--- title: "Statistics View" slug: "statistics-view-1" updated: 2026-03-31T14:27:05Z published: 2026-03-31T14:27:05Z canonical: "docs.bazefield.com/statistics-view-1" stale: true --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.bazefield.com/llms.txt > Use this file to discover all available pages before exploring further. # Statistics View ## **Overview** The **Statistics** view provides **key performance indicators (KPIs)** and **interactive charts** summarizing availability data. It aggregates allocation records into meaningful metrics — availability percentages, lost production, and production figures — with drill-down capabilities by category and asset. ![Statistics view showing sidebar with Time Filter, Asset Filter, and the main statistics area](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAH6A4QDASIAAhEBAxEB/8QAGwABAAIDAQEAAAAAAAAAAAAAAAEEAgMFBgf/xABJEAACAQMCAwUDCQUGBAYCAwAAAQIDBBESIQUxURMiQVKRBhRhFTJTcYGSk6HRIzNCVLEWJHLB4fBic6LSNDVDY4KyB4NWlPH/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX/xAApEQEAAwABBQACAQQCAwAAAAAAAQIREwMSITFRBEFhFCIywUJiI4Gh/9oADAMBAAIRAxEAPwD5kAWuG0aFxxGjSuYXU6M5YnG0gpVWsfwp82dHNVB675D9nf5L2s//AKcP0POcTo29vxGtRtYXUKMWlGN3BRqrb+JLkBUAPTXXs3K44LwS9t1aWlOtZvtq9zXjRjUqdrNYy+b0pcuSxkDzIOp/Zviy4v8AJTtkrnR2ue0j2fZ4z2mvOnRjfVnAvvZ6+sLeldTqWle2q1eyVe2uY1acZ+WTXzXjffwA5YO9D2O4nVhWlRueF1uxpyq1FS4jSk4wjzeE+RXs/ZriF3aUbpztLWlcvFD3u6hRdbw7qlu1nbPLIHJB6z2Y9l61TiHEZcQtrXtOG0Kr91vLiNNOtFLTri2no3y3y5bnP4rSq1LCvc/JHD7eKv8AsXXs5trWqe9OKUmtL+dlePIDhg7kvY/jENdNxtXdQpupKyV1B3EYpZeaec5S3xz+BFxw2nP2Y4JWtbZzvLy5uaTcE3KriUFBY+1+oHEB6/2d9jrh+0trQvo2F1Tp1H73bU7uFSdOOl/OinnZ4zjOPE8h4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeqsPY6heew9z7RS4rCnVo6sW7Sx3XjDecqT8Nuh5UACxZWVa/rujR06lBy7zwtvD628JdW0bLfhdzcypRp6M1aMq0dUsbJtY+ttYS8W0BTBZp8Nvatuq9O3nKnLGGmsvLwts53e3Izjwm/nJxjbSlp05alHHezpw84ecPGOjApg33VnWs+y7ZRXbU1UjiSez645Mt1fZ/idDg0OMVKNNWNR4hVVaD1PolnOfhjYDmgF/gfCqvHONWnDKMlCVxU062s6Vzb+xJgUAfSfbng3s77JcCt7O04VCve3mqMbmvOTnBRxmXPGd1hcj5sAAL1jbdvSlDRbydWcacZTqYqQbfNRzutyTORqTORqpRpTr1o0qazObwkd9+xHGFbxuHSfZzScZKDaeeR1K/s1a2lmqto5RubdOcaknnW0uTXQq1vbXjFvbUaHaw7PQnBUa6elLkm0tvqPHbq3vP/i/1/t7fwr/h3rPLPnf59f8Ar/bzN1bVLSu6NVLUt01ya6mk33d1UvLh1qiSbWElySPY/wD479jLT2h944jxPVKzt5aI0otrtJYy8tb4Sxy55PXTu7Y7vbz9bjjqTx/474eHM6NKdetCjSjqnN6Yrqz67cexPs37R8PuafDOG1OFXtBR0OS051R1Q1Ry9muuJI+S0qlWyu41IrTVoz5PfDXNGv25/p1a/spxGhau4zSmks6Yt5fXHU4h6Gv7X3VW1dGFvCDawpa21H4pEcF4Hw3i1rq97rxrw/eU1p2+K+BOrelI1y75rG2ey4Hrq+zNl7vOKn7vGKk1qUXye3wL1CnVt6bVes6kYvKqTWHp/wCJ8vtPCcV4PZcGsnKPELpVZ/uqaklqfVpeHxPPSuK8ouMq9WSfNObaZ6+l+bW1YmIfO/ouTZi3iZ+MajTqzaeU5Nr1BiDyvrBc4TXpWvFLevWubq2pwlmVa0x2sVj+HLW5TAHuP7ScH/8A5R7X/eh/3HlOL3FK64rXr0Lm7uqc2nGteY7WWy+dhspAAevveBcQ417N+ztThkVeTo2c4VLalUi6lPNabUtLecPln4b+B5AeOQPdRsLW5rcO4LcyjeXvDOF1dVrRuFFXFV1NUbfWtu7F7pc8YRjf2tWh7GcQta3CbLhdzVvbXTa0qj7WSzNKU1KbwsvC5eJ4fCxjCGF0JivacU9nuK8M4O+D8Ms+0hOKqX95CrTxXkllQj3s9nD/AKpZfQt3UJ8dtbC84X7M2HGKMbKjQm3VqKpbyhHS4Tiqiws5aeMNM+f6I+WPoSMHtfe6t1x32incuyVSHA6lF+6VHOn3Y00kpNvU1jDeXujRwO9t+H+zHD7q5Wqlb+0dOrUit3pVJNvB5EDEfRlb8QtuPPitr7OcG7GFw7inxeV1U7B7t9o5dpz6rGc7YKfB+JWtnbey17d1IUqSv7/VNcqWvSlLHgk5J/YeFwunxAxde29k/ZfivCPauxvOIKna21GpLFzKtHRXzGSSptPvas+HhzPK3lhG0t7eqriFXto5cY/wlPC6IFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+W3MAD6BYe1HsHbcFp8Pr+ztaq+zSrVHSg5zljeWrOc55dDwM9HaS7POjU9OrnjO2fjgxAFu04jXsaVRWz7OrOcW6uzaUd0sNdcP7EWqnHqyWbSlG1nld6L1YSnKeEmuWqWfsRygB6KXGbanSp3FB04VKajONJZ1Oettwl3fmLVLG/Q58+LyeiKpScKdWlUiqk08aHJ42ilh6uhzQBavrxXs4VHS0TjDRJqWVJJvG2NuZXc5umqblLQm5KOdk3zeOpiAB0OA8WnwLjlpxOENbt6mpwzjVHk16NnPAH2L2g4n7E+2XBKbuuN07WVJ66cntVpNrdOL5/UfJL2FtTvKsLOvOvbxk1Tq1IaJTXVx8DQABa4Zd0rG/p3NWi6yp7qKljfwZVBJjYyUmNjJewn7X0lbxqO0jJTytCrpyX1rGx5Gq4SqzlThog5Nxi3nSvBZMQYp0q09M06daeg97/+NvbKy4Cq/DeKTdG2rzVSnWw2oSxhqWPB4W54IHRt9s4h7c+z/AeHXNW0v7e/u61SdWnTtopapSe2prbbbLe7wfFZzlUqSqTeZTk5SfVvdmIJgFzhN3Gx4pb3E5SjThLv6fL4lMCY2MlJjYx0vaC5hd8Zr1aVVVafdUJJ5WMLkc0Ala9sRBWMjAAGlZU4OpUjCOMyeFk2+6v6al6v9DG1/wDF0f8AGjp8PtKFW1uru57WVK2jDMKTSlJyeFu84S8XjoWEmXO91f01L1f6D3V/TUvV/oX+J2cLK6UKUpyhOlCrFVFicVJZxJdTL5NqTmo0HKaxl1HHuPktms+LGJrne6v6al6v9B7q/pqXq/0Ly4dXcNb0RinJScm0o4znfHwfLIjYvvqdalCUIptNvbLSw9viMNUfdX9NS9X+g91f01L1f6G2cZQnKEliUW018SAa1+6v6al6v9B7q/pqXq/0NgBrX7q/pqXq/wBB7q/pqXq/0NgBrX7q/pqXq/0Hur+mper/AENgBrRVpSpOKcoy1LKcX9n+RnTScFsvQm65Uf8AA/8A7MU/mIKnTHyr0GmPlXoektfZu1r8EVxK8UbqpSdanH+FRjzWOb+s4dnbxuqkoSk4JQctf8MceMvgdJ6domI+uNetS0TMfpX0x8q9Bpj5V6Fq0s3dKr3tOmPdzjvSfKO/1MsvhKUYZr6ZOTi26bxnO2Ph8SRSZjYanqViclzNMfKvQaY+Veh0PkvuRkqy73ze698rK+rZGXyVnXis9npWIZw9SWH655F47fE5a/XN0x8q9Bpj5V6HRjwvNKVV1XpWcYhvLGcePLZkT4W4ObdZRjDLb0N7eGOvL7Bx2+LyV+ufpj5V6DTHyr0LVC0VS/drNy2lKLlFcseLz4dfgY0LeNSVXLlNUo5xSWXLdLb4b5M9sr3xuK+mPlXoNMfKvQvrhjcVJ1tMXjnB+OMfX85ZNvyTGcYqFVpqOZtxzvhN4X2muOzPLX65emPlXoNMfKvQvvhdRRbc/wCJRitL7zenGPvfkbHwhpJdtmT5d3CS7uP/ALchx2+HLT65mmPlXoNMfKvQu1eHulQdXtU+7rUXBp6e7z6PvLY1Rt1KxncanFwmo4lynnwXxXj8DPbPprvrmq+mPlXoNMfKvQkEaRpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoNMfKvQkARpj5V6DTHyr0JAEaY+Veg0x8q9CQBGmPlXoTCMc/NXoCYcwNsLd1IuUYRwnjLwt/tMZUlCTjKCUovDTXJlilVoqg6dWM3+0UloaXhjxNdeoqtxUqRTSnJtZ+s5xNu6YmPDcxHbu+WrRHyr0GiPlXoZA6MMdEfKvQaI+VehkAMdEfKvQaI+VehkAMdEfKvQaI+VehkAIVLUm1TTS5vAdNRbUoJNc00ZJx0OLTeWnsxNqU20mk3ybyEYaI+VehLglzgl9hlCbhNSXNdSak3Unqaw8YCteiPlXoS6aXOCX2EmydZzpqGEkvtYRp0R8q9DJUsrKp5XXSDONRKGnTn47foFatEfKvQGQArWn/AIyj/jRbtqt3aVFVtp1qM8Y1Qynjoc7lyMu0qfST+8yasw6d3d3l8qfvKlVnTTSqSg9cl0b8ceBCuLiMdEaUVB84Kj3ZPbdrxeyOb2lT6Sf3mO0qfST+8xqY6TubqVLsnHutaXilu1hpLOOjZjOrcTTTg8tJOSp4csYxl+PJHP7Sp9JP7zHaVPpJ/eY0xcmqtScpyhNyk229L5mPZz+jn91lXtKn0k/vMdpU+kn95gxa7Of0c/usdnP6Of3WVe0qfST+8x2lT6Sf3mDFrs5/Rz+6x2c/o5/dZV7Sp9JP7zHaVPpJ/eYMWuzn9HP7rHZz+jn91lXtKn0k/vMdpU+kn95gxuu012Kaaeh81/xMU/3aNDbk8ttv4vJup/u0FdOL4vT4OrqNWvGw7R26antnGXHHT8jn5wue31np/lThnu74KsKgrTs43vay09qv2mrRj6Tu56G35S4TWrW9X3pUJ8QrRub1wjjsJwhtHOHhSqZllJ4TXQszLMREenlqVKdWNSUHHFKOuWZpbZS26vfktzZe29axvatncTXa0JuEsTysroz0nE+J2FajUzdUateXDJUpSjOVTNTtlJLXJJyenx+wvWvFeEQ4vd3T4lDsbi9qSrQnUlGMqelKLUFF685ectYwRXjLi3q2sKEqslivSVaGJZ7rbS+3ZliHDL2cNUZ08RnTp/v1hOom475wtk877eJ3KHFLePCrOnV4nRdrS4bOjXsXF651Xr07Yw3lxec7YM7fivDYXtGU7ml2ar8PlLuvGKdKSqPGPBvcv7HlpRrUo03LXGM03BttKSy02vtTRhqk1jU3j4nqrXifvdPg9lK97ejUpzsq9pluac5yUZqOMbJxaafhg43HqtJ8SdtbyUqFlCNtTkltLRs5fbLU/tIObl778yU3F5i2n1TwQCidUn/E9viZ0rirRbdObTePjy5czWBuGRKXOT5yk/rYc5POZSed3lkACXKTy3JvPPLIz4AAAWbCMJXSU6Xapxe22zxzw2k8dMl6dpY1JQpyqwjKKWqdOSUZ5qSWEvDbG+RhrkA7FPhlhUS13PYzeE4SqRemWFJpvokpLPXBrlZ2M4x0TlqnHMdMltiEXy8W22vrGJrlg6lWxtqPEoWu8KdSEo9pUllKWWlJPC6L8zN0OHVpx0aKcK3fwpbwWqMdO/8A8n9puKTMaxbqRWcxyAdO3trN6avzk4ZcJVI9zuy3fXdI0UaMalnRVOFFucmqs5yScN1j6ljxx1HZJyQpg6rsLNOMNe7knJ9ou73W9PLxaxkfJ1rpUnKrplPGptLSs4325eGeo45Tlq5QOirW0g46m9UnhxdRNU+5nD677Erh9B5UpaNNLMn2qfew3ttutkvrHZK8kOaDqTs7SVRqCwtT0wVVZku5vqfwbf2GCs7JyUVUnPGnLjJd7OrkvDGF6jjk5Yc4FiUbal7xTnGc6kXilKFRaefjtv8AZgvUI2krOnqhTUo0W3lrMpPtP0j+RnG4lyQdiXDuHynNqpKEe1UUo1FLTHu4bfxTe/hgwp2NhUpU5qrOOubWNa2w2tLeNm8Lf4kw1ygdbsLaV3VpKjFr3SGIKrFPX3c97lnn+Zpu7G2pwpu3r6+2qunBtrC0vEm/hnGPtGGueDsKlYa5zpOlKm4pJS8GtSb3691/acug7dRn7xCpJ6O5okliXxyuRqa4zW+/prB0qFrCvZQVPsE3Tk51KmHJT1bR593bGNvFm+dvaN1KljChW7kYxjU2WpSxJ95rmsPPxZnGtcYHTu6Fp7vJ0XTpQjUajNrU6iy8NNPOFssNdGbHR4dXrRt0lGUYKeYYjqemPdzl5ecvOPgMNcgHUVGwoucIycnKkv2lSS7mamnaOOajuTKwsYOKlOcXKpCGntYvSnKS1Npb7JP7RhrlA6fudlVUOxlKMmlJqdZb7yTXLn3V6mVWwsITdNXDT3evWmorVFYxjfaT9Bi65QOlVsbWFrXqZnCpCTUYdpGWMYw3jmnl/Vgm24db1qlBSninOClOo6yWW2k0ljbTnfPQYa5gOs7CxlSlNTknGlFpRmpOTw8yx9aSx8TOfCrSnWVNuquWW6iSa1Yck2v4VhtfEYmuMDqUrOxm1T7XHdptzc13m4ybS6bpLx5mq7s7elbSqUZTbjU09+STa+CXP48hi6oAAAAAAAAAAAAAAAAAAAAAAAAG+vaToULerJ5VeDklh93EmsP0MLedKFxTlWp9rSjJOcE8al4rJ2uJ8csb+xdurW5zFfse0qJqn6c9uuTdYrNZmZ8ud7Wi0REeP24IAMOjZQo9vWVPXGGf4pckbLq092UWq0Kil4x8CbG790rOXhKLi2llo23fEHcWypOTm3LLk4advU1EV7f5c5m3f49KJutqXa1dLeFjJpLNh+/f+EzDpKx7nT80h7nT80jscGrWdG5rO9o29Wm7epoVeLku0UW4Yw/GWEdmMPZSo9dxPM5KOVTqumltSTWFH/iqP/4GmY9PHe50/NIe50/NI9VOh7M0LvhLo3DrUnWXvjqSbWjxzHG32c0WrS49mKqg7mnQhGc96co6HBa3jeK22xnd7EM/l4v3On5pD3On5pHqq9v7L0rBVKdWda4Vu5Omq7SdXMe783OFmX1pHnSor+50/NIe50/NIsAYar+50/NIe50/NIsAYar+50/NIe50/NIsAYar+50/NIe50/NIsAYar+50/NIe50/NI3nUr1LF2DUNGdPcSW6l/Xrz2NVrExLFrzWY8OJ7nT80h7nT80i3QjSlXhGvUlTpN9+UY6ml8F4s3XjspuFSyhUpZyp0aktWnHJqXjnp4PPhgzjeuZKz37stviC0BhsvO5fw9Bl/D0IO3bcIp3FvYQhbVH75ByneZk405KUloUVtnEUsN5bkjm6uLl/D0GX8PQ7svZ2hCEZTuq8ZVIynCnKilKKjSjUanvtLDx4lm94BYync16U521Ch2ndjHU8RnUim8v8A9tLbzZxzA8zl/D0GX8PQ71X2Z93p16latWUacpRp4pLNXDppNZaWG6nP4FleylGjKEa07iU5ygtOlJRTdRS1YfWmsNdQmvMZfw9Bl/D0O/L2aoUqMqta8rRhBJNqgv2jbprMMy3h+05/D4nEuqDtbyvbOSk6NSVNyS54bWfyCteX8PQZeHy9CCVyYDL+HoMv4ehBcrWUKPCre7UpVJ15yTcfmU8fwvx1vnjpjn4BUy8Z/wAhl/D0H8P2mdCnCrcU6dWtGhCc1GVWSbUE3u2l0Awy/h6G+nvBF7jHDbexowlQhVblUcZOVRSVPC2i8c3Jd/PLDSWcNlGnvBCEWYWdxNJqnhOCmm3jK3WfyMOwrL/0aiwk/mvZPxLXynXxjNL/AIe6+6ui+GxEuITljVCjJKWvDUsastt/m9uR1yn1y2/xodpcKOp0ZpZxuub22/NGPu9ff9jU2el9x8+hbfFK2vUlSTxj+Ll3dv8ApRj8oVVpUXCKhHTFRclhd3x5/wAKGU+kTf4rKhVdOrPThUca87NZeFt9Zk7Svpi1DVqSaUWpNp/BfUzZ7ynSu4tRTuNL7uyjiWeQp3dSnBwi4YdPRyfLf/uZmM/bUzb9FvPiFjUlO3dxbzcGpOGYvS+f2GqpaV6TkpUpYjzaWUvtLPylX0TjqglJtvGpPLD4nXc4zTpJxzjCfiayn1nb/FaNtWnOcFBqUISnJS2wksvn8CI29adOM405SjKWhNLOXjOCxG9buKtapiTqUZ0klJ7aljx8NyKV9VpU404unohyWGt8t5zz8WvqMxm+fTUzbPDR7vW+hqcs/NfIn3WupVoum4yoR1VE9mllL/NFn5SqqDjHs4prGY6k10w+i8FyMI3a1XcpKOq5pOHdzhPVF5/6fzFszwVm2+WCsLuVKNSNCTjKDmsYb0rxxzwIWF3Ue1vUSWnLlFpLPI30+J1KdrG3UKLgoyi86m2nz3zt9mEbZ8cuJzUnC3WnTpSUkk4ybXj8WeeZ6v6iHqiOj+5lThYXdRZjb1NO3ecWlu8J56GDtbhR1dhV04b1aHjHXPQurjNdRpx00X2agk2pZ7rynnJD4tWlGonGi3UpKlJ97dLltnGV9Rd6vxM6Oe5U/darjSejKrRlKG63SbT/AKMRtK8mkqT3Wcvlyzz+o2yuv2dmoNKVsmsvlLM3L/PBtXE6yjJJUVqk5N4fjn9fyR6K9v8AyeW02/St7ncaFLsZYctKwub+A91uabjJUaik+9HCefB5/NFqPFasZqeii5alLLUua5fUYriNRJLFJpNP+LdrGH/0ouU+s71PivVV1WnTdbtG54UHNYzl+Hr+YVlXlUq01TzKlJxmtS5rO3x5P0Nk7udSpCdRweiop7Z3wkv6RM/f5QuLmpTUcV6jniTe2W9tufzvEz43+G9t2/yrwtK1SMpKm8Q5526/oFa1pU5VFTyotp8s7Yztz8V6luPFa8JKUOyjLLeUnzfN/ma6N/VoRcabpqOtzxh7PKf5YRrKfWdv8V/dq2cdhPZ6fmPn0NkoXkaKpuNVU3HUo4eMZ/U2/KE3OM5RpycM6dTk9Ka5fl9hnHilXW5S0JSactDlFvDf6tCIr9SZv8U3bV45zQqLGP4H48g7WvHnQn8e7y8N+hdnxSXbKdKMFjdOSe3LOy2S2RqhfShCMXGlLGN3qy+ez9Wxlfq7f40OzuFFN0JpS5LTz3xy+sj3au//AEKjy8fMfPoWp8SqzlKUlS76al87dPw/Nj5Sra9eafJLC1LbLePzGU+m3+KLWHhrGAZSxKblmKy84SeERpXmX5mHRjhdCSdK8y/MaV5l+YGOF0M51J1FFTk5KC0xTfJdCNK8y/MaV5l+YEAnSvMvzGleZfmBGF0GF0J0rzL8xpXmX5gQCdK8y/MaV5l+YEDHwJ0rzL8xpXmX5gQCdK8y/MaV5l+YGOF0GF0MtK8y/MaV5l+YEGdWvVrtOtUlUa5ankx0