diff options
Diffstat (limited to 'packages/website')
| -rw-r--r-- | packages/website/public/.DS_Store | bin | 10244 -> 0 bytes | |||
| -rw-r--r-- | packages/website/public/images/.DS_Store | bin | 8196 -> 0 bytes | |||
| -rw-r--r-- | packages/website/public/images/zrx_ecosystem.svg | 253 | ||||
| -rw-r--r-- | packages/website/ts/components/onboarding/congrats_onboarding_step.tsx | 15 | ||||
| -rw-r--r-- | packages/website/ts/components/onboarding/onboarding_flow.tsx | 2 | ||||
| -rw-r--r-- | packages/website/ts/components/onboarding/onboarding_tooltip.tsx | 5 | ||||
| -rw-r--r-- | packages/website/ts/components/onboarding/portal_onboarding_flow.tsx | 4 |
7 files changed, 277 insertions, 2 deletions
diff --git a/packages/website/public/.DS_Store b/packages/website/public/.DS_Store Binary files differdeleted file mode 100644 index bcd5b6d3e..000000000 --- a/packages/website/public/.DS_Store +++ /dev/null diff --git a/packages/website/public/images/.DS_Store b/packages/website/public/images/.DS_Store Binary files differdeleted file mode 100644 index 56b44f004..000000000 --- a/packages/website/public/images/.DS_Store +++ /dev/null diff --git a/packages/website/public/images/zrx_ecosystem.svg b/packages/website/public/images/zrx_ecosystem.svg new file mode 100644 index 000000000..f8aed4637 --- /dev/null +++ b/packages/website/public/images/zrx_ecosystem.svg @@ -0,0 +1,253 @@ +<svg width="352" height="162" viewBox="0 0 352 162" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> +<g filter="url(#filter0_d)"> +<rect width="96.165" height="52.7562" rx="4" transform="translate(4 101)" fill="#545454"/> +<rect width="29.5892" height="52.7562" rx="4" transform="translate(4 101)" fill="#808080"/> +<g opacity="0.4"> +<path d="M0 3.28518V14.7525C0 14.8229 0.0570457 14.88 0.127415 14.88H12.5223C12.6631 14.88 12.7772 14.7659 12.7772 14.6251V14.532C12.7772 14.4427 12.7048 14.3703 12.6154 14.3703H12.5811C12.5107 14.3703 12.4537 14.3132 12.4537 14.2429V14.1963C12.4537 14.1517 12.4175 14.1155 12.3728 14.1155C12.3282 14.1155 12.292 14.0793 12.292 14.0346V13.6401C12.292 13.5508 12.2196 13.4784 12.1302 13.4784C12.0409 13.4784 11.9685 13.406 11.9685 13.3166V13.177C11.9685 13.1323 11.9323 13.0961 11.8876 13.0961C11.843 13.0961 11.8068 13.0599 11.8068 13.0153V12.8756C11.8068 12.7863 11.7343 12.7139 11.645 12.7139C11.5557 12.7139 11.4833 12.6415 11.4833 12.5522V11.9837C11.4833 11.8944 11.4109 11.822 11.3215 11.822C11.2322 11.822 11.1598 11.7496 11.1598 11.6603V11.2658C11.1598 11.2211 11.1236 11.1849 11.0789 11.1849C11.0343 11.1849 10.9981 11.1487 10.9981 11.104V10.837C10.9981 10.7477 10.9257 10.6753 10.8363 10.6753C10.747 10.6753 10.6746 10.6028 10.6746 10.5135V10.0137C10.6746 9.74576 10.4574 9.52852 10.1894 9.52852H10.1501C9.90384 9.52852 9.70418 9.32886 9.70418 9.08257V8.96009C9.70418 8.78144 9.55936 8.63661 9.38071 8.63661C9.20206 8.63661 9.05724 8.49179 9.05724 8.31314V8.25437C9.05724 8.04326 8.8861 7.87213 8.67499 7.87213H8.65289C8.42958 7.87213 8.24855 7.6911 8.24855 7.46778V7.17134C8.24855 6.78431 7.9348 6.47056 7.54777 6.47056H7.43987C6.99325 6.47056 6.63119 6.1085 6.63119 5.66188V4.1252C6.63119 3.66127 6.2551 3.28518 5.79117 3.28518H5.62752C5.25397 3.28518 4.95115 2.98237 4.95115 2.60882C4.95115 2.23528 4.64834 1.93246 4.27479 1.93246H3.99287C3.46362 1.93246 3.03458 1.49947 3.03458 0.970218C3.03458 0.436584 2.60198 0 2.06835 0H1.59715C0.715067 0 0 0.715067 0 1.59715V3.28518Z" transform="translate(60.4883 136.168)" fill="#7EBD91" stroke="#CCFFBF" stroke-width="0.381182"/> +<path d="M0 1.72904V7.76449C0 7.80153 0.030024 7.83155 0.0670605 7.83155H12.6431C12.7171 7.83155 12.7772 7.77151 12.7772 7.69743C12.7772 7.62336 12.7171 7.56331 12.6431 7.56331H12.5208C12.4837 7.56331 12.4537 7.53329 12.4537 7.49625C12.4537 7.45921 12.4237 7.42919 12.3866 7.42919H12.3728C12.3282 7.42919 12.292 7.39298 12.292 7.34832V7.25562C12.292 7.1663 12.2196 7.09389 12.1302 7.09389H12.0691C12.0135 7.09389 11.9685 7.04885 11.9685 6.9933V6.97357C11.9685 6.92891 11.9323 6.89271 11.8876 6.89271C11.843 6.89271 11.8068 6.8565 11.8068 6.81184V6.79212C11.8068 6.73656 11.7617 6.69152 11.7062 6.69152H11.645C11.5557 6.69152 11.4833 6.61911 11.4833 6.52979V6.38384C11.4833 6.29451 11.4109 6.2221 11.3215 6.2221C11.2322 6.2221 11.1598 6.14969 11.1598 6.06036V5.96767C11.1598 5.923 11.1236 5.8868 11.0789 5.8868C11.0343 5.8868 10.9981 5.85059 10.9981 5.80593V5.75268C10.9981 5.6786 10.938 5.61856 10.8639 5.61856H10.8363C10.747 5.61856 10.6746 5.54614 10.6746 5.45682V5.31678C10.6746 5.15012 10.5395 5.01501 10.3728 5.01501H9.93889C9.80927 5.01501 9.70418 4.90993 9.70418 4.7803C9.70418 4.65067 9.5991 4.54559 9.46947 4.54559H9.25842C9.14731 4.54559 9.05724 4.45551 9.05724 4.34441C9.05724 4.2333 8.96716 4.14322 8.85605 4.14322H8.61739C8.41369 4.14322 8.24855 3.97809 8.24855 3.77439C8.24855 3.57069 8.08342 3.40556 7.87972 3.40556H7.43987C6.99325 3.40556 6.63119 3.0435 6.63119 2.59688V2.5673C6.63119 2.10434 6.25589 1.72904 5.79293 1.72904H5.30713C5.11053 1.72904 4.95115 1.56967 4.95115 1.37306C4.95115 1.17646 4.79178 1.01708 4.59517 1.01708H3.54312C3.26226 1.01708 3.03458 0.789403 3.03458 0.508542C3.03458 0.227682 2.8069 0 2.52604 0H1.59715C0.715067 0 0 0.715067 0 1.59715V1.72904Z" transform="translate(86.043 143.219) scale(-1 1)" fill="#C99957" stroke="#F0D165" stroke-width="0.381182"/> +</g> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 107.762)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 111.148)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(35.6055 114.527)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 117.91)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(35.6055 121.289)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(35.6055 124.672)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 128.055)" fill="#636363"/> +<rect width="6.72483" height="2.02908" rx="1.01454" transform="translate(35.6055 131.438)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 134.816)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 