github-metrics.svg

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                    <span>Zilin Xiao</span>
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                            Joined GitHub 5 years ago
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                            Followed by 148 users
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                            Contributed to 23 repositories
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                        <h2 class="field">
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                                <path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
                            </svg>
                            68 Repositories
                        </h2>
                        <div class="row">
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                    </svg>
                                    Prefers MIT license
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M2.5 7.775V2.75a.25.25 0 01.25-.25h5.025a.25.25 0 01.177.073l6.25 6.25a.25.25 0 010 .354l-5.025 5.025a.25.25 0 01-.354 0l-6.25-6.25a.25.25 0 01-.073-.177zm-1.5 0V2.75C1 1.784 1.784 1 2.75 1h5.025c.464 0 .91.184 1.238.513l6.25 6.25a1.75 1.75 0 010 2.474l-5.026 5.026a1.75 1.75 0 01-2.474 0l-6.25-6.25A1.75 1.75 0 011 7.775zM6 5a1 1 0 100 2 1 1 0 000-2z"/>
                                    </svg>
                                    3 Releases
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8.878.392a1.75 1.75 0 00-1.756 0l-5.25 3.045A1.75 1.75 0 001 4.951v6.098c0 .624.332 1.2.872 1.514l5.25 3.045a1.75 1.75 0 001.756 0l5.25-3.045c.54-.313.872-.89.872-1.514V4.951c0-.624-.332-1.2-.872-1.514L8.878.392zM7.875 1.69a.25.25 0 01.25 0l4.63 2.685L8 7.133 3.245 4.375l4.63-2.685zM2.5 5.677v5.372c0 .09.047.171.125.216l4.625 2.683V8.432L2.5 5.677zm6.25 8.271l4.625-2.683a.25.25 0 00.125-.216V5.677L8.75 8.432v5.516z"/>
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                                    0 Packages
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path xmlns="http://www.w3.org/2000/svg" fill-rule="evenodd" d="M2.5 3.5c0-.133.058-.318.282-.55.227-.237.592-.484 1.1-.708C4.899 1.795 6.354 1.5 8 1.5c1.647 0 3.102.295 4.117.742.51.224.874.47 1.101.707.224.233.282.418.282.551 0 .133-.058.318-.282.55-.227.237-.592.484-1.1.708C11.101 5.205 9.646 5.5 8 5.5c-1.647 0-3.102-.295-4.117-.742-.51-.224-.874-.47-1.101-.707-.224-.233-.282-.418-.282-.551zM1 3.5c0-.626.292-1.165.7-1.59.406-.422.956-.767 1.579-1.041C4.525.32 6.195 0 8 0c1.805 0 3.475.32 4.722.869.622.274 1.172.62 1.578 1.04.408.426.7.965.7 1.591v9c0 .626-.292 1.165-.7 1.59-.406.422-.956.767-1.579 1.041C11.476 15.68 9.806 16 8 16c-1.805 0-3.475-.32-4.721-.869-.623-.274-1.173-.62-1.579-1.04-.408-.426-.7-.965-.7-1.591v-9zM2.5 8V5.724c.241.15.503.286.779.407C4.525 6.68 6.195 7 8 7c1.805 0 3.475-.32 4.722-.869.275-.121.537-.257.778-.407V8c0 .133-.058.318-.282.55-.227.237-.592.484-1.1.708C11.101 9.705 9.646 10 8 10c-1.647 0-3.102-.295-4.117-.742-.51-.224-.874-.47-1.101-.707C2.558 8.318 2.5 8.133 2.5 8zm0 2.225V12.5c0 .133.058.318.282.55.227.237.592.484 1.1.708 1.016.447 2.471.742 4.118.742 1.647 0 3.102-.295 4.117-.742.51-.224.874-.47 1.101-.707.224-.233.282-.418.282-.551v-2.275c-.241.15-.503.285-.778.406-1.247.549-2.917.869-4.722.869-1.805 0-3.475-.32-4.721-.869a6.236 6.236 0 01-.779-.406z"/>
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                                    2.75 GB used
                                </div>
                            </section>
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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                                    0 Sponsors
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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                                    402 Stargazers
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
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                                    90 Forkers
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
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                                    53 Watchers
                                </div>
                            </section>
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M6 2a.75.75 0 01.696.471L10 10.731l1.304-3.26A.75.75 0 0112 7h3.25a.75.75 0 010 1.5h-2.742l-1.812 4.528a.75.75 0 01-1.392 0L6 4.77 4.696 8.03A.75.75 0 014 8.5H.75a.75.75 0 010-1.5h2.742l1.812-4.529A.75.75 0 016 2z"/>
                    </svg>
                    <span class="followup-title">Overall issues and pull requests status</span>
                </h2>
            </section>
            <div class="column largeable">
                <h3>Created by Zilin Xiao</h3>
                <div class="row fill-width">
                    <section class="column">
                        <h3 class="no-margin-top">Issues</h3>
                        <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="220" height="8">
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                        <div class="followup legend field fill-width">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#238636" d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
                                    <path fill="#238636" fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
                                </svg>
                                <span class="no-wrap">5 <small>open</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8957e5" d="M11.28 6.78a.75.75 0 00-1.06-1.06L7.25 8.69 5.78 7.22a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l3.5-3.5z"/>
                                    <path fill="#8957e5" fill-rule="evenodd" d="M16 8A8 8 0 110 8a8 8 0 0116 0zm-1.5 0a6.5 6.5 0 11-13 0 6.5 6.5 0 0113 0z"/>
                                </svg>
                                <span class="no-wrap">14 <small>closed</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8B949E" d="M6.749.097a8.054 8.054 0 012.502 0 .75.75 0 11-.233 1.482 6.554 6.554 0 00-2.036 0A.75.75 0 016.749.097zM4.345 1.693A.75.75 0 014.18 2.74a6.542 6.542 0 00-1.44 1.44.75.75 0 01-1.212-.883 8.042 8.042 0 011.769-1.77.75.75 0 011.048.166zm7.31 0a.75.75 0 011.048-.165 8.04 8.04 0 011.77 1.769.75.75 0 11-1.214.883 6.542 6.542 0 00-1.439-1.44.75.75 0 01-.165-1.047zM.955 6.125a.75.75 0 01.624.857 6.554 6.554 0 000 2.036.75.75 0 01-1.482.233 8.054 8.054 0 010-2.502.75.75 0 01.858-.624zm14.09 0a.75.75 0 01.858.624 8.057 8.057 0 010 2.502.75.75 0 01-1.482-.233 6.55 6.55 0 000-2.036.75.75 0 01.624-.857zm-13.352 5.53a.75.75 0 011.048.165 6.542 6.542 0 001.439 1.44.75.75 0 01-.883 1.212 8.04 8.04 0 01-1.77-1.769.75.75 0 01.166-1.048zm12.614 0a.75.75 0 01.165 1.048 8.038 8.038 0 01-1.769 1.77.75.75 0 11-.883-1.214 6.543 6.543 0 001.44-1.439.75.75 0 011.047-.165zm-8.182 3.39a.75.75 0 01.857-.624 6.55 6.55 0 002.036 0 .75.75 0 01.233 1.482 8.057 8.057 0 01-2.502 0 .75.75 0 01-.624-.858z"/>
                                </svg>
                                <span class="no-wrap">0 <small>drafts</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8B949E" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM8 0a8 8 0 100 16A8 8 0 008 0zm3.28 5.78a.75.75 0 00-1.06-1.06l-5.5 5.5a.75.75 0 101.06 1.06l5.5-5.5z"/>
                                </svg>
                                <span class="no-wrap">0 <small>skipped</small></span>
                            </div>
                        </div>
                    </section>
                    <section class="column">
                        <h3 class="no-margin-top">Pull requests</h3>
                        <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="220" height="8">
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                        <div class="followup legend field fill-width">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#238636" fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
                                </svg>
                                <span class="no-wrap">0 <small>open</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8957e5" fill-rule="evenodd" d="M5 3.254V3.25v.005a.75.75 0 110-.005v.004zm.45 1.9a2.25 2.25 0 10-1.95.218v5.256a2.25 2.25 0 101.5 0V7.123A5.735 5.735 0 009.25 9h1.378a2.251 2.251 0 100-1.5H9.25a4.25 4.25 0 01-3.8-2.346zM12.75 9a.75.75 0 100-1.5.75.75 0 000 1.5zm-8.5 4.5a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