rzL8xpXmX5gQRhdDLSvMvzGleZfmBAJ0rzL8xpXmX5gQCdK8y/MaV5l+YEAnSvMvzGleZfmBAJ0rzL8xpXmX5gQCdK8y/MaV5l+YEAnSvMvzGleZfmBAJ0rzL8xpXmX5gQCdK8y/MaV5l+YEDwJ0rzL8xpXmX5gX53NpUb1rUuzUaa0vuSwt3/p9fgZVqvDVOcY04vDlvGDw1vhLfZ/N38cHO0rzL8xpXmX5m++fjnxx9WLutRqwiqMIw0zntGGNm9t/qKxOleZfmNK8y/MxM63EZGNqrQVKMHBPEXzXjvj/ACM1Woa86F9bjkr6V5l+Y0rzL8y7KdsIN1rVVKq5STe2NjVpXnX5iPMjToe+Q8sh75DyTKVWdd3U6VKVR99qMYN/kkYp3ksafeHltLGp5a5l1MX/AHyHkmPfIeSZz3UuoxjKU66jL5rbkk/q6iVS6g2pzrRcXh6nJYfxJp2uh75DyTHvcPJP0Oe6l0km510mtS3luuv1fEx94r/TVPvsadrpe9w8k/Qe9w8k/Q5vvFf6ap99j3iv9NU++y6drpe9w8k/Qe9w8k/Q5vvFf6ap99j3iv8ATVPvsadrpe9w8k/Qe9w8k/Q5vvFf6ap99j3iv9NU++xp2ul73DyT9B73DyT9Dm+8V/pqn32PeK/01T77Gna6XvcPJP0HvkPLI5vvFf6ap99l7h1WpONXVUlLDWMyb6iJSYxs98h5ZD3yn5ZF6ja3VxHVRo1aizpzFNrPQ0zTcZRmnyeUyor++U/LIFLwBNaxRJUpJYUmlnOE9hl/7Qy/9ow2OTby5Nt+LZbs+K3thCcbavoU5an3U2nhrKzy2bKmX/tDL/2gDk2knJtJYSb8Ce0m3lzll7Z1MjL/ANoZf+0A1PCWp7LC35EZJy/9oZf+0BBK5MZf+0Mv/aAgnU9Ljl4by1nbIy/9oZf+0A/h+0gnL/2hl/7QEG+n+7Rpy/8AaLFCMqmiEVmUnhJeLyWElIPS8Q9koWlrOVG81V6U4RqRqx0Jalsk/F56HIocMdzWlGjVzCEtM5Shp8cPC8ccy4zsKILfydWc1FTpuWUmsvMcxclnbojbLg9SPaSdWMacHJJyTy8Pbb4jF1zwdBcGuJVdEalLbnlvu9M7dOnI00LCVajKqq1NQipZ5v5qz4LbPgDVUHQfCKsIKVSrTi3nEd/BSbz0xpeQuD1X3VVg5ttKKz4ad8tcu8MNc8FunYOdS3Xb03Trz0qcctL69ufw5k1OGzjTqVVUp9nBZbbeVnDS5c2pIGqYLlCwVaFOfbpRnHLxBtxepRS+O7QrcNq0a1OjqUpT2k1vGLwm1t0TzyQw1TBdlwmvFyTnS1Rck0m28rw2XPxx03MpcHqw7s69CM9ahp153aez+O3Lx8BhqgCZxdOUoyWHFtPKxyOzW9mqyuuxt7mjUSWW5tx2W0pcuSe3X4EHFBv92i+H1buNdSdKrGGhRe6abUs//HkdCp7N3VNVZutRVKk3qnPMdkm84w9tnyzyA5AOla8GncXVe1nXjSrUaip7xzByctONWeb8FjfBmuDUNpS4gqdJqnKNSrS0xcZ/b85bvHRZyUcoHUt+B1Li4q0e17OUZxhT1RT1ylFyjnDaSxHnl80ZS4FGFbS72PZqMpN9k9XdnoeI53WrxyQckHTv+CVrFxgqnbVe07KUIQe0tOpYfjt9RjY8Khe2lWv70oOhmVWGjLjFJvKWcvl0Sy+YHOB2aHs3WuKleELiGaFxClLMX8ySy5/Uk1lfE11vZ+5o0qteVWkqNJzzKWU8ReM4x4+BRygdO04RC6tYXErp0k86oull80sx37yzJJvb7TbT9npVFLTcrXDUpQcEpSakoLTmSynJ4TeOT2ZBxwXrbh9OtRp1at5CipVZ05qccaMR1LdtLfkbKPB3Ur1qE67p1aTScXTbw3LSovD+c/BLOepRzQdj+z8nxCdrG7hKMY05Kqo5UtbwsYbT8d03yNdpwVXVGlJXOmpWhSlCPZ5Xfm4LLz1WeRBywdK34PK9m5WlXXQjUjTlUnFQabz/AA5bfzRV4TTp0XUV5FJ9m4OpTcFNTjqW+XvjmsbdQOaDtVPZ3s4ObvFjVOmv2T3nBSc1z2WIPD8fhucq7t5Wl3WtptSlSm4Nrk8eJRqAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALFjbK7uVSlJxWG21z2Argv8AEOH07R0nCpJqo2nrXLlvt9Zan7OTlF+7XMKsnPFNNaVWWlvVFptNbeLXrsJjCJ1xgdin7L8QrU+0ozt6lPfvxm8bSw+aztu/qi34GilwatXtKdxTq00pxclGTacn39lt0pye+CDnA69lwD36lQnTu46aqWqejMacm0tLw8535YXwyjRLhE6NW0jXr04xunFLs3rlHUk03HbZqSKa54Os+ATlDtad1SVNau9WTi3pc84Sz4U5M0X/AAe54dSVS4nRy5aVCNTMubWcdO6/yIKAOt7N8Iocb4q7W6up2tCFGpWqVYU9clGCy8LxN3tDwKz4VKxq2N5Wr2t6pOnVuKPZ5UZY1peMXnKfiimuGDtS9mqs4r3a4hVnObjTUlpVWKSeqLTaa36/nsY0vZi/r0u2ozoVKTWVNTeGs/FZ6v6otkHHB2LT2dqXVnRu/eoQo1KNSrOTg32bi3iL6uSTa+p9DdP2VqUYylXvKdOMYTbelvEkpSSf1wSl9UkBwSYc/sNl1bztLqpb1ca6ctL0vK+w1w5/YUbqdWjQ4s6teNWVONSTlGlPTJ89s9OvwydP+0dGo4yr07qclNTbjNRTcXNp4XVz7yzvp+Jy5+69pLts9pnvac4yR/ces/zGC7LjVJ1LWtUt5XFehUU+0qtR2W+Eo7PfLyzC74vG4oSt+zq1KOaWFWqZctCkm5Y8Xq5rwSKv9x6z/Mf3HrP8yYav1+P9pT0Qp1YKdGpTnHtNu9CMEl/wrQnjqzjFr+49Z/mP7j1n+Yw1VBa/uPWf5j+49Z/mXDVUFr+49Z/mP7j1n+Yw1VBa/uPWf5j+49Z/mMNVQWv7j1n+Y/uPWf5jDVU6HDPm1frj/maf7j1n+Zas+yxP3fqtWrPxEe0mfDr0r3RaUqKr1qLpyk3oimpZa+K6Fe8rK5u69dJpVJykk+e+TR3/AP2/zMana9nLTozjwybZc5ckADDaiduy4dRrWdvUlaOpKcJNyUKzz3sfw7HEJ1SwlqeFy3FbRHuEvWbR4nG68pqleVacYaFGWFHElj72/qdW34RTubewp07WpL3um5TvE5NU55l3El3c91LffvfUcMlNpYTaXPmZlqI8PQUfZ22pytY3tW6VW4X7mnTScX2KqYefHMksYN9l7L0qbtqt4pvtMaqM9sd6l4xfLFT8vTzGXnOXnrkan1fqB3pez1mqHdvq3bYfzqUVBSVGNV75zjEsfYba3stbUbh0XfVnJ1Y0Y/sMd568N5a7vcztnn8DzefiTqb5tvHxCu7T4ZYUeKXFOqpu3pWca8XXlJJtqDzmG7XeeMG6Xs9bXtJ3Nk6tK2Vu6kJSw3Jpzfe3ynpS+B5vPxJy8Yy/UI9F/Zqy7RpX1w4O492i+xjlz7R08/O+btnqa63s7bW1p7xWvaktNv20lTpZUtoY0t7YzLD8duRwM/EnLxjLx0yFQAABcs6LuKtGinh1JKOemWUzo8I/8wtP+av6lj2k+nar3tS5soWda5u50IRjFQ7SKWFy/h5mjMG2+3vd+f7db/8ASTa287qvToQcVKfJyeFyzzNk7C5p03OVPCUdTWVlddvh4nt46/Hg5LfWlKnFYVa9Sxpwq65dPmk/s8Jdte7Zx+3Xjz/hLNHhdxWpdphRi46o531fDb/e5rnYXNNZnCKWcZ1rDecYW+72ew46/Dkv9YUZ0qM3OMrmTljOuqny5fwmuMKMc6al3FNuWI1ord8/4fiXJcJu4reMdTz3VJZ5r0W63MY8LvJY00k9XLE47/Hny3W446/F5L/Vd9nLOqtevKw811/2/F+pDVJ/+rec8/v1z+78F6FilYVatCdWMqfcnoackvDLeeWPiQuHXbck6WnSsy1SSwt+eX8GOOqcl/qvKFGbi5VLtuL1J9tHZ9fmkSpUJU1TlO7cEsKLrLCXT5vwRalw65jTUpRSk6kaahqWpt5x9XJkvhl3qhHs4tzeI6ZxefR/Bjjp8Xkv9VKdK3pNOnO7g0mlprJYzz/hJ0UcwfaXmaaxD9su6vh3S2uF3Dq06cnTjrxhua5tZx9fXoR8mXTgpKCef+JfZjffPwHHT4cl/qtinv8AtbzfL/fLx5/wjFJPPa3mdv8A1o+HL+EsfJ1wqnZzUIS7N1O9Ncls/t+BlV4VeU3VxTU40s5nGSa2zn+j2HHT4cl/qnKlQnFxnO7lF806yef+n4GzWtLj7zf4ctTXvC3eMZ+aZqyuGotQT1acLUs78srwybFwu8lLSqScs4xrjzwm/Ho16jjp8OS/1TjbWcY6NNw4NpuDqx0yxyytPxfqWLi4dy6naV7zTUbcoRrJR38MaeW7Nj4ZdRjJzhGGiLk9U1tjfH1mylwitWp05Qq0s1Ip4b5ZeybHHT4cl/qopRjGcVXvkqktc12670ur7vP4mTrylzu795lq3uE99t/m/Behslw67jR7aVJKnp1anJYxt+q9TK04bWu6XaQnCMdWnvZ+Hwx/Ehx0+HJf6rdxTqzVe91Vlio+3WZr493cz7Z9oqnvfENa5S95WVtjy/Fm35Lvcpdg8yi5JZW6RjU4ddUqdWpOl3aTxNpp45fqvUcdPhyX+q9WnQrU4U6tS8qQp50RnWTUfq7plTcKMI06Ve9hCEtUYxrpJPr834ssPhV6knKjpTSeZSSwntv+XqiZcJvI5bpx0pta9a07eOc8tmOOnw5L/VVKnFzarXqdRtzarrvN7PPd3yZVJRq0+yqXF9OG/dlcJrfn/Cb/AJNuIqOvTCU6saSjKSzl5w30Wxk+E3bcFTjGpqWe5NPHPn6PccdPhyX+q8KnZqmoXN9FUlini4S0rou7styVWacWrq/ThHTF+8LKXT5vI30OF1a8HLXCElNwcXzTWM59UPkm9b7tJTWUsxmsZaT/AM0OOnw5L/VOlToUGnRqXdNxepaayWHjGfm9DZ2rUXH3q/0t5a94XPff5vPd+pto8Pr16anT0SzJxSU1ltNL07y3Mo8KvZSShSU8rK0zi14dH8V6jjp8OS/1o1x7SdR1rxzqJKUnWi3s01vp2w0sYMJqnVnKdSteylLGqTrrLxy/h8PA3UrC6rQjOnS1KWcd5Z2eG8c8Z8TN8Lu1lSpqMl/C5LPPDfPZfEcdPhyX+q1RUqtbtqlW8lVTT1uus5XJ50myVZzTUrq/km297hPd8/4TOdhXp0KlaoowjBJ41JuSbxlfDfmT8mXmhS7LZrK7y73N7b78n6Djp8OS/wBau1znNzfSzFRalXTTiuSa07r4Gmrb2terOrV95lOpJylJ1I7t8/4S7LhdxFL5jbjlpSW27WM8v4W/hgwfD7pVKdN01rqtqEdSy8ePPl8Rx0+HJf6pe52XluPxI/8AaPc7Ly3H4kf+06FPhV5Up61S7rWYvOdTzjC/34EfJl1GbjOMKbw2tc0spLLx12HHT4cl/qh7nZeW4/Ej/wBo9zsvLcfiR/7S7T4fc1aKqwppxayu+svn4Zz/AAv0Mlwy8b2pJ76dpx577c+ez+rA46fDkv8AVD3Oy8tx+JH/ALR7nZeW4/Ej/wBpcVhdSqVaapPXS+esrYz+S7zWodkm3JxSUlzXP0HHT4cl/qh7nZeW4/Ej/wBo9zsvLcfiR/7S9X4dc20HOrGKUUnLvrut+D+OxVHHT4cl/rX7nZeW4/Ej/wBpXvLSnRpQq0XPTKTg4zabTxnmsFw1X/8A4Cn/AM9//VGOpSsV2G+ne02yZc0AHmeoAAAAAAAAAAAAAAAAM6NapQqKpSlpkvEwAG6veXFxKMqtRtw+bhJY9CZ315UlqndVpPq5vpj+hoAFiXEb6UnKV5XbfNuo99mv6Nr6mzCN1cQhGEa9SMY/NipPC58vvP1ZqBBvjf3kIQhG7rRjTxoSm0o4xjHovQxnd3FTs3Ur1JdlvDMn3fq6GoFG33q506PeKmnfbW8b5z/9n6sVbq4rwUKtepUipOSUpN7vmzUALPD+JXvCbyN5YXM7evBNKpDnh8zbxPjnE+M16dfiN7UualJYhKWFpWc7YKIBkN87+8qS1Tu60pb7ub+omXEL2UpOV3Xbl85uo99tP9G19TK4A2xurmNLso3FVU8Y0qbxjfw/+UvV9SZXl1JNSuar1c8ze/d0/wD12+rY0ggynOdWbnUm5ylu5SeWyIc/sIJhz+wo2dirjicqPf79VpaIapN58Flf1L79n4KUFG97VSnGOqlS1LEnNRknlJruNvoupQlK6o3s69t2sJam4zppp4fxXwZnG84pDGmvdxSzhJy8efqQWZ+z1ftLWFGrGurhxTqQWYQUvmt753W+6X2kS4KpUKk7e5dacaUK0KfZ4lOEmlyy2mm+mPjuU51L6rGEakriapvVBS1PS+q6E1bjiNeE4Vqt1UhUeZxk5NSfx68kFWVwiErWNxG8TUqNWens99VNJuOzeOfjh/DdHMLM6t/UUVOdzLTFwjnVtF7NfUaexrfRVPuMDAGfY1voqn3GOxrfRVPuMDAGfY1voqn3GOxrfRVPuMDAGfY1voqn3GOxrfRVPuMDAGfY1voqn3GOxrfRVPuMDA6HDPm1frj/AJlLsa30NT7jL/DadSMauqnOOWucWupY9pPp2re1svdqda7ualN1JtKMI52WE/6lW6o+7XNahq1dnKUdWMZxkyhcXFOChGTUU20nFPDf1o1VZzk51arbcsuUpeLNubkrkgPAGHRSyxlkHbsuH0a1lb1HZ9pKcJNyVOs897H8LwK1m3pL3ikbLi5YyzdeU1SvKtOMNCjLCjiSx9kt/U6dDgUrv3CVOjW7KtbOpVqR5alKSeG9s4S2W5MaiYzXGyxlno/7L27unaxvKsq0XviEdLXaTgkt+fcT323MP7LqtN+6Va1SCU1mcFHElKCUW3hLOt+meRFefyxlnpKvsrb0YTnO8qxWIaW6axBySa1/Dd77YS35nK4zw6nwu9VvTq1Ki05faQcWnlr7VtnK6gUMsZZAAnLGWQAJyxlkACcs6HCf/MLT/mx/qc4tW1SVF06sHiUHqT+OSx7SfTsUqkqTUoPDxjP1rD/qb5391VpuFSq5JxUXlLOMJYzz5JfXg564nDxsofZVkh8p0/5KH4sj2ctXi4bul8p3mlR7dpJY2iumOg+UrvKfarZqS7kdnu8rbZ7vf4nN+U6f8lD8WQ+U6f8AJQ/FkTlqcN3SfErtvPa7/wCFfDbly2Wxi765b3qJrGMOKxjKeMY6pehz/lOn/JQ/FkPlOn/JQ/FkOWpw3dBX1ypzl2mXOTlLMU1JvnlEy4jdzpypyrZUvnd1ZfPm8Z8Wc75Tp/yUPxZD5Tp/yUPxZDlqcN3RnxC6np1VcuM1NPSs5TbW+PDL9RT4jd0n3KuNkt4p8uXgc75Tp/yUPxZD5Tp/yUPxZDlqcN3RfELp4zUTa3TcFlbY546bEK/ukoLtXiGNKwtsLCOf8p0/5KH4sh8p0/5KH4shy1OG7p3HEqteuqqjGElBwfjlPwefDp0MJX1zOnKnOpqjJttOKe7bbf17s5/ynT/kofiyHynT/kofiyHLU4bujC/uaeNM0sRUc6It4XLw8PAxV7cqbl2m7bbyk08pJ5X1JFD5Tp/yUPxZD5Tp/wAlD8WQ5anDdf8AfbjTKPad2S0taVhrGP6E07+6pRUYVmlHGNl4cjn/ACnT/kofiyHynT/kofiyHLU4br8r2vOOlzWMKPzFuk00uXLZGMbmtHTpnjRN1IpJYUtt/wAkUvlOn/JQ/FkPlOn/ACUPxZDlqcN3SXEruOcVVmSw3oWXtjfbo2smFW9uK1Lsqk1KGElHSu7jbboUPlOn/JQ/FkPlOn/JQ/FkOWpw3dF8Qunq/a7ySUnpWZY5Z23IqX9zUzqmnlNZ0JPDeWuXLJz/AJTp/wAlD8WQ+U6f8lD8WQ5anDd0Kl/c1dOurlxmpp6UnlcnnHhklcQuk21UXeWGtKw1vtjHxZzvlOn/ACUPxZD5Tp/yUPxZDlqcN1+leXFFYp1NKy3sl44z/Rehl8oXTUf2i7vzXpWVtjp0RzvlOn/JQ/FkPlOn/JQ/FkOWpw3XqN5cW8FClU0pPK2Txy/RehlG+uYx0qpmLWHFxTTWEv8AJehz/lOn/JQ/FkPlOn/JQ/FkXlqcN3ShxC4pUadKlJQVPO6isvLzh/D4cjCN9cQeY1EtsYUVjGc4x0yyh8p0/wCSh+LIfKdP+Sh+LInLU4buhUvrmrTdOdTMZY/hXJPKXLZfAynxK8qNOVZ5i21iKW7zl8vi/U5vynT/AJKH4sh8p0/5KH4si8tThu6M+IXU3FyqLuttJQSW+c5WN85fqzCpd1qtSFSpNSlD5uYrC8eRR+U6f8lD8WQ+U6f8lD8WROWpw3dJ8SvHNTdZ61/FpWeeeeOpj79cLlKKxnC7OO2VhrlyfQ5/ynT/AJKH4sh8p0/5KH4shy1OG69C7uKcYxhUaUVhbLbn/wBz9TN8Qu24vtcOMtSxFLfffl8Xnrk53ynT/kofiyHynT/kofiyHLU4br8L2vCNSEZJRq/OioLD2x022M/lK7y8VUtWMrQsPbGHtywc35Tp/wAlD8WQ+U6f8lD8WQ5anDd0FfXCWFKO8VF9yO8U8pcuRXK/ynT/AJKH4sh8p0/5KH4shy1OG6war/8A8BT/AOe//qjD5Tp/yUPxZGi6vHcxjBU404RbelNvL65Zm/UrNchvp9O1bbKuADzvSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOYHp7P2Ulc2tGurzRGqoyxjdLTl/bn8typwjgFXittWrK5jTUJaIpvLbz49Fj1OdG+u4adFzVjpaaxJ7YWF6LY1069WkpqnVnBVFiai8alnO527unsf2vN2dbJ/u/wDjdxG29x4jXtY1JTVKelSezZusLGNdKveValvZ7rtkspyX8P1lKrVqVqsqtWcpzk8ylJ5bZnK6uJ28LeVaTow+bDOy+w5xNd11mLdsRvlrcu89LljO2XudzhPs7LitlC5V26eZzg4tZ3S2x1+JwjbTu7mlCMKdepCMdWFGWEsrD9S0msT/AHRp1K3mMpOS6nDOATv61zRncqErapGMnF6k0208P7Nipxfh0+FXUbeVbtJOGptcubX+RVo3Ne3WKNadNOSk9LxuuT+wxqValVp1Jym4rC1POFnP9WyzavbkR5ZivU79mfDHL8z9Rl+Z+oBzdjL8z9Rl+Z+oADL8z9Rl+Z+oAFrhlONxxO3o1cyhOaUlnmj1/wAk8OfOypfdPJ8F/wDObT/mf5M+i2F5Qt6UqNWk5xrSSqSzyiuWPt3PB+TM98RE48nXme6PLjfJHDnysqP3Q+D8OzpdjR6NaT0c+IWWiTjS1S1vH7OK1LfD+GMrGN9irxC5o3EqbpQipSbnUaXOTey9Es/Fs8s2tH/JynYj/J8xuIRp3NWnH5sZyS+pME3n/ja//Nl/Vg+xHp749OWMvqydT6jLI2gZfVk5fUan1A2W1zVtKyrUJ6JpNJ4T2aw1h/Bi5ua15XlWuKjqVJJJt7bJYSwuiWDXqfUZfUCzR4leULWdrSruNKepNYWe8kpb4yspLJVJ1PqNT6gQCdT6jU+oEAnU+o1PqBAJ1PqNT6gQb6f7tGnU+pvp/MRYSWQAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOYG1QnKDmoScYtJySeE3y3E4ypzcKkXCcXhxksNPo0dPhHGlwu3uaMrZV4XDhJqUsJOGpxf2Saf2NeJeuPauNWjcaLOULivKcnWdVScZS1Zktufe/Ig4ULW5qKEoW9aSqPEHGm3qfw23MYUatWUo06VSbim5KMW3FLm3jkdSw43Ts+HTs3RrTjV/eSjUUXHZruPGfHxzjfHMxjxW3jxa44gqNeNSqnKGmov2dST3ljG6Wdk/Hdgc/3S506vdq2FDXns5Y0+bly+JhUpVKTSq05wbSklKLWV138DuVPaKjUzP3avGrpnol2yahKaSlhNcsLCXhl/AocY4lT4pee8wtlQk8ue67zbb8EuSeF44W4FAAFAlQnKEpqEnGONUktlnll+BB0+EcYjwujdUp2yuKdzo1RcsLu5cf+pxf2fEDmzjKlNwqRcJxeHGSw19aY0S7NVdL0OWnV4ZxnH14PRV/ayNWlcuNnKNzcOU3WdRNxnKMk5Lbn3l6Gi49pHWo16MaNRU6+tyhKonGOYaUkscovdEP24YAKM6FapbV4VqTxODzF4Op/afiHSh+H/qcgGLUrb/KGZrW3uHX/ALT8R6UPw/8AUf2n4j/7P4f+pyAZ4en8Z46fEzlKc5Tk8yk22+rBAOjooHpeB23DeJWcaUeFdtdWn7Su5VnBVYZecfVts8fWeaJUnH5sms9Hg1S3bPmGepSb1yJxuvKlvWvKtS1oOhQlLMKbedK6HZt7LhU7OxpVIr3q4odplOecp1M6t9OMRjhLfJ58YTWOpluIyMeofslbRrShO6uYaMrTKmnOou534pZzHvv7vpNbgPDZUaVV1Z0o6aafY4zJy7KOe89t5t/728zXrVLmvOvWnrqVHmUnzbMNiGO1e8DoWVta1Vcyqyq1YwliHcabaeJeDWMNZ8fgdO89nOHN3MbNOUq1xGdslW3p0e8pReectUZLfL7vxPJbDYK9HX9mbenVdtSuqs7h6pQUtEY4UoRw2+T7/wBWxsq+ytrRpuc7utBPQk3BYpuWn5+3LdvO2Et+Z5jC+BZpcRu6FrK1pV3GjNSTikuUsKSzjKzhZCOjxbg1pw22qVFXuJ1O0VOFOVNRw8NttvGVtthePwOKAFAAAN9P92jQb6f7tFhJZgAqAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEw5kEw5gdng9XhMbW6pcTj3pypypTUG5LTqk0uiltF/XnwL13U9mpQurinGEq05TnRoxjUhGOdWI4Xgu7jdHKsuGyvrOrUpKcqsK9KmkuSUtWW+mMLfkddeylCncKFS8qzSxqjCkoyWYNx5vDeVjC39SSsKvD6/DaNnbxuPdKtSU3qcqeJUFhpZ7j1vfO+VskvhroS4dT4tdVlUtvdXGU6VKpTclLL7tPOHpa2y/DGEVqdrbz4ZTqz1U69W4VKnKU1pa/ik442SzFc+eeh2KvsrQhS7SV1VoU6VKUqtSpTWcqck3pT2WmKa6iSGFS44K4ylTlaNKnNKk6DTkmkoJy07Sj3m2t3ss9ObxyfD6l5GfDmuycX3IwwoLL0rksvGM5zv4s3cT4EuG2s5u57WrRqqjXgo4jCWM4Tz3vs6b4OQEAAUC/w6vZUbS5jdRbnOdJQcYRlJRzLXhtPG2PiUC7ZcPle2dxUpRnKrSqUoxjHliTkm38Fhb+AHZq1PZmVF0YxpxpxrSknGVRzaxFJp4XR5TzjfHMr04+ztV9rOcKOeVL9q+Up830cez3z12LC9k6ELqNOreVZLMdUY01FpSTxu3hvKxhb8n4nKp8PpT4HO8ca1OtCrCCc9ozTk08bc10Tb5+BFX6tPgMqd3O3pN0rek505uck6s3OUYwab6OEtl/C88zz56Cp7M2yc1Rv6lWVNzzHsY6paXOOIrVu26ey+KJfs1bU51YTvqlWdOnOemlTju8VNKXe3eae6+IHngegvvZ61grqraXU3GipuNOUF/BjV3s4xvtnDe+FsefGoAAoAACjqfUZfUg9n7O2HCL/g8alfhXbVlJ024pylJpJuXNdTXT6c3nIlz63VjpV7ph43U+o1PqbLm3qWt1Ut6sHCdOTi4vmjuWnB7e94Za1OxlRlh620+0uJJTklTbelp4SxjKfXJzddh5/U+o1PqejtPZ+yuKsLbtLhValOnOSenVBylLupdcR3z18Ctf8ItbS1t501XdSdeMaqqSj+yUoQlpkktpZlLf4CPI4up9RqfU9beez/DJSuY2eHKtcRnbxVbelRTkpR3zl6oySym+6upUr+zVpCrK2p3VSVd6pQ1ShGOE6aw2/HvvfblyEeR53U+o1Pqemqey1pShUnO6rxilDfSmqbks97blzy9sJbkVfZzhtCpKNW6u/nOKWmKaxCpLO6WU9CxjzeONw81qfUan1PSUfZqwqxhP36soVKkYpqKloT0PEsbJ4k2nlLb47Ur3htnR4NTvLZ15zqSg+/KP7OMot4kkueU9wORqfUan1IAVOp9TfT3giub6f7tFhJZgAqAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEw5kGVNOUsJN7eAFmnaVKtrUuIuOmFSFNx8W5asf/VnQXszxFVIwqqjRUm0pTqrHzdXh8ClbXV5ZxlG3lKClKM33E+9HOlrK2ay90WPlji2tz94mpSxlqnFZS5J7cll7ctyeSMRZ8GneWM7yFzRhSp57XUpdxJN52W+0fDqjZR4JeQubjTOlTlZyniWpZnOC1Yiub2x9WUV6F/f2tLs6E5U4eKjTj3uez23W72eVuZUeK8Ut51J0ritGdWbnOWlNuT5vLWz+oeTwsT9nOMVLjv0VOdTMnOVVbt45t+L1Lbmzl1IOnUlTljMW08M6FXjHEq1v2NRuWakakpOHNxTUVpxpwsvw8SlWlcXFedetrqVKknKcpLeTfNjyeGoE9nPyS9B2c/JL0KiCzY2Mr+pOnTqwhUjByUZJ95JZe6WF9vi0V+zn5JehvoXN3bUqtKi3GFZJVE6aerG65oC6/Z2u6sqVO5oVJ6ZOKSliTjPRJZawnq2355WDB8Crq/rWs61Kn2Ki3VqKUYPVJRjjbOG3jPLmYz4vxWpGUZ16klJpvNOPNNtPls8tvPV55mufEL+o6rqSc+2pqnLMEkkpalhJJLD3+19QvhaXs7UUpU6l3QhVp1HTqU9MnomoObWUsNpRa28Vgq3vC6llb0rh1aVWlWxolTzunFSTw1tlP8AJkQvuIQqyqRq1NU6jqybinmbTTbWPFNr7Rc3t7eUo067lNRm550YecKPh4JRSSXInk8KZJPZz8kvQdnPyS9CogE9nPyS9B2c/JL0AgE9nPyS9ABzyVJrlJr6mNT6jU+pltGRhdETqfUan1Ayo1qlvVjVozcJxziS8MrD/Js1pJLCSRlqfUan1AjC6IYXRE6n1Gp9QN9HiF3b20rajXlClPVmKS/iWJb4yspJPHMr4XRE6n1Gp9QIwuiGxOp9RqfUCATqfUan1Ag30/3aNOp9TfT+YiwksgAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACzYfv3/hKxZsP37/wiCfTs8P4ddcUu1a2dNVKri5YclFYXxZsXBuKSoqsrC47N0+11aNtHm+ojhvFrzhFSpUsaipVKkVFz0JtJSUts8t0i9L2s4m4uKVtFOM492gtlJ5fj15eC8Ea8sRn7U6/BOKWtrVurixrUaVLTrlUWMas42+xlley/E9coONFTjFScVUzhOMpLlsniL2MOIe0XEOKUa1K7dGpGtpcv2e6aziS32fefLqT/aXimutN1oydZJSUo5SShKCUV4LEny8dx5PDXV9nuMUasqcuHXDlCoqb0x1LU8YWV9a9ShVpVKFWdGrBwqQemUZc0+h2f7XcWXzZUI4rdv3aWO/lNvnvlpNnE5vI8k5+gAFQAAAlxaSb8SDKVWUk08b/AAAxN0LStUoutFR0Lm3JbGkyjVlGlOmvmzab+wsZ+0nf0xLVTh1enb9tLThLLWd0v6FUsz4hXqUOxk44aw3jdote3J1Ld2x2qxtubW4s6zo3NGdGokm4TWHh8jGjWq29aFajNwqQeYyXNPqTO4rVaNOlUqSnCm24KTzpzu9/r3MttYACPOHcsbKlVsrebtI1HKEm5djKWe9jmqiOGGk+aTMVtEe4bvWbR4nG+9gqd7VhGGhRlhR0uOPsbePVnc4dwvh1SxtXVnSld57etTlN/upJqKxy2ajLnnvfA85shhdEZaiPD09T2f4fXr6o3DoU5yitcXHs4PVGOjffU03Lp+bIsfZy1qaa12q9CDrxh2U60NTi5KLTajs98/V4eJ5jC6L0GI9F6AeifAbSdBVO0qUpdlFzxKOKMuzjLE875k20sY3XLwNFaxsLPi1pGlm4oVLidGcbhp7RqaM5jjmt1/mcXC6L0GwM8PSUeB2V+5XMJyhGU6tOFvb4zrpqUmlqzs4qG/WRkvZvh6i5Su7mX7TS40oKcqfze5JJY1d575/h5M4CvbmNOnTVeShTjKMIrCSUliXquZXxHovQKtcQtlZ8QrWyeVTlhPUpeHVJf0RWAAAAAb6f7tGg30/3aLCSzABUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMqcpRlmLaePAxJhz+wCw51F86vGL6SqJP+pHaS/maf4y/U9b7IW1CpbX1SpRpzl701qlBN4wttzsSnYQm4O1p6o5yuxj1xj/P6j016HdWJ14Op+Z2XmvbuPnXaS/maf4y/UdpL+Zp/jL9T6PR9yradNpTWrO7pRwsLPNfWQ3ZKUoq0ptxlpx2cN9sv6ljxZr+m/7Mf13/AFfOe0l/M0/xl+o7SX8zT/GX6n0qFG0qSlFWtJOKTy6UcPPQ13fudpBOVrQbeXvCKUUubbxyRZ/GyN7iPztnO1857SX8zT/GX6k6qn8xD8VfqfRrWNpc05SVpRi4tZXZxa3WU08cmmfO+P04UeP3tOnBQhGq8RisJbI5dTpdkROu/Q/I5bTXMxjqqfzEPxV+o1VP5iH4q/Uog4a9eL2qp/MQ/FX6jVU/mIfir9SiBpi9qqfzEPxV+o1VP5iH4q/UogaYvaqn8xD8VfqNVT+Yh+Kv1KIGmL2qp/MQ/FX6jVUfKvFvoqq/UqUqU609FOOqWG8Lm8dOoqUp0tPaR0uUVJJ88eA0xZ7Wp55eoJrfv6n+J/1ARzsvqxl9WQdyys6NWyt5ytYTcoSbk6OrPexz7SIrWbei94pGy4mX1Yy+rN17BU72rCMFBRlhRUcY+zLx6s7Npwnhtxw21hUrf3xyVasqTzPspNxSSfdyu7Lr3ntsRqJ2NcDL6sZfVnpV7N2WqKlcTi1KcWu1i9bSbjGD075xu+aeVp5Gv5N4Xb8a4VT0TrWtSclXdWpjXpnJYaWNLwl4+JDXnsvqxl9WepqcC