138.199)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(35.6055 141.582)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 144.965)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 148.348)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 151.727)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 107.762)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(35.6055 104.383)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 104.383)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 111.148)" fill="#636363"/> +<rect width="12.1047" height="2.02908" rx="1.01454" transform="translate(46.3672 114.527)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 117.91)" fill="#636363"/> +<rect width="10.3754" height="2.02908" rx="1.01454" transform="translate(46.3672 121.289)" fill="#636363"/> +<rect width="12.1047" height="2.02908" rx="1.01454" transform="translate(46.3672 124.672)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 128.055)" fill="#636363"/> +<rect width="8.64621" height="2.02908" rx="1.01454" transform="translate(46.3672 131.438)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 134.816)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 138.199)" fill="#636363"/> +<rect width="10.3754" height="2.02908" rx="1.01454" transform="translate(46.3672 141.582)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 144.965)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 148.348)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(46.3672 151.727)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 107.762)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 104.383)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 111.148)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(89.4062 114.527)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 117.91)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(89.4062 121.289)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(89.4062 124.672)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 128.055)" fill="#636363"/> +<rect width="6.72483" height="2.02908" rx="1.01454" transform="translate(89.4062 131.438)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 134.816)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 138.199)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(89.4062 141.582)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 144.965)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 148.348)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(89.4062 151.727)" fill="#636363"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(63.8516 114.527)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(64.5234 113.176)" fill="#5F7866"/> +<rect width="0.672483" height="1.35272" rx="0.336241" transform="translate(65.8672 113.176)" fill="#5F7866"/> +<rect width="0.672483" height="1.35272" rx="0.336241" transform="translate(67.2148 112.496)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(68.5586 113.176)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(69.9023 114.527)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(71.25 114.527)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(72.5938 113.848)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(73.9414 113.848)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(75.2812 113.176)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(76.6289 112.496)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(77.9727 113.176)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.70545" rx="0.336241" transform="translate(79.3203 113.848)" fill="#7D6A4F"/> +</g> +<g style="mix-blend-mode:luminosity" filter="url(#filter1_d)"> +<g style="mix-blend-mode:difference" filter="url(#filter2_dd)"> +<rect width="96.165" height="52.7562" rx="4" transform="translate(347.164 101) scale(-1 1)" fill="#545454"/> +<path d="M0 4C0 1.79086 1.79086 0 4 0H29.5892V52.7562H4C1.79086 52.7562 0 50.9653 0 48.7562V4Z" transform="translate(347.164 101) scale(-1 1)" fill="#808080"/> +<g opacity="0.4"> +<path d="M0 3.28518V14.7525C0 14.8229 0.0570457 14.88 0.127415 14.88H12.5223C12.6631 14.88 12.7772 14.7659 12.7772 14.6251V14.532C12.7772 14.4427 12.7048 14.3703 12.6154 14.3703H12.5811C12.5107 14.3703 12.4537 14.3132 12.4537 14.2429V14.1963C12.4537 14.1517 12.4175 14.1155 12.3728 14.1155C12.3282 14.1155 12.292 14.0793 12.292 14.0346V13.6401C12.292 13.5508 12.2196 13.4784 12.1302 13.4784C12.0409 13.4784 11.9685 13.406 11.9685 13.3166V13.177C11.9685 13.1323 11.9323 13.0961 11.8876 13.0961C11.843 13.0961 11.8068 13.0599 11.8068 13.0153V12.8756C11.8068 12.7863 11.7343 12.7139 11.645 12.7139C11.5557 12.7139 11.4833 12.6415 11.4833 12.5522V11.9837C11.4833 11.8944 11.4109 11.822 11.3215 11.822C11.2322 11.822 11.1598 11.7496 11.1598 11.6603V11.2658C11.1598 11.2211 11.1236 11.1849 11.0789 11.1849C11.0343 11.1849 10.9981 11.1487 10.9981 11.104V10.837C10.9981 10.7477 10.9257 10.6753 10.8363 10.6753C10.747 10.6753 10.6746 10.6028 10.6746 10.5135V10.0137C10.6746 9.74576 10.4574 9.52852 10.1894 9.52852H10.1501C9.90384 9.52852 9.70418 9.32886 9.70418 9.08257V8.96009C9.70418 8.78144 9.55936 8.63661 9.38071 8.63661C9.20206 8.63661 9.05724 8.49179 9.05724 8.31314V8.25437C9.05724 8.04326 8.8861 7.87213 8.67499 7.87213H8.65289C8.42958 7.87213 8.24855 7.6911 8.24855 7.46778V7.17134C8.24855 6.78431 7.9348 6.47056 7.54777 6.47056H7.43987C6.99325 6.47056 6.63119 6.1085 6.63119 5.66188V4.1252C6.63119 3.66127 6.2551 3.28518 5.79117 3.28518H5.62752C5.25397 3.28518 4.95115 2.98237 4.95115 2.60882C4.95115 2.23528 4.64834 1.93246 4.27479 1.93246H3.99287C3.46362 1.93246 3.03458 1.49947 3.03458 0.970218C3.03458 0.436584 2.60198 0 2.06835 0H1.59715C0.715067 0 0 0.715067 0 1.59715V3.28518Z" transform="translate(290.676 136.168) scale(-1 1)" fill="#7EBD91" stroke="#CCFFBF" stroke-width="0.381182"/> +<path d="M0 1.72904V7.76449C0 7.80153 0.030024 7.83155 0.0670605 7.83155H12.6431C12.7171 7.83155 12.7772 7.77151 12.7772 7.69743C12.7772 7.62336 12.7171 7.56331 12.6431 7.56331H12.5208C12.4837 7.56331 12.4537 7.53329 12.4537 7.49625C12.4537 