                                </svg>
                                <span class="no-wrap">35 <small>merged</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8B949E" d="M2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5zm9.5 3a2.25 2.25 0 100-4.5 2.25 2.25 0 000 4.5zm0-3a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
                                    <path d="M14 7.5a1.25 1.25 0 11-2.5 0 1.25 1.25 0 012.5 0zm0-4.25a1.25 1.25 0 11-2.5 0 1.25 1.25 0 012.5 0z"/>
                                </svg>
                                <span class="no-wrap">0 <small>drafts</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#da3633" fill-rule="evenodd" d="M10.72 1.227a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 111.06 1.061l-.97.97.97.97a.75.75 0 01-1.06 1.06l-.97-.97-.97.97a.75.75 0 11-1.06-1.06l.97-.97-.97-.97a.75.75 0 010-1.06zM12.75 6.5a.75.75 0 00-.75.75v3.378a2.251 2.251 0 101.5 0V7.25a.75.75 0 00-.75-.75zm0 5.5a.75.75 0 100 1.5.75.75 0 000-1.5zM2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
                                </svg>
                                <span class="no-wrap">10 <small>closed</small></span>
                            </div>
                        </div>
                    </section>
                </div>
            </div>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M1.5 2.75a.25.25 0 01.25-.25h12.5a.25.25 0 01.25.25v8.5a.25.25 0 01-.25.25h-6.5a.75.75 0 00-.53.22L4.5 14.44v-2.19a.75.75 0 00-.75-.75h-2a.25.25 0 01-.25-.25v-8.5zM1.75 1A1.75 1.75 0 000 2.75v8.5C0 12.216.784 13 1.75 13H3v1.543a1.457 1.457 0 002.487 1.03L8.061 13h6.189A1.75 1.75 0 0016 11.25v-8.5A1.75 1.75 0 0014.25 1H1.75zm5.03 3.47a.75.75 0 010 1.06L5.31 7l1.47 1.47a.75.75 0 01-1.06 1.06l-2-2a.75.75 0 010-1.06l2-2a.75.75 0 011.06 0zm2.44 0a.75.75 0 000 1.06L10.69 7 9.22 8.47a.75.75 0 001.06 1.06l2-2a.75.75 0 000-1.06l-2-2a.75.75 0 00-1.06 0z"/>
                    </svg>
                    21 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="460" height="8">
                    <mask id="languages-bar">
                        <rect x="0" y="0" width="460" height="8" fill="white" rx="5"/>
                    </mask>
                    <rect mask="url(#languages-bar)" x="0" y="0" width="0" height="8" fill="#d1d5da"/>
                    <rect mask="url(#languages-bar)" x="0" y="0" width="266.7805651210046" height="8" fill="#3D6117"/>
                    <rect mask="url(#languages-bar)" x="266.7805651210046" y="0" width="120.7779663299528" height="8" fill="#3572A5"/>
                    <rect mask="url(#languages-bar)" x="387.55853145095745" y="0" width="66.77540077979288" height="8" fill="#DA5B0B"/>
                    <rect mask="url(#languages-bar)" x="454.3339322307503" y="0" width="5.666067769249739" height="8" fill="#f34b7d"/>
                </svg>
                <div class="row fill-width">
                    <section>
                        <div class="field language details">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#3D6117" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                TeX
                            </div>
                            <small>
                                <div>58%</div>
                            </small>
                        </div>
                        <div class="field language details">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#DA5B0B" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                Jupyter Notebook
                            </div>
                            <small>
                                <div>14.52%</div>
                            </small>
                        </div>
                    </section>
                    <section>
                        <div class="field language details">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#3572A5" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                Python
                            </div>
                            <small>
                                <div>26.26%</div>
                            </small>
                        </div>
                        <div class="field language details">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#f34b7d" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                C++
                            </div>
                            <small>
                                <div>1.23%</div>
                            </small>
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M1 2.5A2.5 2.5 0 013.5 0h8.75a.75.75 0 01.75.75v3.5a.75.75 0 01-1.5 0V1.5h-8a1 1 0 00-1 1v6.708A2.492 2.492 0 013.5 9h3.25a.75.75 0 010 1.5H3.5a1 1 0 100 2h5.75a.75.75 0 010 1.5H3.5A2.5 2.5 0 011 11.5v-9zm13.23 7.79a.75.75 0 001.06-1.06l-2.505-2.505a.75.75 0 00-1.06 0L9.22 9.229a.75.75 0 001.06 1.061l1.225-1.224v6.184a.75.75 0 001.5 0V9.066l1.224 1.224z"/>
                    </svg>
                    Notable contributions
                </h2>
                <div class="row organization contributions">
                    <div class="organization contribution  ">
                        <img class="organization avatar" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcwAAAHMCAYAAABY25iGAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4nOydCVyU57X/E7O2zda0TdqmbbqkadM2SZv2/pu0aW+63Nvcpk2a296uadosTdIkRuO+A25xfxXZjLhhXF4RUBEQBZFVARdE8WVxQByQTWTniNvz/5zxvPgwzsAMzPC+M3PO53M+/3v/18DLM8/7fOcsz+/cIIS4gZ3XIFD3AADc6MBHAMBNkt8KALcBwO0A8DHyj0t+BwDcAwCfBoD7AeBzAPB5F/wBAPgiAHwFAL4BAI8DwP8DgCcB4CnyHwLAEwDwKP2bB+m/e8DF3/E5eqZ7AeBOAPiE3bPrf8/t9HfeLP3dI8j7rI/Rnxk7r4EwaA148/HmC5g9cPHixRsGAOPNBA0djAPBUAfXgwSzRwlu9tBz5j8CgJ8CwC8A4DkA+DMAvAIArwPAG+SvAsBLAPAH+jfPAMCP6b8d6Oc/Sc+Cz/QtAvMXHcDWGVRvpy8KA4LU6M+WnddAMDB5E/BB4B4QJdeBqDse9LdIkSJC4S4A+CSBQgfilwDgIQLgtyjqe4pA9avOru7nGps7nj91pvUFi7Xldycqm18sKm/6U15x/avZRXXvZhfVjU8rrJ2SnGedkZxnDVLTqno9JsUSFJ1YIXtwdGLF7OjEigWKqoUqqrZWUbUtiqrFKaoWTx6rqNoGRdWi8d9EJ1Z8EJ1YEUL/re3nrEk62ef3JGRWB+HvTs6zTsdnwWfKOVr3ZlF501+Lypv+gM9cWdPyQmNzB/rz+Dfh3wYAT0vRLP7tDwPAlwmw99Ma4XrdLYHVHqi29cb1J7d9HryP+SwTfrAGhj8AO6/BUPaAg2jxZgmMH6dD/U6KEu8DgC8QBB6WUqAYrf2EIr0XMKKzWFte1aqa38g4dOY9Nb1qSkyKZY6iaksUVQtTVC1SUbUV5CsJdAi2nYqqpSmqlqmoWo6iankueL6iaocUVStWVK1CUbXTiqrVSG5VVK1SUbVS+jeFiqrtd+Hn5tIzZNIzJSiqtl5RtdX0zPjsUfS34N+0ZMPuyqC0wtr3s4vq3sG/vbG54x9SZPsLWqMnJag+TF8wPkswvYfWWo5Ob3EUlfJ7z++98ME1MPwB2HkNBgnJEXaQ1AGpw/EzlG6Ua4TfpXTmz/UUaGNzx6sWa8sbCAmEBUZrEhhXuADD/QSxYoJapQS9Whf8jKJq9YqqNSmq1qqoWqeial2S4//erqhaC/2bOhd/rg7c0/RMJQTmfAm4zqC6iv72ZeFxZXPwC4MOUmt92+t2KWJMKf9AqrF+xS4ivYe+tNjXSBme/O7f4GtrYPgDsPMauFF7lCGp1xp1SN5LgHyQIp/vUjT0tFQj/IvF2vJmQUnDaExVRidWzJfAuIpgkUDwyCKguALDOoJZC8HNHnr9ebeiaqCo2nlF1S4oqnZRUbVLkl8k76F/003u6s/XgdtMYD7jIlTxb8+gLwqxEkgj8AuFml41G9fw2Mmz7wDAywDwf1IkihH796Uo9Av0BUaOQPELDsOT3/8bfGkNDH8Adl4Dezja1R/12qNcd/w0RTEYzXyT4Ijpwt80t3b+8dSZ1leOljeN3nf4zLTkPOtMNa1q/pqkk6GhsaXrqC6YrKjaXgIDwvC4omqaomrliqpVSxHfWUXVzimq1kbgkeGmew+5Pewuu+FXyMUAfsXNn3tZep4L5Przyn8D0N+mR7Ln6G9vkFLC5bRGxwiqebSG2xVV2xgeXxaNa4xrvaegJuig1jj+RGXzu/hZtHd0vUhR/ZP0WX2TUrn30Redu6jJ6lb6rBGkI3p6enproFwH5XNCmGANDH8A9sBeA7vOVTl6/JjUoXq/VHd8jNKqvwaAP2JXqcXaMhKbXKhxBmt0qqJqKYqqZVP68SCB8SQBoM5BClSGoX2UJ0PNkQsf8v7+DnvIypGtDlX7FDFGqlWKqpXRGh+k6BSj9ET6LKLU9Kq52UV1k/Gzok7g31Ej1Q/pM/0aZQjkSNQ+jcv1TxO8syKA3fAHYA/MNbCDpH6d4zaKIj8pdax+nZpMntEh2djc8SYevngIS5BMoBTiAUXViqQGmloHNcJuKQVqD0Z7OBoNODNAtT+QdtkBtN6uUamIvrgkETzxswrFLzgSPPGLz39J8NS7c+8neN5BX6DkBiKGpwneYxFgbvgDsAdsLVJu1tEjyc9Qkw6m7L5H9cf/AYC/1TS0jZQgGUWHb5IEyRKKdBCQjXbRo1wj7C9qNBpUvghSR5GoHoWeo8/iNEWgR+mzyqAvODZ44mdaVNY0VoLnr+kL0hP0hUlP38qpW446TfBOiwBzwx+APTDWwEE0qadcPyVFko8RJH+DDToYSRaVN02ISbEslFKtSRSxHKVDWIfkWTqkdUDaw5EjR+9D9LIDiOJn0UERaKOUwi2R4Imf6frwuLLQhMzquUXlTZMbmzsw+vwbADxLewK/QH2Vos5PSs1Dt8pRJ9c6jX/XhR+74Q/A7n9roDdpYNOGBMnb6JD7DHVNPkRdlHgt4cW6pvZ/nKhsHplx6EzQht2VoVHbytfQBf7d1JxzQlE1C3V1NvaTXnWniYZ9eCJSHaAXpE5fuXO3hr78HKGaczrWP9cknVyXml+zJK+4PuhEZfOolrbOv1Dq9kdS89AXJIWi2/WGIUk84YbLly8b/k6wC79YA8MfgN1/1sBJuvVOiiIfIPWYpynl9ue2jq63EJB0eX4jNYno0aPcsdoqRY49dPi622HKbo41cJbOlbt09UgU69CH6YoPRqFrEjKr5xeVN01p6+jCCPSflI1A8YlH6ErRp6Wap566tUWfRr8f7MLn18DwB2D3qwYe+3Trp+kQ+xY1dDzf1tGFadaJCZnVHxAo4+lAPEzXFk7TgdlCqbxuu+hRh6TRBz+79+AJ9AWplb4wVVMD0QHqfkb5wNUJmdXLTp1pnUz3QH9L2YrvUIpfT93eId355LStCc4L4cNu+AOw+01EeQt1uOoSdF+iw+undJj9I+PQmal08X0jRQxZdK9PjyTPEST1+4369Q6GZGAA2r4OeoG+MHXQ3qilzIPePISp200JmdWLKer8N6b36U7u90h56EuU4dB1bzniNMHZIXzUDX8Adp8VFbhJugZyD92hw7TYf6DaS2t714tHK5reSsw5HRyTYlkWGluKSjF7pCsfVook2+xSrXhQcgRpPLzM4PbRp96B20r1zzraS1jjTguNLY3bkl4VmV/SEFRWfW5Uc2vnPwmgT9Pe1Ltt77SDJ9