2bqHUsM2ICg5GzmnQAG3u/Hbh15g1RBt5XeSlvNj1goMZWa%2bCl6Htxop84qDRkOPA1%2bUgXkMMub3Ku/NOMejxFh9R2DgZ/JKpg4U5iHIK2PjlS1Yewf2RPIUfCrzR9HD5/nJ36mS45R1zCuX2pOCj6Ch7dnO6w2UZrMvLP9w2%2bPPfc6PBs5GsktVIpSNhogELrs0jjkBXqkY7m8CMcgpeIYCsGqWQQk7jDwV34KbXhzz0fd%2b3ygq7VeTqDvvnfertWs23PbSC1s%2b5nOjEhfCFHQiKtUwsGMeDr91LD%2bjay8xiRQlhUn6D88s/uSMWeOX4den4KIy8IxfNsFzwPf0kh0gP48ZaAvOJxayKRp4pDauO/STl17Y9cFcUvcB1M8Pt1Px%2b05pXYUqfB54uTe82TTjmSdWfx67fPOSDf3cJxoUzwM8KXys0CNdvXm2U%2b3afiRhumGmYyU6F74X%2bdBOp0CC8/UqFF2gsWXEqModU2dc98aF%2bGSysZMyV21ddRP25%2btt229%2b8dpkzJ33Of2TCnPOqd0YYuqEueI7Y6bS02cNf3ni5OEbLnT%2bt75PxYF/K68MHp1z47gXH35o%2bZ8WRaq1V5il9DjHaA8Mfk9nMi4PmpsmEMG24tXN77njnrGPoH9ECuW2%2b/xdbG7qGLNja/NM9NnQOZ3IrUPvHUdB41qjKy5xjYHHY/rM616tHVF8gApf/r719TJl/4tAQFzAFwHqQA7pqq2KTrrtnY%2bi0CSEa7wweUe9XSpbHEOfBcRVMr4ymVEexCeGYaVj9SSGL7kQ9%2bhXxSqQrVaxo2614bn1atWjK9Th1YdVqjGjwpkSFbbDyhuLKE83QgLQvMuFKjdeD46FZhCsxc7/0rSqs2gq%2bzcghjoNy1QaYS8pVw/O3Y3qSl2I8Y5BqPAgwRLn68aXH4qEqyeiDm86rl55aq1as2yzam3BeGHjCCLEJgTrKRoTaSt0ms2jEeLiwoTM82ahQKC4uwoXl2KigDcC8lAck2Xt9BtfQBezjmQSfstLsmnr%2balz6QXVSYbVnUzZpwITKYVnWkdQmcRp/92PLRCMpLwBM/Ohj9zz3eJSV2cm1%2bnE0GpHBq3HOpPROXK%2b9C1DlniPXMgjoVUdI4CfRAfcIi5Ux92wKyl6GLiyyWRcJ%2bVByHIHUJ3i9numPfqtb//1u2fOGfNqJncM6hGiFtgkkKH0zKPQArQjRJ%2bq1OIk3zlCKoU4/uQtZBKe47Jn%2bJPmoUOUaP1nlQzmuZhITIaSwBA1lP6k0crlzkAhZZfQdjVp8og1//79v7993A0j1sE/AX3RSHs9kez5FAdeDwQaOh2g32Vw6Rw3wrzyyh3DpZhv4eSs8HWuqa0g8DsJ/s52urJ2mlJw0gOV/4xWGPk7uRQUFMezQqs/mk7pZ4SB2YVk9n48Hmd8xLFgOs9BIUfl1Hjzj2u%2bPCXvI2uosR7j2baulqaGvb975ksnjhwc1omUFgtxAW6UzqVgkIIXk84ajp%2bCEr0BTBfN4FlMeiPKO2xE%2b5wPfvC/zZqR/S9egDi9L/7lZ79cXRNuTGV68AzhnLo8JXsPsOcIXhDWaIHksxaLUbbj1XI8nvDPfvrQP7W29NRSccC8cN4Qt4FyvwI%2b36u5Rz%2bPCCQ9%2bZjjlwmTatbdvPD6Rd2xtpOWcz3VaE9iYVcUTUD4qEUFAomsTz6%2b/M%2b2bNo/5wrg0qshYl4677qCho8B9kXwIXyPRQSduZCCrTNnUIlwNsyTcKsj5OZtDenONhCU1c7CCOJCIYvzGm6xTrK7qzZTFbbTy6fSY8TZ38Q66rKDSMZmyUN2soZV6C1bNhc/r5wHtwh7Ytg33TLpWa/fha8gZAP4LJiYzmtnPxbdT4JedwyH%2bdlbNzfOOXHMruyP4sDh7dh6eFZLcxd6CTnfda4j8II4hiadv8M8OZZtzaq5C8YswnoDH4xW%2bGQbIgREeRgiN%2bL0YYQnT15f3jC5uRMhBE3hLlUxt1pVDPOqYpSm0SEnxajDjh4PJ/DvrDlB5XpuVOaxBaprRZXa/ZP96uivm5W50a%2bKjlWrYrseuQZICEXsojsdR3UfWBz9SKQyEioBT0IM3Y67smHVnUECKBKWwwg1CiNjOYK5wo9JJIAICB97RyCvIZ2qh5sUeQ2IR0aNWPRr6MRMElOVcVPVtQfVmBO1akxjgwovr1LHHzLU/v9CENL6aSq5Z5rydMxU/sxEZJKWObmZiXZYMjBJwJLhq0DJxooWmJ2bIcr67Ej1LevLhk95jRmx7CR6aW6RDvygbR2nK8TTU1KlQOrE8p/MQ8UEx4ku33Sn38MbeV351vd96Kaf5YwTmKbZcVqbjbk0aasSz0ehlNZ8rVhAR2Dnbe3yQGIrkmT195clFFPpHl8ul4Qg7k77/cG8a/oUuvGTa9Z/61%2b/%2bJ4v/%2b%2bPf6WqxnMok%2btGkh2U0mwMh6Mgno940uEvFL55vSipiWcix3WRChST7vHiWDKQ3bhO0cVMh0whBlcrIQhHcyqBIJEf8fJo16aiiaOqrNI68pFPvOO//uU7n393/bjKXel4wuf1eXNud28XBVhO4fbIwVWvw4O0AlFgxvHmFYiTHoiCUnD6z8Lt4hrrXCMTDvVPHXFA7oVjne0nQ7l4j5xz6RwdqO08RhYVzKysz8ALVU8L5Zz6/Xg4H9TepUL%2bReG5dDwsOrFYK7lU3PIJo/SmZE8lTKNcrhaS7OONlccfe%2bSvj25cNTsCQaA4aqsqVzEEdqRZU/FDvGJnKKl62BAd9y8Ij2dJFvMDEs2biuqTwz714f90T524YiBX4wt4rcqa4NG//PInv%2bwPpXtsF5Vm3kt6pgK6C7UHHgl%2b50w0lERHYd0hl98J5LQqeM7GPfSrJ76OBEov5oVzRIQPZIRX32d1udJ8eU4Ex%2bgJwY9Ove/50MwHEN/fnkII7Ns3ColItE3Aq417AjuAamlur3v84fVfSsaRRXzlbOdcO1AaVL%2bHuQRJ02/PtcLSh4mLIjTMG7qMrTdf1cjxABe8fU7%2bm1YqLhjFAa%2bDnq9R7Q4xOojnxXZ6s0161ApodVL2Ga7g/HSQV%2b7odeX3hko3jCqYlJ0gRiQav03ARhDleRVtlKzVnxl/fc3aSdeP25ZIxBkiqYNVtSCvPZo0XDlJ%2beizqY63RqvXvNF4Z38ehe7ORMna1TvuTiVz6H/rzF96HsM1F3LsGAyRTFkKfUYOTJtZtzxno4qLbEOKwAUf%2bCE12mtkMJ5IcWfdjTcueaN586fjWMxrRpVZRhmM%2b23tKlxVigAV1FxPeVSiA1aRbku17mlUh7YfUoGYV5XFypEAjURrdvJlYTa2usfcwZ4RBqq0eTE/efl3ugaZAIvJQFc4YAM4HS7NEAynhCeCJkGc31kkZmOqCyDhFTVuEB%2bD5mKYVGiZYnnYGOZBtM5EjCKnO4QbIFbZgEKRjEXVnhc2onhNSg2bUKqqJ1SrAMq8UuCjoJzC0bJ%2bn/KFUBoyAi8Hitx0ZVzxMROmv276q5tsG6WCLtGGmuGodpFENAw7YaNUnM6n5WRWsKpTYaC1B%2bzgsYGX1YsksgF9fyIlntjunft/vfzl1953YF/n2CBWaU7Z2sJEy3lhQsX9oTCeRslMRMDq6lVwV/uwcJws%2b%2bdBkwFI1abHE9TMEL6E0A7EtJ22RUr83UiG%2b9G8%2bbP%2b8Nhvl/ztls0Hbj6wv3F0ItntMaGM%2bJCoolcMCnN4NniPtKVNj4eTO63ffCby%2bQ2Id9HVcZy3tKCXRSWtTA79GxieBiHfjTU1FDF63nHbguff/6E7fzRtxsRX6L2wMinDxXi7XmzpdMqFECicGOHbtKzbKYyC56Cgn89b18pWwVtDgYjZoGdbbwr7FBQKfi4/CC1PONd3zo3WWX5An4uLaf44rMSF%2b0RBA295WFSqF5d2wV0gvKB4ZNqdgaXerXk7zb24sfAiv6ssV8nnA259fB8TBko9nbxwlFzWV9e5c%2bvNR5a8dP%2bJeLuvCF3sLazFBpq9ocGbbtgH56XKIDUiY0NwwO8R1m2CJ6ANz2TVtDmrahfc%2bCSkBscVMMBt1pxJz995z9yHf//7xZ9F93K0fijGXBRyFE5MKFQ66cnis8beAznEdnN%2bScRTniUvvPypMWOHbcQQ/ovDiEZ7AuFwRMq4nvWeaMEM99%2bpOoS%2bDmhx7PRqmDSldtXNC6cs%2bv3Dq%2b73IY698L12LL8wWcBdaMNwxAR2p1qbW72ydOcHFtyy%2b2l8/LHzfEEG%2bHRc2o%2bjGetZrdlQFjK0dvPLrEufgglLTTsWcifniGGbOk9HV6p6u9D%2b1iuB1%2bHkuVCiWN8Ht5v92p3t9FA8GmnYI80pjHBKWSnsy3OzRKsOHUXHC8yHWkGwDO2pP0Npwrzeq/ykkpLAiZmzJry8Ye2eaZbF3AvHE8l5Xdto8Dzw4IgYyHV32h40FH0PvBS/gsEKaZdwCzPLvhcbyr3W7djaNJvyBz/D/hI6AV2zdaYuJlFHe%2bJq6ozRr1ZWh4%2bYSFrvxaFll0tIYEDCzyUc5zV1KtPvznavefXhg9siC8tKi4aX1AW8OeYB%2bCuUN%2b5XsYMoetiEUqb70UBu1yEV6cyqOa4ShWbNsBwi%2bRiWOy8SjZi%2biqAi5GE5hmXGiSOyXP%2bDk55FCy7IUtCzdMiHI5A4shFyKDR17kHjJ8NOWN%2bHv6OUrG4%2bB5d2vqQpoiHhBYG8hAnWD2t0Caq3eKANuNJBFTvWqXqaOtTujRCARpaqonHlqqSmSpXVm6otcQwp0giDGlasol2Wak%2bE2kIzJi7O%2biq7PMal8jqwg6aVdPliyVAgkDGsTlc6Y3tgFrHcyEGmroMFIodKL6bba2fc2TRKUPugYTlVTAay1dUP2/m%2bD97%2bwIMPPPU1ZXXDHuZ2xFFHcWBWrl4%2bqFDAhZtmCwxXMu01vdDMkDlSODfCwLjbSWUBisNZx%2bbz6069%2b7AgfJ7VLtav2X7nzh37523bsuvG1tb2cqf5NCy/2tOAUBwojCytSksX6nFzWteLFsuCUmilsMyyqQxdonIFRqyqZLm9gfSkscMPTpsx6aXpM8YvvfGmG571BGgW7//mlEjM5opLzR40FUSvCQZGoTOBTnTMG9fYG1WHFDFy/m1KwPmsV72xbCF3Hu4wp%2bedrhzJs4AJcxTxt1jWm4tb4eLsMSzngxJWU15V3jR%2bcu1qlHIs87iCsIWakBewUPOEThNZfCUpPKSxCEdcFRVlTUglQE5S1uUNuLWw0hNvC%2b/43TPXn3AVJevGz4siaBD1IDNuO5vF1MBSlLoydA6RGDk0HIduksN7JuwF6FtRW3Wg4UO3PKBGD9/uCqA00yBscKgmP/SRO35w7Fh7fcuRo6NNw4ekTZ%2bdy1oeCBSwWRSyd6FKW6j9Zhbhf1A5UcoSZasDjY3N1x8/1lNZWRU5LorDhW4IHtd8CF9BceAnIpFwdM0bu3716ks739vZnipm3wfU1s7P%2bMhxgjbpxhOAXuIwlnjwnS9W3T2dgad%2b98aftx9PLCurDLQVzgzrvb5//DcenrzV40Lj6vf7A55ze3NmpyiEjtnUczF7PTiGNCfEplCmVZe41utl/pntzcF7sQ/MMAzec77g%2bXCyU83r%2bHenrDdzHlxGmNXdNBd47Pod2gPlJfv68l0vFT8S/CzKx0Z8WOIs1k3H2u70cEKpa3is4Y6BEhpUWzbvnt90UDeM281zI88N8r8Bf/j5Bf3t2w7PbjoYHY7qUFTIMHRnnqahrpCYztMGgmbu5lsnPI454ZLc817cFtnlNAKiPAzRxyE0YuTmiXMXvNLR/Np7i4sbis3oMXeqsVG1HWhRmRN%2bdfxAB8qw%2bhFUUKrMMLwQsIazXrUboSRuxuZTusFcl4V4Q2eobmFA4QtfQw8mIxRdQ94CrOm4/gxEr1TecFIQt065ZfMyFeOgdWAPbCK0diCUwAMvBQvauxA7z/AHRMbrUAqWZcXyw3gaFYAgakORCLqLVCjhVyc2RNXRzR0qV1OiOsaHVGRUQFWOKEcoVUQ1G/F0RcPsN4zKSevcl1Bx4CMw/6Zpzw6rHbbf7QoBiWmjrn0IClaWYUBoxAOhhuEyKJqL0lM5tGxmMZrRY0ZtHOjjEwoFU0ePdPymorzuMDwZPigp%2bnbRb4xjUxLO63A2vMYQ6%2bAez2Qy/qqqikOl5aHW/p4/H8KwDp9f191uR/bu2T17z%2b4DMw8fbhtzuPnIOAh19a2tR8p7unv82Zjt9nqDuLN%2b1PCAFkXrEOz/mWyK%2bQpWMORNF5eEuiqrhh2uqx22b8z4%2bvUVFaWHJ4yfsKa%2bvny3y%2bcsbGhWZXh8TM/t20avA2qfu30%2bM7tn18HnyiuKj3pMJFFo7wwXFj6jhSe3UC2Lz7r%2bW2%2bUgt4PSHtg9CnZL49lTbSXiH1hdViZlUXRsfJDRcWnhKveH/zte86cOXbZ6NH1m3y%2bUMLOmUyAgK4PM58WsLU1FEZiFyqp4k2s6pFIsL2k1Nd9%2bpGgyln1c2b/Yfzkya8UeRGzmIM0mER95gwS7an0oG4YJo0MVDEDvjTLQN6Mnc4EzBwyIYtKjrurK/cZgfBgNb1joz4%2bA9sbD7R%2bKZFIhxhqgSRJTlh4npBtnmFZMcpkukqA7p9F4Qg7oXFWlk5UWIWdTHk8FwZKUPb5mRrIPblyPut4yc4V3T9xyshVd9w99dHHfr36c8xDQ61thCiitDduDzoD5EP58l2cEfzOamlvrtm2YMnzG%2b4Hg%2b8XOBQUB%2bfL1jvr85XD8IoYqV4rBmOkDaOrt44eN3zPhtUHZ3i8aCPrzhlc27UbAooKcxTQgwKJ05BBjnVXbFy3byHOu5seBBbJKCxX5xpLJp32/L%2b/f%2bTdrLrnhwe0IGcU9i8oSvAyqinThm8dP6GOa5RsQ5CAKA9D8KZwSK7SsraJC29/%2bNCy4xO2b9g/O7pjtzIOtytfVxRJzwE1zDMKCckIW8J0nYHwnmYzF3y/A1gE3PQCMASAsfHa9wgLBZt00WnAYzORlU3CdOw8BTDOPDSmnilnFapwaET8rCPO6tAJKhFaOMPftH0TygiqNWt3I/9JBwflgSwa4ARCw1C2NaXShxNquLcaDeHQJGxLDHG0R1TXCJ/aW22r0tHXqaL66etK5976qA0XwKW8LelMjN2SNo%2bbMGHDpTxv4VzDakpZvu%2b3l%2bPcPGdRGTOo1Ut8pRKWu%2b14R31PT3dZLNZdFIslI9GeXHE8loskE1Yol0WUCRQpeEEQceaNlVUEW8Nhb7fX70sUFQXbw5FgZ3ll8UmlJpNOuNPscg1xF4pDv61iEBC112Ls%2bFGb8YOva2Krri3dXz8ytLcvF5tJpAxP4JRAHQoXM9xofaedwVd66FjxRjZU7%2bnLdb11XyoO%2bXLJg%2bIRGchYhuZnHTPEuXKzIhF/DFWFfrR65a67Dh3oHulDc0B67Zxmj7oTjPZQ6%2bpeWB183gC8Dwnz6d%2bv%2bvyhA%2b3Pjmgo2/fW64b6R9d13l09NKn0YVSDIpD34XyXfdeKSn/LjJmjX930ZvMMhhOxIJULTT91t2uESzJsl7YTr9%2brOjoM483V%2b%2b9CmOGDUPpZOhxL/vmNQy0oBbtpXeP8YBChzW9x1pyq%2buUkqE%2bf3bC8rMLfm/LAl53btTgAUR6G6F03fBGE4fe81OAr6nrzsYf%2b7lhPenaxq7Y87OtB8XND9aRRiQnyAQzASFyGdQieRU8IscwwGMF0p5sPM9SEUrzTZZ7to/Jh9Pg9jYZyKa0QODX9nQCHc5svDBwnX56U0Ro6yJ2OVQaMoGgS3JtO7Du1Ey46VFz4Xs5nqh7GMOPNSBHqimNIUSbp%2bSKq2wqo9jYzG/MXHxvtn796ypR7fxYZNW2JESwaUHhLX2%2bp1%2bPEoqJhm8vvP%2bX2zeaihtsMX9QFpKur21tcXJROJKNmwH/hsJBUOubyeXubYNxXErgtAQa5qQP519sOkE7DEkzvVd6bcKEzeLyBQbuXqLDjRqJsPqejkAdxoRFc2e8Xns2%2bXMXpisPpnysZQopDX67n9H2R4KtnGCiTcMLYRiAQEMXhPDB1zX9dCu3s29gJ1Zvf%2b%2bEZD/zke6/8E1O4PEgzc%2bLOdTy6LtmqQ3bYnBJ/jYTL1K7tR8cvfX7zJxCi%2bA1YoM%2bYH7UHrvfOvv54BS/qfNzf5/IifK7gTegPo34Px%2bf3p1cs373sqd%2bF/rSrqz1kIDnasOGN0l0/WYGPYbwMmUJVNEQVbNnUOP/AvmMTcMJtkDdom0SzN/yEwMBCHoWBZDLwOntMe%2b2q3e9sPRKtwVoHFfPsqRg4AHohBRMz545e6vHBwyzbkCQgysOQvC3OoFyeSA5VdNYu%2bMJffU4tbJl6/OWVHz/y6kt3mFZXTdJOoyUjcgXQyM1EOVfGFOTgNvRBUEdIB0qesrwhgqK1DM9wIp0BrBOsGOBsMRGRkQJMvIJi4GNnahqqzjJV6TpEeUXD8WAwhInriVMVKKPjIpmsBWVBhzcxuQp/wL4ZVO3w6LKdsGHQ%2b4B9EkF8Bot%2bdf3Iw5PnzVxetPAdv1YjR2z1FEdOGKHIoAmbfb21pysO/CwVh0yu3fCYZRdtwaLiwHP1RnHgfhdTcegNL5QOvmgsLnT%2bguLA/ZwEatmuNQLoNnvyvr/1%2b3qtsbjw9epOX8jX0gaBs24MNznW2v7zV5Zu%2b8Dm9UdnMs%2bB87eJfj4wAWFNofGJJTMxZ2eyuvcGQ5wW/2H1/Xe9e%2bovcNBDZxxYW5Au2xRxYSR92%2bNyXshlO/d1Y6s2j7yuePeWjV3TnWyOvELIPBAokwxfY4gS5mN17EjXsI1vHrwVWLcxnhLPiwvlW982N1NxyKRt9z/87f/cwYTzHJQP5lcXKled7FWDP8QTCTVh8qhdY8ZWbuzb7ZK9LyUBUR4uJe1%2bnCtf%2b57JaS/Z3blXa77wkaLdy1/%2b2O4Va%2b%2bK7do6reZEtKakI%2b4JoEkcvqC6A7HuEgyBnv/pbvRaKWA1GP6b/0SlJIvVdKBMYEGgsYj2vPPUmIGywRAlpx4ci7exoItjz6IXg/U8UF2H4VFoKMOqCcx/MGHB8hgRpNx5kBQNyz66TicrIidcUyauHLHwtsfH3Tz7GTNc3G34g0PWengxFYd%2bPA7yESEgBIRArwlobzG6TJ/rA4g9R/y678hzT6/7j8b9z/84HksFPai1oPu5wPjETDaGorKcs1OTHzVMUWVv/95jo5ct3vnHOO63Tz92vpBpr8d3kXe8bAL4Rb6ui3r4yupg88zZ1720fUvzVJStpgMKwj4Xe1ZE8usKfCxExSRqllBev/bQHelU9qfofYGKf%2bfun9HU2DVm6%2bb9c5GYnc91yBcGOXk1Tm8hKqjTZo1eXl4ROXZRL1QOPiACojwMCN%2bl/bBRhGLsSrXHo8cfHH/bvb%2bKrd54Z9Orr30sumP77OjxoxVmT1cknMqqIL7sKbSI9rKRF0R9JCDqcnMmvASskIOsV1TTYRgTmwBR6KeNyYlxpXLgdFfm5jS31YUkdIlKREHxy42yLCxxg25xusSf9kTg%2bDqLGHOKLkeDyktRhE%2bxS60VQS3/4bWHx824/vX6m%2bY9rsaNf901okEmhkv7%2bMjZhIAQuHoI9CKcJZ/zcJ4sVigO2gT0zrunPPray7vf//wzOz6ARFldDtrFmr264SBClxiJAm%2b17q/Cn8i3W/Ts6s%2b0NPX8prY%2bctYuyVcP6mvrStxur/XGq7uX/e63qz6XSMYjtBs6m5Mjie5xWO9Z6ckxRe7acXjGgf1HGLq0WQcd2DGkWjolok/ftm7aP//woe66AJrCOo0f%2bXEqpJQ8sDs7ZkO%2bKK8I9Eyf0fCKz4%2buuLINWQKiPAzZW3PugQXDlayPz9eTdjS96MSuLTMOrn/jjuT69Te3bdgx/Xhbe3kgGFClbr/KROPKjcpIIbga3Sm6pHVlfigBDFtCHKOPsa1QCJgnwUqacCVqj4KeF5ycBqbLmajhmcN7BmqCsxofbFHoPJ1ATkMCjeTwN91nzI2WWUjJwM8ozuGJlCp75pyVgenjX6%2b%2bfe7viyePX%2bsypDLKFfjIyZCFgBC44gg48pvT/PL8G3o9pLZvPfTP61bvv7WjLV2CTsNaUGQ/FQqJKAWthUbW/YYjQnmxtuzdfXTM0hfe/ASO/C8nj64NzywSd2btUp0Me8FRXGiU8v6lIjB%2bYs36seNrShBomgAAJjhJREFUd2xYt3MOC5/owiv6zqJhHnuIQtDnn0y3jYZxPbVbNh66GW9vZhU/24q/TbFNpdK%2br/3t4%2b%2bxsiGU9YZEwTQaPA/MuKQoo8u0otwLm6%2bOHB3eNnZi%2bWUpXnKp%2bF4N5xHl4Qq/i0YYLaOVWmXHO9bm7rj9F51798xq2bBj4YEVb97dtK95ZJWK%2bKsQyoQa6tALoCAgTAkzv7KLXOgunVUxK4oGcFlVxGY3CDOikQrFILX70FEzMA/AnYBincqL%2bv5JxDrmoHNYUDw8mAh8UR96I8eUVRRSx/C3VnSs8Y4aeah%2b7o0vjpg2bWnp2PErVUX5EaO0aMiGJl3hj4AMXwgIASEwYALjJtSv%2b6OP3/Lv//m9R77hsSt0ApwLzSNZISGTSTBJHUYnxrCgU4gbXmd4tJ947LU/a2nqhvehSOc%2boKWhVlf6sF0tKsVgX0dfjtcn4L25NyWl4WMz5ox4Zevmpjksq%2br1FZQHnUdz8hD8PdqTcG3f2jw3Fk08GAoHEgb60bz1HE2NHWO3bzk02%2bVGbyn2EIKMocvJs5WRTsdkgxk2h8yqqdMmrqgeVtHcm3HKPpePgCgPl4/9oJ7ZCJZy1uYXrjl94tiy2psXPhFftenOzmVvfCixY/eEACoYePDl9CEvIs1urcm46vHgi4xJwY8QIyuJUqv0HOIA2o%2bNakyOK5GNZ0wVg46CUvDwSuR0NSfdniztUaXZiPJGQmo/uliFZkzYOv/dd/zWNeX6N4Ij67dGykedbCQ0qBcrBxMCQkAICIFBJYCcBvvo4a5fvPLyqg9s29g2PRQK68RW5tKZMDQx1h12Jl1pz%2bNjLp1bHTzQNXLxH9Z%2bEn/9BgfDfmqDOqgzD9YXgXowhnGpzzcYYx6UYyDp2V752vblv394/V/0dMcDhcRmHpy5koUN/Y/wq0tt3dgy/3BT%2b2j8Y%2bvZBrBp3aEFx46k64IhRC2guza62uuu0hQw2PDOcPuQP5FVZeWhrpmzxy9j6ddBuRA5yEUjIMrDRUN7%2bQ7srahifvKrdjS1ova%2b9363aeObN29a8vzHT2zbMacs2lNaFUsUlccMVZ%2bCNwF%2biyxyI5JMskY3YXatZGI1Ok/pcqtZhCt54aeM5AIqjvfYUC6ADAl0lVIHygPq5bqKgyMmT399xsJbHi27YeIqOxTo8RSXM6RKNiEgBISAELiCCAyrK25e/PSW735t50O/YsND9nlA6U19Bewmj26/jGqHEuF0OQ6i5Oazj6//fOO%2bjodHji7dkzcjD7ol/DIgvNIUh0Ef76Qb6leOaqjYsXXzwRm6TIruC/X2W8sE6KaDnQ379hybVlAesijp7c5X5stk0p5//Lsn7sigKgt6yyGvAVkOkCVY/lVXWdKBdS6VTsfUqOvqd06aPGrlZbjfcso%2bEhDloY/ArqTdjbCPs35HoqNxSf20icvSew/O3Pfikj9pX7f%2blq5DHXW5eBxTPwMX4ZZmLCtK8jEHiuXY2HGOic9UEhL4YnvQXdKC27otnVHoiqyKq6uOz5w/94Vbb7vtZ%2bb4iWtcwyoSVxIbGasQEAJCQAicSSCb6zaiXd5Ft91%2bw9OLn13zwUCgWBfbYFIrrcyO8EjlAV4GhK%2byEk/jgY6aZS9uuA9vwPughcveKg%2bDLvDK/Rw8AsXFkY7//O5zyzas2zXD7Q6e9cBIcEAOAyIZ4jljx9aWealU/DGfL5guKA78EJKkR%2b/d3TrdRoCz7iGiFQfm1DiPCpWSDHIdTDSbmjJj5OulFZ7OwbsKOdLFIiDKw8UiO4SOGygdWRDsX8GwXuloOjhy59KVHzi4euPt5q69s4oOH66uQ21lA018c4hvZdM4K0PvgwdhTm4VS6VUa8SvOqsqW9XkiavteZNfarj9xifKKq9vUl//2hC6UhmKEBACQkAI9JeA2yyiQN/55hvNP9y04dBNR490VAf9VCByOmyJzcF001E2EEKcOkOXDCOllj2/5b4jzT0PvrFiU76pV2/1h/6O9JJ87ppXbm5%2b54Qnfv/wuj9PJdMh3R30LXoh/%2bJC2VYXIhJ2bDs0r6szVYo/tZ5%2bd/bsPjL16JH2GtOThGEyrEu56/wGXZ2RRks2IsypsrLi%2bNy5k5%2b/JHdWTjJgAqI8DBjhlXeA0vpRjXZX%2bgdqwcJHerZuueXI2tfe1bRtw6zooaa6SNIuKkWDN3aUjsHaFA0FM5FJYw/VT56wZs7smc%2bHpk1bbIwYIS3jr7zbLiMWAkJACPSKwPVT61beec/MR/7n58u/xBATXTcD7gY3YtN1aJIBYxM80/REuGFg2rP78ITXX9n6Rx4znEKUa9rKpVGCD%2b%2bzaahTVgfb24XPXg1myO3E6zj9dVEGOCRgTZg4Yv3EScM2vLlm/wKvN4ALzeii7uz/oVMfkCBPDwJyJOiBmth2LFV7uvKQzVjmj7730qxYNO1Ht2js7jwTFpLtdelXhEMZJgKlraxRP6pi%2b8TJdWsuCk056KATEOVh0JFeGQc0itEJSKmjeD2a6WpZ5D%2b0e3L3qq23Wqt23d65YvONQbfLVzZ78rrg7IkvVtw47fnS2Te84TXCksR0ZdxeGaUQEAJCoN8EAiEjtW/XsQdef2XXe5saTzRQOKSSQIWATUXpcWDZVpbs9JgBlUQ1pmVLNnx8zOiJGxB%2bAm0DfQByjoBZ0B3OFTPf70Felg/mlQY2UdbC89XtnPD63OmHfrZk0eqVuxew8lYOHgLDhV4f6DKuezWgiAoTptlYsP1EKrh/T9tU/GFD4dZ0dyXK9uw6OsOG0mDy8/isbTsdy5ntoEOkgZDVHefMG/dCUYm3%2b7LcVjlpnwmI8tBnZFffBzzFtVFc1Sq758Sb1u3dv47ua7relc76wiPrtquaqkajrEyatVx9t12uSAgIASFwTgKjx1dte/hXK3/4H9959juWbSFjFsnS7PWAfkAmlIccu1DjZUE78HnDavvWg9OOHO5uQDK1n/lzFAqdbsSFMp8Cuw8Ehkzc1403TV/0UNnK/9PTnYywu7iNZJcckuhNNIt1%2bnegzDu8CZl0Um3auOPWZDLxW78/oGWGlsNtDc1NzQ18RnhBrNzIPAlWcqQyYsGDhZosRnFJKPmOhVOexPNiIMfm6tbI%2bvAQDOVdRXkYynfnEo/NiFSwEB%2b7hUrH0EvMXk4nBISAEBhqBN7/4Vk/eWXZ5veufH3HwqIilMphyAkajFISZDdgFxuHMnTJ9KlcxnYfbekqZxUdRMHnE2J1G%2bEzynsO8Br7IlT3Zd8BDmvQP95XAbqv%2b/d6wMNHluy5fuqo1S8v2XS7x1umQ5Z02jzzFqAUsFM08xgMKInbtuyfl4jlInhbl2k/sO/EhJaW4zWmiWfHqcyqnwW%2bWM3R4zNy3d0Jc9r0MevQGG4LGhKy64NEOPT67ly%2bHU82Hr98Q5AzCwEhIASEgBAQAkOJQDabNAIhT%2bJPPnPHt9HzIav7POQYdgLlAI1D3WgcykpMqMmP5nFsGYx/w5rsgteBYSgUEF3Mrtbb2ct8DqXrPctYrmTlY9DQBoKe5IKbpzxhmGgQ6zT6QJI0kuX5GxRHJj5Tc/H7vaq5qb2%2bqTE6lu%2blkjnPnp1Hb0jEMn6vD14GlHJkQBuVCFZo4rNh226TSfgLFk56yutzpaW/w6Ddtot%2bIFEeLjpiOYEQEAJCQAgIgSuLgNvt19bsufNHvfiu9897sLPruBYUKTBS%2bKMFGq0f8ooBQlEQwmSiuahTlYfKAz0TrKSTlxgH5/JFoB8cjn06yg0z6lfUjShrSaWS%2bfvp9AJk/gtzF5xkepeKdduB7VsP3cj3OjviVTu3Nc2n18GN0qxMrtYKB5UP/NOFPnDxqKWqakpOzJw3cqllZeTe9umuXN6dRXm4vPzl7EJACAgBISAEhiSBXC5lmB6X9dFPzPuP0WPrDyaT1BZSUBBMxKrbyGegRZl5EFAUdFNgeidy6ErNiGiGp1CpKETUXFGy4UULA%2brDje7FGC5NUaaauuChKVMmrNX3GluhyRvKJOn8BeiU%2bt5nMiZyXw7M479aW4%2bP2L%2bvZZrbxWeECeb0PkG5hEKJ5wphT0krkzbVtGmTV9WP9O%2bDx6oX19sHerLrRSUgysNFxSsHFwJCQAgIASFwZRKAZVlL/GPGV2z/yH23/hDtvFQWAqT2MmjvAxvFIYyJ3UVZxFN7Gag0FJKkC%2bFK%2bYD3KxPDaaPmdThJwqwyxOpTF2mDzgX4uhgRSqPCm8OXky/gnJE57C7Dh3%2bnYPyHRH4Rt6LiUOec%2bQ0veDxIeMYtZndxNg50yrVm894EJMmj%2btK%2bvY2TO9oyRQf2Hb2%2b7UQ04EGSNatS2WDmYpiTrtiFHg852%2bX1GmrOjQ1L/H5P/CIOXw59EQiI8nARoMohhYAQEAJCQAhcJAKXzEKLvAYrk01pOeHOd93w29nzxr2aTjH23amilEUOhI57hyDNspsuXYEHTcCgRPCnDlLR%2bsegDbkvQvKgnfTM%2b5hXIKg89LqZdt%2beBI/bzEAn000UdFM18Mxm2aAPAjgrFmmFQnfrg/6SoJahrzVnJU7KdPj9JCuEFfWF21kHO2Va7Yq64ZUtGdRRouKQs9L5%2b%2b3wyKYt5Q%2bYqqnxSN2eHd3Tt2xqutHKoRKTLsvjeEhseKg4dpeBvJisqarr/Eenzqxd7nZHJEm6b4/IZd9blIfLfgtkAEJACAgBISAEhiYBj9unA9yrhoWPfvTj834QKXJ1M9chnbKgQKBkK5KnKdy6HCnxWt0GVVGBEB53ma5cJkPrPhUwJihDEEfugO6bAeHdQEXTbDbOvJIslAotfJuugJOM4Px%2bcky4T7ZlRwekQNQOr9w/dUbDq1k0kM0hdM1mM1n0e%2bBPemI4RvZySMSNoscfWfbldav33uXze7RXqhC6xkR73e9D58vY6vobhq8eVlN26Fp9aK7k676mv%2b1X8o2TsQsBISAEhMA1S2BQhdXeUpw7f9zid9w6dfHiZzZ91GeGtMdBsVyrjlqCZTnfjbq3x5P9zk4gHPF2eb2uLDo0e7NZS3m9jqhGj4/26oC5QkK62%2b2BEG76Vr%2bx/%2b4li7aN4T6Oo8JmuwTsnnNnUi5vpMjdlYirZXi73%2bFB4XAw%2bsSja5cvfnrzxyyrB0nQJSjP64zFtjPIc/Ei5wFj9YSNl5etfx89Tl4vlAud6%2bDoLU5Ym%2bOHYJWuWXNHLSsuCXbJc3DlERDl4cq7ZzJiISAEhIAQEAKXnEAo4k9sevPID9at2XXriWPxKo%2bnWIev6HKtaeZBMKSm1xEofbWEX5rs4EtO9e0nHFZbfCgYMhOZtCvIbt2ZDEOWnH4ZZJxDedMsGrV5PX7Vdrwn8rMfP/tNhJeZOh9BhWwoFNDrMjY6P6djsbRv9Jiq5v984HPzB6I8cJSTpwxfVVdf0nSwsa3eE3KqbukwKpw4le5BudaglUpmXG50HdcN4ZAjU9h0lS6WZ8V/6WRKDR9R2XzD9FGvDAHcMoR%2bEJCwpX5Ak48IASEgBISAELgCCAy6h2LqrJqVd75r2m8sO6aFRnYPZugSFQjGs8s2cAIjG6p31tSV700kolpAd5LQnb4Z/Ol2%2b3QTPvL3%2byPwPnhNl12MsKFy3XwhGAwqr9uLHm6WT1c7gmfAdiUHPLARDRU7b5hRuyKX9UF5ScPrAE8IO43jvjshbDkXvSH8m%2bOROPXiyXXOBv7L5tJq0g3Vq5BDsX/Ag5IDXBYCojxcFuxyUiEgBISAEBACAyVwQd3ggjv0ZwQf/fgtP5g0uWFDLBaHwMokaXYcZgOxi3K6swzxUpyn4Bjpq4OkP0TP/ExJabh9/k2znmUJXJY1pWJGy71T1YrdvZFjAst%2bOpOAEJ%2bEoI5/u5l3gpK57jiE8wRyIqDQocyu1xuAhyLALn4DHpg/4ElNmTZyRShQqSsooTcDxsJkebdyw0liIQmaORn0jmSgXJxSeBxFh9eQzmRUMOTPzpg95qVIkS864EHJAS4LAVEeLgt2OakQEAJCQAgIgb4TgNCIkjWmQYHNNH06Dt6pauQ0cHNizJ3qRwwhQujIoEu/dfXljR%2b%2b7%2bYfme4cTgehEAmwbAFwqqP026%2brUGbUYGlPLXlk%2b1ToFNeDq4NwzORhdLN2uhufXs2J100hlRnF/KHrqfZrQ/EiJBg7lnUbP9nwTvesIFOdsJwvnaqrSg1qNamT47319sm/HzW6bGc8hspWEMxzFjwHrrijqOWosHmRUxDCe558tSta%2bZEHYZTmw4lwT7IeVzqdQWUjw%2b1y%2bXsdT3Y2aFBINM8bpte9XjM80JJDTwdWeeI913cGDwB7OLAqFBO72QjOqbwFj4kJ74Tl1UnS9FgMqyltuf6G2pX9ujnyoSFBoN9friExehmEEBACQkAICIFriYCRg%2bSKFwRpy0pDeCtYlJ0eAI6Fl0AY5qJyhUo8g43ornun/vrWO69/MhaHpRuh7V4fK%2btQPnV6Prz1RUu5oRjSApUmo5UbVw51gi40rlwurfdB9%2bqsy7QyBUE%2bZ8f1tTr9JZweE7z%2b/E/IsyhJ1M/NskAVETg56F3M8eXYnZHmE4QVFCBWPIK1H8nCPOugK2jXjQ/v%2btjHb/2hL2Cku7ti8D6EkKQc0IqacqXhXeiB4hjFiFBxyZ2Bl4FehxSUHjRry3XB8h/lGJH3gORkj5XCOC/I%2bny4cG7Ns2H0sG0TJ1euxtPFJHndiYL3pKBQUXHQIU1UZPEJekmcZ5GIyNFUEyYNXzeyoXx3P2%2bPfGwIEBjQwzQExi9DEAJCQAgIASFwzRBAvLgb9ltlepBIm02hyg0sz3mLeyE0hDAcBQLJtRCCC3ByueSgrfmBkDf5iU8v%2bLfiEl8XBUIKjI4X5OybhSRfKhf0HLAfBHpIUAK/YCwNulhroTWTyfiyEEQzaDRAwR1CMQNk8gKpG8ckB%2bfYOIdtQvbv70NB747b7YdqA%2b9OHh8vzVD%2bfHgOS5R6YOVHqE7OB9S%2b/p7qvJ979wfm/eJjn7j5hx5fMpeIWSqd8OsQIa87CEUihOv0Qy73YQzsm0Dvj8%2bwoFfy7z4ks5tG2Egn2YPBEzBs7wVZ9%2bYiPF53Zu5NE/7Ae2BpT4xz2MJPxxMDpYtKLDw3BvhZGLNyJXRuDD6fnTGnYSnyMuK4p1K0pzfQh%2bA%2bgzaRDMFrkyEJASEgBISAELiqCLiUD2Z2iLcuP4TDCKS0gGPnp9fhpNZA4U3/Db2HTwnopunvtzX%2bbBAnXT987Yc%2bdtNPotEuCK5ehZ4QunHZ2V/5P7PbMLwm2VzKbZpoGtDLDd2Uc153BOcowoX5lZVBe%2bL8p3Wv67yzA6Z3fd1QsgYg0dOyH3cx0Rj6iGbGBGBL0dIfhcEdXg%2bVwO8JvBG3DdfAm7CdDUMw5E78xZfv%2bf8%2b8%2bd3fr2kzO5IZXpUElWN4okeKFE8N0ueIoQLSpTuB8H/zKzl8dhJKJZW1orn3L6k8gTSUcN1qvJRL5Gfc7c588YtqawOHuMOhVC105WHfGtsnRfhQk4M82JslbShLKjqYaVHps0c8XL%2b4IP6PA70uuTzvScgWl/vWcmeQkAICAEhIAQuKwH2Y0unsoGu7k7l88HSDsHRMNG0K5%2bQSimaeQXJRAahPhkfhEyYp3WPAAOJrL0W1ntzkW6P12o8cOKB15Zvfc/2TW2TfH5Is%2beIFmJrMFbaURhbAk0HEolE2LaQWdvLDddnRGM93lgshaRbH8OFILgyXMaJGCoIr/R%2bMBQ/l%2bu/VRtlUL3JZDKUTCAZ2bBczDFwOmqjq7I2rPN/6LKM%2bH5Y0410Khfo5WX0eTePz8zYOeufbpg6etXTj7/2Z%2bvXb5vf2WZXZjK2O5VkDgRzHugBgBwOYT2Ttly%2bgNvPHgzo9aCS2KenO1aezWLHAW6WFTdcrqA9rC7U/M2vPv7C44%2bsvD8chgckXwWqcA94mkLYkhPqhdwH3BbbyCBnYtTro66r0iFL8JqJ8jDAe3K5Pi7Kw%2bUiL%2bcVAkJACAgBIdBHAj6/GZs2e%2bTS8mr/GH/ASBpWiYnwEWYRI//BQMi/ZSJRVQu0obDZXVYVbtHC3KCqDegwnc4ZXq9pj2yo2Lfo6bXfevTXr/%2bV2wwi5N1z1jMZqBwEBQLaQ8ZOp7PesePrNrg9nnRvLz9SbHZMnz1iRSKeDHq9PuY%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%2bUB8jA0BbcZtq2s/BBmHSEQEljhFTWFYr4utGBubs/5%2brNZ3Iol4Q%2bCmfcP/ZUiMcyoUw654X3w4PxuaBHIQsBHhIr6XUp5GyYOTtLJcLwZUsqMie8ntJeK2sXGtfxY%2b21X/rsYy/t3LFvvN/vP6v3wQVnB70Ntg3PWLZEVda4jvz4l5%2bfy0ZzFzq%2bvD%2b0CYjnYWjfHxmdEBACQkAICIGTBHz%2bQAr/aB5KSNyeAAVb7eEY7I2KA4/p95Wyy9mhwT7%2b2Y7n84YpZLdeinP15hxvVRz4GVj76Y3o6c3nL8Y%2bpeXeozcuGP/s9q17xp8eOlb4nVWqbISoKQMJ7lYQeRrd6sab5jxXXVN8%2bGKMR455aQlIwvSl5S1nEwJCQAgIASEgBITAFU0Azh0kitusGXwy3%2bT0CyqUbrUQ9AUvmPIF7cyc%2bZMWud39L6F7RQO7ygYvysNVdkPlcoSAEBACQkAICAEhcDEIIF9Fy43xqFm0eePeWwqNCU9PlnbO65S/slENLJlKq5ENZfumTB31%2bsUYkxzz0hMQ5eHSM5czCgEhIASEgBAQAkLgiiKQziaQJI/OeNgO7O24fuuWvXO8Xo/OdyiEK528IDoY8HKjO3YW/UhmzLlueWmF2ZHNJntdYeuKgnONDVZyHq6xGy6XKwSEgBAQAkJACAiBvhLwunVui95Wvrb9XfEYksWD/rcrDnifyfPcsqjGFIoYiZsWTHkWpVmRBCHb1UBAPA9Xw12UaxACQkAICAEhIASEwCUg0N2Zjqx%2bY/s9HtN3Rp%2bNQggTh0DlgfkOCSRKj5tYs2P8pLq1l2BocopLRECUh0sEWk4jBISAEBACQkAICIErncCuXQdnHjx4ZKzpRudotvPWvTWcyv8nKy8haondpdHXQ82YNXF5cUmw7Uq/bhn/KQIStiRPgxAQAkJACAgBISAErnECOStp9HRmy19%2bce8Huru6S1wuN3pFoDc0ukRbOcuNfhxZK2eaD//ijVtTyUwQPTqgOGTRWYI/2T3ciWqi0mBZ6HadzajScn905pzRL6K5IQ6Rdpkur3SVvgqeM1EeroKbKJcgBISAEBACQkAICIGBEDBdfnv3jta63z607Gu7dx6o87iD6FqehRqA3uVQDNgoz%2bPx5lB6FUnPPuX1%2bNE9Os32hOzqjVOjdaHFtAbqB24Vj8fVtFnXbRg3oWY9x2XjSLJdHQREebg67qNchRAQAkJACAgBISAE%2bkUgk0m5PB6f9grYOdNruiIq4Cs3LCuNnuCGcqPPtmWloByk0J/OhLJgqlQmCWcD9AhWVYI0ads5/B3/dKHvdjqrgiFP5pbbJz1ZNSx8jMd1u53jy3blE5Cchyv/HsoVCAEhIASEgBAQAkKg3wQKigM6Qttev93t9mZUTkURg5SE4pBBCFIUHaPTCmFM6N6QYedo2%2bdTFku1%2bnzIfaDXAU4H0wjA8eBBonRSjZ0wbOuCmyc81e9ByQeHLAFRHobsrZGBCQEhIASEgBAQAkLg0hFA7oIrm7G8mTQUBNtScDJAUchqpYHJ0Iby4M8e5EC4jUzacGVzSYYuWbmsheCmgDLR1yEWS6hIkSf5rvfN/uWIhmEHLt3o5UyXioAoD5eKtJxHCAgBISAEhIAQEAJDmIBLeZEg7UUhpSC8CH6VTiEEKWtDKUB%2bQw7lV7MmGr%2bhtwOSpBHMBI8DdkdAk9ttQtEwVTTWqVyeePq2uyY/%2bq73zfz5EL5UGdoACIjyMAB48lEhIASEgBAQAkJACFw1BFyIPTIyGSuH/AZUUjKhFCgDCoIBDcLIKNObVbYrYedsKglJy216bFRWMi3Ua02nkzq8acEtE1744l/f87dFJT7EPcl2NRKQhOmr8a7KNQkBISAEhIAQEAJCoK8EbGRHG0nELHnpUYDGEMcfvJ5c1kbQEhQJlGSFnmAwPAm1Vw0rlzRs26tSyZzy%2bbPZ%2bz/9zh/%2byWcX/ktldfh4X08t%2b185BER5uHLulYxUCAgBISAEhIAQEAIXjUDOskzkO/gTMYQqGV63E5aEnAeXE6iSRmlWC60fTJfLNlGCyTQDyuvPRt95z8RFd987%2b39mzh2zNBR2py7aAOXAQ4KAKA9D4jbIIISAEBACQkAICAEhcHkJ%2bHyexIzZo5dWVMQneT2%2bdNaKuWzLb0B5QDwT%2bzTYqLLkjRdFijoixYH2hjHhnZOnNrw%2banT5jkDAI0rD5b19l%2bzsTj9x2YSAEBACQkAICAEhIASuaQKZbNqViNthZbkN02NlDQO9HAyvhZglRCuhTKudg7fBlfP5gulrGpRcvBAQAkJACAgBISAEhIAQuNYJ5HJpMSpf6w%2bBXL8QEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBIXC5CPz/sJlYvo61DOIAAAAASUVORK5CYII='/%3e%3c/defs%3e%3c/svg%3e){kind=small}
'%3e%3cpath d='M2.625 11.6673C2.38194 11.6673 2.17535 11.5822 2.00521 11.4121C1.83507 11.242 1.75 11.0354 1.75 10.7923V8.45898C1.75 8.21593 1.83507 8.00933 2.00521 7.83919C2.17535 7.66905 2.38194 7.58398 2.625 7.58398C2.86806 7.58398 3.07465 7.66905 3.24479 7.83919C3.41493 8.00933 3.5 8.21593 3.5 8.45898V10.7923C3.5 11.0354 3.41493 11.242 3.24479 11.4121C3.07465 11.5822 2.86806 11.6673 2.625 11.6673ZM4.95833 8.16732C4.71528 8.16732 4.50868 8.08225 4.33854 7.91211C4.1684 7.74197 4.08333 7.53537 4.08333 7.29232V6.70898C4.08333 6.46593 4.1684 6.25933 4.33854 6.08919C4.50868 5.91905 4.71528 5.83398 4.95833 5.83398C5.20139 5.83398 5.40799 5.91905 5.57812 6.08919C5.74826 6.25933 5.83333 6.46593 5.83333 6.70898V7.29232C5.83333 7.53537 5.74826 7.74197 5.57812 7.91211C5.40799 8.08225 5.20139 8.16732 4.95833 8.16732ZM6.70833 5.25065C6.46528 5.25065 6.25868 5.16558 6.08854 4.99544C5.9184 4.8253 5.83333 4.61871 5.83333 4.37565V3.79232C5.83333 3.54926 5.9184 3.34266 6.08854 3.17253C6.25868 3.00239 6.46528 2.91732 6.70833 2.91732C6.95139 2.91732 7.15799 3.00239 7.32812 3.17253C7.49826 3.34266 7.58333 3.54926 7.58333 3.79232V4.37565C7.58333 4.61871 7.49826 4.8253 7.32812 4.99544C7.15799 5.16558 6.95139 5.25065 6.70833 5.25065ZM9.04167 4.08398C8.79861 4.08398 8.59201 3.99892 8.42188 3.82878C8.25174 3.65864 8.16667 3.45204 8.16667 3.20898C8.16667 2.96593 8.25174 2.75933 8.42188 2.58919C8.59201 2.41905 8.79861 2.33398 9.04167 2.33398C9.28472 2.33398 9.49132 2.41905 9.66146 2.58919C9.8316 2.75933 9.91667 2.96593 9.91667 3.20898C9.91667 3.45204 9.8316 3.65864 9.66146 3.82878C9.49132 3.99892 9.28472 4.08398 9.04167 4.08398ZM11.375 11.6673C11.1319 11.6673 10.9253 11.5822 10.7552 11.4121C10.5851 11.242 10.5 11.0354 10.5 10.7923V3.20898C10.5 2.96593 10.5851 2.75933 10.7552 2.58919C10.9253 2.41905 11.1319 2.33398 11.375 2.33398C11.6181 2.33398 11.8247 2.41905 11.9948 2.58919C12.1649 2.75933 12.25 2.96593 12.25 3.20898V10.7923C12.25 11.0354 12.1649 11.242 11.9948 11.4121C11.8247 11.5822 11.6181 11.6673 11.375 11.6673Z' fill='white'/%3e%3c/g%3e%3c/svg%3e){kind=small}
'%3e%3cpath d='M6.09583 7.56875L6.85417 8.32708C6.96111 8.43403 7.09722 8.4875 7.2625 8.4875C7.42778 8.4875 7.56389 8.43403 7.67083 8.32708L9.33333 6.66458V7.01458C9.33333 7.17986 9.38924 7.31597 9.50104 7.42292C9.61285 7.52986 9.75139 7.58333 9.91667 7.58333C10.0819 7.58333 10.2205 7.52743 10.3323 7.41563C10.4441 7.30382 10.5 7.16528 10.5 7V5.25C10.5 5.08472 10.4441 4.94618 10.3323 4.83437C10.2205 4.72257 10.0819 4.66667 9.91667 4.66667H8.15208C7.98681 4.66667 7.85069 4.72257 7.74375 4.83437C7.63681 4.94618 7.58333 5.08472 7.58333 5.25C7.58333 5.41528 7.63924 5.55382 7.75104 5.66562C7.86285 5.77743 8.00139 5.83333 8.16667 5.83333H8.50208L7.2625 7.0875L6.50417 6.32917C6.39722 6.2125 6.26111 6.15417 6.09583 6.15417C5.93056 6.15417 5.79444 6.2125 5.6875 6.32917L3.90833 8.10833C3.79167 8.21528 3.73333 8.35139 3.73333 8.51667C3.73333 8.68194 3.79167 8.81806 3.90833 8.925C4.01528 9.04167 4.15139 9.1 4.31667 9.1C4.48194 9.1 4.61806 9.04167 4.725 8.925L6.09583 7.56875ZM2.91667 12.25C2.59583 12.25 2.32118 12.1358 2.09271 11.9073C1.86424 11.6788 1.75 11.4042 1.75 11.0833V2.91667C1.75 2.59583 1.86424 2.32118 2.09271 2.09271C2.32118 1.86424 2.59583 1.75 2.91667 1.75H11.0833C11.4042 1.75 11.6788 1.86424 11.9073 2.09271C12.1358 2.32118 12.25 2.59583 12.25 2.91667V11.0833C12.25 11.4042 12.1358 11.6788 11.9073 11.9073C11.6788 12.1358 11.4042 12.25 11.0833 12.25H2.91667ZM2.91667 11.0833H11.0833V2.91667H2.91667V11.0833Z' fill='white'/%3e%3c/g%3e%3c/svg%3e){kind=small}