7.45921 12.4237 7.42919 12.3866 7.42919H12.3728C12.3282 7.42919 12.292 7.39298 12.292 7.34832V7.25562C12.292 7.1663 12.2196 7.09389 12.1302 7.09389H12.0691C12.0135 7.09389 11.9685 7.04885 11.9685 6.9933V6.97357C11.9685 6.92891 11.9323 6.89271 11.8876 6.89271C11.843 6.89271 11.8068 6.8565 11.8068 6.81184V6.79212C11.8068 6.73656 11.7617 6.69152 11.7062 6.69152H11.645C11.5557 6.69152 11.4833 6.61911 11.4833 6.52979V6.38384C11.4833 6.29451 11.4109 6.2221 11.3215 6.2221C11.2322 6.2221 11.1598 6.14969 11.1598 6.06036V5.96767C11.1598 5.923 11.1236 5.8868 11.0789 5.8868C11.0343 5.8868 10.9981 5.85059 10.9981 5.80593V5.75268C10.9981 5.6786 10.938 5.61856 10.8639 5.61856H10.8363C10.747 5.61856 10.6746 5.54614 10.6746 5.45682V5.31678C10.6746 5.15012 10.5395 5.01501 10.3728 5.01501H9.93889C9.80927 5.01501 9.70418 4.90993 9.70418 4.7803C9.70418 4.65067 9.5991 4.54559 9.46947 4.54559H9.25842C9.14731 4.54559 9.05724 4.45551 9.05724 4.34441C9.05724 4.2333 8.96716 4.14322 8.85605 4.14322H8.61739C8.41369 4.14322 8.24855 3.97809 8.24855 3.77439C8.24855 3.57069 8.08342 3.40556 7.87972 3.40556H7.43987C6.99325 3.40556 6.63119 3.0435 6.63119 2.59688V2.5673C6.63119 2.10434 6.25589 1.72904 5.79293 1.72904H5.30713C5.11053 1.72904 4.95115 1.56967 4.95115 1.37306C4.95115 1.17646 4.79178 1.01708 4.59517 1.01708H3.54312C3.26226 1.01708 3.03458 0.789403 3.03458 0.508542C3.03458 0.227682 2.8069 0 2.52604 0H1.59715C0.715067 0 0 0.715067 0 1.59715V1.72904Z" transform="translate(265.121 143.219)" fill="#C99957" stroke="#F0D165" stroke-width="0.381182"/> +</g> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 107.762) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 111.148) scale(-1 1)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(315.559 114.527) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 117.91) scale(-1 1)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(315.559 121.289) scale(-1 1)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(315.559 124.672) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 128.055) scale(-1 1)" fill="#636363"/> +<rect width="6.72483" height="2.02908" rx="1.01454" transform="translate(315.559 131.438) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 134.816) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 138.199) scale(-1 1)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(315.559 141.582) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 144.965) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 148.348) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 151.727) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 107.762) scale(-1 1)" fill="#636363"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(315.559 104.383) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 104.383) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 111.148) scale(-1 1)" fill="#636363"/> +<rect width="12.1047" height="2.02908" rx="1.01454" transform="translate(304.797 114.527) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 117.91) scale(-1 1)" fill="#636363"/> +<rect width="10.3754" height="2.02908" rx="1.01454" transform="translate(304.797 121.289) scale(-1 1)" fill="#636363"/> +<rect width="12.1047" height="2.02908" rx="1.01454" transform="translate(304.797 124.672) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 128.055) scale(-1 1)" fill="#636363"/> +<rect width="8.64621" height="2.02908" rx="1.01454" transform="translate(304.797 131.438) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 134.816) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 138.199) scale(-1 1)" fill="#636363"/> +<rect width="10.3754" height="2.02908" rx="1.01454" transform="translate(304.797 141.582) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 144.965) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 148.348) scale(-1 1)" fill="#636363"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(304.797 151.727) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 107.762) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 104.383) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 111.148) scale(-1 1)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(261.758 114.527) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 117.91) scale(-1 1)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(261.758 121.289) scale(-1 1)" fill="#636363"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(261.758 124.672) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 128.055) scale(-1 1)" fill="#636363"/> +<rect width="6.72483" height="2.02908" rx="1.01454" transform="translate(261.758 131.438) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 134.816) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 138.199) scale(-1 1)" fill="#636363"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(261.758 141.582) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 144.965) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 148.348) scale(-1 1)" fill="#636363"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(261.758 151.727) scale(-1 1)" fill="#636363"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(287.312 114.527) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(286.641 113.176) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="1.35272" rx="0.336241" transform="translate(285.297 113.176) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="1.35272" rx="0.336241" transform="translate(283.949 112.496) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(282.605 113.176) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(281.262 114.527) scale(-1 1)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(279.914 114.527) scale(-1 1)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(278.57 113.848) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(277.223 113.848) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(275.883 113.176) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(274.535 112.496) scale(-1 1)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(273.191 