Skip to main content
Editing a short answer - math & science question by WIRIS
You have permission to :
Edit this question
General
Category
Default for System (16649)
Test-Lidia
Question name
Question text
<p> </p> <table style="width: 498px; height: 256px; background-color: #ffffcc;" border="0" align="center"> <tbody> <tr> <td align="center" valign="bottom"> <p> </p> <p> </p> <p> <img src="data:image/jpg;base64,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" width="87" height="133" /> «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨20px¨»«mrow»«mo mathvariant=¨bold¨ mathcolor=¨#00007F¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#00007F¨»n«/mi»«mn mathvariant=¨bold¨ mathcolor=¨#00007F¨»1«/mn»«/mrow»«/mstyle»«/math» </p> </td> <td>#G</td> <td align="center" valign="bottom"> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> <img src="data:image/jpg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4S/gRXhpZgAATU0AKgAAAAgAEwEPAAIAAAAGAAAI/gEQAAIAAAAPAAAJBAESAAMAAAABAAEAAAEyAAIAAAAUAAAJFAE7AAIAAAAXAAAJKAITAAMAAAABAAIAAEdGAAMAAAABAAAAAEdJAAMAAAABAAAAAIKYAAIAAAA7AAAJQIdpAAQAAAABAAAJfIgwAAMAAAABAAIAdYgyAAQAAAABAAAAZJydAAEAAAAuAAAvWKQwAAIAAAABAABvAKQxAAIAAAANAAAvhqQyAAUAAAAEAAAvlKQ0AAIAAAAYAAAvtKQ1AAIAAAALAAAvzOocAAcAAAgMAAAA8gAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAENhbm9uAENhbm9uIEVPUyA2MDBEAAAyMDEyOjA4OjA5IDEyOjEyOjU0AENveWF1QFdpa2ltZWRpYUNvbW1vbnMAAENvcHlsZWZ0OiBNdWx0aS1saWNlbnNlIHdpdGggR0ZETCAmIENDLUJZLVNBIDMuMCBhbmQgb2xkZXIAAAAhgpoABQAAAAEAABMagp0ABQAAAAEAABMiiCIAAwAAAAEAAwAAiCcAAwAAAAEAZAAAkAAABwAAAAQwMjMwkAMAAgAAABQAABMqkAQAAgAAABQAABM+kQEABwAAAAQBAgMAkgEACgAAAAEAABNSkgIABQAAAAEAABNakgQACgAAAAEAABNikgYABQAAAAEAABNqkgcAAwAAAAEABgAAkgkAAwAAAAEAEAAAkgoABQAAAAEAABNyknwABwAAGsQAABN6koYABwAAAQgAAC4+kpAAAgAAAAMyNQAAkpEAAgAAAAMyNQAAkpIAAgAAAAMyNQAAoAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIAAwAAAAEUQAABoAMAAwAAAAENgAAEog4ABQAAAAEAAC9Gog8ABQAAAAEAAC9OohAAAwAAAAEAAgABpAEAAwAAAAEAAAAEpAIAAwAAAAEAAgAHpAMAAwAAAAEAAQAApAYAAwAAAAEAAAAE6hwABwAACAwAAAsO6h0ACQAAAAEAABAaAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABQAAAAEAAAAgAAAAATIwMTI6MDg6MDkgMTI6MTI6NTQAMjAxMjowODowOSAxMjoxMjo1NAD//aAAAAEAAAAKAAAAAQAA/////wAAAAEAAABQAAAAZAAAAGQAAAABIwABAAMAMQAAAAQFAAACAAMABAAAAGYFAAADAAMABAAAAG4FAAAEAAMAIgAAAHYFAAAGAAIADwAAALoFAAAHAAIAGAAAAMoFAAAJAAIAIAAAAOIFAAANAAcAAAYAAAIGAAAQAAQAAQAAAIYCAIATAAMABAAAAAIMAAAZAAMAAQAAAAEAAAAmAAMAMAAAAAoMAACDAAQAAQAAAAAAAACTAAMAHAAAAGoMAACVAAIARgAAAKIMAACWAAIAEAAAAOgMAACXAAcAAAQAAPgMAACYAAMABAAAAPgQAACZAAQAMgAAAAARAACaAAQABQAAAMgRAACqAAMABgAAANwRAADQAAQAAQAAAAAAAADgAAMAEQAAAOgRAAABQAMA+QQAAAoSAAAIQAMAAwAAAPwbAAAJQAMAAwAAAAIcAAAQQAIAIAAAAAgcAAARQAcA/AAAACgcAAASQAIAIAAAACQdAAAVQAcAdAAAAEQdAAAWQAQABgAAALgdAAAXQAQAAgAAANAdAAAYQAQAAwAAANgdAAAZQAcAHgAAAOQdAAAgQAQABQAAAAIeAAAAAAAAYgACABQAAwAAAAAAAAAAAAAAAQAAAAEAAAAAAAAA/3//fwQAAgAAAAMA//++AGQAZAABAGAAQAEAAAAAAAAAAP///////wAAAAAAAAAA/////wAAAAD/f////////wAA//8AAGQAxiLqTAAAAAAAAAAARAAAAKAAMABAAbT/AAAGAAMAAAAIAAgAmQAAAAAAAAAAAOD/AQAAAAAAQAGw/3UAAAAAAPgA//////////8AAAAAAABDYW5vbiBFT1MgNjAwRAAARmlybXdhcmUgVmVyc2lvbiAxLjAuMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACqqiRYJVhIAHVkAAMB+AAAAAABAAAGAAAAmQBjbmMAZAABAAAAAAAAAAAAAwABu7sBAQAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAPUAAAAAgAAAAAAAIQAAUABFAAzMzAIAAAAEAAAAEQAAAEgAAAAAAAAAAf8BAAAAAAAGAAAAUBQAAAAAAAAAAAAAAQAAAAEAAAABAAAAAwAAAAMAAAADAAAAAAAAAAEAAAAAAAAAAAAAAIEAAAABAAAAAQAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIFgAvgBkAGSBZwAAAP///////wIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAAAQBQAAIANAAA0EAAAdAkAAAYCAACzAgAA0AIAAOABAAAAAAAAAAAAANACAADgAQAA0AIAAOABAAAAAAAAAAAAANACAADgAQAAAAAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIKAgABAAEAAAIBAAAAAAAAAAAxLjAuMQA1MCgxYSkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACOAAAAZAAAAGQAAAAAAAAAHQUAAAAAAABkAAAAZQAAAGQAAAAIAAAACAAAAAgAAAAIAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfgEABAAEhQIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADeAQAEAASjAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAN4BAAQABKMCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA3gEABAAEowIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADeAQAEAASjAgAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAMAAAAAAAAAAAAAAO++rd7vvq3eAAAAAAIAAAAAAAAAAAAAAO++rd7vvq3eAAAAAAQAAAAAAAAAAAAAAO++rd7vvq3eAAAAAAAAAAAAAAAAAAAAAO++rd7vvq3eAAAAAAAAAAAAAAAAAAAAAO++rd7vvq3eAAAAAAMAAADvvq3e776t3gAAAAAAAAAAAAAAAAMAAAAAAAAAAAAAAO++rd7vvq3eAAAAAAMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAAAAAAAhwCHAIcAAAD//////////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQABAAEAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAAQABAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAEAAQABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQABAAEAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAAQABAAEAAAAAAAAAABGqSNQAQEAAAQAAAAAAAAABAAAAAAAAAAEAAAAAAAAAAAAABAAAAAAAAAAAAAAAADgLAAACNcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJ8ABwBwAGAABAAJAAkAQBSADUAUgA2LAIsAiwDEAO4AxACLAIsAiwC6ALoAugB/AOcAfwC6ALoAugA7+or8ivwAAAAAAAB2A3YDxQUAAKIBXv4TAwAA7fyiAV7+AAAQAP8BAAD//zgAAAAAAAEA4P8AAAAAAAAAAAAAAAAAAAAAAAD/////YwAAAAAAAABQAEUAAAAAAAAAAAD//wAARUYxMDBtbSBmLzIuOCBNYWNybyBVU00AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFpBMTgzMjg5OAAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADIAAAABAAAAAEAAAAsAAAAAwAAAAEBAAABAAAAAAAAAAMBAAABAAAAAAAAAA8BAAABAAAAAAAAAAIAAAAsAAAAAwAAAAECAAABAAAAAAAAAAICAAABAAAAAAAAAAMCAAABAAAAAAAAAAMAAAAgAAAAAgAAAA4FAAABAAAAAAAAAA8GAAABAAAAAAAAAAQAAAA4AAAABAAAAAEHAAABAAAAAAAAAAQHAAABAAAAAAAAABEIAAABAAAAAAAAAA8IAAABAAAAAAAAAAAAAABAFAAAgA0AAAAAAAAAAAAADAC6AQAEAARFAgAAIgDgFLwNAQABAJgAOADXFLcNAAAAAAAAAAAAAAAAAAAAAAoADgMABAAEdwEkAgAEAAQDAnYBAAQABOMCqAZvCHAIEAPqBawKrQpFBd0CkweUB0cFBAD//wsB/gAZAQAAawVLDEgMRQc3ArYAtQAbAHMAygLLAkoEKwWDCYQJ7QHsBbgMtww3B38CxwDGACIAgQDUAtcCJASoBc4J1gkQAlgKAAQABIYGUhc6CAAEAATGBygROggABAAExgcoEUYIAAQABLMHXRFGCAAEAASzB10RRggABAAEswddEUQI/QMCBLEHXREAAAAAAAAAAAAARggABAAESAZQFJIJAAQABGQFWBvsCAAEAATNBXAX8gUABAAENAmADEMHAAQABLIIkQ5GCAAEAARIBlAURAkABAAEuAXDGFgKAAQABIYGUhdGCAAEAARIBlAURggABAAESAZQFEYIAAQABEgGUBRGCAAEAARIBlAU5QMABAAEUATvDuUDAAQABFAE7w7lAwAEAARQBO8O5QMABAAEUATvDuUDAAQABFAE7w6+