'%3e%3cpath d='M2.96042 7.00065H4.66667C4.77361 7.00065 4.87569 7.02739 4.97292 7.08086C5.07014 7.13433 5.14306 7.21454 5.19167 7.32148L5.83333 8.60482L7.64167 4.98815C7.74861 4.76454 7.92361 4.65273 8.16667 4.65273C8.40972 4.65273 8.58472 4.76454 8.69167 4.98815L9.69792 7.00065H11.0396C10.8938 6.00898 10.4417 5.17773 9.68333 4.5069C8.925 3.83607 8.03056 3.50065 7 3.50065C5.96944 3.50065 5.075 3.83607 4.31667 4.5069C3.55833 5.17773 3.10625 6.00898 2.96042 7.00065ZM7 11.6673C8.03056 11.6673 8.925 11.3319 9.68333 10.6611C10.4417 9.99023 10.8938 9.15898 11.0396 8.16732H9.33333C9.22639 8.16732 9.12431 8.14058 9.02708 8.08711C8.92986 8.03364 8.85694 7.95343 8.80833 7.84648L8.16667 6.56315L6.35833 10.1798C6.25139 10.4034 6.07639 10.5152 5.83333 10.5152C5.59028 10.5152 5.41528 10.4034 5.30833 10.1798L4.30208 8.16732H2.96042C3.10625 9.15898 3.55833 9.99023 4.31667 10.6611C5.075 11.3319 5.96944 11.6673 7 11.6673ZM7 12.834C6.28056 12.834 5.60243 12.6954 4.96563 12.4184C4.32882 12.1413 3.77222 11.7645 3.29583 11.2882C2.81944 10.8118 2.44271 10.2552 2.16563 9.61836C1.88854 8.98155 1.75 8.30343 1.75 7.58398H2.91667C2.91667 8.71176 3.31528 9.67426 4.1125 10.4715C4.90972 11.2687 5.87222 11.6673 7 11.6673C8.12778 11.6673 9.09028 11.2687 9.8875 10.4715C10.6847 9.67426 11.0833 8.71176 11.0833 7.58398H12.25C12.25 8.30343 12.1115 8.98155 11.8344 9.61836C11.5573 10.2552 11.1806 10.8118 10.7042 11.2882C10.2278 11.7645 9.67118 12.1413 9.03437 12.4184C8.39757 12.6954 7.71944 12.834 7 12.834ZM1.75 7.58398C1.75 6.86454 1.88854 6.18641 2.16563 5.54961C2.44271 4.9128 2.81944 4.35621 3.29583 3.87982C3.77222 3.40343 4.32882 3.02669 4.96563 2.74961C5.60243 2.47253 6.28056 2.33398 7 2.33398C7.60278 2.33398 8.18125 2.43121 8.73542 2.62565C9.28958 2.8201 9.80972 3.10204 10.2958 3.47148L10.7042 3.06315C10.8111 2.95621 10.9472 2.90273 11.1125 2.90273C11.2778 2.90273 11.4139 2.95621 11.5208 3.06315C11.6278 3.1701 11.6812 3.30621 11.6812 3.47148C11.6812 3.63676 11.6278 3.77287 11.5208 3.87982L11.1125 4.28815C11.4819 4.77426 11.7639 5.2944 11.9583 5.84857C12.1528 6.40273 12.25 6.98121 12.25 7.58398H11.0833C11.0833 6.45621 10.6847 5.49371 9.8875 4.69648C9.09028 3.89926 8.12778 3.50065 7 3.50065C5.87222 3.50065 4.90972 3.89926 4.1125 4.69648C3.31528 5.49371 2.91667 6.45621 2.91667 7.58398H1.75ZM5.83333 1.75065C5.66806 1.75065 5.52951 1.69475 5.41771 1.58294C5.3059 1.47114 5.25 1.3326 5.25 1.16732C5.25 1.00204 5.3059 0.863498 5.41771 0.751693C5.52951 0.639887 5.66806 0.583984 5.83333 0.583984H8.16667C8.33194 0.583984 8.47049 0.639887 8.58229 0.751693C8.6941 0.863498 8.75 1.00204 8.75 1.16732C8.75 1.3326 8.6941 1.47114 8.58229 1.58294C8.47049 1.69475 8.33194 1.75065 8.16667 1.75065H5.83333ZM7 11.6673C5.87222 11.6673 4.90972 11.2687 4.1125 10.4715C3.31528 9.67426 2.91667 8.71176 2.91667 7.58398C2.91667 6.45621 3.31528 5.49371 4.1125 4.69648C4.90972 3.89926 5.87222 3.50065 7 3.50065C8.12778 3.50065 9.09028 3.89926 9.8875 4.69648C10.6847 5.49371 11.0833 6.45621 11.0833 7.58398C11.0833 8.71176 10.6847 9.67426 9.8875 10.4715C9.09028 11.2687 8.12778 11.6673 7 11.6673Z' fill='white'/%3e%3c/g%3e%3c/svg%3e){kind=small}
'%3e%3cpath d='M2.91667 12.25C2.59583 12.25 2.32118 12.1358 2.09271 11.9073C1.86424 11.6788 1.75 11.4042 1.75 11.0833V2.33333C1.75 2.16806 1.8059 2.02951 1.91771 1.91771C2.02951 1.8059 2.16806 1.75 2.33333 1.75C2.49861 1.75 2.63715 1.8059 2.74896 1.91771C2.86076 2.02951 2.91667 2.16806 2.91667 2.33333V11.0833H11.6667C11.8319 11.0833 11.9705 11.1392 12.0823 11.251C12.1941 11.3628 12.25 11.5014 12.25 11.6667C12.25 11.8319 12.1941 11.9705 12.0823 12.0823C11.9705 12.1941 11.8319 12.25 11.6667 12.25H2.91667ZM4.08333 10.5C3.91806 10.5 3.77951 10.4441 3.66771 10.3323C3.5559 10.2205 3.5 10.0819 3.5 9.91667V5.83333C3.5 5.66806 3.5559 5.52951 3.66771 5.41771C3.77951 5.3059 3.91806 5.25 4.08333 5.25H5.25C5.41528 5.25 5.55382 5.3059 5.66562 5.41771C5.77743 5.52951 5.83333 5.66806 5.83333 5.83333V9.91667C5.83333 10.0819 5.77743 10.2205 5.66562 10.3323C5.55382 10.4441 5.41528 10.5 5.25 10.5H4.08333ZM7 10.5C6.83472 10.5 6.69618 10.4441 6.58437 10.3323C6.47257 10.2205 6.41667 10.0819 6.41667 9.91667V2.91667C6.41667 2.75139 6.47257 2.61285 6.58437 2.50104C6.69618 2.38924 6.83472 2.33333 7 2.33333H8.16667C8.33194 2.33333 8.47049 2.38924 8.58229 2.50104C8.6941 2.61285 8.75 2.75139 8.75 2.91667V9.91667C8.75 10.0819 8.6941 10.2205 8.58229 10.3323C8.47049 10.4441 8.33194 10.5 8.16667 10.5H7ZM9.91667 10.5C9.75139 10.5 9.61285 10.4441 9.50104 10.3323C9.38924 10.2205 9.33333 10.0819 9.33333 9.91667V8.16667C9.33333 8.00139 9.38924 7.86285 9.50104 7.75104C9.61285 7.63924 9.75139 7.58333 9.91667 7.58333H11.0833C11.2486 7.58333 11.3872 7.63924 11.499 7.75104C11.6108 7.86285 11.6667 8.00139 11.6667 8.16667V9.91667C11.6667 10.0819 11.6108 10.2205 11.499 10.3323C11.3872 10.4441 11.2486 10.5 11.0833 10.5H9.91667Z' fill='white'/%3e%3c/g%3e%3c/svg%3e){kind=small}