113.176) scale(-1 1)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.70545" rx="0.336241" transform="translate(271.844 113.848) scale(-1 1)" fill="#7D6A4F"/> +</g> +</g> +<g style="mix-blend-mode:hard-light" filter="url(#filter3_d)"> +<rect width="96.165" height="52.7562" rx="4" transform="translate(129 100.246)" fill="#15095E"/> +<rect width="29.5892" height="52.7562" rx="4" transform="translate(129 100.246)" fill="#010036"/> +<g opacity="0.4"> +<path d="M0 3.28518V14.7525C0 14.8229 0.0570457 14.88 0.127415 14.88H12.5223C12.6631 14.88 12.7772 14.7659 12.7772 14.6251V14.532C12.7772 14.4427 12.7048 14.3703 12.6154 14.3703H12.5811C12.5107 14.3703 12.4537 14.3132 12.4537 14.2429V14.1963C12.4537 14.1517 12.4175 14.1155 12.3728 14.1155C12.3282 14.1155 12.292 14.0793 12.292 14.0346V13.6401C12.292 13.5508 12.2196 13.4784 12.1302 13.4784C12.0409 13.4784 11.9685 13.406 11.9685 13.3166V13.177C11.9685 13.1323 11.9323 13.0961 11.8876 13.0961C11.843 13.0961 11.8068 13.0599 11.8068 13.0153V12.8756C11.8068 12.7863 11.7343 12.7139 11.645 12.7139C11.5557 12.7139 11.4833 12.6415 11.4833 12.5522V11.9837C11.4833 11.8944 11.4109 11.822 11.3215 11.822C11.2322 11.822 11.1598 11.7496 11.1598 11.6603V11.2658C11.1598 11.2211 11.1236 11.1849 11.0789 11.1849C11.0343 11.1849 10.9981 11.1487 10.9981 11.104V10.837C10.9981 10.7477 10.9257 10.6753 10.8363 10.6753C10.747 10.6753 10.6746 10.6028 10.6746 10.5135V10.0137C10.6746 9.74576 10.4574 9.52852 10.1894 9.52852H10.1501C9.90384 9.52852 9.70418 9.32886 9.70418 9.08257V8.96009C9.70418 8.78144 9.55936 8.63661 9.38071 8.63661C9.20206 8.63661 9.05724 8.49179 9.05724 8.31314V8.25437C9.05724 8.04326 8.8861 7.87213 8.67499 7.87213H8.65289C8.42958 7.87213 8.24855 7.6911 8.24855 7.46778V7.17134C8.24855 6.78431 7.9348 6.47056 7.54777 6.47056H7.43987C6.99325 6.47056 6.63119 6.1085 6.63119 5.66188V4.1252C6.63119 3.66127 6.2551 3.28518 5.79117 3.28518H5.62752C5.25397 3.28518 4.95115 2.98237 4.95115 2.60882C4.95115 2.23528 4.64834 1.93246 4.27479 1.93246H3.99287C3.46362 1.93246 3.03458 1.49947 3.03458 0.970218C3.03458 0.436584 2.60198 0 2.06835 0H1.59715C0.715067 0 0 0.715067 0 1.59715V3.28518Z" transform="translate(185.488 135.418)" fill="#7EBD91" stroke="#CCFFBF" stroke-width="0.381182"/> +<path d="M0 1.72904V7.76449C0 7.80153 0.030024 7.83155 0.0670605 7.83155H12.6431C12.7171 7.83155 12.7772 7.77151 12.7772 7.69743C12.7772 7.62336 12.7171 7.56331 12.6431 7.56331H12.5208C12.4837 7.56331 12.4537 7.53329 12.4537 7.49625C12.4537 7.45921 12.4237 7.42919 12.3866 7.42919H12.3728C12.3282 7.42919 12.292 7.39298 12.292 7.34832V7.25562C12.292 7.1663 12.2196 7.09389 12.1302 7.09389H12.0691C12.0135 7.09389 11.9685 7.04885 11.9685 6.9933V6.97357C11.9685 6.92891 11.9323 6.89271 11.8876 6.89271C11.843 6.89271 11.8068 6.8565 11.8068 6.81184V6.79212C11.8068 6.73656 11.7617 6.69152 11.7062 6.69152H11.645C11.5557 6.69152 11.4833 6.61911 11.4833 6.52979V6.38384C11.4833 6.29451 11.4109 6.2221 11.3215 6.2221C11.2322 6.2221 11.1598 6.14969 11.1598 6.06036V5.96767C11.1598 5.923 11.1236 5.8868 11.0789 5.8868C11.0343 5.8868 10.9981 5.85059 10.9981 5.80593V5.75268C10.9981 5.6786 10.938 5.61856 10.8639 5.61856H10.8363C10.747 5.61856 10.6746 5.54614 10.6746 5.45682V5.31678C10.6746 5.15012 10.5395 5.01501 10.3728 5.01501H9.93889C9.80927 5.01501 9.70418 4.90993 9.70418 4.7803C9.70418 4.65067 9.5991 4.54559 9.46947 4.54559H9.25842C9.14731 4.54559 9.05724 4.45551 9.05724 4.34441C9.05724 4.2333 8.96716 4.14322 8.85605 4.14322H8.61739C8.41369 4.14322 8.24855 3.97809 8.24855 3.77439C8.24855 3.57069 8.08342 3.40556 7.87972 3.40556H7.43987C6.99325 3.40556 6.63119 3.0435 6.63119 2.59688V2.5673C6.63119 2.10434 6.25589 1.72904 5.79293 1.72904H5.30713C5.11053 1.72904 4.95115 1.56967 4.95115 1.37306C4.95115 1.17646 4.79178 1.01708 4.59517 1.01708H3.54312C3.26226 1.01708 3.03458 0.789403 3.03458 0.508542C3.03458 0.227682 2.8069 0 2.52604 0H1.59715C0.715067 0 0 0.715067 0 1.59715V1.72904Z" transform="translate(211.043 142.469) scale(-1 1)" fill="#C95E57" stroke="#942C39" stroke-width="0.381182"/> +</g> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 107.008)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 110.395)" fill="#010036"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(160.605 113.773)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 117.156)" fill="#010036"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(160.605 120.535)" fill="#010036"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(160.605 123.918)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 127.301)" fill="#010036"/> +<rect width="6.72483" height="2.02908" rx="1.01454" transform="translate(160.605 130.684)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 134.062)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 137.445)" fill="#010036"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(160.605 140.828)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 144.211)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 147.594)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 150.973)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 107.008)" fill="#010036"/> +<rect width="8.74228" height="2.02908" rx="1.01454" transform="translate(160.605 103.629)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 103.629)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 110.395)" fill="#010036"/> +<rect width="12.1047" height="2.02908" rx="1.01454" transform="translate(171.367 113.773)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 117.156)" fill="#010036"/> +<rect width="10.3754" height="2.02908" rx="1.01454" transform="translate(171.367 120.535)" fill="#010036"/> +<rect width="12.1047" height="2.02908" rx="1.01454" transform="translate(171.367 123.918)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 127.301)" fill="#010036"/> +<rect width="8.64621" height="2.02908" rx="1.01454" transform="translate(171.367 130.684)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 134.062)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 