/nYBewOUKs/+fQFmAxAn/P6SATADbCAu/6wB+AJYG2P/ywHCAnAXfv/cAagC4BWb/+8BjAJQFMr/CgJeAlwSAwAyAi0CaBA3AFoCBgLYDmUAfwLkAawNnQCxAr0BgAzPANsCmgG4C/kADQOGAfAKZAGOA1IBYAn0AREIIAgACAAIAAgACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJAAMABgABAAAAAAAAAAAAAAAAAAAAAAAAAAEAAwAFACEACAAYAAIACgAEAAAAAAAAAAEAigYgGvcdax58MDQqnBdqEcgG1wHvAO4AAAAAAAAAAAAAgAAAAAQABAAEiwpLD6UbahDl/33/dg6ZDx0AjQC1EQAAAAEBAIUcAgC1eQIA130BADZhAAQABAAEAAAAAAAAAAAAAP8fAAH/HwABAAKaAsQB3gGjAooBRgMAAAAAAAAAABYAMwBQAG0AigCnAMQA4QD/AAAAIQBCAGMAhQCmAMcA5QD/AAEAAACQAAAAEAAgAEAAYACAAMAAAADt/+3/8P/t//D/AADoA+sD6wPpA+wD6APKA4gEAAD/BwAIAAgACAAA9y8QJwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACgCKANIAAAEAAQABAAEAAQAACgCKANIAAAEAAQABAAEAAY4AigCKAFsATwDSANgAAgCGAOsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADGAwQAAAA/ALQBIwAAAEUCHwAAAEABAAAAAAAAAAAAAAAAAAAAALUFAAQZAwAAAAAAAAAAAAAAAJ8AhwHkAAAAAAAAAAAAAAAAAGQA8gEABAAEDwIAAMYDBQAAAAAAAAAAAD8AdQBIABwAMABlADUAI1A6qb4AWAD/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIQBCAGMAhQCnAMgA5QD/AAAAAAAAAAAAAAAAAAAAAAAAAGQAAACKAE8A2AAAAAAAAAAAAAAAAAAAACEAQgBjAIUApgDHAOUA/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQABAAEAAQABAAIAAgACAAIAAgADAAMABAAGAAcACwAQABwANwBRAHUAlwCpALgAvQC9ALMAnwCEAGMATgA8ADIALgApACUAIAAbABgAFAATABAADgAMAAoACQAIAAgABwAHAOwA6gAWAP8ACwB1AEgAI1AeqQAAAAAAAAAAAAC+AP8AWADeAR4AAAAcAhkAAABAAQAAAAAcAAAAAAAOAAAAGQAAAAAAAAAAAAAAAAAAAAAAAAAZAAAAHwAAAAAAZAAAAGQAZAAAAGQAZAAAAGQAAAAAAAAAIAAAAAAAAAAZAAAAdQBIACNQHqkAAAAAAAAAAAAAvgD/AFgAxgMGAAAAAAAAAAAAPwAjUDqpzQB1AAAAAAAAAAAAAAAZAAAAAAAhAEIAYwCFAKYAxwDlAP8AAAAAAPIBAAQABA8ChwCHAIcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQdAAAAAAAAAAAAAAAAAAAAAAAzBBAFIANAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAAAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQgDABoAAFAMAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAAAAAAAElJKgBaAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE8aAAAAA4kANLwAAAACUwAAQwBvAHkAYQB1AEAAVwBpAGsAaQBtAGUAZABpAGEAQwBvAG0AbQBvAG4AcwAAADEyMzA2MzAzNjgzNgAAAAAAZAAAAAEAAABkAAAAAQAAAAAAAAAAAAAAAAAAAABFRjEwMG1tIGYvMi44IE1hY3JvIFVTTQAwMDAwMDAwMDAwAAD/4QzRaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+PHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIvPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIj48eG1wOkNyZWF0ZURhdGU+MjAxMi0wOC0wOVQxMjoxMjo1NC4yNTA8L3htcDpDcmVhdGVEYXRlPjx4bXA6UmF0aW5nPjA8L3htcDpSYXRpbmc+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iPjxkYzpyaWdodHM+PHJkZjpBbHQgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpIHhtbDpsYW5nPSJ4LWRlZmF1bHQiPkNvcHlsZWZ0OiBNdWx0aS1saWNlbnNlIHdpdGggR0ZETCAmYW1wOyBDQy1CWS1TQSAzLjAgYW5kIG9sZGVyPC9yZGY6bGk+PC9yZGY6QWx0Pg0KCQkJPC9kYzpyaWdodHM+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPkNveWF1QFdpa2ltZWRpYUNvbW1vbnM8L3JkZjpsaT48L3JkZjpTZXE+DQoJCQk8L2RjOmNyZWF0b3I+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpNaWNyb3NvZnRQaG90bz0iaHR0cDovL25zLm1pY3Jvc29mdC5jb20vcGhvdG8vMS4wLyI+PE1pY3Jvc29mdFBob3RvOlJhdGluZz4wPC9NaWNyb3NvZnRQaG90bzpSYXRpbmc+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwABAQEBAQEBAQEBAQEBAQECAgEBAQEDAgICAgMDBAQDAwMDBAQGBQQEBQQDAwUHBQUGBgYGBgQFBwcHBgcGBgYG/9sAQwEBAQEBAQEDAgIDBgQDBAYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYG/8AAEQgAQwBcAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A/sh/ar/aQuPgLpWiQaFa6Ze+JNbWefGr20kltBaxYG59jrhndgq5ODtfg4xX8+nxQ/4LX/tR6Prs+haTYeCtIkmvDFanTPColeMdDuM7OuVYYPXqOma8u/4K0f8ABQD4ufDf9tj4pfDXQn0d/CvgrSNJsLCxv9KSZGjexhuJ9zlSwYy3LngjAr8idM/a/wDDV9pmtWet/CHwo9nqGobtWn0e/vjdQyPgiUKbkBQcEAqeowQO/wCV8TVOJKtf/Yp8qva17X9LLc/V+EsNwzTo/wC30+a6vdJO3rfyP1s1/wD4KU/8FCNcj1RL34saJ4dFvFmFNKu9ItGkVu6GKMNuGRx+HGK8FuP2qv26vHWow6brPxr+KliLtpPM1LWPHd5p+loEU53Mr7SCRgAdSfpXy78K/wBob4MeFfHmv6Fo/ga+1C/Tw7ZagmqapM13NPb3kzorWbuSLdldCGOMrgDcwOTwXxN+CEnxa8YyeJ7D9oLxP4Z8Mahvkv8AwvL4ehu7tZ2+6I9QaYLsUEcGByMHnkFflcJj8yoyUcZXabezbl8r/wDDr8j7HG5VlNdc2Coe7bRpJX87f8Ffqeq+NPHfxp1TULhvH/xZtLZLKd1N3r3xKKQPyf3h3SF2UhdwLAccgV5Ppn7S+n6Xe6pa6L4ts4dIjbbp3krHdQaqgAH2hnYEyiTYWDEcqRgAcDn7b9gfwbrFhGviL4/fEfWbxo3jurfTfEFnpsOTy0Y3WcjHjIPzA96s6H/wTz+Eul2cGnaf448V2thEsawX134thuWYI2QHlW1B6jIGNvA4olicLSTlGXM36aL77mtHBObUJqyXlLf5Jo7/AMO+MdA8Y3V9qFt8VPCPhmdkM8Okah4iuUmiZwCY1RIyFO7O3ewXBGWByB3+uXXjIaHpdz8PfizcanqdxO4vNO07xtNHLaqBxIsqvsdGKj5VfK7hwea+e7j9hT4Q6Nqd9qdv8SPiVc6pexJ54g+JMdnE6rwAI108rge7dvc1jx/sveEdAhu5Ivjr8TtMu7zH2Uas+n6lFB1KNGVjgLjOMqx6DqCRiVLDJKoqsrr5/gtNPMuWHm3KHsVyvyt+MtdfLr5aH2H4f+KHxu8GafBPrv7UXxP8GXgkKyWNxfasY42T+BXICSYGT+73KB0JrsrP9uT9qLQdabSvBv7SfxG8ctBpP2h5PDOuXmY/mwBIk20gnnjJGME5zXnfwv8AiV4P+EXg278PWer6h4wlns2TWvEHiS3jKtGOWHkKNgXA6v5hGOor5k1n9pfxRDZfb/D/AIX0HwfqmrMTbTW8UNxMtovEbsxQ7ZGVkJQY2HA7ZLhXxeOrOFOo4+eqt8l+pj9UwmApc9SkpJdPd18m3r9x/Sh+zj+1z8ftS8J+BvGut/FrxprM1tqWNd0nX9U8y1ukjYSMkzPG5XMbDO3oDxmv6RbC+tdTsbLUrGZLiy1C0jnsriNsrJFIoZGB9CCDX+YXP+1F8VTeRR6p8RfGcSQX6kLpmvSCGNcYKiHcFGfmyBxjtX+jB+xX42HxC/ZE/Zn8ZsF83Xvgf4aluRHGEUTLYRJJhRwPnRuB0r9NyH2lOm6cm3ZLV+R+VcSU6XPGrFJXb0XTqfwsf8Fg9TXxF/wUa/aTt7Odbi4HjCC0lRwAS1vaxxeWrY5wIwMeuevFfmleadBaSyWskSWdxN5kVwZ7X95ERgYznPUMMY4xivpj/god4im1v9uD9rHWZrqa6ub39oXxd5EludzRRxahPHEnsMbCDj+DFfKN9qkN0Irq8uWgEVnG9vJdJjzsEnZlem7Lncechq8XHVJLEN3sj6HKsMp4RJJN2W76GlN4gi0EXniXRpR4X8QaPoRtdL8aWqGaVYNwZoZIXUiVJSowjKQv3uCoaodO+O/x+sgy3fiPwZ4wSApJDFeeBSkqx5+fMkVwFB5GMKfTrWHqlpcl5rfUQoksijvHHMpTKkkZI4HBPHPUDvXKz3Ehj8wrJ9jklbyFYDcqhs9ABySRz3JNcn9k4bES9o4qSfz09fv6np/21Xox9mm4yWj9V5eWi+R6JJ+1B8Ziri38G+ErvzZwYUGsz2juADuyhjkHQk53YJqaz/aF+Pr6Zvsvg74fvDNKECn4vBMCQbd6I9qvHyn5hkcc+tcfFZvtumjRXneF5EtXT94zArlYwQCXBI4B5BPYjNry7u3sZIVWBpYVdBdO7ptYqCdpIBJO4fkfatYZHlltaa+9/wCZE+JM4TTjUf3L/Isj9obx3pVtPp154RsxcXC4mX/hLDqMasMkjIgRSPu52k5x1HZNF/aB+KWs3lnpaWXh3SUuNwju5bGSTZgcsAz7RgAfwnrXIzW0M92jahlbUQO0hdwGG5WCnkEjsDxUNnZeRdW8Ue5rd7N/JcOp2l1wVYFiB83ynvjnrimsmyyE3aGr1vqS+Ic5nTXNU02tp5fPU9Hs/GHxA8WRGz1rxTd37zXLONN82O3jkQDnCoiKQDk/Nk8ZHQVf1zxHPcQraxrdC5skWOOXb5bRxRDBB255B7k9h+GJbyWkVjo7IouRFp5R7Jp3AeV2ciQEL8oXCk54I29ck1IYHtoXZZYN4l2yPtLITjkqVByOnfnH4VvSwWGjO6ikltY4MRmGIcOWUm27Xu/6/rp3x4rSR4FvWa1SyicJJLI22R3fkhRjJ2n06de9f6Pf/BITxCviX/gm7+ynqBYs9t4EurFwxyV+x6jdQAH8IRX+cw1tcXsBcRRxKk53xtIG8pmycMO2dp56fTIr+/n/AIIK60NY/wCCbPwqsQzf8Uv4v8T6ftc5Kj+0ZJ1B4H8NyvYfSveyxctZ/P8AQ+azuSnhY6dV+Vj+G79p7Ux4q/aT/aB1oG4aLX/ix4munmhHIkkv53j3ZOMBiPmJ6E/SvnVNP2XkM95AJ4rJd0UH2