The United States data
center market is anticipated to grow at a significant CAGR for the forecast
period, 2023-2027. The booming IT & telecom industry and the rise in
investments made by the companies to adopt advanced technologies for better
performance, along with the need to process, analyze and store a large volume
of data generated on a daily basis, are the primary factors driving the growth
of the United States data center market.
A data center can be
defined as a physical facility that stores critical data and applications. It
consists of a large group of networked computer servers used for remote
storage, processing, and distribution of large volumes of data. Data centers
provide the services to customers at an affordable rate, thereby eliminating
the need to invest in physical infrastructure. It offers high-performance to
end-users by efficiently distributing the load across cluster nodes.
Rise in Adoption of Hyper-Converged Infrastructure
Platform Drives Market Growth
Hyper-convergence merges the networking,
computing, and storage capability into a single system to enhance scalability
and lower data center complexity. The software and hardware system are combined
into a single data center to streamline the management and processing process
and improve the application performance. Advantages of using hyper-converged
infrastructure include lower operational cost and capital expenditure and have the
disaster recovery ability. The Hyper-convergence infrastructure offers
attractive features like data deduplication and compression when used in the
data center. Hyper-converged infrastructure lowers the overall hardware
requirement, separate backup software, Solid-State Drive (SSD) arrays,
deduplication appliances in the data center facility. It helps efficiently
manage the hybrid cloud environments to optimize the delivery of
business-critical applications. Hyper-converged infrastructure maximizes the
return on investment, and these data centers can be managed more efficiently.
Growing awareness of using Hyper-converged data centers and the rise in the
number of market players are expected to boost the United States data center
market growth in the next five years.
Increasing Demand for Hyperscale Data
Center Supports Market Growth
Hyperscale data centers are the
business-critical facilities used to support scalable applications efficiently.
They are often associated with big-data-producing companies such as Google,
Amazon, Facebook, Microsoft, and IBM. Hyperscale data centers offer IT
technology giants big data storage and cloud space. They have approximately 500
storage cabinets covering an ample space along with a connection of 5,000
servers connected with an ultra-high-speed fiber network to end-users. The
government of the United States has undertaken an initiative of Data Center
Optimization to deliver better services to the public and simultaneously
maximize the return on investment by consolidating a large number of data
centers in the country. Government authorities are trying to shut down the
underperforming data centers and construct new hyper-scale data centers, which
is expected to create huge potential for market growth in the United States.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RD6RXhpZgAATU0AKgAAAAgABAE7AAIAAAAQAAAISodpAAQAAAABAAAIWpydAAEAAAAgAAAQ0uocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEFiaGlsYXNoYSBTaW5naAAABZADAAIAAAAUAAAQqJAEAAIAAAAUAAAQvJKRAAIAAAADMDMAAJKSAAIAAAADMDMAAOocAAcAAAgMAAAInAAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADIwMjE6MTI6MDYgMTQ6MTU6MTUAMjAyMToxMjowNiAxNDoxNToxNQAAAEEAYgBoAGkAbABhAHMAaABhACAAUwBpAG4AZwBoAAAA/+ELImh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMjEtMTItMDZUMTQ6MTU6MTUuMDI4PC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPkFiaGlsYXNoYSBTaW5naDwvcmRmOmxpPjwvcmRmOlNlcT4NCgkJCTwvZGM6Y3JlYXRvcj48L3JkZjpEZXNjcmlwdGlvbj48L3JkZjpSREY+PC94OnhtcG1ldGE+DQogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgIDw/eHBhY2tldCBlbmQ9J3cnPz7/2wBDAAcFBQYFBAcGBQYIBwcIChELCgkJChUPEAwRGBUaGRgVGBcbHichGx0lHRcYIi4iJSgpKywrGiAvMy8qMicqKyr/2wBDAQcICAoJChQLCxQqHBgcKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKir/wAARCAF8AjkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6L+1w/wB/9DR9rh/v/oazTzSVy+2kBp/bIB/H+hpPtkH/AD0/Q1m0hHb86PbSA0ze246yfoaT7db/APPT/wAdNZZHy/SkxxTVWTEav263/wCen/jpo+323/PT/wAdNZBpDxVe1YGx9vtv+en/AI6aPt9t/wA9P/HTWN060lL2rA2vt9t/z0/8dNH2+2/56f8AjprFoo9owNr7fbf89P8Ax00fb7b/AJ6f+Omsain7Rhc2ft9t/wA9P/HTR9utv+en/jprGpaftGFzY+323/PT/wAdNH263/56f+OmselAo9owua/263/56f8Ajpo+3W//AD0/8dNZIFKFpe0YGt9tt/8Anp/46aPttv8A89P0NZQWnbafPILmn9sg/wCen6Gl+2Qf3/0NZe0UuBRzsDT+1wf3/wBDR9rg/v8A6Gs3AoxR7RgaX2uH+/8AoaPtcH9/9DWbj3p2w0vaSA0PtcP9/wDQ0fa4f7/6Gs/YR2pMetPnkBo/a4f7/wCho+1Q/wB/9DWfijbS9pIDQ+1Q/wB/9DS/aof7/wChrO20u2j2khmh9qh/v/oaPtMX9/8AQ1n4xR+n1o9owND7VD/f/Q0faof7/wChqhwetBH40e0YF/7TCf4/0NH2mL+/+hqh+tH+eaPaMC/9ph/v/oaQ3UI6v+hqjj/Jpr9P8aPaMC+b23HWT/x0006jajrL/wCOn/CstxVeSq52K5snVbIdZv8Axxv8KYda08dbj/xxv8K5+SqstUpNiuzqDr+mDrc/+Q2/wph8SaSvW7x/2zf/AArjpR7VTkFaLUnmZ3R8VaMvW8/8hP8A4Uw+MNCHW+/8gv8A/E155KBVOWtFBE87PTD418Pr1v8A/wAgyf8AxNRnx34cXrqP/kCT/wCJryqWqUtaKlFi9oz18/EDwwvXU/8AyXl/+Jpp+IvhYddU/wDJeX/4mvFpKqSVaoRJ9rI9xPxK8JDrq3/ktL/8TTT8TvCA66v/AOS03/xFeCyVWerWGh5k+2kfQJ+KPg4ddY/8lZv/AIim/wDC1PBo/wCYz/5Kzf8AxFfPDVEar6rDuw9vI+jP+Fq+DP8AoM/+Ss3/AMRR/wALU8Gf9Bn/AMlZv/iK+cqKf1WHdh7eR9G/8LU8Gf8AQZ/8lZv/AIij/hangz/oM/8AkrN/8RXzlRR9Vh3YvbyPo3/hangz/oM/+Ss3/wARR/wtXwZ/0Gf/ACVm/wDiK+cqKPqsO7H7eR9G/wDC1fBn/QZ/8lZv/iKP+Fq+DP8AoM/+Ss3/AMRXzlSUfVYd2L28j6O/4Wr4M/6DP/krN/8AEUf8LV8Gf9Bn/wAlZv8A4ivnKko+qw7sPbyPo7/havgz/oM/+Ss3/wARR/wtXwZ/0Gf/ACVm/wDiK+caSj6rDuw9vI+odD8a+H/El89pot/9pnSMysnkyJhQQM5ZQOrCt2vCfgh/yO15/wBg5/8A0ZHXu1cdaChPlR0U5OUbsySKbTyMUmM15JoN6c0nWnHmkPFADcc0hH5U7FGC3TmqQiMimmpCO1NPFMBmKMZrB8beJ/8AhDvC82sfZBeeVIieUZfLB3MBndg4xn0rI0f4lWN7JfrqqW9rDa3cFpHeWdw13bzySqSAJFQYxjBJAAJHPNbRo1JR50tCHKKdmdpRiqen6xY6rd31tYT+bJYTeRc/IwVJMZ27iMEjvgnHeuK0r4nXN+NIuLjQ4obPVdRbT42jvjJKjgkbjGYwNuRyQ3A/KiNGcr2Ww3JI9BpcVgx+OPDUl8LYaoqljIEmkhdIXMYy+2ZgEbbg5wxqm3xK8NyWc0lheM8qWTXsa3NtcQJJEvG8MYjlc91DewNNUaj+yxc0e51ePWkYqgya5xvH/h+2t7dr+9WOSS1huZfIilljhSTG0u4QbFJPBcLxg4FJd+PfDSXz2R1A+fDcJbS7beUpHI/3Azhdq57EkA4PPBp+yqfysOaPc6NJVc4GQfepAKrwxsZASCAKsjFZlAPalAopcetIYAUvFApaYgpaMUtMYYoAop3FAAM0uPUUYFHFAB+dLR+NLTATHtRtFLR+tACbaTH+RT/880VNgGUtOxmjAo5QG4oxS4NFIBMZpNtOoo0AbimuDipaa4pWAquDVdxmrTiq8laJCKkgqpKKuSVVlrVIkpSjrVKWr0tUpa1RDKUtUpe9XZe9Upe9axJZSlqnLVyWqctbRIKUtVJKty1UkrVElSSqz1ZkqtJWqIK71CetTPURrRCEooopgFFFFABRRRQAUVo2Wgajf4MNsyof45PlH69fwrorHwPEuG1C4aQ/3IuB+fX+VeZic0wmG0nPXstX/XqFmzjFUuwVAWY9ABkmtiw8K6pfYJh+zxn+KXj9Otd7ZaZZWC4tLaOP3A5P41almSCJpZm2ovU+vsPevmsTxNUl7uHhbzev4f8ADmih3ObtPBen2iebqMr3BH8I+VSfTHeud8S3UEl+LSyijht7YbQqDq3c+9dDqusOsMty3y7RthTPQnp+NcKWLMWY5JOST3rvyWOIxEnicTJu2i7edlsOolFWR6N8EP8Akdrv/sHP/wCjI692rwn4If8AI7Xf/YOf/wBGR17tXq4n+Ib0fgMukxTqK8Y2GkYFM6mnnk+1GPWhAMxmnoQMjP4008/Sk7GqAHOWyvT1pmSOlO6dKQj0/KmI53xt4YPjDwxNpH237GZJEfzjF5mNrBsbcj09a53W/AN1d6f4lv7yVdV1bVLRIYYbSEWyK0Y/dkb3bkMASxboOBXoeO9GK2p1pwVlt/w3+RDinuc74J0Gbw/4Vt7a/bzNQmLXN9JnO+eQ7nJPfk4/CuY0v4SjQ20+80fWFttXs7mSR7v7JlbmJySYpEDjI6YO7+mPSfpSYq1Wmm2nvuLkWh5rb/CO1sNNuLCCSwlsn87ax0pDfBHVhsFwXA43cEqPTOKydM+H3iHVb6SHWc2Vlb+Hv7HtriWGNZG+bgmOOaQHA6ncucjjqa9fxRWqxVXXUXs4nnkvwrb7PdW9prQhg1GwtbLUA1pvaQQKEDRneBGSq45DY6064+FCTWeqwQ6sY476+t7tM227yhEMBPvDdn14+legsDsO3r2qOASfNuzt/wBr1qfrFXv/AF/SH7OPYlxnrS/SjHrSiucsKXFFKBQAClopaYwpaSnCgAFLzRS/jQAUUcUtMAox7UUv50AH6Udfej8aXFACfpRilo/zxQAUUtFMAoxn3paaG+bHG3196ADbSbe/X6U+ipYxlNfpUuAev5imOvHFFhFd6rSVYfIqvJVIRVkFVJKuSVUl5BrRElCWVNxXdzVWWlljfJXbSSjitUQUpaoy96vS96pujPnbg/jVucaceabsiWUJRVOWtCeF0GWHtgHNUJVb+6fyrSnVpzV4tNEMoyVUkq7LG/8Adb8qpyKTnAJ+ldEWiSpJVV62X0S/P/LJVJ7NIAR+tZUkEuTiNzz2UminiKNT4JJ+jJKb1EasNG5ZVCNuY4UY6muhX4c+JpGVRZxLI3/LNrhAwPoRnOa35ordiUW9jlaKmazukkZGt5CysVOEJGQfWmLBK5ISKRipwQqk4qxEdWLeyuLk/uYyR6ngVJCjRtkWcjkHnKk4q/Fqksb7FsnLKM7cHIH0qZN9CU2+hYsfC4kIN5Pgf3Yx/U11GnaLp9mAYLZd/wDff5m/M/0rmU8RzxSBDYPvPRTnJ/CraeLrqPC/2W+T0B3c/pXn1sPOtpPVeun3LQ3hyLc7NI1PUZq0kMR6xiuG/wCE3vEwP7KwT0zu5oX4h3WCV06Ihep3NxWMcupLanH7kU5QO+eK0hhaWdVRF6nP6VlS2EGqtuLSwqPuKDnHufesK18QTeICssqrEsZwIUPAPr7mti41JNJ0ae8fGY1+RT/Ex6D86ylgsPKXK6av6L9Ctlc4XxYVt9Wawhn85IMbmAx8xHT8KwafLI80zyysWd2LMx7k9TTK9ijRhQpqnBWSOaTbdz0f4If8jtd/9g5//Rkde7V4T8EP+R2vP+wc/wD6Mjr3auHE/wAQ7KPwGZRS0hrxTYTr9KOtKOlJVANPNJ/DTjTT2FMBKFQsflBJrI8TeJ9L8I6X9t1eXlsiC3Q/vJm9APT1PQV4N4r+JuveKd9uZfsGntx9ktiQGH+23Vvx49q7cPg51tdkZTqRge36v498K6IzJf61AZl6w24MzA+ny5AP1IrDtvjH4avdVtrC0tdTke4mSFXaNEXLEAH7xOOfSvnutTwx/wAjdo//AF/Qf+jBXqLAUox11Ob28mz6CufiLoVpqVxZXEN8jwStEziNGXKnGfvA9q0tP8U6DqjBLPVIfNbpHNmJifQbuD+BrxzxH/yNOq/9fs3/AKGaza7P7KoTgmrpmH1ualqfRjIythwQfSk+leM+H/HWraCFgL/bLIf8u85JCj/Zbqv8vavWNG1qw8QaeLvTJMheJYW+/EfQj09D0NeNisBVw2r1Xc7KVeFTRbl8Dnmlzz/jQBgEmgV550BjH0o60CnYxTEJj1paKWqGFFFI7hF9T2FADxS496hSfLYYY+lTYxSAOKWilpgFFFLTAKKMUoxSAMUfhRxS0gCj8jR+NL+VUAmPX9aWik69OnfFAw6/TuaB0570HpilpAIPQ/h70tGMjmkzj73b9aQC/wCc0j/l701ZgW6YHrT3/L+VUIrv/k1VkXj0+lWn/Kq0ntxVIRTkUiqkvvV2T/OKpz/dNUkSyi/3SfU1Tl44/KrsgwOKpyjrWsSGUZe9U3+8PrV2XvVKbvWluaLRLIg6resS2AcgHNRvIFmiZ5MAN1MobHHpUUtUpa45ZdGck79Lfn/mQWQ06XMTXN3G8QkGQJAfxqos9mEvPJRopDEQGeTIbkcCqstVJK2WXxe77baLR32W5JtutvNdGW9jsNrHMjrcEn8BVSWeea1tf7M1GGBEi2sjzBCGyex9qxJKrSUo5Wla8r22TV11Wzb7iua006fatFLzxs0ch81g4OD5nJJ/WuvTxB4Uf4g3DR6SkV2s8jwai+osYXlAJUleFCk++K8yeptKtYLzV7eC7d0t2bMrRruYKBk4H0FelTw8acOW/f8AF3BSaPU7PVDeeHtJNjeyB47bbcrbatDahZdx3Aq4JP16EYqDS724bS0hh32xS5uGlmg1y3iedmlPzSZU7iAMA9xyODXES+G4ZFnmguQiKpYR7CdhxuCs3bggZ9TioNQ8PwWlm8sOoLPKhAMYjI53lDg9+QceoBp+ziVzs9Hg1C2Nvf2ul6vNdSxagzNKupxW8kilByXcYcZBHA7VT/tW206w1We91e5sLqS+hXz4Jo7u4dBDwpYYBTPp0PFclJ4ZtFCyxm5kjCkFFwXaRAPMUfiRj2p0Xha2uJGEXnqSxhSMspInMYZYyfY53H0FLkj3DnZ2T69pcYfUZtYu5tukRqLqHy1uiTO2QFOQDjGfapLbxLZXDab9k1WaUTW935N3qcqLLFOVAWNsDCjjIJ4rzyz0K11FrtbS5lzFJHFAfLyJCc7mJ7DCkgd+BSw+HYn1K7s/tJdlVEtnA27pXxtVgenfPpT9lDuHtGdlo02vW/ijSpPFOt2lzZq8vC3sb7W8iQZ4PHpn1NYkV74dbwdr8ej2tzZzPFEMXVyr+YPMHCjA5rOXw7Yl7SPzJVFzK+6djhIYwxXeeMEDGTz07VS1GxsLPTmKx3AuRcNAC8gwdgG47cZ6n1qlFXFzMi0C9+x6ogc4jl+VvY9jWn4w1LzZYdPjPyQ/PJ7sen5D+dcz06UskjyyM8jFnY5JPc1fs1z85PM+Ww2jrRRWhB6P8EP+R2vP+wc//oyOvdq8J+CP/I7Xf/YOf/0ZHXu1eZif4h20fgM2jGaPpS+1eMjYT+VIefpS9aQ80wGnmsrxL4hsfCmhTarqJyifLFEDhppD0QflyewBNa6jNfPvxa8UJ4g8Zrpkc+zTtMcwbwMgyZxI+B1xjA/3feuzCUPbVNdkZ1J8kbnG+INfv/EutT6nqkpkmlPCj7sa9lUdgKza7q38AaTdQ6Xep4oW303UJZ4hc3tqsBBiGcgGTBVjxksMEjj0mX4XF5LxW1Ga3+zIrA3NsgADRPIJHZJXVYcJt8wFvmOMcV9CqtOKscPJJ6nn9anhj/kbtH/6/oP/AEYKteIvCV94eWFpormSPyk+0TG2ZYoZ2G4w7+VYgYzg9cjHFVfDH/I3aP8A9f0H/owVbkpRuibNPU7HxH/yNOq/9fs3/oZrNrU19Hl8W6nHErO730qqqjJJMhwAKY2gaylylu+k3yzyKWSI2zhmA6kDGSBmvShJKCu+hySTcnYzqv6NrF3oWqRX1hJskQ8qfuuvdWHcGkk0TVYmmEumXiG3QSTBrdh5anOGbjgcHk+lVprea38vz4ZIvNQSR71I3qejDPUcHmqfLNW3J96Lue96PrFpr2kxahYnCP8AK8ZOTE/dT/nkVdxmvIvhxr39l+IBY3DYtdQIjOeiyfwN+Zx+PtXr5BBINfH43C/V6tls9j2aNX2kL9ROlKKKK4zcaJFLbR1p4pAihsgc06gAqOZGYAqOlSil5+lICqkbMw4IHrVv6UYoHIpgLRUc8jQ27yIu8qMhabZzvcW/mSIFOcex96YE9GKMUfTJoAXpRuAox/kU4CkMTP4fWlpP4vwpaYgoxS0nXgdO5oGGM9Dx3NLj/IpaM4FADRy304paUDjB/Gjr93n3PSpAbTXBdcD65NP2+vJpcU7AVth3YIx6+1Ttwo/nQV6kdQaUf/q/wNAFZyPpVeTj2rSx+FJgdvyNHMKxiSd/5iqU/JxXUYHpim7QW5UdeuKpTFynHSkev51SlxXoG1T2B+opNi/3QPwrRVLdBcp5lOR1qjKRjqK9b8tP7q/lTTGgPKLg+qjiq9v5E+zPGZSPUVSlYc8j869z8pOyL/3yKaYo+8SfgoqlifIXsvM8BlYeo/OqkjL6j86+iPJiPRI/xUUGCMdYk/75FUsZb7P4k+x8z5skZfUfnVWRl/vD86+m/Ji/55R/98Ck8iI8mGP/AL4FX9eX8v4i9j5ny87L/eH50kV3JbM5t5vLLqUYgjlT1FfUXkQ/88Y/++BSGCHj9zH1/uCn9fX8v4/8AXsPM+WhOQrKJSA2Nw3dcdM0nm5GDJ/49X1P5EP/ADxj/wC+BSeRD/zxj/74FH19fy/j/wAAPYeZ8trcMjBkmZWByCHwQaQTEdJSOc8N3r6l8iH/AJ4x/wDfApPIh7Qx/wDfAo/tBfy/j/wA9h5ny2sxT7kpXnPytikMvJPmck5J3dT619Si3hPSGP8A74FIYIB96OP6bBT+v/3fx/4Aew8z5cNwxj2GZin93fx+VNMm77z5+pr6jMUX8MEY9ygpPs0OcmKMn3QUv7QXSP4/8APYeZ8ub1/vD86Ny/3h+dfUn2eH/njH/wB8Dmj7PD3hj/74FH19fy/j/wAAPYeZ8t7l/vD86Ny/3h+dfUn2eH/njH/3wKPIh/54x/8AfAqvr/8Ad/EPYeZ5H8EGB8bXmCD/AMS5/wD0ZHXu1Z+nxRpcMUjVTt6hQO4rQrnqVPay5rWN4R5VYzRS/Sj6UfyrzSxOtGM/SgDP0p3b2pgZ2v6n/YvhvUdTB+a0tpJE92A+UfnivktZf9IEsyib59zLITh+ckEgg8+xBr6i+IGm3+sfD/VLDSIfOu5xGqJvVMjzVLcsQOgPevCf+FU+M/8AoDj/AMC4P/i69zL3GNNtvdnJXu5KwzUvH8mrSwNf+HdFkWCD7PFFtnEaR4xhVEuE7crg8daoXfi68vvEllrFxaWbGwSKO2tAjCCNIx8i43biAeeWP5cVpf8ACqfGf/QHH/gXB/8AF0f8Kp8Z/wDQHH/gXB/8XXenSWzX3mHvsp3/AI61jU/Dr6ReGB0kbMtxsPmyDzGk2k5243sWyAD2zjis/wAMf8jdo/8A1/Qf+jBW5/wqnxn/ANAcf+BcH/xdaGgfDHxdaeJNMubjSgkUN3FI7faoThQ4JOA+elHNTUWk0FpN6lnWyR4y1ArN5DC/kxLkjy/3h+bjJ468c11Eus2djBY2mg+JbaKKzhkAnntZXaaSQgvuUxkKvXGNx4565qlrfgnX7nxBqM8NnG0ct1K6E3UIyC5I4LZFUf8AhAvEX/PlF/4GQ/8AxddjnQnGPNNaeaMOWrFu0X+JsS+KtPt/EYt9JNrbaY7I8lwLdlEcnllJJI0HQlWIAZSM84HJql4i1Pw9q2kG6t0aLUSUSOIb8xKpYbT/AAbAgTG35s9eM1U/4QLxF/z5Rf8AgZD/APF0f8IF4i/58ov/AAMh/wDi6Ufq0WmqiuvNfiD9s004/gc6rFGDKSGByCOxr6F029/tLSLO+zzcwJI2P7xHP65rxz/hAvEX/PlF/wCBkP8A8XXq/hOzutP8G6daaggS4iEgYB1fA3sRypI6EVw5rOlUpxcZJtPub4SM4yaasatLRRXzx6IUuKKUUgFpajeaOIgSNgnpgE1Jn0poAo/rRS4z70wAcdKXrUX2iESeWZU39MZqbFABiloopAApaKXFNAIOSaWkHT6mgsoOCwHrk0xi9eB+JpaMY6UZ9OTSAKTOSAOfWnbc/e/IUL1J7dBSANv97n+VLRRTQBRilopgMXv9aTbx7jinKODj1NHR/qKQApyP84NLj/8AUaaQR8y/jQkiSZCMCR1FIBTwD/I0gUAntjApxGWA685oT7uc9TnBppAG38aTb7078MUfQ5p2AaVPsaTaccg4p/1FH5ipAjHoeo9utGKeR6EZHSgHIzxRYCMrnt+lJtI6ZFS49qQ56DqffpRygQkMT2IHt1oO7+6fzqbGB6D60f560coEHI6qfyppYZHb8KsUhX5hx2qeViIdy+v6Um5ff8qmKL6UhjHuKXKxkW4f3T+NG5vQCpPL9DSeWe3NHLICIgnqSfagKB0FSbD6Um3HOOP5UcohlGO1PwevIHrSbT6H6U7ANx+Xt3oxj6/ypxU+nP8AKjYadhjaSn7PU0u0VXKxEll/rj/u1eqpa8Sn/dq3WkVZDM7r9KAM/Sjr0p1cQCfyo60UVQGR4qiM/hLUEUchFf8A75cE/oK8lr26WFLmCW3l/wBXMjRt9CMf1rxie3ax1CS3uky0EhR0zjODyM19FlU06codmePmEfeUiCiuvls9HtFsZtS0mSKV1klns7d3cpFj5GbLZBzjuO9Ol0vRLe8FvdRL5lzHG9ukSyqzK6NgKCzYk37Rhjtx+Neh9Yj2Zy+wl3Rx1XNH/wCQ5Y/9fMf/AKEK1tc8OfY7X7VZmEwQIqSEOxaRtxVpMHgDcCAAegBxWTo//Icsf+vmP/0IVpzxnBtEcjhNJmzqv/IZvf8Ar4k/9CNVKt6r/wAhm9/6+JP/AEI1es7a2k0O4uLu1SJI4ysdwXbdJNnIAGcYxwePfNfLH0pjUV08lro7Rx3gtjb2iXPkSpKriQNsJ5+c5G7GcAEUkug211E7aaEUzMjRtKzgIh+UADr8z7sEjoo5GaAOZr0PQ4zF4esUPXYX/wC+mJrgYLaS4u47aMfvJHCAe5OK9MCLEiRR/ciUIv0AxUS2AKWkFLWYhaUUgp1ICldWMk9x5kUgTcOc54q4iBY1XJOBjJ70ooqgFA+tNkDmFxGfn2nb9afRQBzeOxHPTHfNdDbq4tohIfn2DOacI03biilv72OacODg0hJC8+1HPtSiimhhz6frSOzLGSEyQOmaUUHk4HHqaYDHkZbcsFKkDn2NUOvXmtMqGUqRwRiqZtJOdpBHYk0gZJZsWDIScAZFWwKggh8pTg5Y9fSpgcnB4PvSGB4U0oGBik6sB6c06mkAUUUUwCiilHWgBqjj8TQwyvuORQv3RTsUgG1BtjtzJIx2joSamUjGBk49Kq38Lyx/IOVbO31osIkiuo5t2xtxA6YwRVheRxyKy7C3kFyrupVQD14zWoVBOe/qOtMEL9PypPqKOR1+YeooBB6GgYvHY0c0