137.445)" fill="#010036"/> +<rect width="10.3754" height="2.02908" rx="1.01454" transform="translate(171.367 140.828)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 144.211)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 147.594)" fill="#010036"/> +<rect width="11.2401" height="2.02908" rx="1.01454" transform="translate(171.367 150.973)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 107.008)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 103.629)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 110.395)" fill="#010036"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(214.406 113.773)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 117.156)" fill="#010036"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(214.406 120.535)" fill="#010036"/> +<rect width="9.41476" height="2.02908" rx="1.01454" transform="translate(214.406 123.918)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 127.301)" fill="#010036"/> +<rect width="6.72483" height="2.02908" rx="1.01454" transform="translate(214.406 130.684)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 134.062)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 137.445)" fill="#010036"/> +<rect width="8.06979" height="2.02908" rx="1.01454" transform="translate(214.406 140.828)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 144.211)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 147.594)" fill="#010036"/> +<rect width="8.74227" height="2.02908" rx="1.01454" transform="translate(214.406 150.973)" fill="#010036"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(188.852 115.773)" fill="#5F7866"/> +<path d="M0 0.336241C0 0.15054 0.15054 0 0.336241 0C0.521942 0 0.672483 0.15054 0.672483 0.336241V1.69284C0.672483 1.87854 0.521942 2.02908 0.336241 2.02908C0.15054 2.02908 0 1.87854 0 1.69284V0.336241Z" transform="translate(189.523 114.422)" fill="#5F7866"/> +<rect width="0.672483" height="1.35272" rx="0.336241" transform="translate(190.867 113.422)" fill="#5F7866"/> +<rect width="0.672483" height="1.35272" rx="0.336241" transform="translate(192.215 113.742)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(193.559 112.422)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(194.902 113.773)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(196.25 113.773)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(197.594 113.094)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(198.938 111.094)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(200.281 109.422)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(201.629 107.742)" fill="#5F7866"/> +<rect width="0.672483" height="2.02908" rx="0.336241" transform="translate(202.973 108.422)" fill="#7D6A4F"/> +<rect width="0.672483" height="2.70545" rx="0.336241" transform="translate(204.32 109.094)" fill="#7D6A4F"/> +</g> +<rect width="80" height="48" transform="translate(137)" fill="url(#pattern0)"/> +<line x1="1" y1="-1" x2="32" y2="-1" transform="translate(176 58) rotate(90)" stroke="#3289F1" stroke-width="2" stroke-linecap="round"/> +<path d="M30 0H6V118.5H0" transform="translate(302.5 58.5) rotate(90)" stroke="#3289F1" stroke-width="2" stroke-linecap="round"/> +<path d="M30 117.5H6V0H0" transform="translate(170.5 58.5) rotate(90)" stroke="#3289F1" stroke-width="2" stroke-linecap="round"/> +<defs> +<filter id="filter0_d" x="0" y="101" width="104.165" height="60.7562" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> +<feFlood flood-opacity="0" result="BackgroundImageFix"/> +<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 255 0"/> +<feOffset dy="4"/> +<feGaussianBlur stdDeviation="2"/> +<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> +<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> +<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/> +</filter> +<filter id="filter1_d" x="247" y="101" width="104.165" height="60.7562" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> +<feFlood flood-opacity="0" result="BackgroundImageFix"/> +<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 255 0"/> +<feOffset dy="4"/> +<feGaussianBlur stdDeviation="2"/> +<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> +<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> +<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/> +</filter> +<filter id="filter2_dd" x="247" y="101" width="104.165" height="60.7562" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> +<feFlood flood-opacity="0" result="BackgroundImageFix"/> +<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 255 0"/> +<feOffset dy="4"/> +<feGaussianBlur stdDeviation="2"/> +<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> +<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> +<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 255 0"/> +<feOffset dy="4"/> +<feGaussianBlur stdDeviation="2"/> +<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> +<feBlend mode="normal" in2="effect1_dropShadow" result="effect2_dropShadow"/> +<feBlend mode="normal" in="SourceGraphic" in2="effect2_dropShadow" result="shape"/> +</filter> +<filter id="filter3_d" x="125" y="100.246" width="104.165" height="60.7562" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> +<feFlood flood-opacity="0" result="BackgroundImageFix"/> +<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 255 0"/> +<feOffset dy="4"/> +<feGaussianBlur stdDeviation="2"/> +<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> +<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> +<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/> +</filter> +<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1"> +<use xlink:href="#image0" transform="scale(0.00142857 0.00235294)"/> +</pattern> +<image