hliDMQM8EZOR6EHjBHBr07xvrcuqeOPF98TFJNfeJL2S4uWGcF5mIBOOnB9faucljDSSLbEpaFUdZJnDMQf73QfeUnFea6VOonfqerDE1sO48uy8l/w1tDOcvGHhaRWluwTK8z/ADsFPPX2/PI+lOlsrj7Oqx2zTRvK+22f5mDHATIxycAHGc8dBT7awgld0adnkQDmOPcRtzlg3AxkjP14retVRgbeSciaFvvWzlcFm5LNj73BPrgcVvGMYpWMOepNvm17nO2WnzGb7RayRytaSJvjSEnaGbaQwx8wxjJOfc1QluVga7X57lJJgygysEwDwAMAgkj9B7V2sphiihiiafzoXJee3utmR2bGBx9T6+1crdwwva3+yAMrXMPkzhS7ouQXIGTxjIxnkt7UoSabbNZKMlFLX5/8NYzYrAXcjjyxdRudskDyFQCT0HcjO3j9a2LTSYZf3E9rIjRuDNAqBTkAEAk888nPb071oeGreS4uYbZNqymKM79hDBt/BJ7A+3oOccHtLOxRLi5MhtxeIvzNKoZcHhODkckDn2NS5K/qQ00vQyYbHKQZhM0lraLHFcs6hfJIONpB6nnjp0+tWotKgt7yOLyZmgUHeDOIstkfOMZ7/j9OQOrls7aa2WOPDOYxviSPg/e4PPA9O+e3SuLRbuDULgsPkuLQFZxGwIJBODwefp+nYuo6GCc6tRt9C39itLYzvAi+Ve3GZMrv5HUbjx39ulf2af8ABAj4r6P4b/Yf1/QdXvLaO40v4+a8kSbsARtYac+Bk8jc7c1/G6txOthLbxI6iWFcu0YLFduFZSRwd+Twemeua/WX/gn3+0HH8K/glregXs8cM9/8Rr2+KyEKcPZ2iZwP+uJrajV9jVTFWo/WMM4t9UfjRIFe/wBQlRgyPOzXRlJ2M+WIJGOen+T00JZLV5bNZoG0w2ltFGYmjHlXBA+/nOAxOCQc8DtUmqWdxpF9e2OoWF3b6jZ3jxanaMpililVirIyEbgcrz7msO81lneFFsiR8jGSTIBYqRgkHkZBP4VwKopO72R6ksJNWiuq/r+vU1JYIrQzhYHjnWYuqFSpBz6dew6kfdJ47afnQXscQ+yMs9tFvUI24MT1JwO2Md+nQdaxrLU5557YxWlupkkYhRa/Myxrl+OcgBj7cZ4IxXX2lnN/aEdstzYxx3dpEzancx7UhDqpyQD94HI5z1BwKU8bRjNRlLXsXDKcXOLlGDcbpX31e3/D7HI3kVza3Usnkq+yIu1sEHzKx3ZzjjkZ9c/jnnZlS8t5beFsQyhSywpyTxhsfifc++TXVapdJHdzRjy7kkqTJHCy5QdQAfQMevr171r+IbG20nTNNvdPtBbGSdobvy2LGbcCwOMkADYBjODwe5AJ4ylGUYt/EaUcpxM6cpWty6+upxlnZvFcBkupFMcXRAQ7EHoeP9ocfSu61aC1tYbK+1K58ya7jzb29lMz3LI6t9/gBdpU9+CBnGaNNsC9je6qsE1/qNrAxjiezLYJC7xnuf3i/dGR+BInHh2Z2n1JI7waxp11I4mScCCIM5lyXJPRJlwOCxyMHbz4WLx6qu0G0k97avyV9t9z63KMg9hJTxCXM1pG+iW95Wve9rpfeTNa6joCxy3Ok30S3dmZ7GCRA0v2beisxBUEoCx47k445NYmlWI13xAltq0iabYW7ySTXO4pmNSTkMSOW2kAd8YHXNd1qutSXEk2natelLOMLaQRuZ828kvztIiBioUBgSAOcE89D2XhPws+r3OnweHNG1fWdYJtfslr4c0p76ZpBjDfZI0O/IHVhnOc8ZB4Y4nH4ei4xd3L13stUenPLcoxeIjOa5VD02Tej/rb7zzPXdGFtbfbNES7iZr25gOnzxq7MgIAdGXjawIPGQe2K2PDOu6noWnvZ7pPnumkPkhtvzKvoPavt3wx+xD+2b8RoVbwh+yb8btQ+2+T/p3ijwRNolrKPumUNf8AkgNtAOQ4DH7x7V9ZeCP+CJH7des6FHfaz4H8L+EbmS4cQ6FrXxBsWuIYRjYG+zSSR4xwAGzxyK9DC1c1lQivYt/n+P3Hk42jw3DFTk8TFN206edrXvd69LH9hnjL9n74DePppZfHXwU+E3jSWbPnS+Lfh1p+ou2TzkzQsTXzX4q/4Jmf8E//ABYJhqn7I3wPtDKDvk8MeCotEf8A77svKI/A0UV+iOnTe6PxeNWrBaNr5n5yftV/8Esf2D/BPhWXUvC/wLbSbrT4pTYCL4oeIpIoPMGH8uJ9RKLkAdF7V/Jt+0/4d0j4XeIfEth4FtpNDtbfUY0hjN5LdELtLY3TM5PKg8ntRRXy+Y0KCqfCt+3mj7nh7G4x6OpK3q+iPH9BAurOGecLJNNpzCWXaAxBtHYjI9wPw46cUajqV5FY2tokqi1jWOZIDCpUShGAbBHog+pyepJJRXztJKWId+yP0Sp7uHTXd/mhkmp6h9ujhW8uIopLdy8cMmwEqY1U8Y5AJFf0rf8ABM39iL9mD466FZXXxW+GR8WzXux7ozeNdWtFdkHy5WC7QY+ZuMYOeQaKK9XLKNGcopxTWnTzPleJ8XiqUpOM2tXs32R/QH4L/wCCen7DfgV7abw7+yl8DEu7dl8nUdZ+H1rql2pA4Pn3SSSZ4HO7NfW2geFPDHheyXTfDPh3RPDunQr+6sND0qK0hX6JGoA/KiivrY06cPhVj81nWrVpe/Jv1dzpo4owOEFaEUabB8ooorspJGHU/9k=" /> «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨20px¨»«mrow»«mo mathvariant=¨bold¨ mathcolor=¨#00007F¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#00007F¨»n«/mi»«mn mathvariant=¨bold¨ mathcolor=¨#00007F¨»2«/mn»«/mrow»«/mstyle»«/math» </p> </td> </tr> <tr> <td style="background-color: #000066;" colspan="3" align="center" valign="middle"> <p> <img