'/%3e%3cdefs%3e%3cpattern id='pattern0_13046_62801' patternContentUnits='objectBoundingBox' width='1' height='1'%3e%3cuse xlink:href='%23image0_13046_62801' transform='scale(0.0227273)'/%3e%3c/pattern%3e%3cimage id='image0_13046_62801' width='44' height='44' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAACwAAAAsCAYAAAAehFoBAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAGaSURBVHgB7ZaBccIwDEWVHgOwQc0GjJBuwAYNE7SdAJiEsEE2aDpCJ0hGyAaudNg9Xwjxd2rCXfG7EzbJt6Iolm2iRCKRSCT%2bMxndCK31kpucTdo2y7KaIpCx4yNFgAPa2j77fONmT%2bdgLS3bB%2buq/ljWK2525KcVcRSch%2b880s1AwIXGOGbuw/4CZ058Ke42HmnHtmJ55wQsYxT5WT1RXDaARqbJ2v7hYHPCgq35JdvYAa9BnXL6r4Rxkp/YAXchOjOFCkAvq0wpndgBV6CuNm0B6k%2b/PR0Jx1/pke4dbaMxlB2zYNsCbxiyVr%2bbdmhuHvjT7k2wBWHFVkqx2T/QTudm8BqyrPXG5HTe6Z7Zvtkq98F8/9Pc9/ESvEsi3yzQn9IYF2t67KJDQbZh4dC/cK%2bAc1BX9y/MHvDUYrPcI8NBO9skkOoA/UwuNsvcGZ5cbJabrcMDPuSUJplb0jgXx0%2bXOTMsR09fsEJ1LVgYZNIBPhqNocb8zJJhHXhIHxPMNSWiLWULwkBOdGN8GRvFHtITiUQikXhcfgBtsn1C2agz1gAAAABJRU5ErkJggg=='/%3e%3c/defs%3e%3c/svg%3e){kind=small}
'%3e%3cpath d='M3.90964 12.425C3.80269 12.3181 3.74922 12.1819 3.74922 12.0167C3.74922 11.8514 3.80269 11.7153 3.90964 11.6083L6.69505 8.80833C6.91866 8.58472 7.19575 8.47292 7.5263 8.47292C7.85686 8.47292 8.13394 8.58472 8.35755 8.80833L9.56797 10.0188L12.1784 7.40833C12.2951 7.29167 12.4312 7.23333 12.5867 7.23333C12.7423 7.23333 12.8784 7.29167 12.9951 7.40833C13.1117 7.525 13.1701 7.66354 13.1701 7.82396C13.1701 7.98438 13.1117 8.12292 12.9951 8.23958L10.3992 10.85C10.1756 11.0736 9.90096 11.1854 9.57526 11.1854C9.24957 11.1854 8.97491 11.0736 8.7513 10.85L7.5263 9.625L4.7263 12.425C4.61936 12.5319 4.48568 12.5878 4.32526 12.5927C4.16484 12.5976 4.0263 12.5417 3.90964 12.425ZM2.33464 12.25C2.0138 12.25 1.73915 12.1358 1.51068 11.9073C1.2822 11.6788 1.16797 11.4042 1.16797 11.0833V2.91667C1.16797 2.59583 1.2822 2.32118 1.51068 2.09271C1.73915 1.86424 2.0138 1.75 2.33464 1.75H10.5013C10.8221 1.75 11.0968 1.86424 11.3253 2.09271C11.5537 2.32118 11.668 2.59583 11.668 2.91667V5.25C11.668 5.41528 11.6121 5.55382 11.5003 5.66563C11.3885 5.77743 11.2499 5.83333 11.0846 5.83333H2.33464V12.25ZM2.33464 4.66667H10.5013V2.91667H2.33464V4.66667Z' fill='white'/%3e%3c/g%3e%3c/svg%3e){kind=small}
'%3e%3cpath d='M5.10417 13.0833C4.65694 13.0833 4.2559 12.9667 3.90104 12.7333C3.54618 12.5 3.27153 12.1792 3.07708 11.7708C2.92153 11.975 2.72465 12.133 2.48646 12.2448C2.24826 12.3566 2.00278 12.4125 1.75 12.4125C1.25417 12.4125 0.838542 12.2424 0.503125 11.9021C0.167708 11.5618 0 11.1486 0 10.6625C0 10.2444 0.136111 9.86771 0.408333 9.53229C0.680556 9.19687 1.02569 9.00486 1.44375 8.95625C1.30764 8.76181 1.20312 8.55521 1.13021 8.33646C1.05729 8.11771 1.02083 7.88681 1.02083 7.64375C1.02083 7.25486 1.12049 6.89028 1.31979 6.55C1.5191 6.20972 1.79861 5.93264 2.15833 5.71875C2.20694 5.89375 2.27257 6.0809 2.35521 6.28021C2.43785 6.47951 2.53264 6.65208 2.63958 6.79792C2.50347 6.90486 2.39653 7.03368 2.31875 7.18437C2.24097 7.33507 2.20208 7.49306 2.20208 7.65833C2.20208 8.20278 2.42569 8.53819 2.87292 8.66458C3.32014 8.79097 3.74306 8.89305 4.14167 8.97083L4.41875 9.4375C4.31181 9.74861 4.21944 10.0135 4.14167 10.2323C4.06389 10.451 4.025 10.6479 4.025 10.8229C4.025 11.1146 4.12951 11.3698 4.33854 11.5885C4.54757 11.8073 4.80278 11.9167 5.10417 11.9167C5.41528 11.9167 5.68264 11.7976 5.90625 11.5594C6.12986 11.3212 6.31701 11.0247 6.46771 10.6698C6.6184 10.3149 6.73993 9.93819 6.83229 9.53958C6.92465 9.14097 7 8.78125 7.05833 8.46042C7.0875 8.29514 7.17014 8.16632 7.30625 8.07396C7.44236 7.9816 7.58819 7.95972 7.74375 8.00833C7.90903 8.05694 8.03299 8.15417 8.11563 8.3C8.19826 8.44583 8.22014 8.60139 8.18125 8.76667C8.09375 9.21389 7.98194 9.69028 7.84583 10.1958C7.70972 10.7014 7.52743 11.1681 7.29896 11.5958C7.07049 12.0236 6.77882 12.3785 6.42396 12.6604C6.0691 12.9424 5.62917 13.0833 5.10417 13.0833ZM1.75 11.2458C1.91528 11.2458 2.05382 11.1899 2.16563 11.0781C2.27743 10.9663 2.33333 10.8278 2.33333 10.6625C2.33333 10.4972 2.27743 10.3587 2.16563 10.2469C2.05382 10.1351 1.91528 10.0792 1.75 10.0792C1.58472 10.0792 1.44618 10.1351 1.33438 10.2469C1.22257 10.3587 1.16667 10.4972 1.16667 10.6625C1.16667 10.8278 1.22257 10.9663 1.33438 11.0781C1.44618 11.1899 1.58472 11.2458 1.75 11.2458ZM6.31458 8.51875C6.18819 8.64514 6.03507 8.70104 5.85521 8.68646C5.67535 8.67188 5.51736 8.60139 5.38125 8.475C4.63264 7.79444 4.03472 7.17708 3.5875 6.62292C3.14028 6.06875 