Y7DX+/2IXp18DwB2D32Q7Xe6gu+XVqwPivto6ufxSVN40hofIIatrJpmaOcooi2ylqsAckQ9J4QPlaClePQFtIlaiaMhZ6zXNjTIol4tSZ1qmY4ZDStt+ivfspgqd+x5Pvd5rgvBEmdsMfgN0napP20eT91OWKdcn/BoA/5R9veF9RtcUkVr6DBL31dGsDHWp4uHGa1Xjw+FsHbo+Uum2Sap6HaR+qyXnWxRZryxQAeAtr6bR3v0U19vsdRJ3cJGSCM0iYzA1/AHbTCwzcTN/AdXHzPhFlQUnDmOjECowo8RpIqiQicIoOL71xBw81jiaNB40/un3aVq951tM+PEx7c3N0YkWkpabFPuL8LoHzXqlJiKX4THAWCZO54Q/Abq41kECpz5S8g76Bf4Pa9zGi/OMhrfH98LgyOaI8QGnXGklEAOwiSqMPVvbAufMpX1Wpp715RI44axra9IjzjwTOb0j3Oq+T4jP63WQXhq+B4Q/AbrpoUr87qXe6fquru/tnFmvLy/klDWMTMqvnRSdWrKQ7k7qgwCmCZKedyg5D0niQBKrLtc4e2pt6rVNvFNoTnVixNSGzeuWxk2end3Z1v0x3hJ+iksN90jzP3qiTp6eIgD23DX8AdtPUJ++Q0q7f0q+DNDZ3/HNDamWwomrrqJFiP6Vca+gA6pQmfPD1D+NBwT5w2lZvFNJTtiU0qmxdcp51YWNzx3gp6vwulSHwvbib65wioM9swx+A3TT1yS9IadfnLdaWtxIyq6fgsGBF1bZSylWj6yB6NCmr7nCXK8PKFxuF2mk/W2iP46zUmLzi+tlSuva/6b3A+atc5xSBe24b/gDshinyyPXJb1LXIE4G+Xt2Ud1UUuFRqVmiiEDZLAkLMCiNBwD74NdAvppynu52Wqm7FtO129X0qkiLtWUOALyP7wVNUJH1az8md9VynVP4/Xlu+AOwD6vYgB5RfprGaOFl7p9Z69uwPjkuIbN6QXh82Ro7gQE99cq1SQaUP8NT77DVI84qfZZneHxZYkJm9ZoTlc1BJMOHdc4naei1rl1ru5KCAwdYBEH47blu+AOwe28NpBrlLTQK6ZOUVtKjyZdxkC/VJ5OltGudncAAXwcx/lBnH75GIXt4Wum9yIhOrFhXVN60EADGAcDv6V36Bgkh4PvFV1KE/57rhj8Au9dAqcPydhq8+1nq/MNGhpeLypvGRSdW4JzJWLv6ZDMJX3OnK0MqUCF9xS5d20HvRW+dE8FprW/TI85nSRLyIVIPkseM8XUU4T/nvOEPwO4VUNqnX/FS9uOo8Wqtb3sjOrFigRRVHnFQn+SI0vhDm91cEadc58QvlwfC48tii8qbFgDAGAD4K75fFG32SdNyfVP4zTlv+AOwexSYIxw09GCd8scoQm2xtrwdnVixTFG1nXQ9RKPWem7kMf5wZje/fm2PFG1a6cvmTjW9ajU1B71NHbWPUGPQp+g95GhT+MdZb/gDsA9+DfQL1NL0kDvoJcWX9ZGOzu6fnahs/mdynnVidGKFgtJglFLSZevapYiSRQaMP5zZfSdVCyS/h+9SMdU3N+cV189qbe/CKSnPUWPQIxI4bfVNbgwSPnvuG/4A7IOHpRRR6nXKh6iW8mxbR9fLalqV3tCDQ3cLqOv1rCRZx/cnjT+E2X37PifQiDp91Ng+fOeyi+oWtnV0jaMap17f/Cy9pzjxh+ubwvfOf8MfgN39NXCg0KPXKbGG8lcURA+PK1sgNfSU0vWQc/SCc43S+EOX3b8izi56vyr1xqDwuLJ1BSUNC6T65uP0nqLcHk9GEb53/hv+AOxug1KG5Sepnd1Wp6QaJU4OWU11SrmhR5ew4wHNxh+07IHRGIR9Ajul+uaL1E/wVXp3Py4JvHM3rTA/Dwx/AHa306+6ODrWKX/Q2dX9KxRGTyusnUA1ygyqqZySIkq+ImL8wcru/2tgf4ezid7DjDVJJzenFdYqFmvLhK7u7v/Fd5eED+6T07QoMsLCB8K0XDD8Adj7XwMn9ykfBoBf2kWUyTTCqI5qKpx6Nf4AZQ/MNbAXQKijdxP7CJJT82uW2UWcjxA4OeIU5maC4Q/A3i8ond2n/OVBrfFtRdXCFFWLV1Qth8ZsnbMTHWBBdOMPT/bAXAO5MUivb9bQe5qakFkd3tjcgfM4XyHVrUfpGthd9OWY07TCfHww/AHYXZK0u0++T1lQ0vBOaGxpmKT5ql8TYVF04w9Kdl4De3Dq9c0Oek+xCS8tPK5sQ3ZR3SIAGIsTggDgMZpBe68MTa5vCtNwwvAHYB8wBXs/ffv8n5qGtldiUiw4citcUbXdiqqV2aVg+ZoIH9YMbPOnaM/KKdqYFMvq5tbOiQDwOxpejSUXltgT5uOD4Q/Aft2Mylukpp5vA8B/lp5qflVNq5on3aksVFTttCQ8oN+pNPpgYOc14D3Q/x6QFYP0pqDiD7eXJ+Ydq1/c2NyBMnt/orubX7DrpsWmID4zBQMzYDeB1AGrp1/v1Zt62jq6/p5WWDuJQKnXKfk+JUOJoeT7e0COONsInHmKqiWkFdaGd3Z1Y1PQL6lnQU/TYoc8Cx4IBmZAuhRV3kpRJaZfvy51wH6A098VVcuV6pT2AulGv/jsvAa8B4bWFNRD0KymnoQ9aYW1YdRJ+zuS2Ps6QfNWvbbJ0aYY9jPbcGgEqtvB8m4SIPgOAPz8RFWz3gGbQN86T0l1Sk6/MqAYUP6zB2Rhd11iD3sTdiM02zq6JgHAS3gu0L3Nu6XxYSx2IBiYfu09PT32KVi9qefnFmvL31Pza6aGxpZukLRfG6gtnUFp/OHGzmswHN207dSjUBAeX5aYml8TZbG2TAWAF+is0GubvSlajjbFsJzfhgMkQDtg9Vol1iaeamzueJm6X6MUVUuiWuVZkrPDb57c/coHNcM6sNK03XQGVCmqdgjPhbzi+vkk5q7XNj8rNwRxxCkYmH4ESh2WH5NqlU9a69v+Hh5XhrXK9YqqpSuqdkxRtUZOvxp+eLHzGhgJTn0SSis1+h0LjS3dVlTe9AEAvEO1zcfoLLlTrm0afd4JP3bDHyDAFHuw9vAZvVbZ1tH10pqkk3OpVrmf7mbVUwqWJ4rwgc3QDtw9IDcEtdO5gA1BCQmZ1Xpt8wU6Sx6QapsMTcHA9JcrI3gZ+ZsA8OuahrY3SQc2nl6EapoqotcruQPW+EOLndfAaGhelsaH1eldtNGJFeuaWzsn4FkCAE+QbCaeL3z1RDAwfQ6UBEu9Xokb+csA8H1rfduft2acmk3XRdIoqtRBid8m+boIH9IMat4D8h64LKVom6khqHjVzoqEYyfPzu7s6n6DwPl9APgcCx0Ir53thsPFz1Owd1BHGxbon61paHsjPL5suVSrrKF7lXoHLEeVfFAyLHkPuCJ20Epd9OnRiRUxNQ1tOHPzDdKb/gINqeYUrWBg+lIK9nP0re+3ReVN7yqqtlhRtV10z6qeahMXpO44Pix5DXgP8B5wtbbZTGcJCptsLSpvWkx3Nr9PGS1O0QoGppmjS12I4A6aMPJ4W0fX75PzrGMUVcPIcoeiaiXULq6P4WINWD4gGZK8BwZT2wTp6slBPF+OnTw7EwB+DwA/ok58vK/JHbTCM2e84ZDxM+F0vQv2Ibxfedxy9tWobeVLFFWLpW+B5TQXT69VMiz5oGRY8h7whJA7XkUrX761dFfGoTNLGps73geAP9DVEzyTPqHf10TxFKPPTeGjbvgD+LLbTRjpk4ItKGnAFGy0BMoG2th6CpYPSl4D3gO8BzyZou2gbntbiragpMFRihbPKb56IhiYRtUr+6RgMR0ipWAzKF3CKVg+GBmOvAeG4/pJq5yiPVHZbJ+ivY/EU1gZSHCEOZzRpTxlBCPLb3d2db9AEncraG4lFuRbWLWHYcGw4D0wTHc2e+jMseKdzaht5ZvbOrqmAMDfScD92xRpcl1TMDCHMxWL10buIpUNrBM8u+/wmfF0vxKvjRyncVzyKC5OxfLByfDkPeBtaJ6nySe1iqodsLt28iz1WNylQ5OF24XLZ7/hdUBf8cuXL9tfG7mbUhw/sda3vZSYc3r60i1aHF4opm93LbRxubGHD0iGJO8BI+5rdtP1teLQ2NI9iTmn11jr26YDwG/o7Pq0XtPUxVaMPmeFyd3wB/DBqPJ2uhT8Ddx4yXnW9xRVW6aoWqKiaqWcgmU4MBx4D5gwRYvqQIfxnDpR2RxE0PweAHyRejDwbOO6pmBgegqWfWTuOru6f5acZx2lqFoowfIItXbLKVijXxp2XgPeA4G7B+xTtKgsdiQmxRLT1tE1CgCeB4Af2Mvp8cQTwRHmEGE5gjrL7qNUxo/ySxpeU1QtTFG1nSSIXGM3ZcTol4Wd14D3AO8BIV070aGZFZNiwYknY+iu5uN0tt1Bdc0RnJ4VnJJ1B5RSvfJm+vaFzT1PNbd2/iHj0Jn3l28t1e9YVlBzjz5lhA8pXgPeA7wHzLYH5Kkn2GORG7WtPBZFDto7ul7Fsw0AvmZf1zS6FCZM5oY/gBldmjRyq9QJ+5OahrZ3wuPKFpNyzxFJjAC/vXFzj/GHAjuvAe+BgVO03XR2oaBKblphbTQNpX6Ook0871jgQDAw3b1jqcPyu9gJGx5XtlRRte2KqhVSy7asB8tpWD6s+bDmPWD2PXCFMmFdug5taGzp3qLypqUAMJKg+V2KNPmupuAI0907lrh5fpOQWR1EzT2HqeOMx3IZ//Kz8xrwHhjamLAW6u5PLCpvWkbQ1K+d8F1NwcB0tRu2F5ZF5U0jSZDgCBXNsXjOY7n4sObDmveAr2vQnqfu/iMEzVCC5k/pDNShOcLoUpkZ3PAHMIsogV2DDw5g/anF2vISRZYIy0O0sfQ0LKdgjX/p2XkNeA8MbQ/oY8IaScozMyGzOqb+bLsOTV3g4DbunmVgOqtZ/jQ5zzrSwR1LfSwXw5IPaj6oeQ/4yx7QBQ763NWU0rNc0xQcYTqtWZ6obH7JDpZ8x9L4l5qd14D3wPDd1cxMzrOGOqtpAsCNRmcGjXDDH8CMNcuYFIve4OOoZskvLa8B7wHeA/48V7ON0rOJEjR/alfTDMh7moY/gElECWw1S4wsCZbbacNwzdL4F5md14D3wPALHLToNU1Mz55pvK6mGZDiBoEKy5sGqFmW0bcsrlnyYc2HNe+BQIw2LwxQ03wgEMUNDH8AM4gSlFWfs69ZcoOP8S8tO68B7wHzNAJl2tU0A7IRKNBgOZAoATf48CHNhzTvAd4DV/fAdTXNomv3NANS3CDQYOmuKAG/OLwGvAd4DwTqHpAbgRpZ3CAAgEmiBDosP6YLqaM2LIsSGP5CsvMa8B7wUXGD5pZOjDR/AgAP0ZxgjDRv9OdI0/AHGKYmH70bFme+PYVTRxRVQyF1rlka/zKy8xrwHvBBcYPU/Jp1NOXkWQD4NgDcQ2et39YzDX+AYWryuZ2+AX0d51nSiK7tJKTOogTGv4zsvAa8B3xM3CA0tjSjpqFtMQC8AQA/p+t5t/tzE5C/wxJTsbfQN58vA8CP0gpr36d5lgdp6gjXLI1/Edl5DXgP+JZge5uialp4XFlsTUPbHAD4OwA8Smftbf4KTcMfYBiECe4GgG90dnU/k1/S8NryraXRVLyupRFd3OBj/IvIzmvAe8D3xA3O4lkata08Ib+kYX5Xd/eLeNZKwgY39/T0+BU0DX8AT7vU4KPftfw6XR0ZpahaGE4Yp2njXTQTjrthjX8B2XkNeA/41h64QpEmnqXHFVVLOXbybAhdN3mcmivv9LeapuEP4KXI8lb6sGwdscl51vdImGCnomoVUmSJ35QYmMa/fOy8BrwHfGsPXKGAA8/SM4qqHY1JsaynO5rPAcBjAPA5qmmO8BdoGv4AXqpZ3kEf1mOnzrSiis8y6ogtUlStiQrXDEvjXzp2XgPeA77fOduuqwEVlDQs9efOWX8D5gjp+gh+WM8mZFZPZxUfw18sdl4D3gOBoQa0vai8yW87Zw1/AA+nYm+nyPLxzq7uF9IKa8cv3aLFKapWSpduOymNYPQmY+c14D3Ae8DfmoDOKapWEhpbuiutsHZ5Z1c3RppPUgDjF01Ahj+Ah9Kwet3yMwDw/baOrt/HpFimkORdMY2qOU/fhozeXOy8BrwHeA/4Y02zhzpnyxVVS49Jsazo7Or+pzTdxOebgAx/AA9FlnrdEiWafpucZx2jqNoK/NAUVbOSrBPCkht8jH+x2HkNeA/45x64RLcPejtnT1Q2h/hTE5Dfyd5lF9W9q6jacvyw6EPD6JKvjxj/MrHzGvAeCIzUbIfeOaumVcX4UxOQr8PyJqkj9vGjFU2vKqqGwgQZVIBuolTsZRNsJnZeA94DvAcCBZpd1DdSmJxnjW5u7RwPAC9QFvATOjR9Tajd8AcYYt3y49SFZatbRm0rX0LCBFVS3ZJhafxLxM5rwHsgcPaALKFXh2dyTIolpq2jawp1zur1TCyljfAlaPoyLG8hQXVUlfhtQmb1GNKILafCs163NHrzsPMa8B7gPRCo0GzTm4ASMqujSHP2OwBwv945y8D0PjD1uiUKqj9bUNKg1y1Z9s74F4Wd14D3AO8BIcnn1SuqdkxRtaRTZ1qnUpT5dQp4bE1ARgdifhlhSjqxuMj3YirWYm15Q1E1HNe1g77JsOwdv6x8YPMe4D1gHvm8dlICOpScZ9WjzKcA4EEajuEzTUCGP8Agmnz02ZYPn65r/VNobClqxO7CC7N0cVbXiDV6s7DzGvAe4D0Q6Hvgitw5u3SLlnGotHE+ALwCAD8FgK9R46ZPKAEZ/gCDHAT9MAD8Uk2rClJUbQ91xJ6li7N819L4l4Sd14D3AO8BYRdpYuesBVOz2UV1CgC86Wvyeb5Wt7xbHwRtsba8rKjaShJUryPZO27y4ZeUD2reA7wHzAfMyxRp4lW/Q4qqbbVYW+ZITUB3k1qbqbtmfQWWGF1+jNqRn8ArJOFxZSh9l6SoWjV1YukTSIzeHOy8BrwHeA/wHlAdQhMDm1OKquWFx5U5u2pi2ijT8AdwY74l6sT+8NSZ1j+vSTqJqdiNpOTDsOTDiQ8n3gO8B3xjD1xQVK2VAp0D0YkVG5vOdbyLZzsAfAkA7sLUrFmjTF+BJS7it2sa2nC25RwM5ymsx/CeB0Eb/xKw8xrwHuA9IFxYAz0129s5m5pfg52zL9Fkky/RlUFT6s2aHZg3k4zSZzu7uv8zJsUySVG1dZKaD4b3PAiaX1Q+rHkP8B7wvcHTrXiOR20rT2zr6JoEAL8jIZpPmvWqieEP4GpXbFn1uT8pqhbGXbGGb3Z2XgPeA7wHhAdUgIBuNxSkFdaGkUj7L83cNeszXbE0siuBu2L5sOLDivcA7wG/uWrSqahaBZ7tFmvLBwDwMgA8KnfNmgmaZoWlPoUEL7X+tKi86ZWlW2xTSOQrJJgH5zuXxm98dl4D3gO8B8QQ6pnNeLaHxpZuKypvmk9TTb5Gam63makJyIywHEGL9HkA+JlW1YzSd4qiajmkSYiXX3m+Jb+gfEjzHuA94Id6s3VN7bLe7L1m0ps1ayoWo8tvtnV0/SU8rmwWTSEppc4q7oo1fpOz8xrwHuA9ILyhN5tdVGffNXuXWZqAzAZLXSv20yjOSyO7Viuqlk2pWH2+Jadi+WXlA5v3AO8BP+yaXZN0MhEAJlFq9jEaBYZZRwamE2H1b5RYzv5FUbUoRdUySH8QxXtZ+s74zc3Oawzbcz4AACAASURBVMB7gPeA8CI0i5PzrOs6u7onAsDzknSe4V2zZrtCcq8urB6TYgnGoaPUQaVPIeHIkl9UPqx5D/Ae8F/pvB6qZ+YkZFavBoCxAPA/lJo1/KqJmeqWd9GiPGWxtvydhNWPSo0+HF0av6nZeQ14D/AeEF6E5iWSOz2hqFqyxdqyiEaBPUqMMFSg3SzAvI3y1I+1dXT9LjqxAhV9drKwOh9OfDjxHuA9EHDQBGoAKohOrNhAAu3PoOIbKb/dHJDAlK6RYFfsQ9hKnF1U9zYp+hTQ/RxcPI4ujd/I7LwGvAd4D4hhAOYFKsNhOS49u6guHAD+ROU6Q6+ZmEVcHb85/GfesXq8c7lMUbVUii67CZZcu+QXlQ9r3gO8BwJjD1ySZPPKFFXbXVnbEkSyeTo0DRkDZgZYYl76O6jmo6jaIsxbU/4a89gMS+M3LzuvAe8B3gPCIGhilrFsa8apTQDwNgkaPERZyWGXzTMSmDfTGBecRPIMDYTeQKnYGlosjiz5ReXDmvcA74HA1pqtC40tzWjr6JoNAH8FgP+g64c3BwQwpUYfHOPy9bLqc39UVC1cUbU0RdXK+RqJ4ZuVndeA9wDvAbNcM2mju5l4zWQMADxLE01sOrPDCU2jgKk3+jyA3xZS82tGKaoWL4mr8zUSfln5wOY9wHsgsPfAFSk1ewp1Zi3WlgU00eQRYsiw1jKNiCxHUCr2QRzbRbXLdVS3bOKuWMM3KTuvAe8B3gNmg2Y76YmnFJU3LSYFoAeH+26mEcC8mVKxj7d1dL1ItcsUqlui/B1PIjF+k7LzGvAe4D1gyruZ4XFlGzq7uv+FDKEbFh8frruZRo7u+gXducTaZSHVLVlc3fjNyc5rwHuA94CZ72amWay2aya/oI7ZTw6XOLtho7samzv+Gh5XNodql7gIPOfS+I3JzmvAe4D3gBn3wCViBPa4FKUV1q6QOmYf0K+Z+AUwpdFdH0MJvNb2rmdiUiwzFFVTcf4ZXVDV51wa/cGw8xrwHuA9wHvAnFFmp6JqtVHbyvc0NnfMAID/pdTs/VTL9GqUOZwiBbeRQsM3i8qbXqZGnwOKqllJ0YfvXBq/Kdl5DXgP8B4wOzQ7FFUrUdOr1gHAOJpm8k0AuNPb10yGC5h6KhbvzvwwOc86jhR9NCm6ZGAavyHZeQ14D/AeMHvH7HmSTk3WqpoX0jWTHwLAp719zcTrwJSiy0/Rt4D/CY8vWyBFlzwY2viNyM5rwHuA94AvKQA1IUOiEytiAGA8APx6OGZmDgcwb5KjS0rHrqXoslnqjDX6g2DnNeA9wHuA94BvKAC1293LHJaZmd5OxeoSeJ8DgCdOnWn9v/D4shBF1fbyYGjDNx47rwHvAd4DvgrN84qqNaBkXnh82TaLteUDAHiOokysZd7S09PjO8DsR6RgA0WXLFJg/MZj5zXgPcB7wOevmYTHlcV3dnWP8vY1EyNECtJIsYFFCozfdOy8BrwHeA/44h64LAmzo85sjsXaMo+E2b9BNzI8Ps3E29HlJ7DRp62jSxYpKCLFBpbAM37TsfMa8B7gPeCre+ASSeZhA9CJ7KK6NQDwd+qYfYAagMwNTKpd6iIF93V1d//n1r2npksiBbX0R3Kjj/Ebjp3XgPcA7wFf75jtwtTsqsSK9M6ubpTM+z0APAYAd3u6Y9YbwLyRupTuQZ0/i7Xlb4qqrVFUbb+iaqf5Gonhm4yd14D3AO8Bf4NmB4oZUJT5PgD8F5UDbR2zpgUm1S5tEngA8N3sorqRiqrtwD+GRAo4ujR+k7HzGvAe4D3gdzMzw+PKdrR1dM0BgD8CwNeIRR6LMr0BzJuorRdnlf1UTasKUlQtkwqzeHeGVX2M32TsvAa8B3gP+MseuExcwWsmmdlFdZEA8BalZW1XTDwVZXoaljfSw6Gqz7cA4LehsaXLFFU7Qvcuu+nbgNELzM5rwHuA9wDvAf+KMluQNeFxZSoATAGAHxOLPKb+4w2hAhzm+VUA+FlynhWvkmyl6BLbf3kiifGbi53XgPcA7wF/jDK7iDWZyXnWKAD4P2LR3brG7OXLl80BTOkqyaclCbyF1OwjS+CxyLrxm4ud14D3AO8Bf5xk0kySecnW+rZxdMXkCyRkcPNQ5fK8IVTwRRRYj0mxjKMRXtjsw6o+xm8odl4D3gO8B/x5D1wi1uBQjwP5JQ0LpNFf9xKfhpSW9XR0iRR/xGJt0aPLZLpKwtGl8ZuJ3eRrsGFXlais6RDJObUiPK7c8Odh5zXwsT1wmViDUaaWnGddK43+0qPMITX/eAqWvUIFHZ3dz0QnVmBnbCw1+5wj8nMq1vgNxW6iNVibZBF7D9YJrapN1DV1C3trajkvDmrNYuveahGVwAA1+vNi13xJY7Y+PL4svbW9SxYyuG+o8zI9AcwRslDBicpmWajASvdjGJbGbyR2E6wBRo4YQZ5puB6QA1lzy3kRm37a8L+BnddA8REhg+Q8qyxk8BDJtQ46yvSkDJ5NqGDf4TP2QgUokMvANH4jsRu4Bmt2WkRR6TnhCeO0Le9lfp81l4QMkEWSkMF3KbAb9BUTTwDzFkmo4CcOhAqQ9vwB8xoE5B6ISa4U+cfOip4Ll4U3DCGMMDb672TnNVDML2Twk6GmZT1Rv7yNLoc+gkIF4fFl9kIFLLJu/AZiH+Y12LynelBp18FYN1y0QRnhzJ8173XeA1ofIYPoxIrNJGTwWxowfRuVEm8cbmDqMnhfRhm8tMLat6jZp0oSKuAPkNfAr/fA8q2ltsaczCMNtgYebNYxyto7L4iSylaRmFNjA2hobKnh68POa6AYJ2SALNqXVlgbQVHm45Jc3vABk6LLW/XaZWNzx58UVcOZlzlUu9SvkvALw2vgtw08aQX1NkiZ1Tq7L3La1gR7hV0zSsgAWXQCa5mNzR1Yy/wFMcsmyu6ukMFQgfkxvXZJ0WWkompHWWSdXxB/PiCwZoiRpC+ZnrZduf2k4evHzmugDM8aXKI+GuynyUrOs2It83+JWbYoc1iAKSn73Nlbu4wrm6Ko2mZF1SokkXXujuWXw28OSG838AyXYW0Va6xGryc7r4Hi3TW4TCyqJ1H2zZ1d3a8Rsz41GOWfoQDzFuo40muXEZgrpodjkXV+GfwCkPsO1wtLTYep066DNay1lle322qvCftOi/C4MsPXnJ3XQPHsGlygfhpbLVOrakYhg59S3w0GfDd5FZh2yj5fk2qXOyhXjCEwi6zzxvfJww8VdfCqBtb+As0wbZt1uJHTtibYh+yap+XybLXMtMLalQDwJ7qTeT/14bgcZQ4lukQ6PybVLrMoV4whMKdiedP71EuPtT1s4EFosF1N26K2rdGfCzuvgeKZ5h9bLXPD7sqt0p3MBynw8w4wSahAn0qCOeAfS7VL/e4lK/vwJveZgw5l6nytgWc4DdcmIcNq+OfEzmugDB6Yl/RaZmhs6R7pTuYjFPi5fCdzMMC8mfT4Hqhran9OUbXFiqqlKqpWThdFWdmHN7dP1CdP13UazSOfMf16CovAG7932bXBpGV7iE/5WlXzYgD4B00x+RQxzfPA7OnpkZV9vpVf0vC6omqqnbIP0pw/VF4D0zbwcNp18Hbh4mXbGh4qbRbJebXiw20Vhn+27LwGiutRZsWapJNqZ1f3VAB4Xlb+ceWKibv1yxE0Uwx/ydMJmdUz7HRjWdmHN69pDrDNe04FbAPPcBquMadtjd/v7NpA0OzVly0oaUDlnzcB4FFimktRprvAxB/6SQB4GAB+HbWtfImiaoc5uuTNarYGHq2S65LDbfjFBO+pctrW+HeAXetPX/ZwTIplIwBMBIAniWm3ujL2a7BSeN9rbO74s6JqqxVVK6Uh0ZgjZik83qyGvKyomYoNPDj6is1Ywzur2HHMqkIMLsVca3CZ5mQis5IamzvmAcAvZam8gaJMd4GJP/SrqMeXmHN6lKJqiYqq1Siq1knNPnydxPhNERCOl+wx5br3YJ04ZmkRrR09zEmTiiMcKTtnE0bgMWTGvzcB7lfoTiYy60BCZjUOl/4LMe0uVwTZ3YHlTTR883s1DW0YXc5TVG0/R5eGb4KAEzwvOH7WaA6wDdKaW85z2tYE71EA+0ViVhlGmc2tnaORaa4KsrsDTKxffoaE1t9UVC2KhNYxxOXo0viN4NfODTz+mbbFL0BG7y32gFqDS8SsahTbKas+F0QiBl/Sm388AcwRVL98AJt9ohMrJiqqtomF1g3/8P3euYEnMMQRePi18e9aAAqyH84vaVCQadTIamv+uXjxotO0rDvpWAxXH5LSsUmKqlm52cfwDeB3jlEHN/AEluEEGLyegpkEo/cfu9/XMXv0tGxqfs1qAPizXVp2xFCBeQsVRZ9IyKzGZp81WDQlQVtOxxq/CXy+gWfr3mpbA09VLXe5BrqhsERNQ5fILmqwRZ7YAW30HmX3qzW4SI2qNat2ViQCwCgaLK03/zidYOJOdHl/a3vXL6XosoxywXyVxPgN4LOR5OETzUafz2w+krblLlvj31nFv6TyMMrcT9dL5CjT6QQTV5t9sBj6xVNnWl+UJpNg0RT4KonhH77POarCYPqNjW0waVuudxr/Diu+n5a9SAHf0YKShkhS/XkaOQcAtw8WmHqzD14n+fpBrfEfiqptlNR9eDKJ8R++z/iOrBrbtQI2tqEa7iOc3clDr41/rxUf15Yl1Z8JAPAsco6GizisY7oyysuWjsX6Zcp+61iaTFKhqForTyYx/IM3tW/aXSUKTpwV5dXttmsEbGyetu7zl2z7C/cZiiNExvM1FaPfe8W30rK1yDSLtWUhAPwNOUcBosORXwMBUx8U/WUAeGZN0sk51OyDv6SL65eGf+imc0yXoZ4oR5JsRqVtcf9x2tb4s0DxjSizmVR/sFt2JHIOAO5zpvrTHzB17Vi8m/JNAPhNaGxpKIkVNFL9kht+jP/gTeGb91SLMw3dTAk20xh+absqjlBm+PvBrpkRmJcpU3o0PK5sCw2W/g0AfMGZGPtA9Us9Hfs9i7XlL4qqrZUGRXP90vgP3RQNPNjByMZmZj1bvNfLqkLGnxeKufwyXS9BpqVoVc3zSVv2IWdi7AMB09Ydi91DJIcXp6jaaUkOz+g/mN2gNUjKqeU5k2w+N34Mu2z5egqfm8q1KBOIadlphbVR1C37HWczMvurX+I/vhcAHmlt73o+alv5dEXVMhRVa6JfgvlfBlYArAE2UiTm1NgaKyw1HdzAw+bTduHiZZswQlH5ObE7/4zYkFollm4x/j1j14xYgwvEtOKobeVbW9u7pgPAj4l9t2HgePny5f6BKc2+/DwA/LCovOkVRdWwfnlEUbV2+iU8yitAGniwkYKNLRDStka/c+zacK/BJWJaFQaEReVNoVTHRPZ93H56SX/AxMubD2LXUHKedSQNiz5B3bH4SxiYfrrBuYGHLdDTtit3VBj+HrJrw1XH7KKbH3q37B+JfXfaTy/pr375CVJw/3V4XNlkRdVURdUsUncsA9PPNjV+w+YGHja2q3q2mF3BaTlGv5fsmreBCXTzA7tlVQB4hdh3j/30EmfR5Qj6x09oVc1/U1RtkaJquxVVO0PpWL5O4uMbGVvtsXaz/1ijqGvq5rQrG5sTQ9ENrN3vPVTPDUOqX/oFul5yEjl3pql9LAkY6NNLBgTmzXR585mEzGo9HXuALnlyOtbH65IcRbKxDT1tG5XAqkKKf/glOS177OTZOSRgoKdle+9jDjgsWkrHHiUKczrWR0GJLzk38LCxeS5ti3q2nLbV/Cotm1dcv0waKo2Z1psdAlNKx2LDz1dqGtr+qKjaXGmcF17y5HSsD6VdUemEZerY2LxrqHKFPQA8u1PzVWD2kCAPDpVeRY0/jwHAZ2SZPGfzL7Gd9psFJQ36dRK8f3mK1N252ccHHF9ebJVnY2MbPsN+AFS/Mvr9Zx/UuC+8XnJqa8apzdT480O6XnJrf8C8haZOf3/D7kqcTrJeUbWDiqrVsRyeeSPJzXtO2S5icwMPG5vxhqUPXRwBm+tYz1bzlXFfdVHbyncBADb+/BcAfFVu/HE0zgvTsZ9pbe/6uV06FsNVlsMziWPqB6PIypoOo88GNjY2FwzfVU7bar6Qlt3f2NwxV0rL3qWP+7IHpp6O/by1vu03dulYDFdZDs/4D9YWTZ6u6+RDio3NBw3fXU7bamZOyx4hxR89LXuvLsTuSD8W22gfLKs+90fpOgnPvzT4A8VOPOzI4wYeNjb/MHyXeXanZiZg6tdLTqQV1trPx7y5DzB7enp0/Vib4Hp+ScMbiqrFK6p2XFG1s4qqnecO2WEE5I4K2wT5nKONtloIGxub/1r9WRCHSpttQw54+LVmZFoWOXcqalt5PAAEAcALNLHLNh/T0fzLzwLAD5LzrBMUVUsnUVpdcN3obwEBEUlqlTxfko0t0NO2WHox+jwKwCjzgqJq9cg+i7VFAYCX6T6mbT6mI/1YnDb9o60Zp4IUVctVVM1K9y+54cdLHxQOtuUGHjY2NmdpWxZH0IYLmBdp3FduQUmDPh/z28TGm+2BifXLLwPAz2NSLPMUVSuk6yTYbssNP174kDIK6/mUYGNjG9COlrXYvlybIBITfl7HPIfsS86zrgOA0QDwPX1yiQzMm0kGCMPP56K2lWOHbDHRluuXHvxg8NsifmvkBh42NjZ3DbWgeXan5i1gYh2zDdkXk2LZAgBTAOBJfXKJvWABygB9t7G548+Kqq1VVK2C9GPxfgpL4g3yg1iz02Jr4Ck4cVacaezmE4KNjW3I1trRYxNG2HuwzlbvZHEEzRPQvEwlSGTfrsbmjvkA8Ati4+0yMG8lGaAnC0oaXlNUbauiaqel+iVL4rm5+DuyajiKZGNjGzY7fKKZ07bqkKNMIPZlF5Q0hAPAb4mNH5eBeRu1zz6dVlj7tqJq26X7lzzSy80GHhRjZmNjYzMqbcviCNpggXme2Lc/rbA2GgB+T2z8hAxMbJv9CoafanrV+4qqpVB7rd7wwxHmAIvNDTxsbGxmk+Pje52au8DsIfYdVNOr1gPAX4mNd8kasnegYEFre9cLiqrhlZIsGhjNDT+OGnd2nBS788/YaggoLICz8djY2NjMaHg+WWo6bOIIW/dW8xgytV9oXiD2lSiqltDR2Y1XSx5BUR95pBd2AX3fYm15SVG1JYqqHaJuIfyPObqkxcQ0B6Y72NjY2HzZ9h6oFos3HvN0p6nwA79E7KtUVC2tsbljPLIRAO6XgYmSeE9mF9Vhw084XSnhhh85qtx+UqTuLRanT/PdSTY2Nt+0I8eqxdzlSWL0TFVMmL9dLNlUYjSghAmB2ak3/lisLdPoasnndWDiHcxPY8NPcp4VG36iUYCWG36uX8xF64vEa6OWi+UR24RWWm303mdjY2Mb0CqrGsTG+ANi7vJkGyhlD4nMMhpQwoRXS7r0xp8Tlc2zkI3Y+CPfwbxfavjBodHl3PDjeEHnrswVr4xcJv75jiJGT4wSH65KYniysbGZznbtPSaCFm8Xo2duIVev87Fz4jg1q14HzG698aeovGkB3cX8it7wg3cwv9jZ1f1CaGwpNvwkKKpWzQ0/zr+FBC1P74Wm7u9NjBJLI7aJxF354kCBJhoazhn9vrCxsQWAnT9/QZw63SQy95eJVZuyxQdhyWLc7FgxOkR1CsprvkWMmRtvizQ5PavpwDyvN/5kHjkTSVNLHtGHRt8OAA9JDT9ppCHLDT/9QHPakuQ+wHTk8xerImVXvmg51270O8XGxuZH1tEBtggyYs3eq2B05P3CkqLOWVf9/VmxYsL8HRxtqrbz/YLe+JOcZ90AAC8BwBM6MPEO5jeKypteVVQtjK6UNLLCj2egqfukGavFgQMlRr9nbGxsPmx19S1iV/oxMWV+vBgVstljsNQdocmRpobqdh3Y+JOQWR0LAK8CwP/TgflxAPhWdlEdDo1eQWO9cGg0CxZ4GJo6ONdv3MN1TzY2NpctM1cTQQu3iVHBm6/6gLAcAJizHAMTnRuBtEvU+FOjplUlAMAbOPZSn1KCo0seT8isfo9E13GsVwsD0/XOqpCIfeL10WFugRN9zJQPRcTKxN6656lTfGWFjS3Q65FlJ+vEnqwSsWpjllgQkSImztl6DZQES6fAdKFm2R8s0cfOjRczo7IDOdK8RI0/dat2ViQBwHsA8MwN1PCDogVPhseVTVFULZbuYLZR8ZNFC1xc5OCwvW4D02EEGrSa655sbAEGSYwgw1eni1FBm666DEhXQDmENGwfWM6J6/VJCxPF4o3HjYaXMLDxpyk0tnQvjfl67gYSXcc7mM8oqjZHUbWdiqqV0cVNHunl5kKPmrbOI9CUm4YOHio1+n1mY2PzgtXVnxMp6UfFjIXx10DpDJbBwwtLGZoBGGleJk1ZzLTmAcAcAPjDDdQhe19za+evpA7ZSsrfcnQ5CGGDt8Z/6FFo6nXP+IRsVhliY/NxO3euwwbJucsSxaigjZIPFZZbXIKl0zSsA1iOIcf0rGI8xIbTr0idsodqGtqWYKfsDdQh+9nG5o7nqEM2kySBcCYYA9NE0NQdxRJ27S40+r1nY2NzwyyV9WLD1jwxfs4WO1C6Bsv+a5aDb/AZCJbo4+ZtC7TU7BWpU/aoxdoSBgCv3EAdsp87Vdv6vKJqUdQhW0P5WwbmIBccRY3fnerZ9Ky9v/X+cjF9dkyvWAI3DLGxmcPqG1rEoeIqkZp5XMxZtkOMn6WK92ZsEO8FbbS5Z2E5tAafMbO39gvLXmjO3y5mrsgJlPTsFUlT9nh+SUMUAPxLB+bny6rPvUBXSvJIQ4+BOcRFXxBz2KY7601o9ieWAN3njT432NgC0haGJ4mRCEjd+wOlSRp8nMJybnyvj50bLyYt2hkI0aYOTCxNlqQV1q7AqyUIzE8AwANF5U0vKqq2EsVmFVU7w8D0nO6sEdBEHzctmuuebGwGAXNIsAw2JyzHkk9elOTvkaYMzBNqetVKAHjrBhoc/cWi8qY/KKq2WlG1fJLFww4hTsl6YPFnRuwzBJiOmoaamlr5AGVj80A9sqOj2+n/fVFEX2AOpmbpLVGCwcBSBua4DxJsPmtFTiAAE+9ilqrpVasB4B0E5t0A8LWco3UvK6q2SVG1IySLx8D04AcwZ2WeeG9ajOHgfP29Zba658p1u0TKnkJxvKSKD082tn7MWtssDh2tEgkpB8W8sJ1i3KzNYuT0j2x1SufATB4SLIezZumoXuksuhxHsESfMG+bDZp+GmnqwMTm15OhsaWbAGD8DXQH89Hsorp3pTuYLdQhZPRD+52bAZr2/taYMLEsPEFkZh1lkXg2NiFEaVmtiF6fIcbPvArH63zGhv6BGZniNzVLe1iOt3NMz/ppTVO/i4lNsDvxLiYC8z5UYU/Nrxkv3cFsI7oa/cB+555SA/Kmr41JZXCyBZy1tXWJjKzjImzVHseQlGDpCjD9qWbpDJbj6f9/8uJkf4w09buYWKJMs1hbliAwP4sq7Ml51inSHUy8e8LA9NIH8X7QBsOh6E7ds7W1Y1gPLja24bS6unMi+qMM8e709TZ3BZYDAXNxH2BuMrUogas1y/FOYHmtppnrj8C8SCXKTLyLicD8HOrIJudZpyuqlkPhJ8viefnD8BVoor87LoKnq7D5XdPOR7G5YtaSbeLdaeuv+kCwHCowTSpK4AosHQFznJ1PWLDD31Kzeh0TJ3flWKwtkQjMzwPAU1vSq4KkO5jYSss6sl7+QKYuThavjlxmOBAHI5awaes+nq7C5hPW1t4lDhVVitR9x8TqTZli+oK4a5AcJCxdB6a5GnycNvkMEZbjyCcuSBSzP8z1l/SsDsxmZGNecX1ULzDVNAamER/KlEVJhkNwyBAdEyY+2pjGdU8209Ujl69MFaNmfHQ9ICVQupOGdR2Yu/yywWe8U1huE+PnXfMpS1LEEt+PNvsAM7uobgUD0wQSev8aE2E49DytMnT6NM/1ZBt+O3a82gbJd6fG9HUPw/I9V4Hphw0+4waAJfqE+duvQtO3I03nwIxOrOCUbACqAXnTl0dsY3CyDUvTTvLuI2LWkoTrQeklWA4IzKhdPi1KMG6IsJxAjulZfwGmml7VC8wfRSdWBHMN01jd2XFztopXfKym6WrTENY91fhMcfBwuaitbWKMsA3KrDVnxdHjp0Ra1nERE5stps/f6hiS/cFykDXLPtqwMzaIhkbnqlmLo1J9WpTA1Zrl+H5giT5xwQ4x+8M8sWRzid8A84sA8NPoxIrZkiweygFx048BH1JQ6B7DAedIHchbYgk8YYXNFTtQUCbmLt0m3p6yrtcHC8qhRpa6NqxbwPTzmuV4B7C85jvEVGWXWLLpuF8A8ysA8IvoxIoFOChTUbUGkgNiYBr0QZlNDShk3gZbahVrk1ij9Fbds+VcO9ODrde0shoR+uEu8c6UtTZ/2+aegSUq+ER/tO96kQIXYTnKHWAGOCwnkNug6VuRZh9gxqRYbMB8GABweHSoomrFiqo10aQSBqaBurNmA6ZsCDZUA/LG71q5OpnrngFstbVnRVLqYRsoEZA6LN9xFZYD1CwRlDtSDvX+vrjEAtdhaacN6w4wfV2UYKiwnEA+e2WezwITx18iMB8FAJxUEi3pyLLwusEf1uQFO0wLTBmc3oo6dZUh7rYNDNtfUCZCFsZRFLnWo7AcO3OTTRf2QGHFdb93IGA6g6XLwAygBp8JA8ASfZJtLNhxnwbmDwBAn1RySlG1dtLPM/phA95Rd/at8R+aFpiyNTScEzl5x22CBguXbbXN4vTU7x8z5cPe6SrYNNTSwlJ9vt64k32gVKzbkiXmLN0mRs9YL/49eY1DWMpp2HdcSMWOCtog5i3fKT6KyxXp2SXiaMlp0d3d4/RZeoHpAizdBqafiRKMn+cqMB3D8ho0k22Rpg+kZx0C80kAeF1RtThJGFITkAAAIABJREFUFo91ZE3kRkPTFWA6smPHLF6JPrEJiaer+I6dP3/BFkFGrdljg+Nbk9f0OoJShmXfqNL1muXUeVttUnfnzrn3ZSousdDlmqW91F1/wFyyYnfA1ywn2MNyQWIfn6qkmj3alIG5X1G1lQjMpwDgDUXVEiRZPAamidxoNaDBAlNO3eLosGmz1nnl+RDKCGc286ntpO87KqbN2yL+PekaJF2BpatpWGVFik0XdrDmCJiuwHLQwAyQBp8JA8CyF5pLU80caerAPEc3SFYzMH1EDcjIKHOowJQNwYnRIV4r8fRzBs9Zz3VPE9jBwxVi3rJt4t+TVpNfD0sdmIOpWU79IFas35IjTlrqhvys9sDsr2Zprw3rNjADsGY5oR9YTlx41Wev3G92YLbSDZL1DEwfgiZGmkYIG3gSmLLhHcz0zCKxNGKbmBS8xqP3PSeHrBUrY7DuedBW92xqcn64sQ3eKk81iLTMYhGzJVPMX75DjA/5SAIlwdJJdOlKzXJsyEbxQWii+GhrjthfWCGa3Uy5ugNMd2DpNjD9UJRggos1y/5gOXHhTjFpcZKYE73frJHmZerrKcEsLAPTx9wIGT1vAdORqbH7hhZ9vrvUiS8T02evF1nZxcP2t/ir7c8vFVGrd4vR02Ps4NgXlO6mYWVRgqkfbBEZ2SVe/1t0YLqahpXFCFwGJqdhxfWw3HnVF13zact2m7GmeYXKlJU4RJqB6aPQHM5IcziBOaTUbT+w1B3X7d9jI0RoxHZx7FjlsP9dvlyPTMs4KmYvjhNvTVzVDyidp2EHavCZuTjedgfTE6lWd4A5GFi6DEyGpXAFln2gaa5I8woJ+ZzGIdIMTB/1sbO2+DUwZdu1u1CMnhg1SGD2heUrI0P7+IIlsWJXaiGrDDnpbkVILo1MskFSd0/AUgYmghLnVRph9sB0FZYuATPARAkmuFizdAZLdLynielZkwEThXysOESagemjPpxqQEYDUzettFp8uCrJNsR6cLC8Hpjor7633OZTQ2JEfr4mAt1QHD8xpVCMC/6oDyhdA6ZrNcsJszbZoskzdecM/Vt7gelCzdJeG9Y1YHKDzwQ3YIk+ZYmpdGcZmP4EzeHQnZ0wY5Uwk3V1ga2RB4UMUNAAJ6G8PirUKTBdgaXs701aKWYtVEX0+t0iO++4qD1zVvir1dWfE0eKq8SefcUidGWKU0gOBZajpl+9/rF5236xL++EKD95RpzvuSDMYDZg9peK7WfiyMDADDxRggkDRZYL+4elDE2TNAJdoWEkKOqzlyNMP/BxszwvDiD76EkrhNkNu2Ax+sRndQWUzmBp81Fh0v981d8eHyWWR+0Q2TnHhD9Y/I4DYtS0teLNCdG9PhRQOkrDotTdzl2HRHt7lzCrITDdScPK6j0NjW1Of+6SFal8z3LBwKB0BEv0yeTTQ/cYHW1eJjEflI3dycD0E38/aENAA9M+dTt34WaPwfKah9l86qz1InXPQZ+qewLWI/ceFUrEzutAOTRYXl+zXLEu3Sai7gvWF5iuw3JAYH5oH2EGnijBRDfSsA6BuTjZ5jZoGhNpXiFgttFgklgGph85A7Ov1VgbRfy2XDE5eJ3HYPnaaN3Dbb5wWbw4XHS9qLdZrLamyQbKqXM3XQdJT8IyeGGcSNx1yGdA2S8wXRz87DowtwSsKMHEIcISfcriZDHXmEYgh8IFqCX7L0XV4llL1rd9urJLvD7a8wo6vhZhOrK2tk6RX1gm1m/eK+YpW8V7Ez8cAiyvAdPm74eLUVNWifnL4sX6LftE6t4j4mTlmWH/G882t4kjxZViW3KBWBSxQ4wNihFvTlgpuXuwdAbMafNUsTx6l4jbWSAOFllMnXJ1HZgDw3JIwAxQUYKJLtYs7VOxMixtbqtpHhjuSFPWkj2AE70QmP8PAF5RVG0L3TXpUFTtotGHP/vg1mDR+iKPy+j5AzAdGXbETpkZMyAs+wPlNY+4zsfNWCtWxewROXnevYC/I7lATAz5SLw1fqXN+0Jypcciy6VRSUIrtQp/sqvAdAJLJ6B0HZi+nIbdYUjNcrI9KG2eIiYvSbFBc8by9OGsaTqcVvIEALykqNoGUjPAfC2P9/JhaHsamv4KTDl1m7A9V0yduc6lNKwrsHzt/Ujx2phI8Tp5yHzVo+DM3X9CRK3aJUZNXd0LSm/AEiGZnnHUJlzgj9YLTBfTsH2A2eQcmIoOTIalGGwaVoalDsxeaA5PpMkDpAPFPakG5O/AlC2/QBMz52/qH5aj3YPl62Oi+vji5dvFnvQiAeB8TqMja23rFBvUfX0A6S1Y+mM06cjidx4cFCwRhgMC08OwHGP6yDLR67Ccolz1uavyDQPmwwDwnKJqodQJ1ETKBpfNcPCzD34Nxs3ZysAcpGEHLHbCTgxeOyhYvuYElq+PXWHzf42NEuOD1oltOw/YGnOcWXtbl9i+84BQwraLN8etEG+O+9BrsJz2gerX0aTLwHQBlgMBc8nKPT7Y4GMQLBcluQVL9GnLhuW6iUNgPggAz3y4vfwDRdUKFVWrp4uaDEwfB/aiDcVizMyh39EMpAjT3i5euChOWmpF7oETQk3IFksitouRk1cOAZZRNlhe9RW9/v60NSJ8VYrYnVFk87Wb9opFYdvEyEnRBMp+YOkiMGU4jglabxMq2LozX+wvLBeWqnpx8eIlEWh2HTAHqFvK6j2uANN3RAl2mKbBZzK6PSztgDlFSbVBEyNNL6Zn+wBzw+5KGzAfAIAfRydWhNBU6TOkzs7A9BOftiSZgelBg+7zIjXtsFgYGn8Nln1A6RiWjkCJ/obuvWC83j2VhkVdWNSHRZ1YNjtguhRZXrtb2W9KduUebvBZ5FqDj6PIsj9Q9vXdYsbyvd6KNvsAU02vsgHz8wDwVHRiRTCFnbUMTOMhZyZoBnKE6UrqNmbT3gFh+boLsHzDS7AcPX2d2BKfG1CpVreB6SYsBwNM/+uGTRy2mqUzWOpug6bnI81+gRnEwDQebGaEJgNzYGtt7bBFndjQM3LSKoc1S3tY/ssFWA62ZolqPlGrU22zK9kGAKaLNcuhAJNrlklDhGX/wET3QiOQc2CqaVUMzADwcbPdbwRiYLpvJdppkZR2WIRFp4jpH2yywc8TsHRUr/z3xGgRNH+LiFidKlLSj4gTAdDdOmzA7GfiiKvAdKleOeyiBCavWSruwRJ96tI9Yu5qj9Y0+wAz49AZBmYguru6swzModvp040iYmWyGDl5lcdqlqOmrhFRq1LFaavzLlu2gYHpThpWVu9xBZj+l4bd6TVRAnfTsH186VWfumy3mBGe4amaZh9gZhfVMTAD1d0RNmBgetZy80ps8HwbwecmLN+ZtMoGSRQuYPMiMAeaZTkAMJdGpzEsF3mvZukQlgTMXmgOPdJ0CMzPoZ5scp51Ok6UlvRkuUvWj90dNSAGpnfstLVRREQn23RoB4LltWiy0UtPE5gWn3RoULDEKyP9AzOdRQkWeRKWqS7DcuqyPTafs7rAo8C0WFuiEJifRT3Z5DzrFEXVMiU92UtmONjZvQtNV8TaGZjeN4wYF4Zuuw6UsxbFcjQ5nMB00uDjSEjdHWCyKEGyRxt8BoIl+vTQdLF4U4kngHkWg0mLtSUSgfkZAHg8rbB2tKJquxRVq6BxJizAHgDADonYN6CEHgNz+CeOFB6u4GhyuIHZLyivnzriKjBZlCDZbVECV1OxfWFJwFy6R0wjnx66V8xdXSCWbD4xWGBeIDGfvXVN7csQmPegPF52Ud2rOCBTkse7QP+B4Yc6u/d1Z18btZyByRa4wHQxDSur97gCzEBv8Jns5QYf+8hSB+VVT7vqy9JEUPi+wUSbWJbsoTLlTgCYg8C8CwC+kldc/1cckEmDMhvoHzIwAwTY/UGTI0w2vwbmIGDpCjB9G5bmESWY4moa1gksdQ+OyHQn0rxCwDxPU7xiAWAKAvMOAPhiUXnTHxRVW62oWr6ianUMzMBzZ8IGDEy2wARmX1gOCZiBIqS+ONmwmuV1sJSAOT30qmN61s36JWCZUk2vWg8A7yMwP47iBcctZ3+nqNqHktoPkpUjzADzOSvzxJtjoxiYbAEETNdqlvZSdy4D02OwDFxRgimKm5GlA1hOw/93ebqYu7rQlUhTBybqqmsJmdXRAPDvXmBarC0v4PgSBqbx0DLaZ0VmMTDZAhiYztOwbgPTp9Kw5hclmOpizdIRLHXH7tmQiKyBapoyMEvwDiYAvKED83OnzrQ+r6hapHQXkyPMAHZZDYhTsmz+avHJhwYFS2zoGRCYfg7LSQbXLAcDy2mh6TZgXoVmvzVNHZioSXC8oKQhEgBeR2B+DO9iNjZ34BDpMOkuJuZuOSVrAngZDU0GJltgANN1WA4IzFV7fQiWRjf4pHqmwWep67DU/YPVhf0B8yJpEhy1WFvCAOAVBObtAHBfc2vnrxRVW6KoWhp1BWEoysA0AbiMhiYDky1ggNlPzdJeG9ZdYPpdg8+iJFM3+AwEyxmh6SIozOl1E/0OZhveHLFYW5YAwEsIzFsB4F4AeDo0thQnliRgzlZRtXaWxzMeWEb74o3HRNDChGE9xNjYhh+Y/cNyzOytNncXmJ5s8HEMzMAVJZg2RFjOCN1rc7yj+cGag/bpWf1KCcriZQFAEAC8gMC8he5iPqGmV70v3cVspRwuR5kB7it3VPAJzuaXlmADputRpavAXLZqr8nTsP4jSjBtgAaf62G595ovv+pByzNESGS2HG3qV0oaohMrduGVEgD4BQLzZrqL+WhCZvU7iqqtoruY5xiYxsPKDM7AZPNrYA4ClmNcBKY5Yel/ogTTBxFZyrDUPSQqW480EZjdiqqdWZN0MhEA3gGAnyAwb6JO2W9lF9W9QVdLcklwliNMEwDLaGdgsgUiMPuDpSvAZFjuMl3N0h6WMjBnhF11TM9KV0pq1LSqBLxSAgA/0oGJjT9fP1HZ/A9F1ZYpqpZBgrOsJ2sCYBntDEw2fwemo5rlQIOf+wXm6gwWJVCGV5RgsLCcIcHS5ldrmheWbD6BfTyntmdVbwaAfwDADxCYIwDgNgD4cltHF8rjzUGhWbqLiXqyPBfTBNBiYLKxeQOYh92OLF0FprnSsIEjSjDdGSgdpGGvg+VVvzIjLKMnJCq7ZfGmkrK0wlpU+fkDli11YGKn7AMAgHcxp9DUkkrqEkJgcuOPCcDFESYbm3eB6SossQO2P2CGOgCmL8HS10UJpg/Q4GOfhrXzyzPCMs7PCMtoConKLs46ciYU2YhTvRCYN1Kn7P3YBSR1ypZT0ZPrmCaAFgOTjc27wHQHlu4CM3AbfIwTJXC1ZukEmN0zwjLqZ4RlHCwoti5ANuJULx2Y2Cn7abyLmZxnfVtRtWhF1U5Q0ZOBaQJoMTDZ2LwHTEc1y4HmWboKTJ+EpR+IEswYHCx1YHbNCMuonRGWsf9QSc0sZCNO9dKBiY0/nwSA/zikNeqNP0dIvIAbfwLcl28t5bOazW+B6UqDjyNgNroATBYl2G2oKMGADT6O/dKMsIz2GWEZp4LC9mVUnm6ahGxECVkdmFjHvBOLmjUNbXrjD475auHGH+OBZQZnY/NH277riNuRpS5IMBAwfalm6e+iBEGuRZa6XwwK29cSFLavLCh8386z59rfRTZiFvYGIYTe+PMJLGpKjT97FVVr4sYf42FlBmdjCxRgugLLq8BsdxOYJk/D+rkowQzXYIkdsheCwvY1BYXvKw4K3xcLAK8SG+/RgXkjTS35itT4k0J3MbnxxwTAMtrZ2AIBmP3B0l4b1j1g+iMsd/lLzbIPMIPC9vUEhe+rDwrfd3BV/OH1APBXYuNdMjD1qyU/2nfoDCr+xCuqZqV5YDjmhK+WmABcDEw2Ns8Dc6B6pSMhddeB6SFYGi2krviBKMEAHhS2D4EJQeH7rMHhmbk795VGAcDviI0ftwcmXi35vsXa8pKiahvoLiaON+HGHxNAi4HJxjZMwHRh+LNrwPSNmmUAiRIIJ6C86uH7rgSF7+sKDs+sDA7PTCurbMCxXr8iNn5MBqZ+teRRUvzBqyVl3PhjPKzM4Gxs/grMwcDSNWCaE5YBLkog+oEl+uXg8MzO4PDMsuDwzJ2tbZ1zAOAZYuNtNmASNBGY9+iNP+HxZaGKqhXbNf4YfnCzMzDZ2LwGTBdhGbP1gOjoBKc/d0/mCTFtyU4/q1mm+oMogWNgXoXlleDwTARmW3B4ZrGy7sAWAJgCAE8SG2+VgalfLfkyAPx8TdLJeYqqFSqqVic1/jCwAnQN2Nj8HpgD1CzRF0TtESWltS797Pb2bvHhxlzzwTKwRQmEE1iK4PBMBOal4PDMc8HhmYUbdh5dBwCjAeB7xMab7YGJY74+DwA/TMisxqslmYqqVSuq1kF1TMMPbnYGJhub54BZ1G90KcMyNumwOH/+gtu/Y5Wa53sNPv4rSiAcpWKDwzN1YF4IDs9sCI7IzCwoPr2crpR8k9h4kwzMG2lqia2Oue/wmXdpakkpDZPGySXcKRug0GZj80fbnlrkUhp2VmjKoGCp28pNMjRZlGCacaIE9jVLHZaC0rE9wRGZ1uCILL1++QfKuiIbR/QC8+LFi3qnrK2OeVBrfEVRNVVRtaOKqjUqqgZcxzQeXAxMNjbvALO/mqWradj+0rPTlyT5eM1yt6+LEjhKw8rR5eXgiEwIjsi0RGwuVAFgMgD8mq6U3GoPTL3xB3O1D56obP6jomqrFVU7oKhaLQmxc+OPCeDFESYbm/eAaQ9L7Hj1hCXuOeZDsAyImqXoA8yIzEvBEZldwRFZJ+L2nFgNACOpQ/Y+YuON9sAcQYo/99efbf+VomqLFFXbrajaSUXVWknAwPDDm51TsmxsngSmo5qlDsxyS71