src="data:image/gif;base64,R0lGODlhGQAZAIcAACo7Bio8Bi0/By1ABy9BCTBFBzJHCDNICDVKCDdOCDhOCzlRCTxVCT9aCkFbCkJdCkFTGkViC0ViDElnC0loC0tpDExrDE1tDE9wDFFyDVN2DVR2DVZ6DVl9Dlp/EE9kIlNrI1RoLSCOHz6YGACPJhGMJhiNIhSKKR2JKACTJgCWJgCaJTeMIz+KIzSaIQusLAChMQCmMQCqMwCuMxuvMwCwMga6Pga+PjWuJTS+LluADlyCDl6FD0SMHlyCEEORGFiQGWCHD2KKD2OMD2WOEGOTE2eREGGXE2iSEGqVEmyXFG2ZEm+dEnCeEXCcFVytHXWiF3mlHnuoHXyqHWCAIHeeKHifKG2KMXOSMn2pI3+qJX+nKmC5IQPDOQPFOwXCPgTEPD7GMDHTP1jPLUPVN3LEKHXRMU/nNkz0Pkn6P0z4P3fpO3WKSXuTSxzGQBHWQhPQRhPXRxLYRhPTSBPVSCHlRiPkSyPnTCLoSiPoTDfnQDLyRDP0RzLxSDP1SUv7QEr8QHnuQXr7R3r9R4CrJoWzJYG6JIi1K4XAKZXENJjGOJHVMpbbN53nPZGwT5q9U4yfZZeuZp23Z524Z6S2f6TSQ6TRRrTjVLjmVbjlWr7tXcTyZ8v4bsz5b9n/d+D/fqm9gLLKgbvUhr7Yic/tj9Xtluj/iO7/i+/1ncDPocXXotbivdjlve/1of//ovb5rv//reDsv///udjjwdvnwt3rwd/twubwzf//w///yf//0P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH/C05FVFNDQVBFMi4wAwEAAAAh+QQEDwD/ACwAAAAAGQAZAEAI/wB3CRxIsKBBg7UqaTK1KUuZM3vswLEBQwQSDRgqRJCwiiCrHR1CckAyRk+dN11ejODxIEGBAQQ6HpxJ82CsVqc8XTrkBIkQHjo6cMCi6mCSJEiILGkkKI2fPHS+zFBRosWOCAwSJDio6sqECBEeNGCgAEEBAQBCpKo50NaoR1uUVHEUihXbW6hg6crFidASJkyWCBGqIcOFK7QKPoISJUqSRYIA+blD50aMFCiAZJjwgEEbgo6E/AyCKBAaPnjkgJmxwkSRCQzMsilIC0uG2xgwZNgBckKDBS/TzmK7ClQbEAo+sKEkk63z57tulcKUaAqTJESEgJSUmGasV7BkubzKlCXJkJ86OBSmUtQgqU+wcHXKwoWMGDc0XBhRn6HChEgFiVKIIpZoYcgaafRxBxyWkcCCEBhQIBYoBG2xxBJJLDWIZHnA8YUMKpxgVQS/gUCQFUZkhwQjTfmBRxxSrVBCDx04oIABHxAUCg+86WCEGWjskZoXNazwgw4NJDCAAJQUJAkH6mmwgRBPhJEDDkfo8ABwAgQACVdUXGABBRN8FYEDWZ0FAARr0URLJGcysIBLZxEAyXDQ5blLQAAh+QQEDwD/ACwAAAAAGQAZAMcqOwYqPAYtPwctQAcvQQkwRQcyRwgzSAg1Sgg3Tgg4Tgs5UQk8VQk/WgpBWwpCXQpBUxpFYgtFYgxJZwtJaAtLaQxMawxNbQxPcAxRcg1Tdg1Udg1Weg1ZfQ5afxBPZCJTayNUaC0tris3rCcztzFbgA5cgg5ehQ9cghBRnxxghw9iig9jjA9ljhBnkRBokhBqlRJslxRimRRlnBVtmRJvnRJwnhFwnBV1ohd5pR5yrR57qB18qh1ggCB3nih4nyhtijFzkjJEsCZJtih9qSN/qiV/pyoYyj8zxTg+4DxNxipIwC9Uzytozi9F7zhE9DxC+j1B/D5n6zp1ikl7k0sZx0EQzUUP0EUa3Ucc2kob30sc3Uob4Eot4EEn5ksn60kn7Eoo6kso7Eso60wo7Ewy8EMz9UY09Ucz9Ug09khm80Nl/0Nn+URn/kWauB+AqyaFsyWEvCSItSuhuyKZxCaVxDSRzDCYxjilzC690SiB4jai7D296DfG1CvT3zHC5zzV4DCRsE+avVOMn2WXrmadt2eduGektn+k0kOk0UaG6UGL9keL/0eL+kiL/0iM/kiq8Eat9keu+Uev/0ev/Eiw/0ew/ki041S45lW45Vq+7V3M80HP9kHQ+UHE8mfL+G7M+W/Z/3fg/36pvYCyyoG71Ia+2InP7Y/V7Zbo/4ju/4vv9Z3Az6HF16LW4r3Y5b3v9aH//6L2+a7//63g7L///7nY48Hb58Ld68Hf7cLm8M3//8P//8n//9D///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAI/wB9CRxIsKBBg7gQaUrliQidPYzWQDHjBckLDRgqRJDgiuArEx1CcnhhR5GaJ2W6DDnxIEGBAQQ6HpxJ8yAtWKpCXZJz48WKEyU6cAjS6iAMGC9a0PDDSRKjNlDQhNFyRYSJCAwSJDjYCsiECA8eNGCgAEEBAQBCsKo5MJcpQUZi+AhE6hVbXatm9eL16Q2NGjVorBCqIcMFILcKCsKRIweMPJ0mPY2CZoyWKikyTHjAgArBQCt+qpjzJ1IjNhO/cDkiYwIDs1MK3gqSoTYGDBlKnOgwocGCl2ltsXU1igoIBR+mHJLJtrlzX7pQYarDowaMFitAFkpMk5asWbViZboiAoPFzxIcCvcoavCUqFm7QBGJo0eKkyRLXKTPUGECoYKlwHFHIkW4wYdkEqHxRRYkrIABBWKNQpARNNAAAw2ARPYUFGlMZYVVEfgGAkE/uIDdC31sIslpE4nBxRUjdOCAAgZ8QBApJ5hgQgku4AHJIqiZ8QUWQpTQQAIDCHBIQYVwkJ4GG6ygQxNMKDFDCQ/8JkAAg3DVwwUWUDDBVw84kNVZAECwFk23EAIWAwu4dBYBgwj33J2+BAQAIfkEBA8A/wAsAAAAABkAGQDHKjsGKjwGLT8HLUAHL0EJMEUHMkcIM0gINUoIN04IOE4LOVEJPFUJP1oKQVsKQl0KQVMaRWILRWIMSWcLSWgLS2kMTGsMTW0MT3AMUXINU3YNVHYNVnoNWX0OWn8QT2QiU2sjVGgtW4AOXIIOXoUPXIIQYIcPYooPY4wPZY4QZ5EQaJIQapUSbJcUZZ0VbZkSb50Sap0VcJ4RcJwVXK4fdaIXeaUee6gdfKodYIAgd54oeJ8obYoxc5Iyfakjf6olf6cqYb8lOvY/Ovg/TscuV8AkTtMuSc8zV90ybM4sesYsQOs6QO49beo/dYpJe5NLOvdAUfRAUfpBUf1BbfdFbvpFa/1Ebv5Gnp8bhKobl6EYnLsevqUfuagcp7QdgKsmhbMliLUrs7Miz6sfzKohmMgvjMwwlcQ0mMY4s8MnhO09u+Ewsu462Mwn2cMr6M0u7tIu8NYtxOA52+gw0+0+1fE/1/Q/2fc/2/o/3f0/5eM26+o37/A38vM39PY39vg3kbBPmr1TjJ9ll65mnbdnnbhnpLZ/pNJDpNFGh/FGifdHif9HivpIiv5IuOtDoPdBofBGo/VHpf9HpPdIpfpIpf5IvPJEvfVEvvhFtONUuOZVuOVavu1dwP9DwPpFwf5FxPJny/huzPlv2f934P9+qb2AssqBu9SGvtiJz+2P1e2W6P+I7v+L7/WdwM+hxdei1uK92OW97/Wh//+i9vmu//+t4Oy///+52OPB2+fC3evB3+3C5vDN///D///J///Q////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACP8AgQkcSLCgQYO6DnFaBcqHlzl5OklaZAXJCg0YKkSQAItgrBEdQnJYkUaOI0iJmgQh8UBBgQEDOh6cSfOgLVmsRmUKM2PFCRIiOnDo8eogCxYrUrAYA6fPHU+VFlWZIuTIiAgMEiQ4+IrHhAgPHjRgoABBAQEBQriqOXAXqkBAWugAZCoWW16tav3yFerLCxgwXpwQqiHDBR65CgaqYcMGiy5x/uCRSHEKExoZJjxg8IQgoBM/TWBxs6fOpUmMqkhZ4mICA7NOCubqkaE2BgwZRoCc0MDlAAAhcLGFVeoJCAUfnBiSyba5c2C8VGk6gwMGixQnQBJKTNMWrVq3Zm2+8sECxU8RHArnKGowFalavUT52LKGzSM1SVSkz1BhwqCCp4CBBiI/aNHGHxFNdIUURpyAAQVilUIQEC+8wMILTPmBxydRXUGVVRE0sAAIBO2gAnYrcPEGH3ZcQklqUghBRAcOKGDABwSZQoJuIqgghh50WBKJIlREUUQHDSQwgACGFEQIB+lpoMEJWZRhhhIxdPDAAmcFIAhXOVxgAQUTfBWBA1mdBQAEa9GUyyBnMrBAAgWcNYAgwj2nJzABAQAh+QQEDwD/ACwAAAAAGQAZAMcqOwYqPAYtPwctQAcvQQkwRQcyRwgzSAg1Sgg3Tgg4Tgs5UQk8VQk/WgpBWwpCXQpBUxpFYgtFYgxJZwtJaAtLaQxMawxNbQxPcAxRcg1Tdg1Udg1Weg1ZfQ5afxBPZCJTayNUaC1bgA5cgg5ehQ9cghBghw9iig9jjA9ljhBnkRBokhBqlRJslxRtmRJvnRJrnhVwnhFwnRV1ohd5pR57qB18qh1tsR5ggCB3nih4nyhtijFzkjJ9qSN/qiV/pypvyy14wClv1TFw1TJ92DJ1ikl7k0ubjxqUkxOzjhS6ihujnheHoRmbqBmwmCCAqyaFsyWItSuAvSivpSPGiRfGihvQohvmoh/RmyXhniLcryzYvSPmuCfquyftvyfitCmXwSmT0CyVxDSYxjiqxSqxwCaQ4Te77TjPzSXSwi3vwCfjyi/wwibq0i/u1y/y2y/13y/i3zXe6i/V5zzY7TzY9Tfa8D3d8z3f9j734i7p5jbs6zbv7zfg+T7i/D3k/z3y8zf19jf3+Df5+zb5/TaRsE+avVOMn2WXrmadt2eduGektn+k0kOk0UaF7EKF9EOH+EiJ+0iI/Eib8Uef/0ed90if+kif/Umn5ECg/0mx8kWz9ka1+ke2/0a041S45lW45Vq+7V3B6kHG8kLJ9kPK+UPL/EPN/0LE8mfL+G7M+W/Z/3fg/36pvYCyyoG71Ia+2InP7Y/V7Zbo/4ju/4vv9Z3Az6HF16LW4r3Y5b3v9aH//6L2+a7//63g7L///7nY48Hb58Ld68Hf7cLm8M3//8P//8n//9D///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAI/wCRCRxIsKBBg8IYhZqFqseSLXkI/TnVycwKDRgqRJCAi2CuER1CclgxJU2cOaIwSSHxIEGBAQQ6HpxJ86AvXbRWeYoiY8UJEiI6cOBx6yALFitSsKiSpYsbQHhKcboUaciICAwSJDh4a8eECBEeNGCwAEEBAQBC2Ko5cBgsQz9a5CjkKhdbYrV6HTOW6omLFy9cnBCqIcOFHcEKGppBgwaLJFe8wAnkhyKlRzcyTHjAwAjBQid+mjiC5UubPXRGbarkCMYEBmaLFAzGI4NtDBgyjAA5oYECA2hDAGOLq5UREAo+FFkkk63z58iIyfokxsYLFilOgEyUmKYvXr1+7cEC1YMFip8iOBTGUdRgLFa9iqnq0QSNnDpnwqhQn6HCBEQFvQLFGI34gIQVbMAxyB+mdEIJESdgQIFYrRD0gwsusOACFZG9EUgfpXRyiSRCXNXAAiAQpIMK2a2gRBZctMHHHaRwYgkkQHTgwG8fEOQKCbuJoIITWqyhR2qaTBKECA0kMIAAixSUCAfqabDBCUyUQQYYMojwwAJnBXAIVzhcYAEFE3wVgQNZnQUABGvRFAwia5KVwAFPDnDIcND1iUxAACH+gFRoaXMgYW5pbWF0ZWQgR0lGIGZpbGUgd2FzIGNvbnN0cnVjdGVkIHVzaW5nIFVsZWFkIEdJRiBBbmltYXRvciBMaXRlLCB2aXNpdCB1cyBhdCBodHRwOi8vd3d3LnVsZWFkLmNvbSB0byBmaW5kIG91dCBtb3JlLgFVU1NQQ01UACH/C1BJQU5ZR0lGMi4wZUltYWdlIGZyb20gdGhlIGNsaXBib2FyZAFJbWFnZSBmcm9tIHRoZSBjbGlwYm9hcmQBSW1hZ2UgZnJvbSB0aGUgY2xpcGJvYXJkAUltYWdlIGZyb20gdGhlIGNsaXBib2FyZAEBADs=" width="42" height="46" style="line-height: 1.4;" /></p> </td> </tr> </tbody> </table> <p> </p> <p><span style="color: #000080;" data-mce-mark="1"><strong><span data-mce-mark="1">Per equilibrar la balança pots fer-ho canviant un dels plats:</span></strong></span></p> <p><span style="color: #000080;" data-mce-mark="1"><strong>a) Per quina quantitat caldria multiplicar el plat de la dreta per equilibrar la balança?