id="image0" width="700" height="425" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAGpCAYAAABvSeX2AAAAAXNSR0IArs4c6QAAQABJREFUeAHsvQeUZVd5pv2deEPFjurcCigBikhCASRA2IyNsQk2wTbBGLANxmHs4f8nrX/NWvYaMx7HZQ94AJtshBEWFtEWmIyFhEAGCYSy1Gp1tzpUd4UbTvrf99y63aVSVXVV1831bun2PfekvfezT937nu98+/vMVERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABPqIgNNHbVVTRWBgCfzXK7f2VN+yLDNvZ2AbpgKbxrdExTwrpZkdyio2FqGpQ445fsWKqWv1bIP5TmzTcWZuLbVCmFjmB5amkQ3VapaE45ZkOMSt25FKZknBNX80tfVHYtsf4mRh0ab3+haV6nbmusCOzThWcBKbqdat5rk2UiqZoe5jaEchcMyroo60fs5U6n6gHHp/GJVnPu1vji2LuvN1NlFP7bJNBXvV00fNsNzzBWNhgVkEXgce8AG1bqEbWD1ObajoWR3s42MVc5wxCwrg6qcW41WqRnZgyLehKLPiMbOZsdCco1XzRzA+lcTSiczi8cBG4ymrhqNW9SrmzuC62eFYdCSy5FjJSmN1y7zQ4nrNbDIzf9izxK+b7xXQjAmbrhctKZVxvdSslBQsK8yYW0pw/Ki5ad3qUcHCIZw3COwwrg3vQNXGikWbHKvZ+rpnbuzZJK47zwvQ/ilznRKuO7NqFFutOGJOddLSac+y0YKVM7SlhraVAKQeWhIkFoZVqyVlq9UzK1RjcwIX7a9b5dHAJh3UVSvb2FlVXPNmtX0jlrhTAOnb1vERe/jYjP3NfdMWuPjbmHMR/I8PPzTnkxZFQAS6RQDfdioiIAIi0D8EoH0hmpxf8syuzBL7BcuyTzsehCbEt5tBbFBzzlUcbewaq+GrArGvIgIiIAIi0LsEJHh7d2zUMhEQgXkEHFjPYH1+JwzF7/DdzKJq9jqvFHw9rtl7HBgNq1iXepk5HdKfFN+J49iOYXyVdqjOeUj0UQREQAREYBkEJHiXAUm7iIAIdJcAragQl26aJH9dtOjX6TkAgy7cIWI8jvb/qrq3dK/nVL58AJ8nx2Lz486YeGto1PrQtRfswGN9+m2oiIAIiIAI9CQBCd6eHBY1SgREYC4BuDC4I3HykXo1ejUkLvwzIWipLyF6kygNwzD+GHwLrvOc7B5+qXmd0bvwXW64NNQgdkuwPquIgAiIgAj0JgEJ3t4cF7VKBERgloBnzuhMmtzgW/wfAvjoprMiM98M0ZtB9PpRepqThR+pjkdX17207mGll4vi9lpdU/hOTGKyV9YHc9V0QYmACIjAWiYgwbuWR199F4EeJUBbaT45zXF2mcV/79bjqxP459KyO9+Oys8Zdo6C9Fkbpwr/Z/3B8E1RKbajtdjSoGguXR/aVCZrmb3swsAKiFphiF6gIgIiIAIi0JsEJHh7c1zUKhFY0wRShEUbcp3dqefeXE/iCxB+AUJ3vtQ9gShByAY4+FppKvjVDXX3wcxJ/jCehrtD0Tevjd9y9ZnMLhwJzQvRNsaqUhEBERABEehJAm38KejJ/qpRIiACPU6AERZqjnO5W/Y/WUyyHRH8Y126JyxRuNWBu0Pmx7bHcf9gLHR/lFayGxNEbKCfb7sKI0Icg0vD1hSKW0UEREAERKBnCUjw9uzQqGEisDYJOE72HIvcm6pOvCGAb+zJxG6TEvQurLwwtFpq1cR/n6Xhj1zL7qKTL9efRDM3T7Psd06Mq8Kloc4YvEvr8WWfUzuKgAiIgAi0h4AEb3u46qwiIAIrINB0Bsgy5ydiSz7ueMl4SIvtCoUkzxPCRFyrZmPFcunj00FyLbx7D9VKmOy2gvYsZ9cZCN2zdnq2ZT2su/XlHKF9REAEREAEukVAgrdb5FWvCIjAcQJw2YVR13ltlKZ/l6aJ564ixFfu7Quf3yyLn24V76Pp+vqLpstIIZu4LTXE7quk9sIzPNu0EYJ3MpGV9/hoakEEREAEeo9AG73beq+zapEIiEDvEYALrG0quW8e8Z0P1qLYW64Lw8l6EsP3t5ClPzlcKbwT6dCMUR6oSimuMwpiWI9P9ZXH/8WJDk7hZEw4sUJL9Mnaru0iIAIiIAKtJSALb2t56mwiIALLJJBrRGhFeAb811Ip/oMEmSQiGEpXYdx9cs24nU8tMX8yfMdw5t+zxZy/nQxrFoae+YdCTHA7dSeHOrJf7CiavQguDYrO8GTsa/VTAKfuBHc+fI6g+5+1ehWo371MQIK3l0dHbROBASZAgTuUFv44qru/fyxFzFzMKmuVdbeJjdKjGkY2Mun/zXo//HHi1L9e9l0LJ0PMaTt1wTtTMzujYLZ7PaSNwpE1ca+59wxW/jzpSOCcF0fpxWGWfK1gzmNrDoQ6LAJ9QECCtw8GSU0UgUEjgGQQzkQ5+L82bW8qOBC7MOu2yyrmwm8h9mJ/wrOPQ+I+B6HKHohg3c28Uxe8Cb45ZzgoEczIbDgs1SqDTQDSNh9nh0Oe2fY0cy7G04JLN5ad59zz+NRzP3HX9J7Th49dkU+2HGwU6p0I9CUBCd6+HDY1WgT6l4DjZ2466d5Qt+TnqRz8lvkwLMwk16N43FyLkq1+0Xs/HHefjz0TF369PjwSMJct9+td+OiF17LJ0whJlgtdVqAyeASaNzE+F5zNgXkXe2F65cz+8MqZLL6wHFS3rx/27dYHa/aB22IrlqL37B7NJlLcRzUPHTwo6pEI9C8BCd7+HTu1XAT6ikCuCzNnDO6vH0eq4J+E1syTQnRCHLBuBxWmVee5SdV/d1iI31wJM5upOlaAcGVM3ZWUKhyPr9iBr09+g8LvWGVACOTXASY2mm1wvOwiJDO5Jp5wL3SC7PIRC3cnGOyZGcc2DLk2XE7txu9G9tkfRrZlNKhceGbtpswCS9MVXkwDgk7dEIFeJyDB2+sjpPaJwAAQYMKzmu9stiC92Y3SKxgloeEL0MHOUYcgogLSDr8pK2T3zYwk79xTc239TGLlgBPcll+qUWZXnoOvT6YURnphlf4kwKx+vCzwtglONZeksXuJm8bPLTjZ+U4xO9NJYqsfxiOAIMHkSlw7cI/ZsQFu2xj///ONyG7fE9mO8dDKxfhzcVK7txi4uv/pz0tBrV4DBCR418Agq4si0G0CWezsnPbtE5GfXIHsvwgL1h0rGP0vaaWrT3t/5I56P/Jc+xTioK04MkTDpcFsTFq325fWyupnTDre2TjOFqjcp6W+cw1cWi4zp36Jm9hZSexhcwQ3G94bQQIjRZ+Dmxq6KTB19Y5x1/ZPpvbuf6vZnonUdq/zbGzUsTvvrtz0iX+p22jZkzvDykZEe4tAxwhI8HYMtSoSgbVHwIHAwAS1S6ac2qfierST/rrdErvH6UPzRIjQMDIZvD+spdfEFt+dzT6Gpgw/mRSn2K0hMkNCV4aT7Xy8Ui10nkDjbmR2TMehRK+w0L/QKdtVThY9q5amu1Na9mGtdZx01sLf2DvFoY2hxYRHiN0S9ts07Np39yT2gdtrlmDd6etdHOPALSZ7HJs+dd7WonnwjXnKJXGw8z1XjSIgAk8lIMH7VCZaIwIisFoCFAywksWB+5xaEn089eKtjE/KLGjdLg7CnyW09M3E45s856NJ0XmelzkT1K8xn3GfpOSJMiB2ikX0Rf67J6HV4c3N4XOc9XCwPhc3XFfVM+/KmnmXWL1yZuY5boabHSeuY6xxRcYJc4jgYp29LuddnhGE7TqkpR4tOPaZuyP71F2RDYVmW2HVrWPsw4JrkzPRZ303OrYDGfcYpkxFBESgNwlI8PbmuKhVItDfBKAismrwM1OhfcCieD1FZi8VD8K7grBkQepctGG8+MEoi34WT6ptEmIoY+a0Jcp++Oz+5rNC2wQJb5PYt7e6tkTLB2sTR6mpL7E8nDnZMzD78BoMK1wUkkvTtHBulsF9hTGe6Z6AZbolsGQQu08SuvnaE//w3HRj2DICKy4C7f7dbXX75sOxbRxybBguDhTCLm7f4J1j2bHkpiwLYPXXhXCCoJZEoPcISPD23pioRSLQ9wRcJ31dHDt/C4UBmxqEABVEjxU+fIZIsulK/BKEAn6nN+78P7mB9yRt5Xy7mEoHokdit4ODCu6cNOY0rPCj+PG6wC24lzhe+txy1bukkqU7Xade5PCl8Dfh8wQ+UaAodvNjTi5IuUczU/TOda7tO5bae2+t2aNHU9sF/12ONy38PHOCsB8jsf1g/eb0S07m41pahMV3F1mv1SIgAh0lIMHbUdyqTAQGnECuNty3R3H6l1kI0UG/Bq7r0ULLc4TH2gXXfwdyUXw/yrIPU1DBpRN6FjY8fEM29FWjAzRUT8PBswK/T4ndTgwqxoJ3GAhnB335NC9Lr0xi/3Io2kvGguSZ2ZCLCHcxXBOyPFNfyrHL/2PbGgp0JQ8XaLnlhLVtELv37EvsPd+uWQX+2jvGcntwbvXlmfnDWctcm/Kjm+t+PBPjWpl7nXAfFREQgd4iIMHbW+Oh1ohAXxNwAue/xG76hzFm9eQPjXtY7DZBu7BAx1mMR9P+e9YP2UNp3f96UnZtCLnU3CMQTXO+JSuI2XsWZuY/+3TMYqr2QeeaneyDd8RCoAkXLaUV14pQkJcjru2lccW72HXiq9KCc7Yb1NwE2e0c3HTUmPgDw8N01JwI2ZCkDZG70u6yVk5EGy2ajZdcu+VHkd1wZz13X9gGscttTfcJ3sDFUMUj8Gh4tFL7+BOI7xz28l3dSmFofxEYUAJzvsoHtIfqlgiIQPsJQAQgrNM7zU/fkVDs8vnuqWmP9rd1gRo4297x0+Jwzf1oFAdX1D3bNwqfz2AaYqpw4gBnKrXztni2BROUDI+5+6mPJ3rRQ0tUmrlYdEYSJzw989wrA8ueA7PupUgHfU4ae6ElnrleZGnMCwpRP3zMFqNrQ4vgN8XuhjIy70E1f/SOmv3zj2M7bdiB+G1MTptPrIa6h53k9itj584K/HeXutQ/NP9gfRYBEegKAQnermBXpSIwGAT4Qw/Zx8fO73aT+Neaj5SXVAA92HU+9s4wSymL3Z1p6HwsdZKfilOnwhRseHJ9vCS+A5cGfMRj7n7r4/FOdGOBqjIXt6w896sNYJQ9Fx7eVzqO/7wsSS6YdoafYYUEc87qmDiI6ypHjAXwbzgqNI49cR5+Xl3J4+vi/DthxT00k9r7v1O3ew4kthv+uiF+HRmJYaFSQBi7qBh/crKcIjDDUnJ3oaO1TgREoBsEJHi7QV11isAAEOCEL8TYNbeSfnDGi1/r+pQl/VtoMUwDRG6oRde5Nfev8Zz6jQ6s1fmkJ6hezr1zIICmIYz6uqMdHCKyoxs30vTSTv5087JLLalfDkvuVdl4ujvJkjHGQI6pcHHrRD9YLvE6WonvLXZfUeH56xjGEG3bCnH7o/2JfRBid6rKZBLw3UY7ODltfuFxES6EwM8mNs5U/okZBPG/igiIQB8QkODtg0FSE0Wg1whQ7HqJN1JzCzekaf2nOGt9IAxd6ETmJebX7FesWrgjHk//yk0cqyIAVR0qKMZj7vPPhnZbxPLXa+PU0fbMKj8mG8HFACdnO98Lsovjafcqz/UucEeiyzAprJAhXS8nCyLaVy4sc3E75w6Cn9tdODltGLF1NyCe7jfvjexDd9QthDX/NIQhY5QGdmHBwm2BY6Vq9rXd98f3NLq64J5aKQIi0GMEJHh7bEDUHBHoeQL40Ydld6s3M/LxqgN/S+QKzn12e77hy2wghE8aJVYz/8+zjcEDw8fsszPepB1GZIZhCKIrLylxiv4yTzbYu2X0O2jYYz1Etzg/c91n18vBxU5av7roeudkpWQ4mWIEBewWYGIg/XAhdnNRi0M7IW7njgAFKgXtBvjmlnHf8vHb6/aZH0a2DcJ3BIlEMOwnLXlq7CC68b7dCEW2nB48cNJTagcREIEOEJDg7QBkVSECA0MAigGhxs7IkuDGyEsvmRvMf3D6iJ7gsXXmpF72RPpBt+Rci8hYd8NjI7fsTldSG4UoXouFCPKSInaF45zjFbxnOll6XRLY5e7G9FzfqY3WfN+8OIKHAlMzQNTCKzcXhhC77XRTmG3Zom+5NRZbTxuBxR7N++tv1Oy2RxPbAZcGZk9bjtjlUwz0ad+xMPr0kaElLMGLtkIbREAEukVAgrdb5FWvCPQZgdy/0nMudwruP2ZRuj2foNZNBdNmfozFa0G0IYu9TyBT11UwYx8dDL+NZYKjWm0q3IZR9hz8YFzmpM41Wdm51EuTC92SW0oSqEcIQQRTgI8zYi9HvFngDcGTD16OMXSZLVvxbvTHDdG+LaOu/RiT0j7y3bodQMSNszYy4fXyxC77U4WY316JP7dpKj5UwQTG3H1jxa3RASIgAt0gIMHbDeqqUwT6kACMmteNW/gPSZpsypMz9GEfVtTkXLMxyUR6flAu/E0wWXj1xWfB9xNxWg2TmwaxzDob0HSJWGB2lgVI05ulF2Ni2XNnnPC8kZlsPMGdQA0XgwOTKD0aKGupbzmhL1e+5NZDhZbbIaQD3jjm2K0Pxgg7VkfrMtuOyAxsf+6VsYz2JjDv+rD8b/HTfzyzAisxEKmIgAj0DwEJ3v4ZK7VUBLpEABa7zH4yceJ/gERgeNo1Y+h0IHJipGDzI+9VfuQ+MlKwd7iD9K3ZNMI2rqyzU0sugLi9zimGFzh+7aLIydYj7lYu8JncAQnNUOZYNil0u3RVLqdaJNGzdYivO4rXJ79Hf926bURSkdGiu2AUhsXOSQQF9L9SS+/9ZlT/l3s912DIVhEBEegjAoP01d1H2NVUEegPAnysj9/217le/Lf1JEEUJoidNfZDn1s9EVIgctL/FEXBHlg+v4jRW4fX0iS4tSko5y43h36pdXO3NZeb7zy+udx8n7+On1l3czvfWZrrGAMMU+8QMmwn/JWvxrSyK50gO6+SJhvzLb4HyyfUIo2hHHCIvfwUzfPwXD1cKFBpud0GFwaK9L/6atW+/Uhsu9e7VoQrAqM0rKQrLvx5EJcEExmjG+9OkmqGDBW4DexhAmqaCIjAfAISvPOJ6LMIdINAr/12sj2YqRV77hviOPo7F8u52O0Gmx6oE/OvLAwy+/Ge+C+O7XOPIQVtEM1ANGH9ooUMm6pq7nLzgKXWzd3WXG6+8/jmcvN9/jp+Zt3N7XxnmV2HKBsY0CwNhuLhmFbslGZ7rmrs4OAzrduz+Xobx/bJvxS67MVWuCzsP5bm8XXvPxTDX9fLM6nRn5fbV1IooOGpHG8Yy26+fh0SCeeclneGLyxvN+0lAiLQZgISvG0GrNOLwLIILCWclnWC1u5EsePM+L8/FaR/HENBYKL9mi6MGcuwVY9MpPbJW+ujb7gOGW9hOmSIq0XV09xtc5ebJJdaN3dbc7n5zuOby833+ev4uaFdT7zPWUejbYBrDpZ7q00jqxij5uKAhhCclYOzb9zSL4VilhEXNgy59p1HI/vwdyOjW8MZ6718rBZKJnGyvnFiWg3W3WE/+db2NLsVOah5b6AiAiLQZwQkePtswNTcwSRQv6R31EWG+FvhQf+lzj73jzPETl2jEbiecqEh6Zqthy/otx9M7dlnJXb+Ts9mjsDuvdjNytwhnbvcPPNS6+Zuay4333l8c7n5fgrrmDKZk7CYLW8QCienjSG+7viQY5+9O7Kb76rbEJJEbEQYMo7dqWpUilsPv5Sw6t50YAq6GcxP9VyDwFl9EIF+JSDB268jp3YPFAHMfu+J/lA/YfK5E9ed33fdRD/s80alDOvhVM3shtti+29bPStBAM9UGimW5+3a8x8p5BBlK0+ZTAv2osK9x3tCFwa+to/nkyvtvd+s2rceSWzLsGslWK5Pxarb7DL/Kn3cEXiuUztUrd2UIexafrcx90ajubPeRUAEepqABG9PD48at1YIbH4ciqMHCifn1FL/ukOZd03GlFLHTYk90LgeaALF02Zk5bp/f2r/9J3IXn5taC4EL8Vjv03mywUvrLuYlJhbQPtNw7G9uUsJ2O9E8oiDyOj2f2+t2v2HUrgwYFIZdqBldzWFdaR4xAGX538umfuAh8lqeRKN1ZxUx4qACHSFgARvV7CrUhF4MoEtCILfCwVhGOy+sv/GCtKuljmPqRca1WNtoFA8DaL38z9I7NIzEzt9s2fTh1NkFOuxhi6jOXRn4OP6CFbrfvNsoNiF5dW2wmXhngOpvffbVZtEVIkzN0CUYttqxW4TH32AEy+5yUV0h5QqmidXEQER6DsCErx9N2Rq8CASiD0ozC4X6rWjXnruwaL30gJ+5WXJWnhAKKRG4Cs6Uc3so9+M7D//HB6dw7Whis/9ZOWlbuMrxK9AFYKXMo4WzX4otLSPFRs+u7f8OLJPfj+2ItwXdiG5BLe1SpLm1t16tm/jkcrnPZy1VeftB8ZqowgMGgEJ3kEbUfWnLwkcXtdd+xrn59Od4VDsvzFN0pEQv+wriLzUl8xX02iKqu0QV/fuz+yLd8b2wst8c6utE1qradtKj/URcs7NLZc4sscVLwUnbzg2Dzu5K8ZH7qjZl++PbT1uQEYRRYPxdVtZUtwRjBSCz4+Ugr1ZM95ZKyvQuURABDpGQIK3Y6hVkQgsTuCJrYtv68QWh+li02wsetz75SLS5mb6ZlgSe/5UG+JwK0TvZ34Q2zMQsYHL08cgHvvItYH9QI6Jhh8vlntZ76YQs9TlOxFf9xD8pv/22zW794kEk9Xc4/F1lxy0FW4km0IVdt1z4hseR+xdBuI9pfKVUzpKB4mACLSYgH7WWgxUpxOBUyGQTjClVfcKRVohKr4qm8m2MSxZb0uf7nGaWzMzeA3hsfrEEbMbb4/sN18U5u4BeRavXlaOczpBoyXcYHPRG1PQ9Wi7aVFneLzteBJy/xOpveffqna0ltlufObV2ip/3TloDCmWrVDK7q+Fta9NowJXjzzm4tGyCPQdAQnevhsyNXgQCTyw54mudYuPbX3f888a2vaGhnWyR1VP1wgtXDEpMUrVJkyauvPRxG7/cWKXneNZPEEJ1j+lKXhP2YLZ5q5SzA6FDpJJOPb1ByL76HfrSJrh5JZe3nTk1vYWt4EjOIwZffsK0c33HKhMF5M+Mtu3mIVOJwKDQkCCd1BGUv3oawLu9tGutT+DD+eOavgit+JclcG1QXJ3+UNBYRRAC41h0tonkdXr3O1uPqFtahrZ6fpEI7EPHq368BegeOyViXdsCyMxbETWtALad+OddfvsPZFtAGsmmGCiiXaVPOeckyVRtXrDFGzISdbGytrVCZ1XBETgSQQkeJ+EQx9EoDsEqmN5bteOVw49YQlErhuV39DPyQc6Dm5OhfQtHceEqYcOZ3bzHZH94vMK5sPHlGKN1tNeLxSWTDPMpvJ66IUms018MeTYTJTZ+26r2Z17Ets6OptMos36k4K37qTfCSfr/3bZ5OqIfL7XLwC1TwTWCAEJ3jUy0OpmbxO44MHV/aieau88OHFOD/kXIMDAS/szxsCp9rx1x1Ek8nUaxNmXfpjaRacn9ozTkXYYvqbWB1Zetp3xeJFTwRhzttuKl/66FOBbkTzigYOJvf/WWj5JbTc+s3B7OwumbFoRZu6jSfrJGu5YkHiwndXp3CIgAh0iIMHbIdCqRgSWIjAys9TW9myj0GGiiTAqvP7wkOMjuL4m5pwiak7+GkIo5RIm83/sm3X779uLVqJ1Etm/KCZ7udCSyrTCdM2ImFyvS4Wysg4xy3TAzGZ364OJfeS7NcjNzLbDstsuf9353eXktFqQTUWOfTpwhhoh2+bvtKLPEyvaWzuLgAi0h4AEb3u46qwisCICd2/ufJQGWrLM9Tetr7q/XIRDZNLjwmxFQLuwMy2P28Yd+zHSDn/6tthefnVgPnx56drQK36xS2Hx4Seb1bpjzQSi3HK7Dq4ho/DR/fQP6vaJOyPbhHi74yW35fF1F+PAv4kCJqjNZPaluGh3+bGveNSLwdJ6EegzAhK8fTZgau5gEohLmzresQwqbLgSvbKQxKeludjtjtjpeMfbVCEtpbRC7sCj9y/eFdvFO1w7c6trM0epeNtUaatOiyYyHi/dGpqhylp16pOdJ/fXxU5bIG55c/Dub9bsWw/FtgvxdWkxb+fktKe0DdbdCG4MI0F200iRKYp7feCe0gOtEAERWISABO8iYLRaBDpJoJh1dtIaLY5x4oTDUfJGB7OuEjx310/76kecIbSY4tYgHP/xjtj+40+HVoCrQxUG/F6ewAadmSfMoGuDtdlHdi5l8vJQ5za4f+zBjQEzpz1wJLPTN7gWYn1nxS5iUUPxV6L00IFj1c8OI+kEQ/apiIAIDAYBCd7BGEf1os8JHHkY2Qs6VPgTnsKMt2k0+Omy715ahfqV2G0NfHLkxK/T4IN674HUvnR3Ytdf6JsH59Relk7UdRSeTDMcJZiohY60u70Us/R73jjs2u2PxPb336uj7iy37NLK3O7JafNHPENqbT718C25uToR7685bQ4FMb8B+iwCItBWAhK8bcWrk4vA8giMdvDXndbdSj2xkgVvznxMCYLAkeBd3jgtdy8aSsfLZp//fmQX73TzpAlTk70fm9fHL4IDa3QnxO4oYumug2X38z+I7B/BaQRZ6zaPuHkyj+VybuV+0LuWYNJeMpLcvG4kwN9Ei/4qbm9lK3UuERCBUyUgwXuq5HScCLSQwGWjnftTpPWuFgfP2mfeC6swR1IAq7SWAH1RRzAB65FDmd3w7cje+lMFC6uZxRBUudtAa6tr2dlCCl5cD7T4tuO64HnpMcH4ukzM8e6v1eybub+ug+gMTiMsWst6s/wToVnmZ655BfvR/qH4C4xN7ch/d/kAtacI9AGBzv3K9gEMNVEEukXgCczu70TJYLXy0hg+pd7r6rGFTr+EEOgEnBbXQf/UzWOOffuBxK68J7ZLz8PDcsbm7dFC0Ue3BgryXPC2uJ10U2DZhhBjBxEG4f23Ve2HiGhxFib5ccJcBDSd+StotGP+vz6eduyvx5+e3OdOe/0QQHl+B/RZBERgSQISvEvi0UYR6AyBoenOBOJ1ISpmhgs7Kl7wSx7MjU47zHidQdbztVDfMabs+JBjN9wa2Xk7PCvDsjkN14ZejM3LTHtsV4DgzLU6pCdEaKtKPpkPvzYbEYnh7v2JfeiOuk1UIXYxOY2FHj3dFLt5VzPPHqhUbzwQVZF4woNbx6xCbxUEnUcERKCrBCR4u4pflYtAg8CGI5WOoAiSxB51gtfAd3dDNwVGRzrbA5VwYtZmiNwHDmZ2I1wbXvv8wALc2+QCr8cGgPKO9z+0tvJqbJXeJYMx+OuOI77uLfdEdtNdkRXxy7OTySQgdHuhJHBnCIP6dy4fj2+PIHwb/rutGaCv9EIH1QYREAFMSFURARHoOoFDG4Y60gYImkIlDd9I665KZwjQurllzOzr98b2rNNde/ou3+IjXTZpLtF1Zlyj1MsF8BL7LWcT3RQ2QfAzVNsHbqvZ1x6IbdOQa8OIzkAuvVDYzyr8OM63mZueVzoSV9LW/iz+j17opNogAiIgwatrQAR6gcD+PHhrm1uCkFOWhj/jVLzz3Iyzp9pcn06fE6Dvagn+ocUgs4/fGtt/3uJZCdbOSgUe1T02BmxrAL1HX166OJzqBLumvy6TRxyppPZXmJz2I/gv716HiWE4d69YdjlATCUcWla9289uPJAMI/lFqwelpr8EERCBHiDQ2lvZHuiQmiAC/Ujglvvam1o4hgIpwXR37Wb31wuWGDPItvpnvR+5d6rNFHibEHLr4YOp/TNS5r7k8sBc+A3QyNlL49D042UEhXoEMXgKgCh2GQlkC1wWHjyU2nu/XbUnkGKZ/rqcDJe7c5zCedt1CKMxuGHyr98fqf1whpEa2lWRzisCItBVAhK8XcWvykWgQWDXKHKotrEkUBpFz70mdOwFMR9W43+VzhKg2NsEEXjLDxO7aJdnuza6NoXsYhSXvVJ4WdDqHM4K3pW2i2J2CBfZBsQg/saDsX3sznoufs9AJAZua0f0h5W2ce7+iEKdd7gepp/YHOFvsOXW3bm1aVkERKCbBCR4u0lfdYvALIHz17fvT5EWRP6OF1PvTdV65ioSWXcuO1o+y9BUE5i09onvNNIOF+HLWmPa4VMxpbapGxSleQIKXjjLLBTKFLSbEYWhAPPux+6s2Zfvi2206NoYEkp0NEXwMtvMRBM1gC+72YELjjpf8NISjswl8DLPsLzd3r283bSXCIhAmwm071e2zQ3X6UVgkAgkp/TweHkEKEbcNNtdrWYvT5EuVaHIlsetHXtR9