2.91667 5.47083 2.91667 4.82917C2.91667 4.19722 3.13299 3.66493 3.56562 3.23229C3.99826 2.79965 4.53056 2.58333 5.1625 2.58333C5.20139 2.58333 5.23542 2.58576 5.26458 2.59063C5.29375 2.59549 5.32778 2.59792 5.36667 2.59792C5.32778 2.50069 5.29861 2.40347 5.27917 2.30625C5.25972 2.20903 5.25 2.10694 5.25 2C5.25 1.51389 5.42014 1.10069 5.76042 0.760417C6.10069 0.420139 6.51389 0.25 7 0.25C7.48611 0.25 7.89931 0.420139 8.23958 0.760417C8.57986 1.10069 8.75 1.51389 8.75 2C8.75 2.10694 8.74028 2.2066 8.72083 2.29896C8.70139 2.39132 8.67222 2.48611 8.63333 2.58333H8.8375C9.42083 2.58333 9.91667 2.77049 10.325 3.14479C10.7333 3.5191 10.9764 3.98333 11.0542 4.5375C10.8792 4.50833 10.6823 4.49375 10.4635 4.49375C10.2448 4.49375 10.0431 4.50347 9.85833 4.52292C9.79028 4.29931 9.66632 4.11458 9.48646 3.96875C9.3066 3.82292 9.09028 3.75 8.8375 3.75C8.49722 3.75 8.23229 3.84965 8.04271 4.04896C7.85313 4.24826 7.59306 4.5375 7.2625 4.91667H6.72292C6.38264 4.51806 6.11771 4.22396 5.92812 4.03437C5.73854 3.84479 5.48333 3.75 5.1625 3.75C4.85139 3.75 4.59375 3.85208 4.38958 4.05625C4.18542 4.26042 4.08333 4.51806 4.08333 4.82917C4.08333 5.2375 4.27535 5.66285 4.65938 6.10521C5.0434 6.54757 5.56111 7.06528 6.2125 7.65833C6.34861 7.775 6.42882 7.9184 6.45312 8.08854C6.47743 8.25868 6.43125 8.40208 6.31458 8.51875ZM7 2.58333C7.16528 2.58333 7.30382 2.52743 7.41563 2.41563C7.52743 2.30382 7.58333 2.16528 7.58333 2C7.58333 1.83472 7.52743 1.69618 7.41563 1.58438C7.30382 1.47257 7.16528 1.41667 7 1.41667C6.83472 1.41667 6.69618 1.47257 6.58437 1.58438C6.47257 1.69618 6.41667 1.83472 6.41667 2C6.41667 2.16528 6.47257 2.30382 6.58437 2.41563C6.69618 2.52743 6.83472 2.58333 7 2.58333ZM8.88125 13.0833C8.66736 13.0833 8.4559 13.0542 8.24687 12.9958C8.03785 12.9375 7.83611 12.8451 7.64167 12.7188C7.74861 12.5826 7.85556 12.4222 7.9625 12.2375C8.06944 12.0528 8.16667 11.8826 8.25417 11.7271C8.36111 11.7951 8.46805 11.8438 8.575 11.8729C8.68194 11.9021 8.78889 11.9167 8.89583 11.9167C9.20694 11.9167 9.46701 11.8073 9.67604 11.5885C9.88507 11.3698 9.98958 11.1097 9.98958 10.8083C9.98958 10.6236 9.9507 10.4243 9.87292 10.2104C9.79514 9.99653 9.70278 9.73403 9.59583 9.42292L9.87292 8.95625C10.2812 8.87847 10.7066 8.77639 11.149 8.65C11.5913 8.52361 11.8125 8.18819 11.8125 7.64375C11.8125 7.25486 11.6691 6.97292 11.3823 6.79792C11.0955 6.62292 10.7819 6.53542 10.4417 6.53542C10.1014 6.53542 9.70764 6.59375 9.26042 6.71042C8.81319 6.82708 8.30278 6.97778 7.72917 7.1625C7.56389 7.21111 7.40347 7.20382 7.24792 7.14062C7.09236 7.07743 6.99028 6.96319 6.94167 6.79792C6.89306 6.63264 6.91736 6.47708 7.01458 6.33125C7.11181 6.18542 7.24306 6.08819 7.40833 6.03958C8.02083 5.84514 8.575 5.68472 9.07083 5.55833C9.56667 5.43194 10.0285 5.36875 10.4563 5.36875C11.1271 5.36875 11.7153 5.56806 12.2208 5.96667C12.7264 6.36528 12.9792 6.92431 12.9792 7.64375C12.9792 7.88681 12.9427 8.11771 12.8698 8.33646C12.7969 8.55521 12.6924 8.76181 12.5562 8.95625C12.9743 9.00486 13.3194 9.19687 13.5917 9.53229C13.8639 9.86771 14 10.2444 14 10.6625C14 11.1486 13.8323 11.5618 13.4969 11.9021C13.1615 12.2424 12.7458 12.4125 12.25 12.4125C11.9972 12.4125 11.7517 12.3566 11.5135 12.2448C11.2753 12.133 11.0785 11.975 10.9229 11.7708C10.7285 12.1792 10.4538 12.5 10.099 12.7333C9.7441 12.9667 9.33819 13.0833 8.88125 13.0833ZM12.2646 11.2458C12.4299 11.2458 12.566 11.1899 12.6729 11.0781C12.7799 10.9663 12.8333 10.8278 12.8333 10.6625C12.8333 10.4972 12.7774 10.3562 12.6656 10.2396C12.5538 10.1229 12.4153 10.0646 12.25 10.0646C12.0847 10.0646 11.9462 10.1205 11.8344 10.2323C11.7226 10.3441 11.6667 10.4826 11.6667 10.6479C11.6667 10.8132 11.725 10.9542 11.8417 11.0708C11.9583 11.1875 12.0993 11.2458 12.2646 11.2458Z' fill='white'/%3e%3c/g%3e%3c/svg%3e){kind=small}
Phillip Capital India
Best DealSector:NSE, BSE, MCX-SX, MCX, & NCDEX
Industry:NSDL, CDSL
overview
| Year of Incorporation | 1975 as Philip Capital in Singapore |
| Website | http://www.phillipcapital.in |
| Phone | 022-23021848 |
| Exchanges Enabled | NSE, BSE, MCX-SX, MCX, & NCDEX |
| Demat (NSDL/CDSL) | NSDL, CDSL |
Brokers
| Equity | 0.02% for Intraday, 0.15% for Delivery |
| Equity Futures | 0.01% of Turnover |
| Equity Options | Rs 25/lot |
| Currency Futures | 0.01% of Turnover |
| Currency Options | Rs 25/lot |
| Commodity | 0.01% of Turnover |
Account Opening Costs
| Trading only | NA |
| Trading & Demat | Rs 700 |
| Commodity | Rs 200 |
Transparency & other costs
| Equity | 0.00325% of Turnover |
| Futures | 0.0019% of Turnover |
| Options | 0.051% of Premium Turnover |
| Commodities | 0.0025% of Turnover |
| AMC charge | Rs 400 |
| DP Transaction Charge | Rs 15/Debit Transaction |
| Offline order placing Charge | Nil |
How to Open Account ?
Get the step by step account opening instructions and documents required for Edelweiss.
Looking for Comparisons?
See a list of frequently compared brokers and compare before choosing.