cntmjj0pAH4U0jBzjg9acSPXH403dnO3JoQAeOq0Aeo571Wt2m8w+aSR79jVnJHUH8DVCDHsKD9QKTcO+fypQw7Y/GkMM+5P0puPmPHbvTvxFMVlcttbfg4OD0pAO/H8qMd+lLz9KT6cmmAnXnr9aQ/nSn3/ACo/QUxCH359qT68ml/QUewpDG9P89KP50v0/Ok6fSgQlFLSUwEpKdSUxE1r/rT/ALtWqq23+tP+7VqqWwzPAxS9KDS1xFDaDS0lUISuI8e6S6TRa1ZhlOQs7JwVYfdf+mfYetdvTZESaN4pkWSKRSro3Rge1dOGruhUU/vMa1JVYcrPIDrurlgTql6SvQm4fj9arm+uzefazczG5znzvMO/pj73XpWx4l8Lz6LO00AaWwdvkk6lP9lvQ+/esCvrKbpzjzQ2Z8/UU4S5ZEpurhrVbZp5Tbq29Yi52BvXHTPJqfR/+Q5Y/wDXzH/6EKp1c0f/AJDlj/18x/8AoQqpaRZMfiRs6r/yGb3/AK+JP/QjTU1G9jt/IjvLhYcEeWsrBcHqMZp2q/8AIZvf+viT/wBCNVK+UPqCe4vbq7Ci6uZpwv3fMkLY/Ohb26SQyJczK5TyywkIO3+7n046VBWzoWgS6nIJpwY7NT8z9C/+yv8Aj2oA0vCGmEF9SmXGMpBnue7fh0/E101ACqipGoSNAFVB0UelAwcjIyPfpWMndiFpfrSUoHFSAopaSlpgFLRS0wEHpS0UDmgBwoIyP5UUtIYinI9+9LSHg5/Ol+n4mqEHsPxpR3x9KOi0o4FAwPp60opBzz606kA0DjjqvFO4ZfUGk6MfcZpG46fxHH0NIAUEcjnNOBz0pelIRnr+dUAtFN346/N7rSjc3TAH50AOpNw7c/Sl2Dvz9aU8KaQDE3FR0FO2Dvz9aF4QfSlJwMmgBrHawwOvGKTB3EHktilKkqWP3u3tTJJFjbe/THGO5pgHIweoUc1J1qG3njfcBwfQ+lPU9Qozj+VAEn+cikYAjJx9elM3M3T8xS+WOr8mkBkalPL9q2C48uMD5cHk+9XtPmee0Us5J6BiMFh61PNbxzr+9jV8dMjpShVVRhcLj7vpQK2o4KAeRk+5oY8YxyeKXacfI2R7800H5stx2HFUMXGG4HGKMFfujI9KDn5T7+lOwfWkA0EnoaD7mhlB5zg0gI6Y59KADap/hzVe3tFt2faxOT+lWeTSHG7k9qAE2+hJow397FL9KDx15piG89sfWg578mnc/Sk+lAxpz3FGfUGlxSFgvWgQmRScU7PoKQg96AI3kWPAbJPbFOBDAMOh6UyWEOQQcHpTlQIoUdv1qhC0lLSGkMmtv9af92rVVbb/AFh+lWqpbDKP86Slo61yANNFL9Kgu721sI1kvbmG2R3WNWmkCBmY4CgnqSegp2uBNSH3pf50h96BDXVZI2SRFeNxhkYZDD0Irj9Y8AwzbptEk8p+v2eU/Kf91u30P512JpK3o4mpRd4MzqUYVVaSPHr7RtR0xiL6zmhA/iK5U/RhwaTR/wDkOWP/AF8x/wDoQr2MOy8AkD0qA2lo0gleytWkUghmgUkEd84r1lmicbSicDwFpXjI881X/kM3v/XxJ/6EaLTTL2/YC0tZJR/eC/KPx6V6J5MAkMi21ursclxCuSfXOKkZ2YYZiR6ZryudHqHOab4RhhxJqj+a/XyYz8o+rd/w/Ouh4CqqKqoowqqMBR6AUdqKhybEKKasaq7Oo5brTu1FSAU7tTR1pwpgBOKUHikpaAFpaQe9LTAKXpzSU6kAUtNzjjr6UuPWmAfeHt/OjGzpnb9elOoz6c0wExnADGlOemR78U3p07U5T/e796QxeR2B/Glye6n8KWikA0noeRg9xTRIHfG04xx71IRkYpqqFw4GM9aoQq7uhwMfrS7R3yfrSkdx1HSgHIyKBiijbjlTg/oaUUUgEDdm4NDfdP0pcZGD0qGcvFCTGN3se1AEwOFBPpSAZO4/gPSmIXdFZlA46Zp/zHuPypgOqlcKJGKIwLqeFz2q2QQMlunoKz/sTteCYuNpbPPX6UCY+1hdZgzLjHAz3q2yn7zHOO1LkN8rDaf89KVTnIPUdaBi/T8KP0pF4+X06fSnUgEx+H0pEzgjrg07HpTejnPGeaoBrfIOBwf0pwC7QB0oHLE5yBwKTlP93+VACMi7TtOD7GlzjqM+4p3XtSIflHFICGK7gmkZIzkr7dakLBu1Nigjjkd44wrMeTUvPrQAzJH3skeuKQnDDA9utPIx1/WopWdSohUMc8g9qYh/zew/WkOR3GaUZYfe/AcUgx/CM0AJ17k+wFJ/nGc04+5/AUbfXgegoAZtz0/WjYMc/nTqKAGgfgaXn60H1FLVAZv9t6fx/pH/AI43+FSQ6pZXMyxQzbnboNpHv6Vx1X9E/wCQxB/wL/0E12Sw8VFsyUnc62kNBzigH1riNSW2/wBYfpVqqtt/rD9KtVS2GcYra+lv4nbWvtH2UCQ6d9iEZn8vEn+rC8l8bMbuc496830yz13w8I08PaUwtoktILvXLbQZbW98ppf3uYJd3nuAqkuEbAY8ent1JR9Z1b5VrbTpoZez8zyC58SfEG1snke31N0lsLxbJ49K3yvMsoEDyosf7tinYhV9qxrjQ/EE8mrJPFrJurvWrG7AFhmPbiMtKGEe3KZxjPAB3DIJr3c+9FUsUo7RQOnfdnmeor4j1j4M+I7XVbe8u9SEtxBAGtds08ayfI2xVAOV7qMGsG0tvE/hJNag0jR3t7u4ubFjNp1iyW32Tbtd4k2SYmDHDja5wchTtzXtNHSoWIsmuVWbv+X+QOnfW54vrfivxxpmg/ab28vLZINOnlS9ttKciW4EwCJN5tuNgEffZGCc89BVi31Dxbb3k7rb3thYXWpSNcXun6QjzsPsoaMhRE29WkyC5VsYA3CvUNQ0LSNWmim1XSrG9lh/1UlzbpIyc54LA4/Cr1ae3glpFC5Hfc8ibWfiS224njvYJIYbBmtYbBHjlZ3xMCdhbheSFYbc9q9bPrSmkPNY1KinaySLjG3UTqOKSlGRSkY5/KsyiObzPs832fHneU3lZxjdtOOvHXHWuU8ZafqF54FhuJYHn1XTriK+jjgUM7PHNnChOpMeRx611o5petXGbi0xNXVjxjRNA8RW+uWqDTLhykc3iAC4Rlh+2SQBBCWOAGEhJK5yOe1Nj8Q/EYWsc089+VESyS2qaVOLlpNhzGsn2AxKN2OCG6Y345r2nvRXT9YT1lFMz9n2Z5/olnqUXxbn1C/GpwxXukW20Nbq8TOA26N5FjwpUgnGVyT6ECuP8N6Fruhavp+qjQGMrSaktu8Vk8conYsIhdN1aFv4W+UKSCSAMn3EU6pWIavp0sP2Z5BY+IPiAdIVrxr797PZrcsulyNc2cZb9+yKbVEbsMASlRk5bg1m2fiDxpqVrJq+k28mpXcVjfRw3j6ZH5gKTgKMhB84TcRHxuYcqele0X+m2OqWhtdUs7e9t2IJiuIlkQkdDhgRT7OztrC0jtbC3itreMYSKFAiKPQAcCr+sQS+FC9m+55k2qeObi+htrK41Yaa+oSRpfy6YiXDwiDdl0aEBB5nAYoM+9dz4Nu9UvfBel3OvxyR6nJAPtKyxeU2/pyuBtPfGBW2zBRuY4FNSVHPynp2NYzqKasopFRjZ3uPFL16fnSdaXB//VWRYvA+tKCT04+tIuMcUvQ+3egAx680ucDNHegnp+dAxD2H93k07bn6+tAHrz60q9MHqOKQDclevSng56UUhXupwaaAdSL1Ye+fzpA3OG4NL0Ye/FMAXjKnt/Kl+62exP5Gg8cjtTsAj1BoAKKRTj5T1Hf1pakApjHcQP4c/nTj83A6dzQfvqOwGaoB3WiimsT0HU/pQA2Rs8DoDz7+1OK/J79fxpCMyKo6KMmpKAG4DLzyDTSrLyOcdPWlTjK+hp9AEZIIDr260+mOuDuHHrQrbflbt3pgPpr8EEdelOpjc5P93pQA4KAoFGPenUhpAM5T/d/lSrncw465p1RkiJsk/KRxQA5AdvXuaXHvTUddg5yfSkZz2IX174p2AV2C9OtNAxgD1ySe9Km0ZJPJ980zz1M+zByO5piHMmeSefXtSBieD8vvTwM8k5P8qGGf8aQCYx0ps0oggklcErGpYgdcAZpRkcfpUF+c6XdY/wCeL/yNNK7Azv8AhJrP/nnP/wB8j/GrNjq9vqE5ihSRWC7jvAxjIHr71x1bHhn/AJCUn/XE/wAxXbOjCMW0ZKTbOnpOlLQRmuJmpwFX9D/5DMH/AAL/ANBNUKv6J/yGYP8AgX/oJr1anwMwW51p6UGg0GvKNyS2/wBafpVqq1t/rD9Ks1S2GY8+pWsNreTLMkws0Zp0idWZMAkgjPB4PXHSuSh+LGgXFlo1xDDek6w0iwxMiK0RQZPmZcBQeoOcEc9M10X/AAj1tHDq4t5ZVfVg3ms5DBCd3QADj5zxmuRPwjsl0vSYLe9EN3ZeX9ouvJJ+1bIWiX5S+EwG7Z6fjQlh03dv+l/mZXqW2NPXPiJpmkaTp11G1tPdag8HlWJvYvNMcj7d42FwwHPK5Bwea2dZ8SWeh3+n218kwF+0qpMqgxxlELkMScjIU4wD05xXERfCCa2t0t7bX0EDix+0iSxLM7WudpQiQbAwPIIb1BroPEvw70vWfD8mm6PHa6FI84nM9paICW2shJA25JV3GT0zRJUE0k/6/wCANc9th2jfEXRtb+xG3S5gW6tbi7drhUQWscL7HMp3fLz9ffFab+K/Dqael+2v6WLN5DGlwbyPy2cDJUNnBOO1cvd/Cm1u28Rq2pSRxavAkNskcWDZAP5h5z84LgEj5eARnnNQS/C64a3YwatbW1+00kwv4or3zkd4wm5XN4W3YHckHjI45fLh29G1/X9L5CvPsdPoXjPRvEeq6lp+l3KyT6dJskHmIfMGB86bWJK5OM8c8Vmad8StK1G8t4ns76ygunuUhvLoRLCxgBMuSJCygBScsAKueGvCtx4c1bU7j+0/tkGoNHIyywYlEixqhYybsEHaTjaOvXjnj734IwT6d5VnrRsruZp1u7mO0H+lRSSCRUYb+qMq4bPbkYwA4xoOTTemn5a/iJudtDvm8U+H10xdRbXdNFi0nlLcm8j8ovjO0NnGcAnHWoE8W6Mz3Re/tI7S2ijma9a8g8llkOFOQ5IBPGWABPQmuJ1X4e6npgg1DSD9v1SOadyYYWdZPNg8pjJ9pvN2cYwytx/dNGj/AAluodP0+e51RLbUbeOwkSPyPNjiltyThsMN6ncRgFcEAg1Xs6Fr8wc077HdT+K/DttDDNca/pkMVwm+GSS8jVZFzjcpJ5GeMitcOGUEEEdiO9ebv8JBJFPu1n99dWl3BK32X5d9xJvLqu/5VHQLk/WvQNPtfsOm29rv8zyIVj3Yxu2gDOO3Ssaippe47lxcnuiWWVIInlndI441LySSMFVFAySSeAAOc1heIPGWleHfDia5IX1CyklWKNtPKTbyWK8HcAeQRwa17+zi1LS7uwuS4hu4JIHKEBgrqVOCQecH0Nc5d+ArVvCOmeHtPvJoLfTryO6SSdRK77ZTIVONo5LEZ7e9Omqejn3/AACXN0LFr4+8PXE18JL+Kzgs5IUN1dypFFMZY/MTYxbnK884PBq9d+KNCslcT6vYiRIDP5P2lN7JsL7gM8japOemATXGW3wjGma9Lquj6ysE32qSa3intDLFDHJE0ZjwJFJwCNpyMAYwc1reGPh1beG5rkpfyXEU+mxWGGjAdQgbLbsnru6Y4wOtayjQWsWQnPqiLw38VtC8Raw9nHPb2cTQQyQPc3cavK8hI8rZnhxgcAk81v8AiDxNDoF1p1q1jeX1xqUrQ28Vr5eSyruOS7qBwPWuKsvg9NBp8ttPr8cpaOziR0sCm1beTeMgyHJbpnjHpXUeMvB3/CVzaVJ59on9nTtL5N7ZfaYpty7cMm9fr1pzVDnXK9Pn2/zBc/LruaVp4l0m8uPsTX9rBqAQmbT5LqIzw4GSGVGbBA64JrKuviJ4T06bTrWLWbO4S8mNukltdROkRAzlzu4HQZ55I9aw0+Ft++tQX174ggnitvPENmtlIkESSQmLyljE+1IwD0UBjyC3cTWvw0v7RrGWPxFuk068S4tIZIJZbeBFiMZjVZJ2cZznO/AxgCly0L/EF59ja8T+MrfQdRTT30++vZzaSXrfZRFhIo/vEl3XkegzVqw8S6PO2nFtRtoJdQgS4tbaeZY5pUcZXCE5P4ehrN8W/Dqw8Zawt3qkqmFdPltFiMILI7kFZVbPDLjpjn6cVmn4X3M+rpqOo65HfzyC2N2J4J1WWSDhJAsdwoDEYzuDjcCRgHbRGNFxV3Zg+e50974z0G0S8EeqWN1c2YYzWkV7AJU2nDAh3ULg9dxGKuJ4i0Zr02R1axW9WPzHtTdJ5qLt3ZK5yBtOc9Mc9K8ptvhfrV/ctpE5kstItrC7tbe7uIYvMJmn8z7qTvv78ny/pmumPwsJuZEOsj7C19JqKRfZf3oneHyjmTfgp1O3aD23HFVKnRWnMClN9Ds9N13R9aaQaPqtlftEAZBaXKSlAemdpOM4NaGfWuP8JeAh4V1KK6+3/afL0uHTtgg2Z8tid+dx656frXYDn7prnmoqXuu6NI3tqKPTr6Ui/MxPYVVvZ2g2rEwDHk8ciprWR5LZGZeTn2z71mMmpej/AFFJn/ZNDMMd8jnpTQx9FJuU9CKX6UwEIDDB5FNIZR8vzDrjuKfRnHXpQAqMrDKnNC/KSv4iqyXVu8gRZcPnAb1qYlhjcMMOhHQ0gHsM8jqOlJu3cLx6+1G8N9w5P8qMbDx0PX/GmA8DAwOlNHLt9MU6mr0J9SaYCk7Rn8h60KMdep60i/M24/hRI21Djr2pACc5b1NPpqjaoHoKdQMaeHB9eKdTWGVPqORSg5GRTAWoyNjD07fT0qSmMyFSCRQIQgoMp+VKuNu3oe4qjbX7S3Cxsny87cdfxq47hlOAc9iexoBD1+6M0FgOpxVGytruEyGeXzA3QEnr61bEZHYH6mkAu8n7ik+54prozKNzDr2HAqT5vVR+FUNVvzp1skpTzdz7dudvYnP6VcYtuyEy1GnBHfufSnqoPQYUdPf3rnR4p/6c+O/73r+lbthd/brCO42eXvz8uc4wSP6VcqcoK7Qk09ixWZrMjxaXcyROyONoDKcEfMO9adZet/8AIDuf+A/+hCpp/GhvY5b7fef8/c//AH8NdJ4emmn06RppWkIlIy5J4wK5Ouq8Mf8AILk/67H/ANBFdtdJQMobmuenI/KquoEf2bc5PPkvz+Bq3VPWHMWh30igEpbSMM+oU1xQV5I1exxNbHhn/kJSf9cT/wChCuH/ALeuv+ecP/fJ/wAa6TwPqc95rc0ciR4FszfKCD95ff3r1q1KSpts5ozTkjvKKTNBPynFeOdR4ZW74N/5G6y/4H/6LasKt3wb/wAjdZf8D/8ARbV9NW/hS9GedD4kepnrRS96Q180egS23+sP0qzVa2/1h+lWaoEUqKKK4yhKKKKAG0hpaDVEjTRS4JPArzTx98Wrfw/JLpfhzy7vUlJWWdhujtz6D+8w/Ie/IralSnVlyxJlJRV2d9qmr6dolr9p1i+gsoT91pnwW9lHVj7CuA1b44+H7NmTSrK71Jh/GxEEbfQnLfmorw7U9Vv9ZvnvNVu5bu4frJK2T9B6D2HFVK9engKcfj1OWVeT2PZ9J+Nl9q3iTT7BNEtIYbu6igYtK7soZwpI6DPPpWxe/FK5sdYuraTSreWOCd4wVkZSQrEe/pXjPg//AJHjQv8AsI2//oxa9HuNFs7+PxXqEs04urC5ZkjVQEIaUjJPJPfjAxxyc4HTTw2HUmpR00/F2MpVKltGdjp/xQ0S7YLfQXNgx/iI81B+I5/Suts7u11G1Fxp9zFdQ/34n3Y9j6H615Fp3h7Rb/Q4tQuZrzTYhcwQNPcSIyTlh+92KFBXaecksMde+NG38PSabJLfeFb+drgqgt0juotqsADLvk4SRFygyONzheoNZVsFh3pBuL/AqnXqfaVz1LvS1y/hTxiNcum0rU4Da6xCWVkC/LIV+9/ukY5HT09K6nBGc8V49WjOjLlmjthOM1dADS0gpawKFFFFHemgFHFHWjrS0xCjpR9aQf8A16d3oGGCOnI9KOG96Wg46ntSGU57EzXBdXwpxuB6/hVz/aHTvSAkD5vzp3TkfiKYhRTqYOD7HpTqYxFHUHtxS7R6Cj+IH14paAE2jtkfQ1FdRs9rIsZYsV4GetTUE4GfSkBz4UswVQSx4AxW8CyxhWGTjHBp2AgHALH260EYXnlm4zQJKxWtrdbdTsdssckHirI+bjd+BFOpCit2qhjcsuQSDgcZ70DcQF28Drz1qvdI8mBGWYL1x2qa33rAA2CR1GeRSAl3HupqN5FMig5/KnSSNHGzbCcDsaZE/mwhihBbmgCXd6KaTLnsB9TQHJHKnI60u4/3TTAMN3bH0FNVeSCTwfWnbj/dNZOp65/Z12sYt/M3JuJ347n29qqMXJ2Qm0jWCKO3501nH3Yxk98dq50+Kd33rTPt5vH8q6JSqqAAR+FOcJQ+IE09iNbdVk3BFVm6lRVe+1ODTPL+0RyEvnBQA9Mep96uM68c8g1z/isg/ZMHP3//AGWnSipTSYS0V0Wf+Epsv+eVx/3yv+NbEEqzwRyoCFkUMM9cEZrzyu907/kF2v8A1xT/ANBFbVqUYJNExk3uWD71h+J/+QbGT1Mw/AYatpz/AAjmuf8AGd1HY6LFJKGYNcAfKO+1v8Kzoq9RJDlsc5XaaB/yA7f/AIF/6Ea84/t61/55zf8AfI/xr0HwvcrdeHbaWMEK27Abr98iuvFQlGCbXUyptN6Gq/3TWT4lnW18N3c0gYqpXIXr99RWs33lHvmsHxn/AMiZe/8AAP8A0YtcdFXqRXmjWXws4f8At61/55zf98j/ABrtvBl3He6NLJEGAFwV+Yf7K/415RXpfw5/5F2f/r6b/wBASvVxlOMaV0c1KTcjq6oa7/yLuo/9esv/AKAav1R13/kXdR/69Zf/AEA15MPiR0vY8XrrPh3n/hIZ8f8APq3/AKGlcnXWfDv/AJGGfP8Az6t/6GlfQYn+DI4afxo9H68jg1DNcxRNskPzewzipuvTrWRcOJbp2xtGcH+VfOHczyOtzwb/AMjbZZ/2/wD0W1ef/wBrXv8Az2/8cX/Cul+HmoXU/jzTo5pNyN5uRtHP7p/avqq9NqlJ+T/I8ynUTmke2JKHldADlOpI4p5o4OeKT8K+WPTJrf8A1h+lWarW3+sP0qzTQ0UqKKWuTcoQ0lBoqhCUhpTWZ4i1qHw54dvdXuQGW1i3KhON7nhV/FiBTjFyaSJempwfxa+IL6FbnQNFmK6jOmbmZDzboeij0Yj8h9QR4JVi/vrjU9QuL69kMtxcSNJI57sTk1Xr6ajRjRhyo8+c3N3CiiitjM2fB/8AyPGhf9hG3/8ARi13d/r2oaZq2tWdm8KwXN3L5yvbRyb/AJzgEspOB2HY81wng/8A5HjQv+wjb/8Aoxa6rXv+Rk1L/r7l/wDQzWtGKlUaa6fqTUbUVYlvPEepahpsVjdyQSW8KBIl+yxBoxkHCsFyOgzg896n0fVtel1CztdIkLzrGbaCFYkK7S24gqRtPPJY+gJPFZFtbTXlzHb2sbSzSsFRFGSxPavQ7Kwh8KWL2luyy6pMu27uVOREP+eSH+Z708VWpYensrvZCownVluSJHHoVtNa2s/2nULklr+/ByZGJyUQ/wB3PU/xH8q63w5rZ1OA2122buIZDHrKv+IrhamtbmWzu47iBtskbBlNfMVJSqScpbnrxioqyPTqWore5ju7aG4h4SZA4Hp6j8DkVLXNYYtFFFMQopelFFAwp1NHPWlHSgB1J6D86WkHc0hjqAMfd/Kkpe1UAmR36dx6e9OU9j1/nTZHSNC8zKiDqzHAH41X+32i4/0uA+h8wcU7N7CLZGRx+FLnIB9ajhuIbgEwSpJjrsYHFPHGR+VIYtIx6fnS9OTXO/8ACU/MT9j57fven6VcKcp/CJtLc6NV7t1/lQeZB7DNZela3/aV00P2fy9qFt2/PcD0960wwGT1JPApSi4OzBNMcTjrTCS/A4ozuPqew7CuNvr67j1G5VLqYASsABIR3NXTpuo7IUpWO1UBRgU1lG7PTPcdjXKaJe3UusQJLczOh3ZVpCQflNdaRkYNKpTdN2Y4u6EJZc55HqK5/UdfurO+kgiSFkQLgsCTyAfWugB4IPUfrXBeItRtbfXriKWXa6hMjaT/AAA+laYaHPO1rkzdkbFr4ju5r2FHjhCu6q21TnBP1rpyQBknivN9M1WzfVrRUmyzToANp5O4e1eiqNrDdz6e1XiKag0rWFCVxcF+vC+nc1y3igY1SPH/ADxH/oTV1ZO0ZNeb/EK4ni8QQBJnQG1UkKxA++1PCx5qtgqO0bj69Grwz7bdf8/M3/fw17fu2/dBI7j0rXG03Dl+ZFGV7jyMgiuL8fX8tkuneUqHf5mdwPbb/jXZZZhxgZ6HrXn3xDieIadvbdky45/3KxwaTrxT/rQuq7QZzv8Ab11/zzh/75P+Neo6Zdp/Ytg0q/O9tGxC9OVFeNV7BpNsJNB01lbb/okWeP8AYFduPioxjYxotts1Y1DKH3HnnINcr8Rhjw7ByT/pa9f9x66pI1jUIQOOh9a434oXUdn4Zt5HViv2xV+Ud9jn+lcOFu60UbVNIM88r1nwVx4RsD/10B/7+NXin9u239yX8h/jXsvgSVbnwPYToDtcScMORiRh/SvUzGLVJX7/AKM5cPJOWhq3t68cxjhwNowWxWH4ovXl8JXsUuCcIVIH/TRa2bu1d5TJEN27qo7VzHj60ePwDqcko2kCIBe/+tSvIw6vWgvNfmdNRtRbOBr0r4dnHh2fj/l6bvj+BK8Er2j4O/8AIoXXyk/6e/OP+mcde7mEOWhc4sPPmnY70MT0WszxO0i+EtYYEKRYzkEdf9Wa1SfY1leKCT4P1nj/AJcJ/wD0W1eBT+Nep3y+Fnzn9suf+fiX/vs13nwinlm8W3Syyu4Fi5AZif8AlpHXntd98Hhnxfdf9eD/APoyOvqcYl9Xl6HkUW/aI9m4PQA1EbeJpjIUG71x3qakFfJnsny3XU/Db/koWm/9tf8A0U9ctXU/Db/koWm/9tf/AEU9fY4j+DP0f5HiUv4kfU94z1oNL60hFfHntktt/rD9Ks1Wtv8AWn6VZpoEU6KKSuUYlFFFMBK8k+PWsNFpml6NG2BPI1zKPZflUfTLN+Qr1vpXz78c7gzeP4oj92CxjQfiWb/2au7Ax5q1+xjWdoGLoHh/Rta8N385W+W+srGWdnjuYmDyq3yotuFMhTaVzJnAO7OAK6nUfhj4bsLa2nl1W8ggF5BBcTyOp2h4txEibAbZt2F+csAGBNcDa+LdZstL/s+0uIoofIe23Laxeb5TsWZPN278EsTjd3p2q+Mdd1qye11K9EsUjrJLtgjjaZlXapdlUFyB/eJr2HCo5aPQ5FKCWx1GofDiF9Pe48PSSX73Dxrar9qi8uMYUSbpeEkPmOsa7Su47sZ2kV59JG8UjRyoyOhKsrDBUjqCK2rXxlr1lJE9tfBfJt47ZFMEbIEjbenylcblb5g2N2STnJrFkkeWRpJXZ3clmZjksT1JNXBTXxMmTi9jX8H/API8aF/2Ebf/ANGLXWa1E83inUIoUaSR72RURRksS5wAO5rk/B//ACPGhf8AYRt//Ri17V/ZsPhrVL69cpLq91NI0ZHItI2Y4P8AvkH8AfzbxEcO3J9tBeydVJIq6ZpcfhK0IJV9amTEsinItFP8Cn+/6nt0HrWk2m6dFDpdxNcTiC78zznKgFdpxwBn+v4VjklmJYkknJJ71f8A7avtkKb4gsGfLAt4/lyMEfd7559a8OrVlVm5z3PRhCMI8sTUOh6asyNJcNHbyoHhc3CjzAWwTlkXBUc7cZPY1T1DQZLS2R4VeXaheZyQMcjovXgFcnnGe2Koz6jc3M0UszqxhAEYCKFUDnAUDH6U99XvpIZYnuCyzMzPlRn5iC2DjIBwMgcVmWdP4OufO0ya3blreTcv+63b8x+tbklzHE+1s5747VynglyNTuY+zW5b8Qy/4muoltBLJvDbc9Ris5biZYB4GOQe9KKRV2qFXoBilqQFFLSZoz+FAC+/50vf60Unt6cikBT1a+lsLNZYVUsXCncD6H/Csf8A4SS8x/q4P++T/jR46uZbbQ4XgbaxuFBOAeNretcD/a99/wA9/wDxxf8ACvVwuGVSnzGFSpyyser6RfSX9o8syorByoCA4xgH+tXxXM+A7mW50OZ523MLlgDgDjavpXTVxVo8lRxNou8bmdr7rHoVw8jBVG3LMcAfMK4r7ba/8/MP/fwV1Pjd0j8HXzSMqj93yxwB+8WvI/tlt/z8Rf8AfYr0cDS56bfn/kc9afLKx6t4TnjkN2YZVfGzO1gf71dJuwQSPrXBfDKWOb+1BDIj48rO1gcffrusbThiTnoa4MXHlrNf1sbU3eCY/ORu/IV5L/wkP/Tt/wCRP/rV60Ad2Afu889K+ef7dtv7kv5D/Gu3LqanzXXb9TGvPlseneCtW+2azNGIdmLdmzvz/Evt713KrxgfQsa8q+GGow3viieONXBFozfMB/fT3r1gkDqawx0eStY0oy5oXGKnXnocV5LrWqXkevagiTYVbmQAbR03H2r1pXHPPevn7xJrNxF4r1aNUjwt7MoyDnhz71tlsOecjPES5UjtPB+o3c/iuzjkl3K2/I2gfwN7V6fuPdfyNeH/AA81a4ufHmnRMkYDebyAf+eTn1r3DDf3sfQVGYw5ayXl+rKw8uaFyOeZIozI2RjjGOteTeLpRN4pu3UEA7OD/uLXrZjEmVbLL3zXgPxIQR/EHUlXoPKx/wB+kq8sjzVmvL9UTiZcsEzY0L/kYtOz/wA/UX/oYr2Zuh27vpivm7wv/wAjfo+Bn/ToOP8AtotfSSx925Pt2q8zjyziLCy5osZA8kqbpE8tgcYPavLvijqMVl4nt45g7MbNWyoGPvv7+1eqMu3kZx35rxf4xjHjC15J/wBATr/10krHLknXs+xWJbVM5/8At22/uS/kP8a+jK+VK+qAWUDcM+4rqzWKjyW8/wBDLCScua4uNvK9O4ry34yzSRJonkyMm7z87WIz/q69SLAqcHtXlXxrUD+xMd/P/wDadcmX/wC8x+f5M2xP8JnmP2y5/wCfiX/vs19G+GST4O0dmJLNZQEk9/kWvmyvpTwx/wAiZo//AF4Qf+i1r0M10hH1OXB/EzUf7uPXpXAfGEFfB1op5H29Of8AtnJXfjlt3boK8++M0qp4OtSxwPt6DOP+mcleVg/94j6nZX/hs8Yr374aLn4d6Zk8fvcD/tq9fPn2mL+/+hr6D+GLB/hxpbKcg+b/AOjnr2c0adFev6M4cH/EfodSoIyV7HGPWuW+JmG+HepEf9Mv/RqV1a8M31rkfiixj+G+quuM/ucg9/3yV4mH0rQ9V+Z6FX4Jeh4JXtPwd/5E+6/6/wB//RcdeE/bJPRfyr3H4KymXwXds2Af7Qccf9c4693MZJ0PmjzsKn7Q9ErK8U/8ifrP/XhP/wCi2rVrH8Xf8iTrf/YPuP8A0W1fPU/jXqenL4WfN9d98Hhnxfdf9eL/APoyOvLa9G+CP/I7Xf8A2D3/APRkdfT4uV6EvQ8mjH94j3Igjg9+9A7/AFpx+9TQO445r5Y9c+Uftv8A0z/8erq/hlc+b8RtMTZjPm85/wCmL1xVdd8Lf+SlaV/22/8ARL19ViJP2M/R/kePTS516n0P6/Wg0tIa+UPYJbb/AFh+lWarW3+tP0qzVICnRRRXMMbRRRQAlfPfxxhaP4hI7dJbKJl+gLL/AOy19C1438fdLJTR9XQEgb7WQ46fxp/7P+Vd2AlatbuY11eB4xRRRXvnnhRRXpXg7wtDodnB4i8QQLJdSjfpthIPymkH93+6O/XpSbt6holdk/hLw0nhS1h1vWYVfWJlD2NpIufsq9pXB/i/ujt1PPTol8Ya2BtkvBMvdZokfP5ism5uZry5kuLmRpZZG3O7dSairWNGNvfV2cc682/ddkby+K5CMT6Vpko7n