4V7nCnSqdvXVSdT9jVip1YSUXCCzssRll7c8oUPZ/hnY1abue0U5xULrXDGVOacIrmpNRim913vqyHlsvqxl9Welq8E4fK1cKU6naUYVZZk1DLTTxNtbY3S2Wfhk8yuQVOX1Yy+rIAE5fVjL6sgATl9Wb6e8EVzfT/dosJLMAFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHP7CCYcwPW+zHFuH2NG8o3d3ToTlcOcVUeMppbo60uMez8pub4hauTlqb1vnjT/Q8TGheJQjT1Scoa1GDy0jKdvfxbWJySeNSe3++foeqvWvWuY8F/xune827vb2/wAu8CxFfKNriKwlq2xjBhLjHAJS1PiVvq8GqrTXwXRb8jxSpXjrqhqfaOOrGtcsZ5h07mM6EZVmlXaUWnnGcfqWfyLfuGY/C6e5Fpe4hx3gVNJQ4lbLEVH5/guRjX41wK4UVLilunF5jKM91+R4jTX7StHtsRoyalOUsLnj88GUqF9GWO+05aVJPZsf1F5j0f0XTif8pe1oca4FbwcYcUt3qeZNz3b9DwfG7mjd8bvLihNTp1KrcZLxRtVO87WnSbnGVR4ipSx//gqQuaVFVZ1Gk3jGd09/0Zz6nUteuTDt0ejTpW7onZlzMrqhldUXe2q/SS9R21X6SXqcHr1SyuqGV1Rd7ar9JL1HbVfpJeoNUsrqhldUXe2q/SS9R21X6SXqDVLK6oZXVF3tqv0kvUdtV+kl6g1SUtMlKMsNPKafImU5VajlKTnOby23ltlztqv0kvUdtVf/AKkvUGlbevU/xP8AqDABFAhpPmkzLU+rGp9WZbRsuQwnzSJ1Pqxql1YGOmPRehOF0ROp9WNT6sDHCfgvQYXRehlqfVjU+rAxxHovQknU+rGp9WBAJ1PqxqfVgQCdT6san1YEG+n+7Rp1PqzfT3giwksgAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYcyCYc/sAvU7i6jRVOEUqeOSjhPlv+RlK5vJ/PipLDTTjs0+a+o59anKre1YQjqlqlt8F/oYK3qNSapvEU23jbbnv4mu6WeyroxrXkKjqQThNxUXKKw8LGP6L0Eq11UrUqlSnnspKSSSS5p/5HPjbVpuSjQm3HOcQe2Fkh0KijCTpS0z3i9Pzvq9Cd0r2xur+qv2laSpJxrSblGSyuefyNqu77Kbim45xmJynQqJtOlJNYytD2zyMZQcZOMo6Wuaaw0ItME0ifbpurdus62Gqmlx1JJNJ5/VivVu7iOmqsrOeSW+/6s5eF0QwuiHdJ2QvdjV8jHY1fIyjhdEMLoiLi92NXyMdjV8jKOF0QwuiBi92NXyMdjV8jKOF0QwuiBi92NXyMdjV8jKOF0QwuiBi92NXyMdjV+jZSUNWcRzhZeFyROlxxLS1ndPAMWQZ1tq9T/E/6gI5p3eHWdG5hbYgppxUZqNOD7zb+dJ5af2PkcIyjUnD5k5R3ztJotLRWfMJ1KzaMiV3jNm7K/cHGEYzipxUOXT+qZ3OG8P4VV4bZTuKFDM4wc6k5KOqXaSTWdWW9ONsJJLOTy06k6s9dScpyfjJ5ZjhZzhZ+ozaYmfDVYmKxEvScDseEXPDrKre9kqlK5lUrqVTDrUsxjo5+aS+xy6EVOB8Oo2NS8r133e0mqVGvF60lJxSytuST58+p5zC6DCznC9CNPUUvZiyqTqJXTku2caTjWi3KO+zWNntz323wF7PcK1R13FzTUqyhJScU6azHnlLGU20/q25nmqFapbVVVoTdOok0pR54aw19WBWq1Lms61ebqVJc5S3fQCJuEpt0oyjBvuxk8tL4vCMQAAAAAAAb6f7tGg30/wB2iwkswAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYc/sIJhzAyqVHSv6lRJtxnLlJr80blxavHTphCOnkl83nnkJwmkp1KEXqWVKUN2upEoOE3CVtTUk8Y0eJfKbDGXEKk3mdNSwpJZk9k1hoUb50qHZ6W2koprpqy39eG19pn2UnPR7rDXjOns98Yzn0J7CWqnF21Jdq0oZjzzj9UMk2ET4rVeqMI6IuTa0yeVu3z+0r1a8as5TdCCcujexvlDTUlT7Ck5QbTxHo8ENJPDoUs/4CKpgtrS2kqFLfl3CWkll0KWP8BMNUwW8w+hpfcGYfQ0vuA1UBbzD6Gl9wZh9DS+4DVQFvMPoaX3BmH0NL7gNVAW8w+hpfcGYfQ0vuA1XpVZ0akalOTjKPJitWnXqOdR5fJJLCS8El4IsZh9DS+4MxW6pUk+qgU1lW/f1P8T/qDBvLywEUdT6san5vzIPR8Es7Xh/D6nFeKSjCnXi6dstCqTzneSi9tviWlO6U6l4pGvO6n1Yy+rNt3K3nd1ZWsJU6Dl+zjN5aXx+J2rG3tlRsZq2tKlCdKTuK1SSc41O/3d3sto423yYluJ8OBqfVjU+rPTLgnBp6Jyu5qMqijLspwShjG2/Jtb567YKN5ZcOhw22r2yk51KsHUcq6k6cZQi9LSS8dW/w3A4+X1Y1Pqz1t5wvglWd1G0lbRlc3EJUY9vjsKalKMoJ782njZ7aepUrcE4VGq7eldPtZKUoTncQUI47PEXt465LP/Dy5ged1PqxqfVnqZ+zfDYUqlTta7ilHLhNTVJtZbeI7pc3ywsFHi3DOGWNtVnQqVp1e0jCEZVYtJPU3LZd5YiunP6shxNT6san1ZACp1PqxqfVkACdT6s3094Irm+n+7RYSWYAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOf2AdClxGVKCjGn3lHTrz3vDG+OW3LfmZS4rUnHS6eFumoyxzz8Mp78zn1qtaNxOnTqTSUmoxi3/Qw7e4y12tXK5957G+S31jjr7xfjfzhcOvGC16IxzJ6sYx/XH9RO9VSvbzdJQjRmniLzsmv0Of7zX+nqffZKuLh5xWqPHPvMzNpnwsUiJ1ZqVFOtWlpempNyx4820T2727vIqe81vp6n32Pea/09T77I0suq3PVjlyXQTqOaxpS3zsVvea/09T77HvNf6ep99gbgafea/09T77HvNf6ep99gxuBp95r/T1Pvse81/p6n32DG4Gn3mv9PU++x7zX+nqffYMbgafea/09T77HvNf6ep99gxuBp95r/TVPvse81/ppv65NgxuBlVSjVmlslJpAI5xOW0k22ly+Ay+r9Rqa5y/My2gYWc4WScvq/UZfVgRhdF6DHwJy+r9Rl9X6gRhdBhdCcvq/UZfV+oG2ld3NGhK3pV6kKUs6oReE8rD9Ut+ppSS5JL7Ccvqxl9X6gQCcvq/UZfV+oEAnL6v1GX1fqBBYp/u0aMvq/U30/mIsJLIAFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHP7CCYcwM3V7HiNSplrE5ckn1XiWFxKhFJRtVpWcxe+d87vmaJKlOTnOm3J7tqeM/kHToJ4dKa/wD2f6AbflGGqTjGUMqSeiMVqzHGX8URbcQhb06SdOTnB81hbZT+1/E1dnQ+jl+J/oZKjSclFUajcnhLXz/IHhsd/RcVF0Wo9noeIpPO2+fsz9pSn2eO5rz/AMWCw6VGMnGVKaaeGu05P0I7Oh9HP8T/AEArAs9nQ+jn+J/oT2dD6Kf4n+hMNVQWezofRz/E/wBB2dD6Of4n+gw1WBZ7Oh9HP8T/AEHZ0Po5/if6DDVYFns6H0c/xP8AQdnQ+jn+J/oMNVgWezofRz/E/wBB2dD6Of4n+gw1po1pUKinDD8GmsqS8U/gTXrSrz1OMYxSxGEVtFdEbezofRz/ABP9CdFBb9lL7Z/6FNZ1v39T/E/6gwk3KTk+beWAige39mbaylwSlKnbUq9apU013KKlo3e8s8o4xy6niBv8dzfS6nZO5rHW6XLXt3FricLaHFLmFo07dVGqeHlY+D6HWoWdpW4ZQjUhZU41LVft5VIxqKu6rSTec4088rCW558Y+BzmXWIyMerp8F4Pb3VGbrRkoVKUpqpcQcEnJKUerfjhpLD+Bpp8P4PX4ZqjJU9cu0lKVxDXQWifPbMlmMdl5vqPNYXRegx8CD09LgHCql3CDu4wpZak5XUMyhmKVRYW3OXdfLAsuHcGhcKWpVnShHX2lxBR71FycsNbpSxHC3yeYwuiGF0A7fCadjd8Op291G2pzdaUe0wo1JJU3JLU+WZbZ+wsfJnAYT0SqV5PKeXcQjjNZQxjD5Rblz8PBHnMfAY+AMenXBuG21DVKrCNSpa/s5Vq8HGcpU5PKjjMdLUcN9TKXBODQlGjK4jqlOm5zV1F9mv2iaW26bjDd8tSfI8xOc6jTnJyaiopt5wlsl9hjhdF6AdriXDOH0LCpWtpzVSFVRcatWL2aW0Us5w87vG25xRhLkkAob6f7tGgsU/3aEJLIAGkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJhzIJhz+wDpwvaHZQjUpupKMNKco5iuX8Ofr32JqX1rUeewxJttycFJp4eHz38Nvgc2tWlSrTpxjDTGTSzBNmPvVTy0/w0b5Jc+OHRhe0oXfvDpOf7OMVFpRXJJ8vhn1FS6pVK9poUowozjly6Jx/Q53vNTy0/wAND3mp5af4aJN5mMWOnETqzVqRdxXlFvE5ycZLplsdpB4zHx6Fb3qp5af4aHvVTy0/w0ZbWNcVUUlHZcl8SJzjKOIprfP9f1NHvVTy0/w0Peqnlp/hoDYDX71U8tP8ND3qp5af4aA2A1+9VPLT/DQ96qeWn+GgNgNfvVTy0/w0Peqnlp/hoDYDX71U8tP8ND3qp5af4aA2A1+81PLT/DQ95n4xptf4EgNgMqkVCpKK5JtADn5fVkasc5fmD3HszRsnwSk6VClWrVKmm4clF6Oe8s/w4xj6zfS6fJOa59bq8Ve7NeIy+rGX1ZZ4nG2jxS5jZte7qo+zw8rHw+B1qFtZ1uGUI1FY04VLVLtpTjGoq7qtLLXexp55WEtznMOkTsa4GX1fqMvq/U9VT4TwW3uqNTtqb0VKU5qpcwlBJySlHq3jffbD57GmnY8GrcMypRp65dpJu5jroLRP4Zksxj3f+L6iK83l9WMvq/U9NS4Hwepdwg7unCllqTldxzKGYpVFhbc5Zi+WCLOx4LTr6lKNV0oR1urcwUe9RcnLDW+J4jpW4Hmsvqxl9WX+LWlraVKHukswqUlJxlVU5xf/ABY2X2M54VOX1Yy+rIAE5fVjL6sgATl9Wb6fzEVzfT/dosJLMAFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHP7CCYcwNmuMOJTlNRcVOWdS28fg/wChYjV4bHZxlJSypyw1J97pjC2K84Uqk3OTqKUnl4xjJj2NDzVfRAb+0sVJuMKaypLvKUt9OzXwyYUqlkqEY1KScsd6WHnPe+OPKa+xo+ar6IlUKLeFKq39SAsQqcPhJySjnD/hljGJYx/xcsvkHV4d8yMEoZzl6n4c+XP4cviV+wop4cqvoiOxo+ar6IDVKEIrMaqk+ii0YFjsaPmq+iHY0fNV9ETDVcFjsaPmq+iHY0fNV9EMNVwWOxo+ar6IdjR81X0Qw1XBY7Gj5qvoh2NHzVfRDDVcFjsaPmq+iHY0fNV9EMNaqM4U6ic6aqQ5Si+nwfgya86c5/sqfZwisJN5b+LfizZ2NHzVfRE9jQXjVfw2Ka2Vv39T/E/6gxlJyk5Pm3kBHPGCcvqxl9WZbRj4DHwJy+rGX1YEY+H5DHwJy+rGX1YEY+H5DHwJy+rGX1YEY+AJy+rGX1YEAnL6sZfVgQCcvqxl9WBBYp/u0aMvqzfT+YiwksgAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADKHMxJhzA6cPcZUodrp1KGNEHjL23csc+e25NT5Om3KONTbe8nGOcPCaS5ct0c+UqVOThOU9UXh6YrGfUjtaHmq/dX6m+/8Ahz4/5lejKxV3rqRi6KppKEE3mTST59N36Eznb+82aoyi9FSKlJLGd47/AJModrQ81X7q/UdrQ81X7q/Uk22MWKZO631nF3Vw8rLqSw3uvnMh9i2vzNPa0PNU+6v1Ha0PNV+6v1Mttn7NVFjeK3fxFRw04j16fWa+1oear91fqO1oear91fqBII7Wh5qv3V+o7Wh5qv3V+oEgjtaHmq/dX6jtaHmq/dX6gSCO1oear91fqO1oear91fqBII7Wh5qv3V+o7Wh5qv3V+oEgjtaHmq/dX6jtKD/iqL4uK/UCQTKLjJxfNPDAHPO5ZQoOyt3ONBvRLOuNBv53/HJM4eH0GPgK27UvXuhvvFFXlVRUVHVso6cf9OV6Hat6PDqnD7aN1KzpUJ2yU6sdPbxrOq1nbvfN552weew+gx8CNRHjHp1w32fhdRl7xpVKpGM6c68JKeqSUZJ791JScs9VyNVvwzgs5ftavc7KEoyjdQUqjeNfdbWlxy8J8zzuPgMfAg9HwanwSfDbaV87dVqF1KtNTeJVqa0rs38G2n9SkZV+GcEpW9W5ncUqk06s4UqNykprEnFdVuktjzWH0GPgB6ijwHhFapKMLqFTVW/ZqFwm9G+VLpjCbkly3JfB+BQqRVedajmrFSjKvFOEe7jnviSbakk/D4nmadSpRqKpSnOnOPKUW019oqVKlao6lWcqk5c5Sbbf2gd+jY8BuOzfaOjJ0oTcJXSeucqcpOGWlpxJJZ+ODOhY+zyvKcJSc4rvN1blJSzUlHS8bLEVF5T+PI81j4DHwAmSak01hp8s5x9viQMPoMPoFDfT/do0YfQsU/3aLCSyABUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJhz+wgmHP7AM5U4VeIVITk4xc5ZaWepvjwmTemVSMZyT0wb3W+N3yNFWlXlcTq0ozalJuMosx7C6xjs6mOeMgbvk9JvNfK0ycXCDedKzj4P4GUeGqpmMKjc4vFTKwo7b/XvlbFfsrzOdNbLec5fMdhdpJKFVJPK38eoG58MkqUqrrQ0Rzuk3lb4a+vBFWwVOjN9q3UpuSacGk9KWcev2mp0LtrDhVa6NkOhdPnTqPbG7As/Jin2apVfnRjnVF82k39Xzl9Zqo2XbU6041FintDKxrfN7c+W5r93uksKnUx9YVtcrGKU1jkBYXC5yk0q0cJ7vTyWM5+3wMKtgoU5SjWU3GGtpRe6y1lPpsa+yvM501s5zzfPqOwu2tLhVw/DOwGgG33W4+hn6D3W4+hn6Exdagbfdbj6GfoPdbj6GfoMNagbfdbj6GfoPdbj6GfoMNY0YQqVFCdRU88pNbZ8M9F8Sa9KNGehVI1Gl3nHdJ9E/H6yfdbj6GfoPda/jSkl1YNWK37+p/if9QRVkpVZyXJybQKy5+X1ZGr4/mD1/A77gU+BK3vIUYXNLb9pCOZPLakm1656GqUi85uM9XqT042I15HL6sZfVm69du7yo7VNUc93/PGfDOcZ8Dp0LGzuPk+c6trCl7s+2Uq6hKVRSls1nOcY54XxMY6ROxri5fUnL6nqqth7P1JUac7qlGlSzTjWhcR1VH2s8KUfBadL1/UaalpwWpbdjGdOEqcasoudxFaZd14k08yXNRxn4og83l9WMvqyFyAVOX1Yy+rIAE5fVjL6sgATl9WMvqyABOX1Zvp/u0VzfT/AHaLCSzABUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJhzIJhzAvx4e6tJVIVYadOZTnhRT22+vfxJq8LlTbfa01FZfe+dpWd8L6isq9ZYxVnssLvPZdAq9ZYxWqLDyu89mb2nxzy/1Yp8OdW793jUi8QU3PTsspYXq0hOxjSq2sJNvtpRUk1jG8c/1K0qk5fOnJ7JbvpyJ7ap2kajnKUoSUk5POH/ALRJmueIWItvmU1aUYVq0VtGnNxW2XzaQdDfZx3MJTlKcpt96TbbW3MapL+J+pltl2PfUHjL57ciJ0tEcvnnHL6zHLfNsNt82wIwuiGF0RIAjC6IYXREgCMLohhdESAIwuiGF0Rso0alxWhRpR1Tm8RXxOn/AGZ4l5aP4hi1619yzNoj3LkYXRDC6HX/ALM8S8tH8Qf2Z4l5aX4hnm6f2GeSn1yQTKMoTlCSxKLaa6MHR0UMPoxh9GMvqyNWOcvzI0nD6MYfQZfUZfVgMPoxh9GMvqyM/H8wJw+jGH0Yy+rGX1YDD6MYfRjL6sZfVgMPoxh9GMvqxl9WAw+jGH0Yy+rGX1YDD6M30/mI0ZfVm+n+7RYSWQAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOYGwAAAAAAAAAAAAAAAAAAXeC/+c2n/ADP8mfQ7Ph9S8oVakJJaMKKa+c/H0W5854XWp0OKW1WrLTCE05N+B7OHGbKnKEocQopweqOKnJng/JrM3jw8nXj+6PDsfI9VYfbU2m2lhS3xnPNbcnzNN5Yys5rM4yjKTUGuckvH/L60yjP2hoVIzjLilNqctUv2vN/78DCrxuyq6HUv6DUFhd5bLOf6ts8k1n9RLlMRniHhrz/xtf8A5sv6sEXE41LqrOLzGVSTX1Ng+zHp749OYeu4HWoU+CU0vdnU01G9dKlKWrWsfOknyzty+J5LD6MjTn+H8jfTv2TrPV6fJGat8V7J8Xu3Q0dl20tGj5uM+HwO7w+XAvcrGrce69vQoThUpyS/aynr0yl8YY/OJ5jD6MYfRnOfLpEZEQ9HSseBR0SValOcdLpxnd6VVXczKb/gazPu+OPhvtuafAoSuLmjWpzqVVcYfaR0ptVMR052/g0tLx59PL4fRjD6MD09hLgPuVlVuPdVXo2s6dSnJL9pOevEpfGOPzga/cOAUKFGVW4pV6jUYzjTuWk8zgnLxfzXJ425cjzmH0Yw+jBj09pwXg9anD9vTrzipTn2dd4042ct9t3p8N2ufMwuLDgNspdpCpGrBVHKjO4UZKaU8U5LLaeVBZS3333R56lVrUJ66NSpTljGqEnF+qMHqk25Zbe7b3yFHhttLC6dCCcPoxh9GBAJw+jGH0YEG+n+7Rpw+jN9P5iLCSyABUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJhzIJhzA2AAAAAAAAAAAAAAAAAAAAAAAAAAChl9TLTNxcsS0rm8bIxPT8D4lSvbCPAatPs1OM12iltj52cPbVzSeyRaVi05rHVvNI2I15jL6jPxLvF7CHDeJVLWnW7WMEt3jKeN00uTR07e54PK0sLO5pQmpUlKtNaYdnJOo8a0tWZd1b7YwZmJiclutotETDz+X1GX1PQU7bgVSjTqOVGNSVNShTldSSnNwblGfkSlhJ+P5myhZ+z8qdBTnT1zj35O6SjCW+crUm0njGMZW+WRdeby+oz8TtSp8OtrrhtW3jbVd321KpXym0lvKTyknvhNLGMNPxs1LfgruIzqV6FxFzk68u2VKUUoJxjGMMRe+zklz6Aecy+oy+p6S3tfZ2pRoTqTUak6Wtxdxha8bwlmWY4ecPbOObyUuI0uDxsqism+2gqbjJ1tUp5lNSTXLZKHLr8QrkZ+Iy+p6+7/ALO3ErvsatnTldypxW2I0VCcVJrHLWt9vBMpXNp7PwTp0q1PXUjJ61XbVKSpppYTee/lc30CPO5fUZfU9YuCcJqUqtS2grtxhpxRrNpzxU+b3ueIwlht7Z2y9qPE6HAaFrWlZNVqndjSfvGU03Lv4TbzhLKeOfIDg5fUsU/3aK5vp/u0WCWYAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOYGwAAAAAAAAAAAAAAAAAAAAAAAAAAUcPoxh9H6EAy0lqTeXlt+LGH0ZAz8QJw+jGH0ZAz8QJw+jGH0ZH2jOfECcPoxh9GQAJw+jGH0ZGfiM/EDZCrWpxlGnUqQjNYkoyaUvrxzMMPoyABOH0Zvp/MRXLFP8AdosJLIAFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHMgmHMDYAAAAAAAAAAAAAAAAAAAAAAAAAAKB7j2ZubOnwSlClOhGr2mLlznGList6mn85YwkjxGH0ZGnPOP5G+l1OOdxz63Sjq17dWuJytp8UuZWaSt3Ubp4WFj4fA61vecIlZ2Flc0oTi6SlWn3YaJJ1HjUlqy+6nvjGDgYfRjD6M5z5dYjIx3oW/AaltGbdCNSVJOEHcTSlUcG5RqeRKeEnnfr4lm6oez9zxGrcTu6MaMpYkqdV5z2kVmKxutGrf4dTzGH0Yw+jIOpxCdtQtbadpTs6dxTq1O07Cq6vTT85tSWM79Tp3MuA3datXqypVJe8OMY06saCUFKOnHJYa1ZeG/isHmMPoxh9GB6inS9nlJUp1bTs9UoznCpJSac6bS3b5R17ro9zXQ4bw274bWvLe01z7JpU41pYjNQm3jLXLEZPOdnsebw+jMo1KsIShGdSMZfOipNKX1rxA9Jw+64EuG27uY0O3dPXUzDdSo5cI//sTw+uNzdZUeDXFWVOEqNSpdQVKSVRxnqbpbQjjHLXv4NP7fJ4fRkrVFpx1JrdNbYA9PcWPA7TVKvRUZrRKMO2eJwwu/FanlNqSa3eF4czn8Xo8MVrKpaO3hV94ktFKs56oZlhrfupLTs19T8FyZzqVJOdSU5yfOUm239rMcPowqDfT/AHaNOH0Zvp/MRYSWQAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOYGwAAAAAAAAAAAAAAAAAAAAAAAAAAUCcPGcPHXBB77g9W2reytpZyjCs5QmpU+1jHfLSyn9f5G+l0+TY1y63V4oic14EZ3xk23VtOzuZ29Vxc6bxLRLUs/WegtLjgtbhdnaXdSnFxjB1cxSx355xJLVn5ieX817cjljtExMbDzWfiD0VafDI0adG0r29Ch2rV5FuM6k4vT+7k08pLVhJ5T68xKn7PwklNUHKc4xn2deo4U4t1Myi/F4VPOcpNhXnQekp0/ZudZp9nFQyoJ1pqNTu03mTbWN3UxyWUvt01Y8Hha1428bSTlbJ0pVa0nVVTVFyTWyTxnGFv8AaEcHO+Mg9PbXHBK/DLW1uqlJShSg56oqKUsVP4kk/naFLL5Yx8Mp2Ps9ClQq1tFKhWlJqSrylUeKqjhJbaMasvn8c8xrywPR0vkChXtXOlaVJzqxVddrUlSprQ8433WcbvONzzstpNd3n/C8r7PgFQAABYp/u0VzfT/dosJLMAFQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHMgmHMDYAAAAAAAAAAAAAAAAAAAAAAAAAAKOl9GNL8v5EB7bvYy0nS+jGH0ZAys4ysgTiXRjEujIAE4l0YxLoyABOH0ZPeaSerC5fAxTT5NP6gBOJdGNL6MgATpfRjS+jIAE6X0Zvp/MRXLFP92iwksgAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYcyCYcwNgAAAAAAAAAAAAAAAAAAAAAAAAAAoG73utmi3JN0I6KeYp4WW/6tmk9HDgnBpexU+KviqV8q6ho7OeE9Gezx1z/AB8vAmzHlZiJ9vOyk5ycpPLby2b5X1xOzjaScHRhjSuyjlYbedWM536m/g/DocSveyrV1b0YQcqlVtJR8FzaW8ml6nSp+y0lbRderUjWU49pGFFySi1uo+Z5545bkPDhu5rO1ja6/wBjGbnpS5ye2X15fYajfe0Y219cUINuNKrOCb54Umv8jQPahlCbhOM0otxaaUllP614npeD+zlhH2frcf49czo2jTha0aMl2tee6yvgmvyecI4fC7OF9fRt6kpRi4Tk3Fb92Ll0fTowNVzd1ryr2tealLGMqEY7fUkjSehtvZqjWt1VqV6sdbi4vQ8Ri1PxaWqXd3WFg4d1RVvd1qKcmqdSUE5R0t4eN14AagDr8J4VSvuC8ZvJb1LKjCdNamt3LDx12zt9oHIBYsLZXl5ChKTipKTyue0W/wDI7MfZqioVoyvJVKin2dNxpNJSTkpbZy/m7LxbBrzxvp/u0Te2rsrudu5atKi86dLw0msrwe+68GRT/doQkswAaQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHMgmHMDYAAAAAAAAAAAAAAAAAAAAAAAAAAKA8cm3SuiGldEZaajLtKixipPbl3nsZ6V0Q0rogNQNuldENK6IDW22km20uSzyCk4tOLaa5NPDNmldENK6IDBzm1hzk1z3kyG222223zbNmldENK6IDUMJ+CNuldENK6IDVy5E6peZ888zZpXRDSuiA1ttttttvm2bqf7tGOldEbI7RRYRIAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMOZBMOYGwAAAAAAAAAAAAAAAAAAAAAAAAAAf//Z)Statistics view showing sidebar with Time Filter, Asset Filter, and the main statistics area --- ## **KPI Panels** At the top of the Statistics view, three **KPI cards** show the headline numbers: | KPI | Description | | --- | --- | | **Availability** | Percentage of time assets were available for operation. Calculated as (Total Time − Downtime) / Total Time × 100% | | **Lost Production** | Total estimated energy that was not produced due to downtime. Displayed in MWh or kWh based on the toggle | | **Production** | Total actual energy produced during the selected period | --- ## **Charts** Below the KPI panels, three interactive **Highcharts bar/column charts** provide visual breakdowns: ### **Frequency Chart** Shows the **number of allocations** (count) per category. Useful for identifying the most common causes of downtime. Bars are color-coded by category. ### **Duration Chart** Shows the **total hours** per category. Identifies which categories consume the most time. Even if a category has few occurrences, it may dominate in duration. ### **Energy / Lost Production Chart** Shows **lost production** (in MWh or kWh) per category. This is often the most business-critical metric, directly representing financial impact. --- ## **Toolbar Toggles** The Statistics toolbar provides several display options: | Toggle | Description | | --- | --- | | **Show MWh ☑** | When checked, display energy in MWh. Unchecked shows kWh | | **Show in Site Time** | Display time values in each asset's registered timezone | | **Show Overridden** | Include overridden allocations in the statistics | --- ## **Drill-Down** The charts support **hierarchical drill-down**: 1. **Level 1: Categories** — Click a category bar to drill down into that category 2. **Level 2: Assets** — See how the selected category distributes across individual assets 3. **Level 3: Sub-categories** — Further break down by sub-category within the selected asset Use the **Back** button at the top of the chart to navigate up the hierarchy. --- ## **Export & Print** The toolbar includes: - **📥 Export** — Download the statistics data as a file (CSV/Excel) - **🖨 Print** — Open a print-friendly version of the statistics ![Full Statistics view with KPI panels and category charts](data:image/jpeg;base64,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)Full Statistics view with KPI panels and category charts --- ## **Sidebar Filters** The right-hand sidebar provides the same Time Filter and Asset Filter as the Allocations view. After adjusting filters, click **Apply** to recalculate statistics for the new selection. The calculation status is shown in the header: *"Calculating statistics for 106 assets..."*.