</strong></span></p> <p><span style="color: #000080;"><strong>b) <strong>Per quina quantitat caldria multiplicar </strong></strong></span><strong style="color: #000080; font-size: 13.6000003814697px; line-height: 1.4;"><span><span style="color: #000080;"> </span>el plat de l'esquer</span>ra per equilibrar la balança?</strong></p> <p><span style="color: #ff6600;" data-mce-mark="1"><span data-mce-mark="1"><strong><span data-mce-mark="1">Format:</span> </strong></span></span><span data-mce-mark="1"><span data-mce-mark="1">enter per multiplicar, fracció per si cal dividir</span></span></p>
Default mark
General feedback
<p>◊</p>
No, case is unimportant
Yes, case must match
Correct answers
You must provide at least one possible answer. The first matching answer will be used to determine the score and feedback. Click the icon next to the answer field to edit the mathematical properties of the answer and the question.
Answer 1
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
Answer 2
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
Settings for multiple tries
Penalty for each incorrect try
100%
50%
33.33333%
25%
20%
10%
0%
Hint 1
Hint text
<p><strong><span style="color: #003300;">Es comprova fàcilment que: </span></strong></p> <p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨12px¨»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»n«/mi»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»2«/mn»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mfenced mathcolor=¨#003300¨»«mrow»«mo mathvariant=¨bold¨»#«/mo»«mi mathvariant=¨bold¨»sol«/mi»«mn mathvariant=¨bold¨»1«/mn»«/mrow»«/mfenced»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#8201;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»n«/mi»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»1«/mn»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»i«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»que«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»n«/mi»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»1«/mn»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mfenced mathcolor=¨#003300¨»«mrow»«mo mathvariant=¨bold¨»#«/mo»«mi mathvariant=¨bold¨»sol«/mi»«mn mathvariant=¨bold¨»2«/mn»«/mrow»«/mfenced»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#8201;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»n«/mi»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»2«/mn»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«/mstyle»«/math»</p> <p> </p>
Hint 2
Hint text
Created / last saved
Created
by
Admin User
on
Monday, 13 July 2015, 2:19 PM
Last saved
by
Admin User
on
Monday, 13 July 2015, 2:19 PM
There are required fields in this form marked
.