HfldH53kRsmyXOWuWgSFKIOxqltc8whZdXgiOyGoNjsgqLKmoXwQAfwOAJyjrOqIPMKXGn1tpcslT4XFl+jBp/XoJCxgEKLDZ2PwVmM4iS7126UmL3XmERQlCDRMlcAbLK8ERWZeDI7LOB0dkNc1akb2XrpPg0OhvkM76CGSkPTD1YdKYlv1eQmb1aEXV1knXS7jxxwTwYmCysXkWmI5g6cl0rNO0LIsSiGEUJXAESxEckYXAvBQckdUdHJFVp8QcSKbrJD+nhh/Mut7oDJg3E1G/nV1U96aialGKquWQriw2/nCnrAkAxhEmG9vQbUfqUaew9DowTVWz9HtRAuEYlr3AvBgckdUZHJFlXRV/JB4A3kRddQD4AnXIOgXmTUTUhy3WlpcVVVMUVUsnXVls/GFgmgBgDEw2Nu8Cc5w3gcmiBMIksNSBifXLtuCIrMqtu09sBICXAeAHODSaypTXA1Nq/MF/8EUA+G10YsU0RdW2Uh0ThdhZ8ScAveRks2hr6/To4cHGZqSdrGoUkTGZTmGJPnHB9n4l8Ny1yPU5xjf4BKYogXACS0HpWAiOyGoMjsgqzjpYFYbsI8GCezHrimy8DpgOhNifltKy2XQfk0d9BagHK8nio017Rcs556LTbGxmNxRNnxma4jQNaz/4GXVhPWH1jW1enzoy2Qenjkwf/pqlvWM6tiM4Iut0cERWdlllQxCyj4LGO/SGn/6AeRO10n7PYm35i6Jq82mgdA01/vB9zAD1MSGbxdvjokSFZWgXudnYjDAUIHAHluizlqd4rkPWtDVLvxYlEE4iSz0d2xMckdUSHJFVHhyRlVLf1Po+6cfaRnr1C0zpesknKCT9DV0v2aKomkVS/OFaZiBDc3yUSN190CMHCRubt62ktEYsW7W33wYfR7DUR3Tl5Fd4JbpkUYJ0I2qWsl+W0rFHP1iVhxNKXiP24fXKW1EFbyBg6rqyGJL+OK2wVk/LFpMQO6dlA9zHz40Xr45aLt4eHykWhyWIgkNlHjvc2Ng8YY1NbeLA4UqxfG2GU1ECV2CJPmnhDlFR2TCo5yg6UStmh+9mUYJQ09Qs7euXV9OxkdnZOzPLowDgRWLfJ+T65UDAxPuYnwGAxxqbO1Amb66iavt5oLTxsDKLj5252QbNqx4mxk5bJVL3cNTJZqxlHSi3RZP9acO6A0vdQ5al2DRh3TVv1iyn+GDNcsbwihI4A+W1+mVkdktwZHZZSGR2UnXtubl0/xLZdztmWwcEpoOB0r+OTqyYTNdLWIjdBLAyFzTDbP7a6Ks+btpqsVHdJ6D7vFcORDY2R9bW3i3WbT0woJD6YGCpTxpBAfWc/JMufQAnys6IRSv3egyWRtcsp3msZmlog499/fJCcGR2Y0hk9tGl6wt0wfXegdFy/XIgYOoDpR9EAdrkPOtIRdUSJSF2vl5iAmCZBZo6LF8bHd7rsxeqoqamkU93Nq9afUOL2Lz9oJiycLtXYSn7wg/3On0ejEKXr8syUc0yoEUJRL/AjMw+HxKZXRsSmX0gbo+mC64/rg+M1u9fugrM3oHSWlUzjvvarKhalaJq7TxQ2nhQmcnfmby6Dyxt/v5VX7gsXhw+MrSmCTY2V+ZZDiSk7glY4j3KPVmlbnfEDhmWDlOxPHUkeHCwFMGR2QjM7pDI7KqQyOyM4rK6UAB4RR4Y7TIwe3p69MYfvLj5SGdX9/Ph8WXhkhA7z8c0AajM4vPWFIp3Jq+5DpavvR/R61NmfyTiEveLgoPl4uzZNiYAm1vW3gGi8OgpsX3PURERkykmL9guxsyJ8xAsE1yG5ebEQwM+Kw6b3rD9IIsShJqqwUeGJfqlkMjstpDI7OKl6/O3dnR2TQeA56nh5zb7+mW/wJTmY95BP+DprRmnghRVy1JUrZq6ZTktawJYmcnHzlIdwrLXx0Ta/PUxkWLcjLWiqNjC2GBzIeVaeA2QujsApTfTsAjLsHVZbn1ay9dlsyhBqGlqlr2wDInMvhISmX0x5Gr9MivnUHUk6cc+TaI916VjXQGmriuLFzi/l1ZYi9NLkhRVK1NU7RzPxzQeUGb0sbO2DAjLqx5l88XLt4vd6UcYG2x9rKSsVsyP2CXGypA0EJboVdVNbn1KDY1tPtng4yeiBMIJLNEvh0Rm94REZltDInOS6pva5gHAn0mw4B5H6dh+gelgPubDB7XGfyqqtklRtcOKqtXzuC/j4eQz0HQCy14fu0K8O3mViNuWy9gI8E7XrP1lImp9lg2UA8FyzDDCEjteB2PDC0sXgdkfLJf5ZYOPoDSsHl1iOhbrlxVL1xdsAoCJeBuEboX0zr90F5i6TJ6t+cda3/acompLFVXbQ6o/2C3LMnkmAJQZfcK8bX1g+Vo/sHx9bJT4F/nIyavEzIVbxJqNe8XujCJRWl7j8YOZzXjDOt8p61lRUFQlNm4rEHPCUnoh6RCULsDSGw0+uucerBzU3xm366j3hNQVTwmp7wmEmqWQossLIZHZrSGROQcLj9UsBYB/YHMrNbn2jvNyC5gOoswnoxMrJkpRZgvVMVkmzwSAMqOPnR07YGSpg/Jftv/5mr+h+7gV4r3Jq0REdLLI3X9CwPkejx/ebMNnlVUNYu2WXPH+rFiby5DsF5gGpWHRZ4el2gA/WPso4SCLEiwfdlECe1DqfikkMqc7JDKnfv7q/bvtokvk3M3OeOgKMG+Umn8elWTysPmHp5eYAEpm93GzY12ILJ3DEv1NyafO3iC27zwgamvcqyexGWMImsIjlWLN5hwRvCSxF5S+Akv0nIKhNafh3cygZbtMW7P0Q1ECYVezlDznYkhkTsfMqJzqlVuPxFGzz08A4Ev200kGC0y9+eehmoa2PyuqNo+af6w8vcR4IPmCj5u91QEsV7gNS93fGr/S5pNCPhJRq3aJ8pM8PcWMkWRC8iERpOzoA0lfg6W7nbHOLLfQwqIEYYY0+Mh+JSQyp2dmVM65mVE5ZfFXxQr+7Gw6idvAtEvLPkAyeXpatkJRtW5OyxoPJF/wd6fGOIClE2D2A8s3x33YC0zZg+apYu2GvZS2HXz6jG1okNyUkC8mzYsXo2dt6XV7WI6ZvdVtWA53zVJ3lLjzlIWvz2FRgrBhbfCxjy4vz4zK6Z4ZlVM/Myr38L6CKsUuHdtnOslggalHmShi8MOi8qZ/UPPPQUXVWkn1h5t/TAAlM/u8NQevQlNq8PEULN9En3DNR05ZI2YtjhMRq1NFbOIBsWdfsSg+fkrU1Z9jHg7BuqFHnDp9VhSfsIqs/HKxNfmQUKL3iKAl28XYObFi9ExVjJ65xW1YOmzwMUCUwN4zD3hWoaqz87z4ICp9cA0+Q0jF9k3D7g6kBh8hwdKWjp0ZldM6MyrXMjMqd4/ldNNEqdnHpu5jL1bgNjClKPMTkhg7Rpm76XoJR5kmAJIvpWf7S8O+OUAa9jpYTrD3aIf+1sRVvR68IFZs2JIliooH1/kYSBFjZl6Z2Bh/QCxZsfsqDG1QdOT4f3MOSl9Kw6In7jnmlTVNyy2/DpSTfXDqyHTfqVnafGZUzpWZUZiOzbVFl8s+KsTrJP+Uo8v+0rHuAvNGGneChdGfUPNPnKT6wzMyTQAjX4SmOzVLT8DS3v89abWYPGujWBqVJHalHREVAVoPPdfSKQoPV4r4nQdFxJq9YuqCBDE6RL3mAQTLyYt2DmqUlyvWdLaDRQnChqtm2QtLAmYuzIzKrZ4ZlZuVdHX25f9KzT4O1X2GAsxbddUfav5ZLan+9HBa1ngQ+SI0B52G9RAsnfnk2ZtEeHSq2LItTxQVV/kVSEvLa8Wu9GM2OC6OShVzQ5PEqJDNfQF5HSy3uARLR8AcDCyHU5TA3lep+726/qu25LMoQdiw1Cx1WIqZUbmXZ0bldsyMyi2dGZWbVH3mHKr7/FJq9rnJY8AkaOIPvAsAvgoAv1ibfPIDRdUOKKpWo6haJ0vlGQ8hX/Nxc+PchqV9vbI/YPYHy4GA+e9Ja8Rb6JP7+pjgj8TkuapYEJ4oFoYnipUf7RWrN2aInWlFvZ6bX2bzQ0WVoqS0ptettWfxBuo7AAAgAElEQVRt2qiD9TN158SJsto+nn/4pMgtKBe5hRVid1aJSM4oFhvj94t1W3JE9MZMsWRFqpi3PEnMWLRNjJ25RYwK3tzXQ665c1g6iyw9WLM0QYOP7iXldV4F5vmei2J1bAGLEoR5t2YpwRKjy4szo3LPzozK3b8x6Th2x44CgCeIabcMBMvBAHOEE23ZUinKZBEDE4DIV3zxpuPivenrDUnD9gfKfzsA5b/J356y1ubvSP72lHW9jo1NTn3aesc+/aqPnP6Rc5+xwaG/hx60sddH9fFN19xdUAZYGtbT10hcMWV1ps/ULGf4hiiBXRo2V4clRpfnKR27o76pbQ4A/BEAvuZqdOk2MLHdVtaWLSpvQm3ZjZK2LDb/cLesCUDkS75ow9HroGkcLFcPApZrjYWlBEyXYSkBk2HZF5j1jcMzeu7U6WYWJQj3WoOPPTAxuuycGZV7Yu32o2sBYAwA/Dd1xw7Y7DNYYMojv75krW97UVG1CEXVMhVVO0WDpXnklwkg5MvQNDssnUWX/cLSGTAZlqaJLG2+INGj9y77M2V1lpsKPoMQUh+GqyNBxk4d6S8NqztGl9gd2zIzKqeg8HjNYkk79lOuNPsMBZi66s99nV3dvwiPK5ujqNoORdVOKKp2lu5kclrWBBDyRWjiEGpvwXKwNUuvwXKaC5Glk+iy/8hyowciywFSsX4iSmAPS/Tlw5CSjU8p5qkj4V6tWcrR5aWZUbndM6NyG+auzE1rbe+cAgC/BYBHAOBOKjV6HphSt+wt9Isezz/e8BZFmfsUVaviCSbGg8eXfU70/uug6bjJx1hYymnYd4aQivUELN8bBCwNb/AxgSiBM2CiF2ve64guPHqaRQnCvSJKYA9LPbq8gGIFs1bknFyfWLwBAF6h6PKB/iaTeBKYI+gX4f2V30YnVkxRVG2zompHeIKJ8dDxdV+0oViMmv6RiRt81vpegw/XLF0Cpe5L/3975x4fV1ntfW2FgtwUFLyAoChHUAHxHIWjR/FyPMhF8Xhe9VVB8fUFBEHkIkKxaWd2LW0Kuw0NmZttE+hlk94gvdBLWtLMLUnTTpumO5k0zbW5NElzmZk8Tdtkn88zXU95Mp3cZ2Y/e8/i81l/8A/sPDP7+c5a67d+a1lRUmDZFyLaS4u2Ci/wMaApgRYHljROW+3ufqvd3Wa1u/e699a/ClZ4/zLWZpKEADMmy7ySmhiUVkazzBzoZbajVZ7+0DEFNGe9KUTPkocl9izND0saz2cWaOUHGhMOS9a3TNbWkZkJ2zpSaDRTAi0OLIesdvdJq93dZ7W76612d9GRxs5ZhJBvjWczSaKBSXuZHyGE3NobivxcVlTWy6TiH4KG7PpDx1zQTA0sHzWkwCeZPUvzmRKMB5Y0Zi16V6tvTMwKufZjvWPAcpzAHA2Wi80r8Jk9/p4lF+5Bq91NrHZ3p9XurrTa3W+HwpEnKLMg2bswJcDkoEn/h9fSLLPkYDu1ylsCIybUkB2dfwSAjhnmNJ+duxZ7llOEpe49S0EFPiPB8vnMjdHdlTNf3ayt37pfO9YZmjQs17x7IFqGnTIsZX3VsLMEM1IfA5aa1e4+ZbVHe5e1Vrt7p7u8fglY4V0LGpzzRjNaTwYwPwQbTGg9+Ed5W2qfAyODo+j8oz9szATNP89agaYEaEqQAlhuPAvL2Kg+cmzCc5avv+lBU4LspJoSnBNWexSWQ5BdHrXa3SWLV5TlEUKeI4TcDsyiGpxpKQMmQHMa1IGvpg8CRgZvwp7MbnT+0R825irPnoEmmhKgwCfVsKSRsXir5i07Eu1FjvaPGmzVVm4oT7yDz6LECHxeMq/ARwNY0qDl2LDV7q6x2D3byg42vwqbSW4ar9F6soB5AQx/3tQbityXlV+1GNSy6PwjAGhMB82MlWhKgGrYpJZh4wXbX0mDgtOl+LXSffVROLLw7jmiOVf5h63oQlOComSbEsSWYVl2SdWx3Ra7Z9+CpX6Fm738DDBresqBCVZ5bCaT1oW/vWLbkYwY559TIly2GOaB5uMzc9GUAE0JdIElH2Pts0SBT1EKe5bnZJcnLXZ3u9XuKdq0O5hDCHmU8gnEPudNVOyTEGAODg6yLHMGyzJ9FW1/gJlMKv5plRX1BDr/6A8aM8Vcl/8caKIpgUACH8FNCeLCMnMSsOSAyWAZ/fdEwDKuwGdb2gp85ozatzwLSpZdnrLY3RGL3RPMXrVndXdveCZklzcxZ5+J9i4TAswY8c9F1Mj2WFfoR7KiLgDxjwpZJjVkR7s8AWBjpkzzqdkr0ZQATQmS1rOcCCj5zBJNCYr06FmezS4tds8Jq93TZbV7vMH6jgWEkAcIIV8Ho/UJOfskC5gsy6Tqo9vzttQ+KytqLuzK7ICyLAJTANCYKV6JQnMVmhLg1pGUwHJqZVg0JZidfFhqFrvnlNXuCVntnqZX8ko3EkKepRMcMMlx+WTFPgkDZkyWSdVHNwaCHQ/KipopK+pmWVEboSyLWaYAkEkfaKIpAZoSiNKzTMDWETQl0EYpwwIsae8SskuHV121pZKu8XoQfGOvnoyzT1KACVtMmADoE4SQ7xa4Gx+TFdUmK2pAVtRetMvTHy5mjVdXHYz2wcxgpI6mBKkzJUhMzzJBAh80JdCmCEuWXfZYHd5aq8O7a39VSwYh5E5CyOcIIZdRPg0MDHxAd2ByWeZ0aKpGR0yy11ZTU/Yd3IgJ3ZWJpVkBIGNGaJ7JNCdqpJ5rPCP1scQ9Ywp80tMbNtE9yxcM0rOcNcac5SzjmRJoMWVYzWqnvrEeYnV4j0oOb0nmstK8UDhCd15+cSpGBUkDJkBzGmeX9+3iQCs1ZV/DjZichNKs7hcshknLs3NWG2fryIiZJW4dERGW8cqwaEpQpKfAh8GSxqDV4Q1LDm+N5PBtK/TXUaOCe7lS7JR6l8kCJs0yzyeEXMVM2bPyq5yyolbCcmlmyq775YphzjNYkFuuPTYzLy4sjWGkjrAUqgwrksDHJEbqc6ZmShAPlkNWh/e01eHtlhy+fZnLSplRwTdh3HHSRgVJBSZA80OwxeTzhJD/VHbUvSwrqk9W1CZZUUNoZKA/VMweLy8t0f744vLkwVLnnuXkto5Mbs7yGRMZqaMpgSlMCTTWswRYalaHl2aXJyWHt11y+IoK/XXMqOBmZrI+VbFPMoHJtphQR4Wbyw5Fd2Xmc3Z5Ecwy9YeK2cNi2609NjNXaIHPk0bcOoKmBGhKkK2bKQEv8GGwpNnlKcnhjUgOX9CeH1jd875RwWcS1btMGjBBMctGTK7u6YvczY2YUCODLuhlovhHALCYOV5eWhqFmzA9y8kIfMadWaLAB00JTGukrsUpw0ZhKTm8pyWH74Tk8HVKDp+3vaOXNyqY8txlqoA5zMhgs7eJNzJogl4mAlMAqKQTNLFniWpYQ/UsFyemZzkZWCa3Z+lOBCw1KQpM30nJ4QtJDl+TPT8Qa1QQnbsUGpjxjAyOdYV4IwNml4cjJgIAJZ2gKZ7AJ5k9y7fGLMNOZnTkaeFHR/QW+KApwezELH8erWcJwPTR7JJIDl+H5PAd2rz78DLILqlRwadB7JMwWCYNmHGMDO6sONz5aFZ+VbasqDthwTRz/9H9QsUw/xlkvhHQnp271nACH917luki8EmmKYHOaliTmBJow2HpZbCkpdiqeS7/1oajx2fCRpLPglHB9ET1LpMKTC7LZAumaXp8V3Gg9WlZUZfKinoA3H8GEJr6wyRdIvPN/VGACd2zRFMC05kSxN04gqYE2iTLsDSzZKXY45LDR+cudxT667IJIT+H6YyPTtVkPeXA5KB5AaTH/9Ybivwqe231XFlRd8HqL6qYxX2ZAsAkXeLlZWXDoYmmBOjgk2xTggTB8qX0FvhoAEsGTJpdNksOX2nmstIVMHd5J1Q0P0xbgonOLlMFzA8B8Sn5v18caH0M9mXWyIp6HEuz+kMkraGJpgQGt7vTu2eJpgSzk2tKwPcsGSwHJYevj5ZiJYdvS6G/7hVCyEOEkK8QQi4F85xphgMmQHMaEJ+S/5beUOSnWflVsqyopbKiNoOZAbr/CACSdIMmLamK1rNEUwKRYZmAniVuHdEmaEoQL7s8BUIfP/WM7ekLP0cIuRvmLhPm6qMLMKk7PLdg+pOEkNt2lB19HDxmA2BmQAVAOGYiAEjSKejLeQ400ZQgAQKf9YnJLEcA5jBYZiZK4LMZt46IZ0qgxYElFftQk4KazOWl+Q1Hj9ONJD+jyRg4zCV07jLlwIQskylmo2YGrR19sWYGOGYiAEDStjybsRJNCdJY4CNqzzK2X5nGPUsNYphJQUVNW2bMvsuEj5HoCczpoFyiZri3K4V1vJlBB7r/6A+PdIcmGqmbE5Z69ywTJ/BJK1MCLQaWGm9SkLWynDcpYCu8PmQKYMYzM2hu731AVtQFsqJugvVfbJMJlmYFgEi6xfzlZdE+I5oSiAxLvQU+2LOcnTpTgtgY5E0K1hdW8yYFbIVXQgzWRQIms8yjf+Bdm71NI81lIjQFgEg6QpOKdsQwJcCtI8k0JRBJ4PP3VK/o0s2UwDN6dnluzzJW6NMrOXz1ktPnrgi2vUwZAjP+bEH0B00DzBhoXhxnzCSIYyb6QyPdY+Gb+6OgQ1MCkTJLNCWIV4adleqeZc5kxT1TKsOyMZKQ5PQFJadvR2FJXJOCpIyR6ApMDpoz2JgJIeSn2euqY8dM0MxAAHikdXl29ipc/mwSWKIpgSEFPto5YyROX2nWqvIVhJBzTApSkV3qCcwPwYDptYSQfy9wN/4VFLOHQABE+5noMysAPNI14kFz9DIsrugyX89SrK0jaWBKoMWB5RnPWGe0FLu5oqZtIZgUfJk3KTAtMAGa00AC/DEqAAoEOx6EXqYHBEC9kGViL1MAeKR1T5MKgdCUIA0EPmhKIIApgRanFDsgOX29ktN3IPediqWEkGdAGZt0kwJhgAnbTOgfeiEh5MpQuP8/lB11z8OYiRegSX1mMcsUABzpHJLDc05m+aQRt46MYHmHpgRTNVNP360jcxJrShBPFctgWZ+1srygpzf8PCHkx2CBd1mqYakbMGNKs7QGfT3tZboKal6UFXUF9DNpaRazTAGgke5hySnCMqyBepZoSmDonqUWDafvlOSMCn2aae+yaE+9TBkBupdPpEoVKxowp0EN+kray6xt6n5IVtSF0M/E2UwBYIFx5gystt3YsxQQlnr3LNGUwJN4WNLs0hntW1KhzyHau2zr6P0rZQToXi5NpdBHCGBy0JwOB3AjrU2vL2p4BndmIqjEh2ayjNTfGrMMG1uCHbEUO8byZzQlEH/5c5qYEmjDepdnsstoKZbOXK7ecmgpWODdCLqXC1JhUiAcMMe5MzOMYyb6wwKDhyaaEggj8EFTAqObEmgxpdghyC5bJacvkLm8dF1PX3guIeS/gBEXJ2vXpSGAyQmALiGEXEN9Zutbeh7IXlftkBV1HwdNXAGG4BIC3HOy3xNG4PNMigU+8Uuxgm8dmUIpdnhmuS15mWVWWgt8NIAlLcWelJy+Lsnp25e1snzdkabOf4AF3k3ACLrE44ODg4PpCUwuyzwfSrNULnzHrvIWapu3HlaAtcJsJo6ZCAAMDJppFk+iDDsKKC0jg3KyZVgzGqkb0ZQAt46MWYZlmSUtxYYlZ3R11/r2zt55AMs7QOeS0plLYYHJZZkXgC/gDfUtPb+QFTVbVtTtsqJW4wowBJWw0ERYGmDOEk0JBDMl0DhY0jgNpViaXZZ6Ak3U/u4xQsgPKA8gu0z5GImQwOSyTLZomsqGv6MU1v1NVtQ8mM1sR3N2/SGBEQNNe/EUBD4JLMOOIfAZfxkWTQmmYqSePgIfz1RMCWJhSUuxbOay4dU3y+jqrr8RQu7Xe4xEWGBClslD8/qevsj964saGDTpRpMeDpp4eeMZCPEdmJNThKYEIvUsJ+Pgg6YEevQsNQjat+wBVazHG2h6JQaWlAfT9RL6CAlMFhw0PwoHdj9kmhtlRW2IWQOm+2WJgWdAvwOS3Y09SzQliNuzHE3cM9HM0iSmBBrEEGSXtG9ZJ7n8ntyCg7mEkD/EwFI3VaxRgDkNHICiAqBjXaEHsvKrnJwACEdNEFTiQhMFPmhKMAyYiYFlco3UUwRLxzmwpNllh+Tyl2fmlq5p7+ylIyR3w91/1lwdgTk2NM9jAiDa+F2zqz6DEwB14kYT/QGBce4ZWB1uNCUQTuCDpgSCmBJoMdklVcVGJKevVnL5N3kCTdT+7hFCyNfg7k+5ubrhMkwOmtM4AdAtFYc7/wDm7HSjSR30M9FrFsElHLilKDRR4GN2U4KUC3yMb0qgcbB8XxXr8petfveQjRDyFGSXn031nkvDA3NgYOADvGo20t//7c3eJro385+yohbJilqDoyb6wwFjFCEQmhKgKQFuHdFiYMlGSPolp69Tcvmr7GsCq0Ph/j8RQn4I9ndnN5GIUooVHphxNprQXx137yg7+pSsqDZZUQtlRW2C0ix1AUJTAwSYgJkmmhKgKUEaC3wc58DyjLG6y09hWS25/NsP1bZncPOWVzA3H735Y1RgToMDpKa7txFCfpa3pfZFGDWpwFET/cGAMUZPM+0cfAoMt3Vk5iQcfMZbhhVP4JNyUwJtWN/S5e+RXP6oKta+NpAbCvfHqmJ1MVY3PDBjoPlhWO1yR3N77wNg0L5DVtRmKM2exFEThJfI0ERTgmTA0sQ9S3OYEmgxqth+yeVvZqrYxpbueKpYIbNLQwAzxjqPec1+o6mt95e2DcHXZEX1w3xmD0BT9wsSA88g9jswJ2f3mA4+T6fYSH1SmSWaEkwYlmlqpK7FKcUOSC5/m+Ty++1r969saDlOS7G/BGP1syMkehmrmwaYMaMml8Cal9tKKtsf5qzz6mE+kxoaYD8ToSVkpmneMuzUjdRfNKCROpoS+MYC5RlYuvwDUIqtsK8N5PX0RV6k7TVos30M7nZdjdVNBUzIMqfBrxCqorq2qyd8D5Rm18iKWi4ragdXmkVoCgAJjOFnIDk8CEsBepaTgWX8zBJNCaSxMkuX/6Tk8vfRUuy8pSU7oAzLtpBcC+024WFpKGByWSbbakLVVF8LBDsekRVVlhV1k6yotbKiRnA+E0FlJGhO1EhdrMxSb4EPmhIIaEqgDRshcfkjUIqtWP3uoTwwJ/geIeQLoqtiDQ3MkUZNNnub2KhJGecChKMmAsABI/4ZZLxWmN5bR9CUwKymBNowoc+ZUiwdIQlKLn9hRbBNApHPlwkhV7HsUm+umBaY3FaT6VCa/SIdePUeaHt80VvqCllRK2EVWBjKs1iaRXAJCe5ZS3amTOATH5iCC3ymUIodXoaFUuyi5KthUeDjiy3FHpdc/sp5S0veLdpT/xqIfOid/XFCyIX0HqcmNXpzxbTAjCMCugJS++9t9ja9ICvqO2DSflRW1BCWZ/UHA8bIZ/D3rO1pKfB5wYACn0T2LE1qSqBBVslEPn1gTvB2sL6Drux6GHxirxDRJ9bUwARosvnMKwkhX6pv6fmVrKh01GSLrKgHIdM8gVkmQkt4aBoGlnr3LNGUQFBTAi0aZ2BJM8uQ5PK3SC7/bk+gaTEh5HFCyF2EkOtE9YlNB2CyLPNiQsinCCHUb/ZpWVHtYJ0XhP2Z2M8UAAwYY0PTtD1LNCUwsymBxgHzFIh82iWX/6B97f4VhJAnCSH3EEJuhi0khhghMR0w6YBrjAiISpR/WFLZ/nhWfhXNNN+FzSasn4lLpxFcwoI7Y8lONCVISM9yFLs77Fkmw5RA42BJM8ujksu/b97SkvU1DZ1/JYTcCT6xH2NOPqKZqqcFMFlwIqBLWD+zub334ey11a/IiroL7PNopjmA0NQfDBijZZo7BCzDoilBvJ7lrHTrWTpHBCXtW9LxkbDk8jdKLv+ezNzSfJi3vAfKsB8hhMwwkiLWtMDkoDmD9TNpvTwQ7HgcdmgGOM9Z3KGJ0BIa2rNe22FoWOrdsxTNlGB8sCwyosBH42BJRT7HJJd/LxX57KlsiSvyMWpmaVZgTod+5iehXn7Pml31GbKibpQVdb+sqC2yovajE5D+UMAYPzTTp2eJpgQGMyXQYhSxdNayYGdJ/SKziHxMC0wOmudzfrO3HDrS9YCsqEs45Ww3ZpkILKNA05CwRFMCYQU+CTQl0OIpYjfsDGYRQp4wi8jH1MAEEdA0TgREm8xfK6869v9sG4LzZUVdD8pZOp+JIiABoIAx+hnQixZNCdCUQKCtIxrAUgNYUkP1BrqBZM32qmxCyIN0WgG0JIYX+ZgamHHKszNgKem/94YibIfmdllRG0EEdAJGTvDixjMQ9jsw67VCoXuWaEpgQoHPyD1Ljetbhtgi6IW5ZXmhcP8j0LO8BtZ1GV7kkxbAHE05m5VftUxW1L2onNUfBBgTg6bQZVg0JUgHUwKNg+UJmLXcszC3bCRFrOFFPmkDzJGUs1tLmv8uK2qBrKj7OGii5ywCzBCG7eaB5TgVsaOoYYcrYpMzZ2n0nmWCTQmGOEVsL7W9m+sqebuxpdsUtndpD0xuh+aF8EF+vqs7fO/6ooYMWDxdJCtqNQiBsKcpABQwRj+D2dnvTQ6WehupTwaWaEogUs9yCHqWERgfqX79rX1vN7Qcn0UI+TUh5JswnTDDrLCkofsDpAia06H5fCmUZ+8trWx/QlbULMg2qzljA+xpIriEdwQSqWf5ogGN1IdllWhKMJa4h8Gyly6Bpi4+c10lBUeaujKgDHsLTCVcaBY1bNoCM6afeT4ot26l0NzsbWLQpJkmugEJAAOMiUITTQnENyUwhcAnwsMSxkd+A3fppyEZMcWsZdoDMwaaH4YPmIcmLc9iTxOBZShgz45C0yg9SzQlMKApQayLzz4Olk/A+AiD5flmU8TGC90fIJXBGbVfykMzb0ttRowQKIIbTvQHAsY4Ms3sXWhKgAKfZJgSaHEEPgUcLO+F9haDpekUsWkPTHoAAwMD/HYTWp79QsuxvvsAmkwI1ADQRCEQgkt4cM/OKRJL4DOFvuXMeH1L3DqihynBKV7gI7+55+2KYFsGlGGZMcFlcJdOSwdY0tD9AQToaZ4VAo3S00QhkABgwBjdRg9NCeILfLBnOfWeZcmB5gzIKtOqZ4nAHEUI1BuK0PJsvJ4mrgVDYAkN7FdXHdRmylsF7llOfOvIzIQJfAoTIvBJI1OCYT1Lx9r9WaFwf6zAJy16lgjMMYRAFJq2DcHYniaaGwgABYyJQxNNCdCUYAqmBFFY9vRF4gl8pqdLGZYP3R9AoDnN0XqaaG6AwDIEsF9dXRnNoNCUYHQHn4ksf44dH0kHUwLas9xT2ZIBmSWF5dXcmq606VkiMEeH5kg9TTQ3EAAGGOOH5sxFW9GUQBRTgnGBUixTAhD48D3LD5vZwQeBOcGDQHMDBJLpyrOLthmqZzkZBx80JUBTAg2Bqc+vBzQ30P+ix0gsNF9afC400ZTAqAIfNCXQMMMUEppoboDwMiU0JzpniVtHxNg6gqYEmhCh+wMYxdygqzt8X8yWE2puEOLmNAf1vhwx8AziQnN1ZdQRCE0JUOAjufyDYEoQgn2W0a0jYKSe1qYE2jhC9wcwmLnBPYFgBxUCLZIVdaesqHWyonaiKxCCygjQfGnx9lGzyhcMuHUETQnGPWc5BLCkAp8eyeWvk1z+MrrPElZ03ZPupgTaOEL3BzCYEIiusbmnub338az8KpesqB5ZUYOyorZDtnlKVtQhvS9HDDyDkcuz70MTTQlS1bN0621KwGA5AJllg+TyexbmluXD8udfcyu60taUQBtH6P4ABhQC3UwIuWtH2dHnoDxbKCvqQVlRW9C0HUFlBGj+PWv7FGA5zuxyNAefxXEyy0WJcfAZNj5i4J5lfIHPpMdHmCFBn+Tyt0guv39hblleY0v3XELIw7D8Oe1NCTQEZkLnNKfBgtTLCSHXRfr7v1NS2f6Iq6BmrqyoK2RF3S0raiOWZ/WHAsbY5dnZ2bvGZ6QuJ8pIfRS7O5ObEkxGDZtAUwLeRD0oufy712yvyg6F+x+BMuzXCCGfhLsNe5YaZpiJhuZ5kG3SL9m/EkJ+vNnb9GcwOHgPoNktKyrBFWEIL6EdgbK2G65naUxTAk+qTQmGYsQ9jZLLv1dy+dl6rgfh7rqOEHIFIWQG3G3Ys9QQmIkuz06DX2IXE0KuIYR8lTpilFa2UzHQcllRyzgxEAH1LPY1BYAExrnl2TPQRFOCScFyCj3LhMBy5J4lE/fQzPIoFfdILv/bnkDTIm7xM727PkIIuQAdfLRxM0D3HqFBoflByDTZIuqoGOid4saXZEXN58RAx7mxE4QmQkvQnuaOCTj4TKJnmYIyrPG3jiTMlIAX99CxkX2ZuaX5eypbqLjncSjDssXPNLNMe7s7DYGZEnBO40ZOomKgrp7wL7LXVs/lxECHYdPJCYSm/nDAGA2ahSjwMbYpwRCUYpkvLM0sD85bWrKeE/fcBaLFj7GNI1iG1RCYqcg0BwcHP8CVZ5kY6MZwpP+ePeqxh/O21FJwviMrqioramsMOPHyxjMQrqc5J6coQQKfbWkr8NFp68ig5PTRfuUJyeXvlFx+VXL5i+xr96+obep8jhP3XAf3VHRsBA0JtAnf+7qXOE3U12Ql2uvgy3nfml31tES7JmZesx+zTf0BgREfmhREogh80JRgTFjSrJIfGWmjJVjJ5V/jCTTREuyfCCF3cuKeD8M9heIebXL3ve7AMRk0z4dGOt0dd8uxrlBsiZbOa3ZgiRaBJbQQaBg0J751ZGbCto6cm1myfqU4PcvECHysk4clAeceupqrgpZgg/UdfAn2C5y4B8dGtKnd9brDxoTQnAGZ5qcIIV/vDUUeyNtS+6KsqHZZUbdwy6gJOAOhB60AoMAYCZpoSiCgKcEQlGEJlGDrJZe/XHL5NxXtqZ8PnrDfI3G9wHsAABRmSURBVIR8CfqVZ8U9mF1qCExB+5r0F93HCSFfIYR8/9CRrt9S8/ZFb6lrZUU9APOaXdy8JoITwSWYYTvtaaIpgUCmBGeySqdvQHL6wpBVls1bWrJx9buHbBXBtpmEkJ8QQr4MVS6aWWK/UkvcHa87ZNKpREtLJMWBVmqplysr6nZZUQMgCIrIinoSZzb1BwXG+2fwysqKaIkVTQmEMCWgsDwlOX0RLqsssq8N2Bpbul8khDwAWeX1sGmElWCxX6khMI1aov1SONJPnYH+JivqEllR1wM022RF7cOZTQSWaMDOfCMQNWwfrWf5UsJ6ljsT0rM0mSnBEJdZRkDYQy3uvPa1+//Z0xd5ihDyM0LIHdCvZCrYaAkWlbBaQu913cGSBnZ6bNsJdQa6Euag7g8EOx7PXls9T1bUDbKiVsiK2iwrag9a6ukPCYx40NyBpgSTLsNOWuDDepU0sySS00f9YCskl78wM7c0r6Hl+F8JIXcTQm4jhFyLNnda0u903aGSZmMnVNb9CSjP/qC5vfdB24bgfFlRN8mKWs5Z6vGjJ+gQhBDTHeIL3wxEM0PcOjLxUuwkBT7D+5VOHy3DHqLCHq4My/qVn+bKsGhGoCEwzZBp8iXaj0Jf8yttnX0/2extmpmVX2WTFbVAVtRSEAT1gdEB7thEYArT08x4/T00JUi+wGcQQNknOX3tktNXI7n8pc51+1ccqm2fyfUrPw8aCdw0oqXmLtcdJukWAE6mor0MmvTf6w1FfrO+qIH1NrfB+AlzCKJ+tGjiLgA00j0oNKP9SDQlSEbPki+/dkpOXzXtVUou//rV7x5aEgr3PwagZFnlRWy2EsU9GgLT5Nkm621eDs3622lvs7Sy/bGs/KolnIq2gYMmlmkFgEa6x8I39wM00ZQgQbAc4rLKiOT0dUlOX5Xk8m+nvUpPoGkeIYTC8gdwV1xFCLmEqWARllrK7m/dAZKuEVOipdD8DOttllS2PyYrajaoaL2yotYDNNHsQABgYDBoFppm60gi5ywnKPDhYdkrOX2t0czS6duWW3Awu72z929QgqWwvAHuCrS40/S5t3UHRzpHnKXUrLf5b/UtPb/YVd7ytKug5hXobVIlbROsDKNzm+gShPDSFd6vrDwYBZJZjdSTbEowKDnOinpoVtkmOX0VktO3K2tV+eo9B49mEEJ+QQj5Djj2XA1Z5XmsBEuNUvS+w7Q0C90fAOOcxdQXgFHyDTBbdT/0NqkfLZZpEZLCQXPWa4VjGqnPGmPOclaq5ywnvXFkyj3LoSgsh5dfGySnz5O5/Jzy6w2gqqdz3KiA1fTnhe4PgHHOYurp8HKcLdP29EXuVwrrKDSxTCsAJDCGn0Hmm/uj0ERTgnHC0nFO+dWbtbI8b5TyK+6u1MRghe4PgDH8DGKgeSk3t0nNDh4Ds4M8WBlWD9tPQjCCgkpaBJp+0Fyy0zA9yxSbEjBQnpIcvhOS09ctOX31ktMXkJy+7TSzbDh6nMLyfqgq3QBVprMbRlDYownBCt0fAOPcM4hR0Q4zO6DbT8Baj/rRumVFPQQuQcfBjxaVtAhNXaEpOixTvHWEwvK05PCdlBzREuxxyemrlZw+t+T0rVu95dCSnr4wg+UtUFW6nC/BIiw1YTih+wNgTNjsgAoAvlPdcPz3yo66l7Pyq3JhbVgZeNIyNS0zc8cSIp5BSnuac17fbTiBz+h9y0kJfAY5UPZKjqiop0Zy+sqWrCpf497X+HJbR++fCSE/B2HP9fCOMwXsNPSB1YTjg+4PgDFhs4NLYQ6Lrg370bGu0EPrixpehP4myzibYHVYP6emRYs9BGfKoJlBQZeeRurvl14dvrDkiIp6DnEZZXZPb/gJ+u5SNTw3V4kmBJr4PND9ATAmbHbARlCokfuNhJBvEkJ+WtvUTWc3l8qKulFWVL+sqKqsqO3c6jBWqsWME88gJeXZKDSnAMvk9iwTDsshCArLiOTwHZccvmbJ4VMlp29j1qrypcH6jrmggP0hvLuf5rJKNCHQxOeB7g+AMenxkwthm/q10Pv4fnGg9enstdULoL+5BRZVt8YxPUBwIjRTBM33zG5KwEDJMkuaVbZKDl+N5PCVSk7flsKSugWEkKcJIb+i7ykh5F/g3b0Y2i24t1IzBgt0fwCMKRseXAi/Uum+zdvDkf67Dx3p+t3Wkubns9dVO2VF3QXgZIraMJdxYo8TwZn08qzFVmxWU4JB6FESyeHrkxy+Dsnhq5Ycvl1ZK8tXF7wXlCuCbc/DCi5qfflFeE+HGRBgr1IzDAd0fwCMhGWczGLvalaqPdYVesBVUDOXK9X6ZEWthf4mG0VBVS1CM/k9zewis5gSDAEoWem1S3L4mqKlV4fPl7m8VOFKrz+FlsnV8G5eBO8pruDSjHn36/4AGFM/gxg17cVcqZbOdP0qEOygFnusVLsL+ptMGMTb7OH+TYRn8sqzY0BTcIHPkDUKSi8T9ISiytczoPRLDt/mrJXluQ1Hj8/iSq+3wHvIl15R/aoZ997X/QEwkmavdynMdFEl3l29ociDxYHWZ7Pyq16XFXUzJwxq47JN7HEiMJPX03wjYERTgiEGS6vDOwCgZFnlPgrKzGWluYX+usyevvCzhJCfwTv3ec7W7qz5AM5Uaoa+83V/AIyk2eudB72ST4PI4BtUyh5sOP7H7LXVmZBtUnDu47JNLNMiMJNanp2fW24kUwIKSwrKU1aH94Tk8PZw5Vf/PJc/nwPlgzAqckuM+pW+hwhKzRx3ve4PgJH4M6AiglOnTjFw8mXaawghX6XCoNqm7mjG6XynJhv6m3SNWKWsqI3gGsTMD3AcBSGaUGguXHFAm52zW2RTgkGL3XPKavcQq8PbZ3V4OySHt1Fy+PZKDt9Ge35g+TZP7YKWYz1/5AQ9N8L79ZGY8usH8Y7TTHPP6/4AGClzC2LCoMtAhEAVe98IR/p/RsE5RtbJllfjSArCM2HQFKxnOWi1u09b7J6TVrvnhNXu6bE6vE2Sw3u2R7l8Q8Xr7R29sdkkE/SwPiXa2Wnmvdd1fwCMlJZq2SjKxZyilr70P2I9TgBnPtfjpODsBtcgCk7scyI0E1ae1dmUYAiCwvKkxe7pt9o9fVa7p9Pq8NZKDq+f71GGwpE/Aii/AT84r4oV9GCPUjP1na77A2DoAk6WbV4ML30022TgXLOzPgOyzU0wihIEcVA3zHHiOApCM2HQ1GnOkoHylNXuPmGxu3utdk+b1e6ptzq8lVaHd2eMmIdmlXfCu8KySjoDjYIeLX3ucd0fACO1Z0C3tMeUas+P6XHeGOnv/25TW++DJZXtz6wvang5e131G7Ki7pAVtQSyTtbnjM06kyoYwTBveZZCLAWwHLLY3KetdveA1e7ut9rdfVa7u8Nidzda7J6A1e7ZsXjFnjWrtlQ6K4Ktfw+FIw/G9Cg/Ae/K2bVboBfAe0xLj7tc9wfA0PcM4vQ4WdZJlbVfp76Xx7pCv93sbaIG76/CLk7a59wL7kEs82RG79jrFABChhQCJUfcM2SxeU5bbFTE4z5htbvDFJJWu7veandXWuwen9Xu2WzP32sL1ne8SAh5FDaIfBveAb5HedadB0uvWlre3bo/AIZwPU7mU3s52Hh9Acq19x3rCv2uOND6HPjVrpYVtQgEQqxk24e9Tv3hY9SYn7s3UT3LIYhBCkqLzUMgm+y02t3NVrv7oNXuLrLYPe8sWOpftml3cEF3b5g689wHoLwVDAd4MQ+ao2v631V6h+4PgCHsHOcMsPL6CMyV3QSlKSp6eGCrv3mmrKg5AM6tcTJO2utEda0AIDINNMc2JWCQjGaUFpvnhMXmCVts72eUVrvbb7W7N9je2ptTdrB5bm8o8hf6fYb+5E0AyqtghnmYmAdLr9oH0j10fwAM8c4gJts8H8B5BTeOQku1P25u730USrWvyIqqxGSczXHUtehbKwCURI/5eXsn2rOkvUkGypMWm6ffYvP0WWyeTovNczajtNrd71jt7uX+/Y1WrvT6Q/g+fw6+45dAhQXLrwLcRZpgofsDYBjCAIG33GMjKdR272ZqLh2O9N9z6EjXH7aWNGfkbaldnJVf9QaYIVCRUA2Mphzj1ozxAEWxkACQElIIZPeMBMuhOTnFg3Ny3Kfn5LgHLDY3sdg8IYvN022xeVosNk+NxeYJWGzu4n84PRtXbKqwu/fWZxxp7HwyFI78Bnxe6Xf3emg7XM7tpKTVFfR7FeD+0QQM3R8Aw7B9zhnwa/wKrmT7begD/ZYavi/bdJhmnithPGW3rKgVsqI2QNn2OJgisD2dKBYSAFTiOQKdBSRAsvgUheScHHe/xeYO0XKrxeZpsNg8VRabZ6/F5tlusXlWLn97/+u05NrTF36aE/HcCj35q7hMklZQsD8pwB2jGSB0fwAM451BHHCyku21AE4qEvphT1/kwdLK9ufzttTOg37nOgAn7XdWATw7AJzxjBFw0XX6RvTzn5+3l0LyNAQFZXhOjrvbYnO3W2xuCsoKi82z22LzbLLYPKvWba+S2zp66Q7KR7iSKxPxXAU9+Qv5bBIVr/rfKZpBQvcHwDCV7R6fcX4BekN0ju2XtN+5ZlfUEIGCc9UoWScTC2HWmaaQhB9Mp8HL+MT8vL39c3KKw3Nyio/PyXE3W2zuoMXm3mexeYotNs+6xW+W5WwqCr7c0HKcgvJ38J371igZJdrXCXCHaAYM3R8AwxzwHBgYiJd1Mvs9uuroK7Qs1tUT/u/qhuO/K6lsf4r2PP+5sYauG1sjK+o2MIA/xPU8u7myLb08EaImhyNUGkLw2bfKinpEVtTqhSsOVFgdXu/8pb4C55p9b7y9q3qxu7xhdsPRLire+W9CyA9Axc2ceD4OvskXASSnMTN0at6h9zuDoRnyDHR/AAzznQGXeU6Hy+pCzk3oMzAQ/lVCyH/QrfQ0+ywOtNLS7cuyoi7jss+9nLMQA2jsrCfrfaIxvPiAHIwBJIEF5vQz7ZQV9aisqHXwmdPPvhB+TOXmbam1HajpmEcIeQps6tjM5JfhO3UVt1KL9SVRwCPAfaCZKHR/AIy0ASfvJPRRuOA+Axfef7DSbbDh+J/XFzWwnicVDBXIilosK+p+mmnAhdrKwTMSs4oM4SlmBnkKfuQwSPbAjyAGyUow/N8Jn/nKZZsOLyqtbH/pWFeIQvJhQsgvIJP8OljVXQs/wi6OKbeiG48A779mwtD9ATDSUmE7WtZJJf+/pKINta7rrzvKjs7NXldtgzlPmnnukhV1DwfPo3Dx9nDw5MVDKCBKLSDjQbIfftx0c5A8DD+C/PCZrpcVdamroCaLfub0s4d+JM0kv0fHl2CzDhsFuSLGXAAFPAK865rJQ/cHwEhbodBIWefnAJxUtHEXIeT/9PRFHimtbH9hfVHDP7LXVmfJivoGB08/XLyHOXjyvU++dMsbJ6ACN/GAZJA8wZVaWS+yDn7kMEhugx9BS+lnuqPsaMaxrtAThJCH6GcOjlJfh57kZ+P0JYe58KDSVf/3W0uD0P0BMNLzDNiWhxixEMs8L4PL8VNwWX4ZBB0007i3taPvNxWHO5/0Hmh7YWtJ89w1u+oX2zYE34BSXiGsJDsgK2otCIjaYHylB1S4/XCpYx90YqVVvv84wIGxFxTOHXDW9SDe2gefxZas/KrVyzYd/if9rOhnRjfh1Lf0PNTVE6ajH/dCWf5WDpDMUOAiMMyYAe47rC8ZtapDAY/+77KWRqH7A2DgGYzgZcsAynvaMoheD04t3wAPUNr//DXNUALBjhc2e5v+YdsQZGXcjQBRNzf/WQcgbed6oeE4JV2WNcX2RmPDqJnhSFni6RjlKus7huFHRwdkjU3g5ER/nJTBGRfCvO3SvC21WfSzCDYcfwYyx5/DZ0U/s9sIITcQQq7j4HgJiHZmxOtHopcr3hUaAhO/BHp/CQQGZ6za9gK4UC/l4HkdXLy3cfCkF/MjtU3dL5RWts9dX9QgU5WlrKgrRgDoEVDiHh0Bov0AjdisNBaoQwIHnyHy5VPWZ2QjHZE4cGyDs2mMA8h3ZUV9iypZXQU1NnrWFYc7MwghrLxKP4v/hB83N3OQZCYCPCSH9SKxzKr/u4ihDTsDPBD8Ugj/HeDAyeB5HgfPS+DivYqDZ9TjFuD5PzCG8MixrtBzFKCbvU2yUljHA3QHKHF9UEbkIUpN5Fu4si7rjzKw9Mcp8cYDql7Bnodliux5GRRZn5FljUfhb+bhuAfOppgHJD3D98pbFtQ2ddM9kk+Buw4965/AjxcGSSbU+TgHSd6WDiEpwHuGoY15BnhI+EUxZO+TM4Vn/U8G0YsgA2WOQwyiXyKE/Csh5LsgKPlpKNz/wLGu0J9qm7qfO3Sk66VAsMNStK/llc3eJtf6ooYVyo66t/65sWZdVn5VAYBiJ5grUKgehFGIQyBmORLTL6VzhV06RicEyxAbYIuMCs98EAQ45fA37Vz0lrrJVVCzYdmmw2vp3/5OcePy9/a2ZBUHWufTs6Fn1NTW+1RPX+T3hJD/S88QxjzuAKHWl+CsryGEXAll1ks5OJ7HhDq0d836kFhq1f+9wtDGdQZ4UPhlMaMCly/jzoALm4GUjrF8AlSX14MD0ddAVESVuf8FWSndavF7mP97nBDyl+b23hdrm7qpYGXxjrKjOUphnV0prHNm5VctlxU1n8tWi6Bc6dUxPPAMRfBMdGzjjey11UvpM7/jbrQVB1qXBIIdr9K/if5thJAnYe3V/4e/nY733AOjPt+CM7qVK6teDWBkWSM9Y8wcBXgfMLSknAEeLH65TPkdiNMDZaXceAC9CkqG13A2frfBWMMd4CjzfYAHK/H+AWD6KIAmCtPapm4KoCXeA205xYFWOw0A69mQFTWhEfvfh/+vrbSyPYc+C32mY10h2lf8C8CfQfEh+GHwP/C33Qml7Nvhb78F5mM/C2cTW1ZlCla+tHrWpxV7kPq/BxhaQs/gfwFbchnX/0hEoQAAAABJRU5ErkJggg==" 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                        <span class="name">@opencsapp/opencsapp.github.io</span>
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            </section>
            <section>
                <h2 class="field">
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                        <path fill-rule="evenodd" d="M4.75 0a.75.75 0 01.75.75V2h5V.75a.75.75 0 011.5 0V2h1.25c.966 0 1.75.784 1.75 1.75v10.5A1.75 1.75 0 0113.25 16H2.75A1.75 1.75 0 011 14.25V3.75C1 2.784 1.784 2 2.75 2H4V.75A.75.75 0 014.75 0zm0 3.5h8.5a.25.25 0 01.25.25V6h-11V3.75a.25.25 0 01.25-.25h2zm-2.25 4v6.75c0 .138.112.25.25.25h10.5a.25.25 0 00.25-.25V7.5h-11z"/>
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                    Contributions calendar
                </h2>
                <div class="row">
                    <section>
                    </section>
                    <section>
                        <h3 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M7.75 14A1.75 1.75 0 016 12.25v-8.5C6 2.784 6.784 2 7.75 2h6.5c.966 0 1.75.784 1.75 1.75v8.5A1.75 1.75 0 0114.25 14h-6.5zm-.25-1.75c0 .138.112.25.25.25h6.5a.25.25 0 00.25-.25v-8.5a.25.25 0 00-.25-.25h-6.5a.25.25 0 00-.25.25v8.5zM4.9 3.508a.75.75 0 01-.274 1.025.25.25 0 00-.126.217v6.5a.25.25 0 00.126.217.75.75 0 01-.752 1.298A1.75 1.75 0 013 11.25v-6.5c0-.649.353-1.214.874-1.516a.75.75 0 011.025.274zM1.625 5.533a.75.75 0 10-.752-1.299A1.75 1.75 0 000 5.75v4.5c0 .649.353 1.214.874 1.515a.75.75 0 10.752-1.298.25.25 0 01-.126-.217v-4.5a.25.25 0 01.126-.217z"/>
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                            Commits streaks
                        </h3>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path d="M8.5.75a.75.75 0 00-1.5 0v5.19L4.391 3.33a.75.75 0 10-1.06 1.061L5.939 7H.75a.75.75 0 000 1.5h5.19l-2.61 2.609a.75.75 0 101.061 1.06L7 9.561v5.189a.75.75 0 001.5 0V9.56l2.609 2.61a.75.75 0 101.06-1.061L9.561 8.5h5.189a.75.75 0 000-1.5H9.56l2.61-2.609a.75.75 0 00-1.061-1.06L8.5 5.939V.75z"/>
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                            Best streak 3 days
                        </div>
                        <h3 class="field">
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                                <path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
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                            Commits per day
                        </h3>
                        <div class="field">
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                                <path d="M7.823 1.677L4.927 4.573A.25.25 0 005.104 5H7.25v3.236a.75.75 0 101.5 0V5h2.146a.25.25 0 00.177-.427L8.177 1.677a.25.25 0 00-.354 0zM13.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zm-3.75.75a.75.75 0 01.75-.75h.5a.75.75 0 010 1.5h-.5a.75.75 0 01-.75-.75zM7.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM4 11.75a.75.75 0 01.75-.75h.5a.75.75 0 010 1.5h-.5a.75.75 0 01-.75-.75zM1.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
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                            Highest in a day at 4
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                        <div class="field">
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                            Average per day at ~0.22
                        </div>
                    </section>
                </div>
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