7PsP5qRUi6/pLribQyh/vQ3bDH4MDXO0VDwlB/ZGsVWX2jpVvvDki4b+04G9SI5AP5GnrHokq/u9cCN2Wa1df1Ga5eisZZfRe10arHVVvY9H8J2EcOoTTxX9ndAQEbYJCWGSOSCBxXUVx/w7tDHp97eMP8AWyLEv/ARk/zH5V2FeHiYRp1XCL2PVozlUpqUuotFFFc5sLRRS0gAA/8A6qbJIUTOMnNO/nTWkRW2tljjOApP8qYHCfFe6aPwdaushiY3ygkNjP7uSvIP7Rl/5/H/AO/p/wAa9l+J+i6h4h8M29po1q9xMl4srJwmFCOCctgdSK8s/wCFZ+L/APoDSf8Af6P/AOKr6HAVqcKNpNHnYiE5Tukeo/CKd5/CN0zO0pF843Fs4/dx8V3gyeufwriPhdo+oeHPDFzZ6zaSW873jSqnD5Uogzlcjqp/KuzE8ZODvz6CNv8ACvHxUlKtJxO2kmoJM5n4luqfDvUyRgfusnr/AMtUrwH7TF/f/Q19B+PrG51rwNqGn6XbyTXU3l+XHt25xIrHk4HQGvF/+FZeL/8AoCyf9/o//iq9XLa0KdJqTS16+iOTE05Smml0O7+Ccqyf235fzY8jPb/npXqjZKkYH515t8JvDmreGf7W/tuxktvtHk+VyH3bd+fuk4+8OvrXozXEYXneCemY25/SvOxslPESktdvyR00IuNNJgoZ8mTqD0HcV8rfbI/Rvyr6oEyFRxID2Plt/hXzp/wrPxf/ANAWT/v9H/8AFV15bVjT5+Z22/UxxUHK1kdF8G5UuPGdwo3DbYu3Pf5469wCj0FeQ/C7wjrvhzxRcXms6dJbQNZtGr7lfLF0OMKSegNes/aY16iQDOOY2/wrmx81OteLua4eLjCzJU6H6mvmbxXdovjLWlIbI1CcdP8Apo1fSiTpt6Sf9+2/wrwTxH8PPFV/4p1W7tNIkkguL2aWJ/MQblZyQcFsjg962y2pGnOTk7EYqLlFWQz4YXKSfEjS1AbJ83r/ANcXr6DJydo/E+leIeAPBHiTQ/HOn6hqelyQW0Pmb33o2Mxso4BJ6kV7X9ojRSW8z1JMbf4VOYTjUqpxd9P8x4aLjBprqSjgcdK+d/ijdMnxJ1RVCkDyeo/6YpX0D56t2kx/1zb/AArxbx/4G8R61451DUNL0uSe1m8vy5N6ruxEqnhiD1Boy+ahVbk7af5BiYuUEkjkPCd27eNNEUhcHUIB0/6aLX1DXz54c+Hniqw8U6Vd3WkSRwW97DLK/mIdqq4JOA2egr377QnpJ/36b/CqzGpGpOLi7hhYuMXdEteE/GuWSLxpaKjYH9npjj/ppJXuAuY2UECQgjIIjbn9K8m+KnhLXfEnim2u9F06S5gSyWJn3KmGDuSMMQejCscDJQrXk7F4iLlCyPJPtMv9/wDQV9dV81f8Ky8Yf9AWT/v7H/8AFV9IfaE9JP8Av03+FdOY1Iz5eV33/QywsXG91Ye4BXkZryH48DH9g8k/8fHX/tlXrJuYycASHB5/dtx+lec/Fvw7q3if+yP7DsZLr7P53m9E27tmPvEZ+6enpXJg5KNeLk7b/kbV03TaR4bX1F4UdT4I0RQwz/Z1vken7ta8HHwy8YHposn/AH+j/wDiq938O2p07w7pkNxFJHdQ2UMUqlCcMqAEZHHUdq7cwqQnGPK0znw0ZRbujbCkjngeledfG/8A5Emz/wCwin/ouSvQVuojwPMJA5Hltx+lcX8U9H1DxJ4WtrTRbSS5nS9WVkxswoRwTlsDqwrz8M1GtFs6aqbg0j57r6N+FRK/DPSien778P3z147/AMKx8Yf9AST/AL+x/wDxVe1/D+yutE8C6fp+qW8kF1D5nmR7S2Mysw5XI6EV6ePqQnSSi09f8zlw8ZRnqjpv4j7gVyPxVH/FstW/7Y/+jkrqftEayDAk5HTy2/wrnfiBZXOueBdQ0/S4JJ7qby/LTaV3YlVjycDoDXl0WlVi33R1zV4M+aq91+CP/Ik3f/YRf/0XHXmn/CsvGH/QFk/7+x//ABVesfC3R9R8N+GLi01m0kt5pLxpAmN/ylEAOVyOoP5V6+Oq05UbRkmcWHhJTu0d1WP4u/5ErW/+wdcf+i2rTNzGMff56fu25/Ss7xEj3/hfVbS0jkknuLOaKJNhG5mQgDJ4HJ714kNJI75bM+Wa9G+CP/I7Xf8A2D3/APRkdYf/AArLxh/0BZP+/wBH/wDFV2nwt8Ja74c8UXN3rOnyW0D2bRK+5XyxdCBhST0U19Bia1OVGSUl955tKE1NNo9b7k+9IPuiozOirzvHbmNv8KPPTA4k/wC/bf4V88emfJddX8MX8r4jaY5GdomOP+2L0n/Cs/F//QGk/wC/0f8A8VXReAvA/iLRvG9hf6ppbw2kXmeY+9GxmNlHAJPUivpK1ak6UkpLZ9Ty6dOamtD2K3uDPuBUAjnINT4qJXhiB2oyjqTsb/CpTXzR6hLbf6w/SrNVrf8A1h+lWapAinRRRXMMSkpaKTGJWH4y8Or4p8I32lcCaRN9ux7Sryv0z0PsTW5SGrpycJKSJaTVmfHEsUkEzxTI0ckbFXRhgqRwQRTK9j+MfgF/Ok8U6PEWR+b+FB90/wDPUex/i9+e5xy3grwhBJbL4h8SRE6crH7LaHhr1x/7THc9+gr6WnWjUgpI82ceR2ZP4L8JQWlpF4j8SQCSJvm0+wkH/HyR/wAtHH/PMen8X06715eT393Jc3chklkOWY/56Ut9fT6jdtcXLAs3AVRhUUdFA7AelV666dPl1e551Wrzuy2CiiitjEKKKKACnwxSTzJDCpeSRgqqOpJ6CmV3/gjw99ljGrXyYlcf6MjD7q93/Ht+dYV60aMHNm1Gk6s+VHTaZp66VpNtYoc+SmHI/iY8sfzNWhmk4oGP8mvk5ScpOT6n0SSirIX8KUUn40v1qRi0v0popwOaEAUoUBie54Jo6UfpVAUIdf0e5nuoLbVrGWay3G5jjuUZoNpwd4B+XBBBzjFPtta0u901tQtNTs57JSQ1zFcK0YI65cHFcVqGl6vrrags3h24sXjgmt9PHmW3keWZEdtxWQtul8pf4QFzjnlia3omoaro2vXL+GppbjUbqGS1spGtjJCyRKnnEmTYD8pAKsWxj3xv7OHf8iOZ9jsLzxLoOm34sb/WtOtLtsYt57tEkOenyk55rTKgsCRkjjNYGoWl7r19pUNxZSWumx4vLtJnQs8ikGOEhWYHDfOxHGUUAnJroKxkkkrFq5SGs6WdXOlLqlmdRUbjZ+epmAxnOzO7pz06Utjrel6kJzp+o2l2LZts5t51kER9Gwfl6HrXM6na6lqviRraXQbu3sLeUyWt5A9vtkmaIx+fJmQOAocgKFJOAT2ApWmhX0unSjUvDbtHb6JDpn2J2t3+1ujZ3Ll9uxeo3lTyflBrVU42vf8AIjmdzsbvxBo2n29vPf6tY2sN1j7PJNcoizZAI2kn5uCOnrV9gCuSOV5FeZ3uha9c6HoyppOp288Gjvp00drcWocsQgKyb3KmJtmcod49s16HbxzW+lwRERiSONUZY87QQADtzzj0zSnGMUrMcW2MuNa0qyvrewvNTs7e8uAPJtpbhUklycDapOTzxxSw6vpl3qU+n2uo2k19bjM1rHOrSRjj7yg5HUdfWud8SLqV5qcFmfDt1dacwikubq0e3DTMkm5Yj5kilVB+YnBzkgY5NVNO0PUo7+0gvdKkeDTpdQlkuGeFlvlndyqKN2ctvBbeFGV6nrT5I8t7hzO51dxruk2Wnm9vtUs7e08wxG4muESPeCVK7icZBBBHqDVuGWK6t4pYXSWKQB0dGDKw6ggjqOhzXn1homoW3hG2WLQtW02/02+uZLOKxksd6xyvIw2h3aMKEcKQRkHoMc11vhLS7jRfC1jYX0qy3EUeZGU5G4ksQCAOBnHQdOg6VM4RitH1CLb3LV/relaLHE2sanZ2CzErGbq4WIOfQbiM1JJrOmRaqmlyajaLqMi70szOomZcE5CZyRwecdjWH4vGpS20NppujXF7FdRSQ3V1bNAJbeJgNyoJXUZb15A2gkHgVjJoep/2ibe30i4itptUtdSjunlhxbRxwxqYWG8tv/dlPlDLhvvdaqNOLjdsHJ3Osg8S6Hc293cW2s6dPHZjN1JHdIy245++Qfl6Hr6GmRzrq4ivdMu4buylHyTwSh42GcNyDg8giuQ/svWtUjkvLrw1d2N3A9q0Nr5tr5PkQXCyeQhWUkuwBOWCr8qj5cZPV+F7K6t7fUbi+tns2v7+S5S1kZGaFSqrhihK5JUtwT97rmnOEUrpiTbNLUNUsNHtDc6teW9hbBgvnXEqxoCegySBUE3iDRofsQl1ewQ6htNkGuUH2nOMeXz8+dwxjPUetV/EtxqdtpkcmiaV/aV6Jgq4MebcFWBlAd0DYBI2hgTuxkDJrjbnwzqI0u5stP0W+EeqaVFp6PczW3mWMiSzFppdr4O7zRJ+73HK4wOAFGEZK7Y3JrY72DW9KutWl0611OzmvoATNax3CtLGAQMsgORyQOR3FW4LiG5Vmt5o5VV2jYxsGAZThlOO4III7EVyEEOoXnixn1Lw1dRWVobiOzMb2xhffkvM/wC93lnxgLswN5LZzlLXgK0udM0S5srnRJdHjS9uJYIWMO0RySu6hRE7AYBAI49siplBJXTGpO5t3Ws6Tpt5bWN7qVnaXNwQtvbzXCo8pJwAqk5bnjjvSJrmkvqNxYrqlkby2jMk9sLhPMhQYyzLnKjkcn1HrWB4tXULy+jsLfw/dX2mzIj3lzZvbiSUI5KwfvZEIGeS3PDEDBO5c5NF1aK9jhfRZLqLT73Ub4zNLDs1BJxLsgALbgT5yg71Vf3fXGKuNOPLdsTk7nUr4q8PNpr6mmvaY2nrJ5T3QvIzEsmAdpfOAcEcZzyKLvxZ4c09YGv9f0u2W5iE0BmvY0EsZ6OuTyp9RxXMQv4hhsbzUh4Uu31y7uIy/nPaFIF2MmYgJ/mCLkHcys5kPIU4Wgmjazp+oWkukWHiOzt101Ldhayaa0xkWaRiZfNZkyd2793x82OOgv2cO/4oXMzvdT1fS9EiW41fULTT4ZH2iS6nWJWbHQFiMnA6e1Nk1vSo9Qt7OfU7OO6ul3W9u1wgkmU91XOWHB6elZ3iuXVYreAaLpEl/PKWjkuImh32kZHzMiyuoZj0AzgdTnG1ubHhvUIojp1jo11Da3Lac0E0s0BNglsyZV8OSWAjJXZuBLdRyaiMItXbG5O+h2cfiTQpTeLDrOnubAE3YS6Q/ZwMgl+flxg9cdKhl8W+HE06O/fxBpa2cjmOO4N7GI3YdVDZwSPSuftl1WXVri/vvBt0rW8L29larNaeT5JkRjz5pJkbYrcqqjaFz1c0LXw1rtzqcN5M2oaZnUJbh7x3tWvCptljBkADxdV2gIv3QpODkl+zh1f4i5mdvJq+l2+kjWJNRs47AorfbHnUQspOFO8nbySADnvTX8SaHFaWt1NrOnxwXhxbSvdIFnPohJw34VW1e4v7bw6DpenNrV/CUWNJGiUlsgGU7ii5Ay2AVyeBtzkcjNoGqRWM7WmgX051DTru0miuZbUOs00pkaV8SFdjM5yFLEBQNtKEIyV2xuTWx3q63pT6w+kpqdm2pINzWYuFMyjAOSmdw4IPToabd67pFgly19qtlbLasq3BmuEQQlhlQ+T8pIPGetcobPWbnWYLR9Hube3085stRj+zPG9wYDGbmVTKHIG9gEC5PUnkBca18A+IbK5v4RdwslxfWE/221gWOWRkfdJMfNkkBYck7gcnGBgYq1CHWRPNLseiW+saXe6edTs9Rs7iyjVy13FOrRKB94lwcADHPPGKg/4SfQf7KOqLrmmnTw/lm6+1x+Vu/u784z7Zp11Dc2XhuaMRza/cxxNtjuDFG103JCsQqoOwzgcep68la2GsLfWuuz6BqD3yXrXF5bmS1VpS1uYlMQExUBAFX5mBIZjz0rOMYu7bKbaOvk8QaNHeWtpJq1ilzeKr20LXKB5lPQoucsDjgioT4q8PC6uLVte0wXFsHM8X2yPfCE+8WGcrjvnpXIwaRq9pYaXotx4buJ7GJIZrqazltsu6SmRITvkUhIzt5AOegwOTDq/h3WL6LWoNG0jUNOS6tr5Z45tSWW3u5ZD8jRIZGCEsSxJWPGcHNaKnC9m/xQuaXY7rTdZ0nW42l0fUrPUEhbDtaTrKEbHcqTjimQeJdCurW6urXWtOmt7T/j5lju0ZIP8AfIOF6HrU2n2dxp1o63Oo3eqPuLCS5WFXxgYUeWiLjjuM8nnGMcN/ZutairX914au7G7gltHjtBLa+SIIJxIIYyspy3JbLBVyqj5etRGEW3qNto7GXxRoEFnbXc2uabHbXZIt5nu4wk2Dg7GJw2D6VPPq2nW+qQ6bPf2sV9cLuhtXmUSyAZyVUnJHB6Dsa4m5sdbXT7mBPDl28WsXNzJcmGW1M9nBJtBjG6ULufbuJDMB/tHpJY6P4g07xhLPp8V7Da3t1DLIJDam3jt1hRTG55m8xdrBQhKZKnOC1X7OPf8AEnmfY6rT/EWh63I8Okaxp+oyRgOyWt0kpUZ4JCk4Gakh1zSbnULixt9Uspbu1Bae3S4RpIgOCWUHK4yOtZfgfQ9Q0Lwpptrql/dzzR2NvE9rOIdlqyoAyIY0BIB4yzN0HPc4OsaXrHiGfVLWXQbmwH2a7ttOlWS38jMoO6WQrIXy5GMBONxJyTkTyRcmr6D5nY6r/hKfD7aYdRXXdMNgsnlNdC8j8oPjO3fnGcds5pLrxZ4csWhS91/S7dpo1liWW9jQyI33WXJ5U9iODXOSLr8Nzf6xYeGZ1uLt7eGK2lktmkttiOGuMeaEY4fYBvBIHOBVuLRZ7rSdF0RdPubPSYv3t6t3JE0j+WcpG3lsRl3w7Y+XaCvG7AfJBbv8UHMzbi8Q6Hd6m+lwaxp818pZHtEukaUEfeBQHPGDnjitKuc8MaHqGnTX097f3SxzX13LHYkQmIK87MrghN+SCDgv3PHYdGaiSSeg1drUkt/9YfpVmq9v/rD9KsVJRTooorlKEooooQCUhpfWkNUIQgFSGUMrDDKwyCPQiuM8WeEp7plvNJzIscaxizUAeWqjAEYHGP8AZrp9T1nTNGhWXV9RtLCN22q91OsSseuAWIyfalOp2Ci0c31vi9x9lPnL+/yNw2c/Nxzx2rooVqlCXPExq041Y8sjxplZHKOpVlOCCMEGkr2DU9D03WRu1C2DSYwJkO1x+Pf8c1y138OmLE6dqCFey3CFSPxGc/lXu0sxozXvaM8ipgqsX7uqOIrsbCxkn8OXH2vTIVYQRm3drdI1bJGCJuSztn7p4/lWFdeHb611230dvKkvrmJ5oYkkHzopAY7jgDGRwTmo00jdq39lyanpMV/u2fZX1GHzd3XGwMWz7YroqTpzStJdzOnCpB6xZ1GptZ2sMN/f6UuntJLLELM20LFDswsqjau9QT0YkEn2FOn8PWmrLLBp6JZzM4uHj8oM8e9TsU8gouBuI5ALgc4pln8OiGB1LUEA7pbqST/wI4/ka6nS9G07R1xp9sFkIwZm+Zz+Pb8MV51TE0qa9yV3+H4/8E7oUZzfvxsvx/A5zw34K+zSLea4is68x2vXB9X/AMPz9K7IsScnNV7u9trCDz765htotwTzJ5Ai7icAZPcnii3vbW7mnitbqCaS3fy5kjkDGJuu1gDwcdjXm1q1SvLmkdtKlCkuWJY59KKMH/Iox71zGofhSj60hO1SeuB6UkcnmoGAwPSgB9H0oGPoaX61QAKdTfxzS5x6UALS4pARS5pDFFApKWmgHUUCimAUh5/AZpaTsSaQDhRj8PpSAjA5oyew/OkAvP1qNm2sdv608896QoCM/rTQAvzjn7vp60/Ipqrt9+ec0ox2qgF3D1pdw/yKBRSbATOGyM0ZPpS9aAakBBnnAqp8/mZyd2atng0Af/XppALjPJoxjv8AnQT6cmjHc1QCZJ6jA9qOOo7U6mSKHQr6j8qQCJIkjHawIFP3egzUEMBjkyxHTjFWKAEwT1OPpQAO1FLQgGqANy4HWl2+nFB4f6ilqgGkFTkc+tLuH0+tLSEY5HSkAH7tLSYBBxxR0HX86QCmm49OtGfUYFL16U0AlIPftSn9aT37imIQjH0o+nrSkj2/OopHKttX86QEh7YptIjbwD37040DEpKWimAlJilpCcUxEtv/AKw/SrFVrb/WH6VZprYZTooork3GFJSmk6DmrEJWL4p03VdV0hINBv8A7BcrOrtL5zx7kCsCMoCepBx04rZP+1+VVNS1GDS7QXF2JGRnCARgE5IJ7kelXSnKE1KO6JlFSVmc3r+m6lD8RNP8SWWmyaraw2Uto1vDJGskDMwYSqJGVTkDaec896p+JNL1Oc+D73TdCcjTLgTXNhbSwg26+SV2KWZVO0nHBxxV3xHrmuweN9P8PaHJp8P2qzmuDLeW7y/MhAC/LIuAc9ea5/SfjDbXNmbzULWcJ5MGbW2twzLI8rRcSGQbhuQ8bVwMcmumKqtKSV/+Ddf5mbcbtMZ4k0jxprPiY3EEmrafps0UHkpZzxiS1wT5quBcomT13Yl4xjBFV10D4ht4ZuDPe3IvoZbW1SIXnNxbRf6yQFZFw8hOSS6OQuNy5rfHxY8PJrR0y7S5s5o5HimMzRHypFTeysqSM/AyNwUqSMBjVe/+It8f+Edn0rw7fNaaxdKitdeSGmjZCwMYE3yk4B+fAxVRdbSPKhNQ3uVvDHhvxHB4s0XUNVW7nitLS7iknvGjEib3VkU4mlLDGQCWJwOadYaNrmneMvEdxNZ6ydP1G6Msa2E9oscy+UF+ZncTI2RwVK4ODkdavy/FfRIrWS6ltdQS1MVxLbT+XHtvBA22TyxvzwefnC5FT2vxG0651+30c6feW13OsThbqW2jwsmdpAMu5+BnCBiMgEA8UN1tW49P1uC5O5xEnh74jtJbmV9UeMY8wJqYcrF5ZCxkCaItIjcs+8B+DyAVO5Y6J4s+3IutPrV7GbGCGznivktxbSgMHe4jSf5zna2QZMj1PFXdR8Xara2ureILWSGXRrLUobQxSR5/cowS4lUjBzvYgZJGIycc1R1L4harb3UbpPpNjp9xrc2nQ3l5E7KkUSndIx8xAcurAcgYFac1WS2X9aitFdTnr7wp471zSI4NUtNSItbGzUwy6oh+0XEc+ZHXbKRkofvMRyPUCtu50bxxD9u1DSTqXnQ3oaxsbnUg4e3e32FXzIVyr4bknlWIyTmr/hb4pxawdOsNRsWh1O6RWYq8UMTK7uEdFlkEjhlUNhQ2Aw616Hz6VnUrVIPllFDjCL1TPKNY8MeOYNSii0/VdVmtYLS2WC6tZllkEiA+aXWW4iVi7c5ZZOCANuMV0vw80/X9Otr2HxFHdFV8pYJ7y5eSafCnezKZ5lTn+6wB/ujiuy5peaxlXlKPK0vuLUEncOKB7Gl5o+orEsXmj9KTj6U4e3NAB/nIo/zmj9KX/ORSGZH/AAlOj/8ACS/2B9s/4mn/ADw8p/7m/wC9jb93nrXOWnxMgudavLeaHTrS0sbmaG4+1akI7uNIkLNN9nKcpkcYYnBzjrjo/wDhFtH/AOEl/t/7H/xM/wDn481/7mz7udv3eOlY+ofDjT9ZKrr2qapqkEYmEMNzJHiEyghiGVA5wCQNzEDj0FdMfYee34+X/BM3zl618eeG7uSGKK+dZZ7iO2jimtJonMkiF0+VkBAZQSGI2nB5rntR+LNiZL+LQrd7tYtEuNSt7xreby2kiZ12MuwELlDlywGeOpFX/wDhWOmMVmfVNTfUUuYLiPUC0PmoYUKRqB5ezaAzcFTnPJPFMtvhRpFnZrbW+paoinTrjTZW3xEzQzO8jBsx4BDSEgrjoM576R+rrXUT9obPhDxZY+KtNRoJP9Oht4JLyEwSReW0ibgQHAypwcEZBA6muZ8KfFqHxC8Ul7YWdnZvZS3c08Go+ebMIwG2dfLXy9wyRyc46enVaB4SsPDl/d3djLcSSXdvbW7iZlICwIUQjAHJB59+mKw4/hL4fi0+zs45r5Y7aylsJGEqBrqB2LbJSF5wxyCNpBqU6F3f5fqHv6GmvxA8NPbtIt7MHEyQC3NlOJ2d13qBCU8w5XkEKRiqafErw9PIZBfwDTmshdpNtm81wZjDgRGL++pAAYsT/Djms24+F0Om2Nt/wjchN7a3Uc8MzG2s2jKo653RWrB8hujq3rkc5j0X4P2EHh+yg1u9uJNQhsVtXltXARGW4a4DpuXOQ7EZPBA5Wny4e17sL1OxvyfEXwtaW8Ly38wMrToIxYzmVWhAMoaMJuQqGBIYDg56c10dneQahYwXtlKJba4iWWKRejowyCPqDXJD4YaOZhcTXd/NdE3jTTs8YadrpFSRmAQDIVVChQAMcg11GkaZDo2i2OmWzO8Njbx28bSEFiqKFBOABnA9BWU1Tt7l7lR5r6kesa3p2gWaXWr3H2eB5BGrbGbLEE4woJ6A1i+IPHMGh/2dP9mE+n6hZ3Fyl15pTb5UPnBdpX+JQeeox0rb1nQ9O1+zS11e3+0QpIJFTey4YAjOVIPQms7X/BWk+IdEsdKu/OhtbCRHhEDgEBVKbCWBypViD3IPWrh7FJc179ewnz3djE0v4oWl20banZf2bEuntdXjvKXNvKJ2gEAULl2LI4GOTjABzWvZ/EDw5qN+LGyubq4uw22SCLTrhpIDu2/vVEeYuf7+PXpVK4+F+gXkOux3JupBrkqzTbnU+Syuzjy/lwBvZmw24EnnI4qrH8IdCW5tZmuJT9mnS4VYrGxgJZGDD54rdHAyBnDDNU/YPuhfvEW7D4hR3+l+KbpdNnRvD0twm11dVuBEm7O8oApPTbyQMHoRVLw58U7XVobm51S3tbOyt7OC6a6s7w3aK0pIEDYjUiYHHyAMTn89yHwVZQQeILeO8vfsuvtLJcwFo9sbypsd0OzcCQBwSQMdKyrv4TaBd27wNNfRxTWMFnOiOm2fyABFK4KHMigAZ6EcEEEiknQ1TD3zSl+IvhiG1Wd7+X5nljMQspzMjRDMm6IJvUKCCSygAEetV4PiPoT3NyZLuM24+y/ZvIjnlmn+0R+Yg8oRA5K8gKXOOTt6Vg638LJI9Nji8KypHeKlzH58jW9moWaNUZTHDalXHyjsrejdMaFj8J9Mtba2kbUL6PUYUsit1AyDy5LaHyVZFZGGGUnIYN17U+Sha92F6ly/d/E7wnaxwSPqbMktv9qDR2szhYt5jLPhDsAcFTuxg8HFdVHIskYZTwe9cNJ8IdAkspbYXF+gm09rCVxIm51afz2kPyffLk89McACu5giWCFY15CjGTUTVNL3Co832inqWt6do3lf2jceT5udnyM2cYz0B9RXOaz8R7LRfFOnabcWxNheWDXz6j5m0QoOFyhGcE7RnPVhxXSanomn6x5X9pW/neVnZ87LjOM9CPQVnT+DNHutcttTuITN9msfsKWsoV4THvVwSrAksCi4Oe3rTi6NlzXv/WwPnvoc3oXxbsdRtmuNat4dFjjgnmlSWeSSVBHKIz8oi2nJIGN27JwFPWrnhz4i2Wo32sR6zeWWmx2+om0sVu82ssyhEPKSkMWy3TA6jioZPg94eljuEkudRYTxSxn96g2+ZOJ9w+TqrqMdsDkGui8OeF4PDbajJFe3d7PqNz9puJrox7i+0LwERQBgDtVTdCz5SV7S+pykPxajMlil7pBtjNHdG7IudwtJITKAh+UZ3+RJg8Yx0rb034haTcwacmpv9hv72KB3tgkkqW7zDMcbyhNis3YMVJ445FVNS+FWhanHrKzT38Z1idZ5milUGMguSqfKcKxkfIOc7jVi8+Gmh3fij+3kDQXREO9Bb28ysYhhSPNidkO0AfIV4UHrzTfsHtp/X9fcC9oitrPxS0mw0mDUNMt7zUoZb2O1EiWVwkZ3OVLJIYysmMHhc5PA6irXi/xwPDEuiosFqV1Z3UTajeGyigCpuy5MbEZ6YIBzxVD/AIVDoZa5lN7fLcTtC4nhjtoDG0UhkVgkcKozEnksrHHFdFq3hSx1u80q51OSad9M8zYrbNs/mRmNvMG3ByCeBj8uKP3Katrv/wAAPfZj6J8SdG1Wy05tQ83Tr28WPdbPFJIsLSEiNWlCbFLgbl3FSQVOORSX/wAUfDkFjcyWN8k8sELzIZ4LiKGVEkCOyyiJgyhjjKBsn86o6X8GPD+j6il7aXd5I6NGwF1Fa3GBGfkVWkhZlAGF+Ug4A5yAaybP4Ozz3ktpqt21voaWEtla28F2JpY1kmEnDGBNoGOjbzz1quXDt3u7CvUSO1/4T7w2L2W0fUNssLOjt5Evlb0Te6CTbtZwvJUHd7VY0DxjofiiSWPRbx53iijmZZLeSEmN87XG9RuU4PIyKxpPhfosl3NI91fm3luJrsWe+Pyo55Y9jyr8m7OCTgsVBPStDw74I03wzei6sJ7p3FhBYYmdSPLiztPCj5uee3sKykqPLo3cpc99TounSq8N/bT3T28Um+WPO5dpGMHB/WrOfSq8NhbW909xFHtlkzubcecnJ4+tZRt1L1PN9E+NdnqkGlyX+mDTReSzCfzbrcLeJIjIsudg3q21h2wVbriuoPxF8MfZRM1/Mu64jtliaxnExkkQvGoiKbzuVTtOMHGASeKyJPgz4Yms9Itp2vXXSrWe1jYyqGmjl3ZDkLzt3sVxjGec1dg+Gelpd293Pf6jdXcF5bXYuZniDt5CMkcZCoF2AO3QAknk11S+r9LoyXtOpia38WjYeKhpFrp0ypDqdnbTTS2s7tJFNE7ttQICsgKqFU7i3JCnBx1t14ssX8C3fifSW+32sFpNcx/ej8zyw2V+YZU5UjkcelUr/wCHemX/AItGvveX8c/2q3vHt43j8p5YFZI2OULfdZgQGAOat2ngvT7DwJN4UgmuWspoZ4TI7qZcTFy2Dtxn5zjj061EnRaVvK/6jXPd3MDS/iTp8+inVdXa0itvLWUtpcs2o+QNuSJzHCBCRkcN1+b0rR1Lx5o1la6m1sbm/n0+2aZ1trWZ48iPzArTKhRMjHJPGaytT+EthrFna2uq67rF1DZ25treORbUiNCAvA8j72FGH+8PWrb/AAp0W51BLy7uLqR0t2tlASCNihgMPzSJEJG+Q9GYj2xxVWoXvcX7wk1Dx8lj8MU8Xw6a7IYYHNrOzQYMjop+dkztBfO7bhgMjg5o0b4i2d5Z3U+qRx26xXos7eTT5Xvo71igb9yUjDORyCAvGOvXF+48E2d34GTwpd319PZIsSLMxjEwWJ1ZFyqBcDYB93JHfPNZupfCnQdSuLqR5bqKO4vBfC3URPDFPt2s6o8bA7x94NuB64HFKPsWmn3/AAG+foW7n4leE7a0iuX1UvBLAtxvhtZpAkbNtDPtQ+Xlvlw2DnimL8RNEgW6GpXKRywXdxb+XaRT3LYgxvZlEQIxnk4Kjsxrm/EnwnubuIWXh24jtre4t4ra8meSKIOiTmX/AI947baSM8FWjyeueSdyf4W6S9xc3FvqGpWlxcz3csk0LxFiLnHmR4aMjbwMcbh61XLQS3Yr1LmgfH/hn+1k01dSL3DyQxKUt5Wj3zKHiHmBdnzqQRzzz6GuhPNcgnwx0KG6Ets93Cq3dldpEki7Va0QJEoypO0gfNk5J7iuwrCpyachcebqSW3+sP0qzVa3/wBYfpVmlHYsp0tReY3sKaXI6k1x8yQEx4603v6nsPSoefqf5Un8vX1pc4E/4gn19KjlhhuE2TxRTJnOJUDAH1wfrUeQOOnsKz9ctL+/00Q6Ve/Y5xKrGTzHQFQGBGVBPUj8q0pNSmot28yZNxjdK4zWvCeka/exXmpQztcRRPCs0N5NAdjfeX9265Bx0NVpPAPhmRg39lIuEhQBJHRQsLbowAGAGDz7981zPjbR9Y1L4m6LfaEhjmtLOd4rmVW8hHLr8rkA43IXGPfPauLt5vGPhHQbvTvD9lrazJe3cscv2TzI5sSqFyvkSMSy5Od0a4/iJrqpwlKK5Z/K/qZykk3dHsX/AAiej/2nPfrbzJLcv5lxHHdSpBM23aS8QYRvkDBypz3qqPAXh8WcFqsF55NtKstuo1G4/wBHZQQPLPmZjGGIwuAeOOBXGXGu+Oo9fluFXU3sl1RYRZx2CFTbmAszBimeHwAxbGeDms+y8WePpbW88631aOBpbI+dJp++4tonY+fsH2eMSMoxkeWwHOCetUoVLXU+3UOaPY9Ab4e+F2FyraZlLlJY2jNzKURZG3SCNd2I9xHOwCrV14S0q8ure4lW7aS1KNbqbyUxQui4R1iLGPcOxKnnmvK7bxj48v7BH0+7uHtvNu447/7Dli6SgIsqR28hA29giEkn5hjFblzq3jSZNYuRqF3ZiK+hjtYV01mR4SqtIUIt5JM5DKGKkDJyM4w3ConrP8X6CUo9jvbPw3p1l4VTw8YzPYC3Nu4mbLSqR8xYjHLZJJGOT2pkPhTRYLfS4IrPbHpEhlsgJH/dMQQTnPzE7j97PWk8J3t5feFbG41SK5gu5EJkju9nmj5jjdtRB0wfurx1Gc1tA+/61zSnJNq5qkmjJvPDWmahq0OoXqXM81vKs0SPdzGFHUYVhFu2ZHrt681rY9jRkev60ZHr+tQ5N7sdrC49qPwNGf8AOaPxNNALge9H40Z96Xr6GmAYPal+o/Kkx6j8qX6H86TGA9j+dH6UvXqM0D2P4GkAD8v5UuMUDj2pf0/kaoBKUN60UlAD6SkB/KndRxSvcBB0paKUCgAApaKSqAKPp1paUCgBkYcE7qcOKWikAZooooAMZooxRVAAo96ZJ29KSPqfSgCTGetLSUUgCiiikAUooo71aAPaiijOelIAoo+tFAw6UdetHSjrQAfSmuypjewG44GT1PpTs+n51kaxpk9/cwPCsBMYxumIYYLDcChQg8DqCDVbCNbGetHXp0rnk0rW0Q/6YpLxlWDXLnaxVRvBK9fvHbwAcU+TSdV8gLFeFpfJX9411INsvO4gAcqeAM9MZxSA3s9hSYx9TVDTLO5tUAu5nlcKeTOzjJYnGCB0GMHryR25zpdAuo2H2CSK2MksrTNExjYgsNmCB2UdDxn1pAdAcAgE8noKaGDE4IO04OD0NYP9i6i5hmmnAuIlHzLdyHexZC56YUEKQAARzSWmh31q4C+SLfvHHOY3OBxukRAWxluD65JNMDfBDjKkEeoNO61g32gT3djZwM8TfZ4Srhukjnbu/hOMgPyOQWzUX9k640jPJfKxaQMQLhwpGT/CACOD0BHQdaYHRfypjEYJJwoGcmudj0fXGliNxqHy70aQpcuM4IyQNuMEZ46dPepH0W/lgaGa6MiyxKjubmQbSc+YQvQgg8ZxjA46mkBun9KKgsYJLe0Ec7l2DuQS5c7SxKjJ5OAQPwqc1IDoCfPxjjacn8RVqq9v/rD9KsVpHYDNPFMzg/7X8qCcnvn09PrTe3t+Q/GvObAXOeB09O5pO/qf89BQTj+vambyx+QbvX0FS2MdnFZ2ta/pfh6xW91q8W1t2lEIcxu+XIJAwoJ6Kfyq/sB/1hLew4FRXljZajbi31CxtbuFWDiO4gWRQwBAOGBGcE8+5q6fLzLn2E720MXWfEN7aeJbfw/pGnR3uozW73T+fcmGOOJTtyWCsSSxAAx9SK46X4vpdabqb6bp0sdzaaabtDPG7oJQzK0bbQAFBU4bcA3Qc8V3Os+GYdX1W31SO9vNO1G3jeJbq0ZNzRt1Rg6spGcHpkEcGsNvhZogt5be1ur+1gnsPsE8cUiN5ybmbcxdGO/c5bIIBPauun9WSXOtfmZS576Fqz+IHhyaxjeW6lNzlY5LZbScy7zH5hxFt3lduW3AEY5zUep+M/BF5ZvBqctve2n2ZLyRZLGSeIRHlXb5Co5HfnOB1IFQX3wp0C/u5LqeS6M7yxyh3EUgQrEIsbHjZCCACdwPIyMVcg+H2mW63flXE4a7s47KT9xb7AiMSMR+V5eTkgjbj2HWnbDLVN/18g/eGzokmnvpaJo9k1laREokDWL2u3ucRuqkDnrjHWtDA9B+VY/hnwzZeFNMksdOeR45J3nYyBF+ZsZwqKqqOBwoArZrmnbmfK7o0W2o0ovoKAi+n606lqbDE2+jMP1pwDdirfpSUlUgHZ/vDH4U4e36U0MR0NLweowfUVVwHUoH0pAPQ5+tLn14pgKOPWlBPrmkH+cUvX0P6UALkj1FOyT1ANNH1x9aXHqPxFUgOUvviPpGn6d4hvJre9Mfh+dILpVRCXZiACmW5HzDritmLxRoMl8lius6eL122C0N0nmbsZ27c53c9K5XWfho+qSa5BDq6QaZr1xDPfQG03TAoykiOTeAu7aOqNjJpsvwvV9Ue8TVQhfxDBrewWvQRgjyc7u+4/N29K67UGt/60/4Jled9jRs/ib4fu9c03SWlENzqKM0O65t3QEOUCl45GG5iPlAznpweK3IvE+gXCXTwa5psq2Y3XLJdxkQDOMvg/Lz3NcVo/wnk0b+x/I1tXawhubebfZn9/FO5ZguJPkYAkA/MM4OO1Ul+CiHSnsZdYWQrbrb29w0M7SRosqyKrK1wYymV5VUXPUYpyWGb0l/V/8AIE6nY6/wt41tfFN5raWiRfZdKuRClzDcCVLhdud4wMAfQmqMHxP06bQpNdj0rVP7FVJmTUNsPlyeXu4x5u9SxXaodVySo4zV3wx4UvNAudcvLnVIrq61i4Fwzw2phSJtu3hS7E+vJrB/4VSLm7NxfXunwymwubN30rShZm4M8exnnxIwfHLAAL8xz7VK9hzO70079tfx/wCGD37HS2HxA8LX2l2N6dd061F7CsscNzeRJIMj7pG77wPBHYgim6f8QvDmoatrGn/2hDbS6O+24e5njRWA+8ynd91SQCTjB4rldV+FWs6v4ftNGuPF+yyttPjsBBHZypGwQjbIUW4AZ8KAd+4dwB2s3/wpe8OsxprghttTmt7kKLVt8U0KqAd4kGVOGOAAeRhhjJ0UcP8Azf1f07Bep2OxfxZ4dj06O/k1/S0s5XMcdy17GI3YdVDZwSPSoPEfi+x8N6XYX0kM9/HqF1Fa2wstjGR5AShBZlXBx1z3FcnJ8KZzaAW2q2tpfCee4W/ihvfOSSVFRnVzeE7iF5ySDgZHBzv+JPBlxr/h3RdPTWDHc6Td292Lu5g84zvEpHzqGX7xOSQanloprXQd522JrLx9oUwvV1S5XQ7iwnW3ubfVZI4WjdlLJzuKtuVSQVY5ANNk+InhuPxPY6INRgeW+t/tENyk8ZhYZwF3bvvHsADmsi5+G+pz3F3qMfiiSDVtQu4572eC3eKKWONCiQhY5VkRQCM4kySOfavoXwquvDn9hyaZ4gjW40u0uLRpHsN3mJLK0mVHmfKy7sDO4eo7U+Whvf8Aq3p3FefY7fS/EOi620i6Lq9hqDRAGQWlykpQHpnaTjpWUnjaC61S7tdL0jVNShsrsWdzeW0cflRS7gGX5nDttyNxVTgVleDfh5eeGfEkus6l4gk1e4ksVs2aWOXe2HDby0kshz7DC+gHe5YeD9T0XUtQ/sPXIrbTdRv/ALdNbS2PmSozMDKscnmAKGxjlG254qHGkm7O/wB47ztsbK+KfD7Pdouu6YXsgTdKLyPMAB2kvz8uDxz3rK1r4leFtF09LxtVtr2JrpLVvsVxFIY3bPLfMMAYJPoK5SL4JJDo82mjWlki+zTWttPLDO8sEbtuxg3HlfXbGucZ4NXL74Rm6mvpYdbWFrhtPeJTZ7lia0TaMgONwYZ44xnvWsYYdP4hXqW2O3TxLoUt/BYx61p73dwivDbrdIZJFZdysq5yQRyCOo5qTTdd0jWd39j6pZX+xQzfZbhJdoJIBO0nglSPwPpXGL8Lm/4ShtXn1SK4WW/i1GW3kiuFVZ0Ay0YS4VV6HG9XKg4JYVteAfA9l4E8NQ6bB5FxdqGE9+lssUlx87Mu7BJO0NgZJ6VnNUlH3XqUnO+qMX/hc/hk+ET4gMGoeQLz7J9n8lPO3f3tu/GztuzjPHXiutXxNoB1CWwXW9NN5Du823F3H5ibRlsrnIwASc9MVw3/AApWw/4QT+w/7QH9obfL/tP7Of8AV/aPP2eXvx14znP8ql1L4V6hq3iQ6nqHiqW4jWa5kghlgkYxJLGUEYzNsAUEcqik45PppKOHeztv/wAAhOp1Rtah8RdJtte0Sw064stSh1OWSOW5gvUK2oWPzAzYyDkHuRxzWwfFnhxVtWbX9LC3n/HsTex4n+bb8nPzc8cd+K4a7+CGlXnh/RNKN3Hbrp0cq3M1taCKS8Z49gckNwR153Z6Hin3vwimv2jkvdbhuZHsIrG7SS1njhnWI/I3lw3EeDjGQSwzyAvQJxw7t7w71Ox1nhrxvo3iu91K00qfM+m3L28iM6ZcKQPMQKxJQk4DHFU7L4g2mpCefTdI1O6sILiS3e/QQLEroCWyGlDqvH3mUDkZIHNT+FfCc3hjUtamTUI7m01S8e98k27LJFI2Af3hc7hx/dzz1rAuvhXJqOpR3t/qOnR3EZnY3WnaQLW4naRGU+dIJCHGGOQFGfUZNEY0eZ66D9+x01v448Nyw2xuNa02znuUV0tp7+AyfN937rsDnttJBq/a69pF9qU2nWOqWVxfW+fOtorhHliwcHcgORgkA57muLsfhpqVjdeHy2v2d3aaDbrHbWlzpjMgkHWfiYfvMZCk5C9hnmqEXwx1Twtay3fhm+jvr60S4XSxciXzLczE85afyfl3bj+6+bb0zTcKL0UhXn2O58VeJrPwjoh1TUILi4i81IRHbKpcs5wPvMo6+9VtD8c6TrVzPaOX0y+gu2szZ37xrI8qqGITa7B+D/CT/KofF/g6TxZ4Mi0O41PbMrwu93NbCTzWQgksilR8xHIGBzXIa58MdTsvC1+fD0kUutS6nb31hHYwrZ2ti6bVLJGzsFyu4tgksdvHFTTjSlG0nZjk5p6LQ73V/FmlaT4VvPEInF/Y2gJdrJ0lJIbaQOQMg9Rmqek+PdM1G4v4LyG40d7CCK5n/tFolVYpBlW3o7KOnQkHnpUd/wCBLWf4YN4Msbn7JD9lW3W48reRggliuRkkgk89TXO3Pwbj+z31lpWs/wBnabeNBcG0jtTiO5ix+9VlcEBscqPwYYFEVRaab6/hoDc76I7Z/FnhyLTY9Qk1/S1spXMcdy15GI3YdVDZwTx0qKPxfo0188KX1q1sln9tN6LyAxeXu254ffjP8RXb23Z4rgdV+HGp6Q1pqGiL9v1OKW7kPkQM8bmeFY2aT7Tebgx2j5lY+6nvHpvwVluPDkEWr6obW5bRI7B4Yot4ikW4E4Ytuw4BAUrjnnB6GrVOha/MLmne1j0b/hLfDn2FL3/hINL+yO5jW4+2x+WzAZKhs4JA5I9K0LK+tdQs47vT7mG7t5RmOaCQOjjOOGHB5FcGPha8/iWLXr/WUlvf7Vj1GdYrMpE/lx7FRUMjFT3LEtnjjirXg/wprnhPULTSU1Iz6FawTTO4hRPtE8srEJglmUIvOQQCWHXkVnKFPlvGWo05X1RN4g+J2l+HdU1KzvNO1KddLihmvLiBIjHEkpAU/NIGbkgcKa6NfEGjuDt1Wy4uhZH/AEhMi4P/ACxIzxJ/sdfauL8UfCk+IvEmp6sNRsojqFvHB+/03zpbXZ/HFJ5i7GPrg0zT/ANzD8XJdXkSX+xreCKeMzSI/wBpvRH5RlIBzkJnJIGWOfeq5aLjo9bf5CvNPVHVXni7T9P1670m8SeCW1046kZWVfLkhUkNtOckgjkEDt603TPG+g6jBYGTULexu7+OOSGwvLiJLkh+UBjDE5IIIAz1ql448CR+Mmsit+bB4PMimZYt5nt5ABJF1GM4BB5xjpzWZ4m+Gt94i15bs+JJIdPjntpoNPMMhSDyuoULKqfMcklkJHYilFUWld2G+dPQ1fC/jyw8QWk0l61tpk63dxbxW8t0paVYfvOoIBwByeDj1rVbxT4ejNr5mu6YpvAGtQbyMeeCcApz83PHHeuJT4RTWzW09lr0aXUFxfyh5rEujJdKFZdolU5UdDnnPSqqfBFYbWKFdaWdDZRWtzFcwziOby2JVtsNxH69GLcjIxWjhQvfmFepbY9WrjZPiTptpLPFrenano7xae2ohbyOPMkIODgI7ENkj5Wwea1vDUeuCxvJfEM37+a7ma3tyEItoNxEaEr947QCSSTz1rlf+FZX18+uP4h1631KTWoGgluBp7RzQx9UjjPnMqorDdjblj1J4IyiqabU2NuX2TVtPiLplxbajJc2Gp2UunW8dzNbSWwklaKRco6iJnBHryNv8WKsjxnFN4TtPEVlpGoXdjcW5uW2NAjQRgZy/mSqOmfuk9Ky7T4f39vHq9xNrdtNqWpWUVgJ/wCzysUUKLtP7vzcljknO4DOOMDFNPw8vpvh7ZeELrXozYwSRrcSQWRje4t1IPlZ807SSOWHbjb1zTVG+j/P5i986Xw7rsHibw7Z6zZ29xbwXiF447lQsgXJAJAJHOMjnoRWlWc3hzRGvre8fR7Brq1RUguGtkMkSr90KxGRjtg1pVzSs37por9R8H+sP0qxUEH3z9KnrSOwzIJz79/Y0x5AvqWPQDkmmF2kbbH17n0qRIxH05J6sa8i7lsM5PXPHdpomt3WmT6bqF3Naac2pz/ZRFtjgUkMxLyKSRjoATz3rX0/xTouo6YL2HUbaOJbaO6lSWVUa3jdQytICfkBBzk8VyfirwDf6144uNZjsNG1K1m0g2CQajKymKXeWEoxE/IHAxg8nkVhaz4B1Map4Z0dJrq9F3ZCx1y8ELbGt45FlGZDwGOGQZ5IxXpQo0JRjrZ9f1MXKab0PQ/EXizT/Dmh2+qzJNe29zLHFD9j2P5hk+6QSwXB9c1HpfjTTtQm1eC8in0ifRzGL1NQMaCIOu5G3q7JgjPf+lV/H/hS58VeHLbTdOeGAxXkMzeY7IAiE5ClQSDjp0+orkr74W65Lb6rYW+oWs1pNfxajaXNxNILl3T/AJYzuF3MvzHD7iy7Rxz8pThQlD3nZ/8ABX/BCTmnoehHxPoA00aidc00WLSeULo3cflF8Z2784zjtmopfGPhiFUabxHpMYkUOha+iAZTnBHzcjg8+1cPf/DS9uoWktNOt9OvvtJuI7u28R3RmRygUsZZIWLFuh4GAOvJrJl8H+LrrxNqWn3Ihv7i88OpZXGq3SvFDuL/ADbCqEOwGOPlJxuOOlXGhRlrzfkJzmuh6tda9o9jfQ2V7q1jbXU4UxQTXKJJIGOF2qTk5IIGOppn/CSaGNQFida0/wC1mUwi3+1J5hkHVNuc7uRx15rgL74V6t9l1jS7G8sriy1m2sYJbu7ZxNbfZ8KSqBSHyFBALLg8dsl1z8L9Xcal5N1Zb7rxDDqaSPI+7yUzwx2ff56dOTzUqlQt8f8AWn/B+4fNPsdN4g8fabouuaVpNs9rf3l9fx2c0Ed2oktg38bIAT6cHHXrWyviLRHvZ7NdZ083NsrNNALpN8QX7xZc5AHfPSvPY/hpr8N5ZwCbTmsrXxE2sG6+0SCeRCRlSnl43477vSmad8KtR0/TV0+SKxvGtxdrbajNqd0GVZkcZ+z4MasSy7iCQQOhPNW6WH5VaX9f103FzTvsdxe+N/DlnpN9fx6vZXiWNv8AaJYrS5jkk28YwN3ckAZxkketWNM8T6XqvhldftruP7B5HnyuXUmABdzK+0kBlHUdq4OL4VaqLWyt3urKNIfDk2lSmNmOZnLHcBtGVycnOD7V12m+G7yb4aL4Y137PDINP/s9pbSVpFKiPYHG5Vwe+MfiamcKKXuu+v4DTm3qhdN8aW+pW8N7/ZWo2mlTo8iandCJIPLUE72/eFkUgZBZR1HrSax8QfDej+G7rW01K31G2tnSN10+eOZyzHAUDcBnqcZ6KT2rOt9H8b2/g1NAtrjSbWS3smtodSinkaR9q7Yz5flgRkgDJ3NjkgHiuZm+FGv3+neJIry7tI5tWs7WGJnv57pvMhdWLO8iBsMV6DOM4A4q406LleTsr9+l/wDITlO2iPR28V+Ho7e1nm1zTYY7td0DSXkaiUZwdvPODxx3qS88S6Dp199i1DW9Otbrj9xPdxo/PT5Sc81w2p/DzVtS1641W9trG9S/sEtrmwbVrm3jjZOBh40/eIQMlWUYJ49a5fWfCes2l1e6Fp2nm9GparaXLTRQXIFuEUbl8x4vLZF5APm59s5wRoUpfa/r/gfj0Bzkuh7MNe0c6x/ZK6rYnUen2MXKed93d9zO77vPTpzUMfi7w7LcQ28Wv6XJLMwSKIXkZaRixUBRnJOQRgdxiuJi+G2rpfpatdWf9nR+IzrovfMc3TcZ8spt25zwX39OdvaqT/DUaH8J9VhubK3n15Hkube6063MszOJN8Sg7Qx5ABGMAZ9KlUqOnvdh80+x6lbahZXk9xDaXcE0ts2yeOKQMYm9GA5U+xq0K5fwBotxo/hSNtSXbqeoyvf34IxiaU7mH4DC/wDAa6aueSUZNI0TbV2Sf59aPpx9KYCRTg4PsaE0MxZ/GGi22spplxcTR3MlwtqjNaTCJpmXcIxLt2FiOcbs1HbeOvDl5qLWNvqO+YedtJgkVJPJ/wBaI5Cu2QrnkKSaydb8P+Jda8a2F5dQ6ZcaHpsyz2tp9tkikaYdJpP3LBiuTtUEDOMmsrQvhzrWlajoiSTWMth4fnvbi1dJ5BNctNnYrgpiMDJyQXz6V1qnS5bt627+v/A+8y5pX2OstPG2h3ouRbS3kktrFHNJbnTrgTGNzhXWMx73XPdQQO+KrH4k+FhE7m9uQY7xLFom0+4EouHBKxhPL3FiFPGPT1FZWjeHvGFpqOs61qUWjXOu3tuYre5W9l8qBQcxxiPyQQgJLE7iSQOmcirN8Lrg+D/D2kwXcb3NrrcOrarctM8clw/zeayOo3b/AJgFPynCjkGj2dC+r/H7+gc07aI9AsL6LUrRbm3W4VGJGLi2kgcY45SRQ36VZA/+tUNhZRafZpawNPJHHnDTzvNJySeXclj17ngcdKsVzWV9DXUSilpKYCj2/T/Cgf5xRRj86QC59waXd6g0n15+tHTsRQAuaXIpAfel59AapAGRRmj8KPwqgDIozR+FGT6frUgGfY0c0c0Y9TQAfU0cUcfWl+gppAHNGPU0c0nA61QC59BRzRn0FGPU0hh0o5+lGfSikAZApOT1o+lGPWjcQfSj60Z9KPc0MA+lL06UnWjpxTTAX60daPrR1+lAB9KKPpS9KaAPrTSaCcUmPWpcgDHr0oxS9fpR1+lJAJ1pCc0ppv1oAKTFOFFPYB0P3z9KmqKIYb8KlrSOwGQqBFCqMCnYoorzbDFoooxTASj6UtJvAoEAFLTC/oKTeaLoZJRio8t60c+pouBJRxUWBS/gadxElLUYz/k0vzU7jH0U3LUoY+1O4heKWkzS9aFqAUUY9qPzqgFoo/GlA9qAEAp2KMiigYnI6U4P2YZ/GijHrQriHghvf9CKXr7/AMxUWPxpwYj3/nV+oEmPx/mKPfP4imiQHqPxHWng55HPuKtWYCY+mP0NFL7/AKjoaT/P/wCo0MA/z1o7Uv8Ak0n+f8mkAvQeg9+RS/p9KTvS/T9KaQB19DR+FHX0NHT1FUAvHqaTI/vUufQg0c0gD8aPx/Wj8KPwoATj1/Wl4/yKPwpeaLAH4Uc+1HNH1NXsAY9TRkdqOO1HPpUjDn6UYHej6mmk+lAC59KT60lL9aW4hc+lGPWko+tNiFz6UY9aM56UdOaQw/Sj6UUfSgBfrR1oHvRmrAX6U0t6UhOelH1qXLohB70fWl+tFSMOv0oHP0o60GmgEPNGM/SkpR1pgB4pOlOpCKAHRfeP0qWoo/vH6VLWkdgMvFFIWAphYn2+leddIB5YCmlz24ptLipuxiHnrRinYApetIBNo70Y9KXAFL9KAG4pcClx60Yp6gNxS80tLiqAbS4pcCjAoAbgUvFLilp2AbS4p1GDTEIPr+dODD1owaPwp6gO69MGjHtim/hQD7mquMd+P50Y9vyoHPQijHt+VFriDNLn14o6+/1o6eoqgFoIz1pPw/EUoz25oGJj159x1oHr+opc/n6GjH4UCFDkc/qKcHHfj+RqPp7e4pent79qV2BJ/kUf56VH09vbtTgx78+x6/nVpjHjpRSBx+P0pcjHGMfpVqwhfr+tL09RSfoPzFHT1H05FFxi9ewNJgehFHX0P0o6eooEHHqaX/gVH0OaOe+KAD/gVH40vPp+tH4frVgJx9aXj0o59P1pCcdcVIC8+lJmkJJ//VSdv/r0rgB560UfT9BRUgGKWigH8fpV7AFGKXmjgUMQUdKOfpRwKQw/SjpSbqTOaLgLnFJ15ox60UXAX6UdPrQOOlHTrSAPc0daPrS9fpQgDGfpTSc8DoKUn8qTGKYC0opMUtFwFpKWkpsB0f3vwqSmJ978KfWkdgMcCjHpS0V5gBige1KBmloGJwOtLRQaYBiijFKeKYCYpaMUtMBKKBzS4oAPpRilpM07CFoopQBQAn40vHrRSmnYYnHrRx60p4pM1Qg/Glx70U3OaWgDjx1pN2OgNNwKOlS3YB28nuKTJ9xSA0uMdKdxh/nijr7/AFoHPWg8GgQuT/8AroyR3/Og8Cg8Ln9KYDt5HWlz6cUw8LkUdFyKV2MfuA4xj2PSlyP/AKxpo5UGkPFXsBJmjv7/AK1GeDjtS98U7gSBiOh/KlDn0/Faiyd2M0oYlsfrQmImDA0u4djj61BuJbB5pSxWruMn69gaMexqAHPt9KUuwH3jTUkImyB3xSbh61D5rU8OT2FHPcB2f9qjj1P50A5NLSAaMfWl/D9KKQtigBf89aWmg0E1SAdx3pc+lMDGmljnFS5AS/U0m8Dpz9KYBkZNL2qk7gKST7fSkzSDnrS1IBjPWj6UDnOaXtT6AHuaKB2o9KQAPpS8Ck6Uq1W4C49aOv0pOpxSnoaewCHmgdaQUtIBaKKKQBS0lLVLsA5OtPpife/Cn1qtgP/Z)
Download Free Sample Report
Market Segmentation
The United States data center market is
segmented on the basis of solution, type, end user industry, regional distribution, and company. Based
on the solution, the market is divided into IT
infrastructure, general infrastructure, electrical infrastructure, mechanical infrastructure,
and others. Based on the type, the market is bifurcated into corporate and
web hosting. Based on the end
user industry, the market
is divided into IT & telecom, government, BFSI, healthcare
and others. To analyze the market on the basis of region, the United States
Data Center market is segmented into Southern Region, Western Region, Mid-western
Region, and North-eastern Region.
Market Players
Cisco Systems, Inc., Dell Technologies
Inc., Hewlett Packard Enterprise, IBM Corporation, Lenovo Group Limited,
NetApp, Inc., Atos SE, Equinix, Inc., AT&T Inc., Verizon Communications,
Inc., are among the major market players in the United States that lead the
market growth of the United States data center market.
Attribute
|
Details
|
Base Year
|
2021
|
Historical Years
|
2017 –
2020
|
Estimated Year
|
2022
|
Forecast Period
|
2023
– 2027
|
Quantitative Units
|
Revenue in USD Million, and CAGR for 2017-2021 and 2022-2027
|
Report Coverage
|
Revenue
forecast, company share, competitive landscape, growth factors, and trends
|
Segments Covered
|
·
Solution
·
Type
·
End User Industry
|
Regional Scope
|
South, West,
Mid-West, North-East
|
Key Companies Profiled
|
Cisco Systems, Inc., Dell
Technologies Inc., Hewlett Packard Enterprise, IBM Corporation, Lenovo Group
Limited, NetApp, Inc., Atos SE, Equinix, Inc., AT&T Inc., Verizon
Communications, Inc.
|
Customization Scope
|
10%
free report customization with purchase. Addition or alteration to regional
& segment scope.
|
Pricing and Purchase Options
|
Avail customized purchase options to meet your exact research
needs. Explore purchase options
|
Delivery Format
|
PDF and
Excel through Email (We can also provide the editable version of the report
in PPT/Word format on special request)
|
Report Scope:
In this report, United States data
center market has been segmented into following categories, in addition to the industry
trends which have also been detailed below:
- United States Data Center Market, By Solution:
- IT Infrastructure
- General Infrastructure
- Electrical Infrastructure
- Mechanical Infrastructure
- Others
- United States Data Center Market, By Type:
- United States Data Center Market, By End User Industry:
- IT & Telecom
- Government
- BFSI
- Healthcare
- Others
- United States Data
Center Market, By Region:
- South
- West
- Mid-West
- North-East
Competitive Landscape
Company
Profiles: Detailed
analysis of the major companies present in the United States data center market.
Available Customizations:
With the given market data, TechSci Research offers
customizations according to a company’s specific needs. The following customization
options are available for the report:
Company
Information
- Detailed analysis and profiling of
additional market players (up to five).
United States data center market is an
upcoming report to be released soon. If you wish an early delivery of this
report or want to confirm the date of release, please contact us at [email protected]