DJqww8eTezrd8f2nIsDi5CCuJcKrxffZ+g0iD98OJmfMfvEY7aPuTZdz+y9/1azf388hksDxC9+YSiEe7Nk8NfNJ9B9uZimj9VTKHyqYBUREIGBJCDBO5DDqk71G4GAyqAdhWIEcVX9mr0uduJRWnpXYLhrR4vW9DkpIJnNbCP8eT9+W2zn7fRsI4Th9BEIzDZdAisFzjZC65oPq3PEuY2LXDBcTTHLSWjb1jGrXGLv+mbNDmMy3m64MFAI90okhoUYIJeaYRgsTeKPHoBxN5Gfz0KYtE4EBoZAj3zFDgxPdUQETonAkaH2TVpDCP3R0pT3ehfxUA3hofS7fkpD1LKD+Hh/HaLQ3XfA7B++FdlvIO1wEPZO2uHcpQFC0EdUjxondC3Sc4Yco6/vljHPbn84sg9/p45JeBC7iMRAIUzBu4hWXuSMnV3NzGpRmt2/f6L6RaeXfEo6i0G1icCaISDBu2aGWh3tZQI797d+5hKfzuKJrU0U7RVpnJ6V+bBpaVJOT1wGFL3bYRX99kOJXQrXhmc/3bcUEQ0wZD1ReJkwAcVChYKYfuDrkUGuHDj2qe/X7ea7IySXgLtG2T3ur9vLYpd3fU7CBBPRTYfNnXLozqAiAiIw0AQkeAd6eNW5fiGw6XB7WupC8VY3Oq+bsQgT11y5KLYH84rPStFYgKCkaPzUd2N7xg74kiI278xMj8TmRfs4cY2uDWxr060Bi7nldiv8kGtwd6C/7r89EttWRJ/ghLxenJy20OBkUPQRcgdvHkpu3gihTvcGFREQgcEmIME72OOr3vUJgRm/9S4NnG8O793nVlLveZyopvk4vXUx0L91AwTvo4cz+8z3InvVNQXE5s0argBd1l8UuS4EOV8p2snm0Krr4TraCcv03onE3ndb3fYcTY3JJWgNjuky0wel2Re/lN1e94OveplPe28ftFxNFAERWA0BCd7V0NOxItAiApPw4Wxpwe+3BwFSCe0tqZOap0e2LcXbipNxxOnrytS7X703tQt3JXY+LL3TEMBOl7+Z2Ta6tVLI0mpLf90S/L83jzl2x8OxfeiOWi7Mm/66vTw5bf5YoSvmBK6VppNPZkeSrN40X8/fUZ9FQAQGikCXv1YHiqU6IwKnTGB6d4stTIjMEFSdM2qHvZ910z4xvZ0yvf49kJZURm1g+eTtkf2XbQUrwrWhVoXoXWy2WGP3tv6bW3hn2zaNjHBjaNN6xNj94o8iu+Hf6zYE313G3KVVl+K4rwoa7DpOFHvOzSliBmf021ARAREYeAISvAM/xOpgPxAoBcda1ky6MvCHfGJ63RvcyEY52z6TFatlfFt9IlpHT0NosvuRdvhzd8b201cg7XCN7ijdLawfyYBt07BrASIavO9bNfsqsqftQLzdoT7y151PMcadBNJr3zJarNyVIDGGigiIwNogIMG7NsZZvexxAj5mjLeqOHDWjRNn1Ju2X3bhziCx2yqy7TsP7k9sGyZ+cQLbro2OPXO7ZzPHum/lLZcgxPeldtNdkd13MLFdCDlWnHVzaB+N9p2Z7gw+LLo76+nNo1mSh1FrX206swiIQC8RkODtpdFQW9Ysgekj61vXd4gnP3NfVYiiM+sQvJiu1rpz60ztIYAhok23Emd2lMb+nViBGxdaWbs2eqjcRwSDH8Py/C347V6yzc3j7tbgxtC1Nq2SPh520Gx9+DE3/fSjaRH94AoVERCBtUBAgnctjLL62PsE0qh1bXQsTCL39TEi/yuNcOuwtutMzFQ2UzXbN5XZr11VsKt2+DZzNDEPllRGSOhWoRSMEDXixRf6VoGLxc0/rNtZG7w8AxsjNvRbYZMDhCObDrPP7CnEj8K827fCvd/Yq70i0AsEJHh7YRTUhjVPwI+YAq01BXbBZyKD1NWMziDrbmuYtussnC/FKAiPT6f28mcGds1Zvu05lFmpaDaKbGzdFLzsc4xYuwaz6CsvLdgMrM9fvj/KRS/bzUxq/VTojzxRCOySx499audMxaq8o+hAeU8H6lAVIiACJycgwXtyRtpDBNpO4PGsNZPWmKtrKAs2FgzOl5zmz+n2Kj1JgJZdWkr3Hkvtp88L7WcgePdNpHmosghCM4MFstvCkm2so5GT1dTecHkhdwH4+oOJ7UDsXbo19M/VlYG1j1Br0cO7pqZuOf1wajMh1byKCIjAWiEgwbtWRlr97GkCSQpl0YJCwRu7zlgZ7/0UG7UFXe+rU1As0kK650hq15we2M9fENgRWHlp7WWYsih2rI5UYCEN/11UlWxjAe05iovp8LRrr31WwabqNfv3xxuil24BXWzeisacHtFjqX3we2ePHL2Dcan5P975Hyd2Mp1yW24QH3x8Re3UziIgAu0hIMHbHq46qwisiMDWYN2K9l9q5yxNd0QRgqcyc4BKzxFgRAaKxAcOpfbs3Z69/nKIXfjKTsKPl4kemqUGt+5c8DZXdOGdDwjY1qGC2aHJDJnXHPuVKwr23ltr9oN9iNoASy/36XX3BnizwycaFt2Z8qOTznqE7UOj8TEqpbgxrFkAQe8njiUwaVP3trZI8LaWp84mAqdGQIL31LjpKBFoKYHIgdppUYEm2eFB7MLlEpPWWnRSnaYlBDgc9DR5CGL3wi2uvRnicQpZpScxKWyu2OW41WHlTaEkudxNzxSK2QCWZlqeJ2ayPOHEm68I7U++UrOH4YJxBkKV9XpuE3JHNwx/Z39USMNHwiT8Qgrm9SJcSLKahUh5F9SwF8zZTjdht+Qq00lEQAQWIiDBuxAVrROBDhMYPlhrSY0e1MlE2d8cDwcW1lM+cVbpIQL0yX0Ebgy717v2tucUrQZRe3gmtRAimIKsWZqT2eqwQhaQ5KGbGoy+xPTlpSDn8sHphuj9reuK9r++VLGH4A97BvpDd4y5fWj2pVfeHbgNZUG6vm7H/r5QGX+lOd4tDEtGm24ezYTQdYfYK8OldohAywlI8LYcqU4oAisnUB7BM+OTFIdq4yQlSDNnsuhvrGCiUUiVpB/wkxDr3OYAonE/3AK2jDj29msKmJzm2AH47YYUkos0oxo5Vgy7a+Vl2+iGQQtvHW4WFL770I/tyLj2jmtL9kdfrtpjSJLBfvW637iTwRrtJOtq/sTNYTr+UuQV/sIi6LVaBERgwAhI8A7YgKo7/UngQLLEjPFZ4Zp6S/+5UpiETlaqO3ZasJiC6k88fd9qH2L3CVhGi6Fjv3ZlwUbw/hiiM1DsLlZwCNwaGpEcuNzNIc2vLbg10POGlyPbve9oatvhw/tbzynYn3+tZk8gjvCmIYjebjZ0MZhz1juZZ0mYFGPn2McyZ+gVlrpfghfynD20KAIiMIgE+D2qIgIi0GUCcaVmS76qdavDOlXDY9lK4lp1kdd05o0EUTbqw7UhlXW3y6PaqD6AODwAMcgn5r9xVWinDbv2OCyiFMFLFc45pG9sDT6+3Z5/mLs1YKIX29x0r3DRr0chejcMufZWJMwoBo4dgqhnf3u9uKlnqR+NZzZ1s+Okz0dSOxUREIEBJ3CSr9wB7726JwI9QoA+hIu+crXDWeQzsAy6th4hdseRmGAcaV/nvtbj82jJNqNLmIbeIx1b482gG8NhRGCoYgbhWyAKT1/v5XF3OXFtOQUaGYK3kQCXy90qFLk+GuBD9DaTYbA9FMD7YalmXN43YQIeJ0oewsQ2it6e15AQvX6clLPAPlkLnOchT4uKCIjAABNY5tfuABNQ10SgDwhQXCDcWB4Wyi/Dp7Loml9wzXvKy1sPh8tRxuNV6S4BCsQjVUwihAB8G3x2zz3Ny+Pu5nOjltk03uswCQUznnXTyptfTegPozXwWmwWLvNBApNnnL3RhQUbUScQ/YBh1go9bunN4+6iN5jcOZ54dkscuD/buLVo9k7vIiACg0RgaafAQeqp+iICfU6AFuAakhHUab6FqEjjBI/JKTkQUh8mOAfPZZPMPS3zPM/HLKPmo+c+73ZfNp+WzwomeE1A+P3q5aFduD2wRw5xvFY2j5DDy4lgnLw24nf3JobXEyeuNRP45ZceRofv3PYoQpQ9fYdnb726aH/59Yp5iH8wWnQs6mHLKZNv5xPyHO9gveRVwkqMeWz8m1IRAREYNAKy8A7aiKo/A02A4sLDP0wA4JQK5paxPOJZMF4wf6xoxZFgY+ieeOw80DB6tHPUS1XM3OIktZ+/KLSrzmqkDKaMOhUtxTGvIWodRSWXu1UafryNKA3zpXfeL7RtL+ILX7TLs1+5rJC7cjC+8Kn0uVN9zAVv6j7gO+4L4CL/L52qV/WIgAh0noAsvJ1nrhpFYPUEIC5o8Y0hbvGPefBHhMylsXcrxUg3hdHqO9efZyB3ujHQovn4UbMXPz2wF50T2AFM7EJegzyW7an0jIKRMW7zmLxwKYBhvyuFhlp6KTRSH2MB7ZpbaCllkorHDqb2nLN8XI2OffSOei54y4glTAa9UnLXBURrKJbSb9Um45cGnn+g6VedpxrOVTpHVEUERGBQCEjwDspIqh9rkgCFbYbkBX5at3JYsZmoUK7ih9zVDJyOXw+54EOtjyARw/Vn+/ayZwZI0pBiwlpjctepNojaC6ewKqy83U41zD7MzQg3v09kwLBk+xGF4tozfZuBhffGH0S2FZ1gKLM8+9/8gzr9mcIcUU7gdvKVsFR/VTztHqB4zyeNIjZyjL8dp4a7Ct01dnpkVJ8ItJWABG9b8erkItABAnRhwPNYSIpRTMS5BPmk8v9oqVLpDAGKUhowH8Aj/eee4dsv45E+J6tVmaihBY5jzHRWw7kYIYGT15qREjrTuxO10ILrw5fYQ4cXcrGgTZQsaJHeP5naf3i6n7t33ATRe/o63JhBEXc7OYUDUeuH3ucSt/ZK9GeKwtaBb3zNjS0Zg4vQdGzuZOXU/E9OoNKSCIhAjxGQ4O2xAVFzRGDZBGiVMmcYb8/CRJsXTyb+T8VZ9swMzpa0Vql0hgBJU+Qxxe4l2zx7EyIVTMxgwhoiNCyVWGK5rWuKyAR3M3UIs+LJk/It99Qr3o8il+LbQ3iyOibS0YWD7ZtfyIMuGAcnzV4KP2YK/8/fU7czEZataQWef0wnPtPNAgFOPlLIol8+7AdWmw6tAEeNGO2LvcjiscDKGLvcustOqIiACAwMAQnegRlKdaSvCVBJLFkakRjyXfg77Nh1WZa80K95L06z9JLUSxC6CpY3bpLYXZJkqzdSFzFr2rmbEJYLEQqm8Rj/KKIztELsPqmtuESQfwTZ2p60tuMfeHnRj5cJMZa6aimMKxDoE1Nmr74c4crqqX3jodh2r6PLDY5d6uA29Yp/OmmWnZGY/2on9T4RpVmMqZ+W0Y2Blt4e8jNuEwKdVgTWLAEJ3jU79Op4LxFwlkgbTF3gWLrR89wroDCusyh7PuTCs5wkdfMJTBAWGYSFjx/sLmiIXsLY0bZQPFHUPXYUMwVHXXsLUgbHcGBtJl5odWMoNCP4ayeog1nOuuXWwH7l4cnQnoXcGub2m3wo/nFTZm+8oojrs2bffiSxneNwHcDxdJHoZOFfCP5Urk6y5Gqvav9vEDh/ij+uv88yBzZeFREQgUEmIME7yKOrvvUNgbCI6feLlDztqW9nR0X/Q9l0tj6G0mFiiTwGLwQFC61THdYOjYrX6L8UuwG+PR9jat0yxO6zC1bC8/39SCHcCp/dhbBSIPIGpwZXgjJcCrpVcrcGCG5vVnSTxVKFWdcm4d7BrHOvv7QA94aa3bU/tu1j8DtHNzrdE9448GbBSZOLwtQ+4LjZWxzP/V/o1z8t1Q9tEwER6G8C+CpSEQER6DaBF54e4sc/XviVYjKNRXuy0P9U0VI/8p1LQwTijRnnCT/empzW+dGju8LDSLQwFDj2n55XsnHEQ94/2T6xe7yHswIRIZi7Vih4KepjWJtr8NOlFfdkpeHe0Nj32YjTe//BxO57AjcL8EDvtOBlW3ORzn/wJwT78y7fT1/jeN4LYPE9mFXTvdFMXE+gjBkBbrWvr+6dZpUqIiACXSYgwdvlAVD1IkAC1585hH/5C/zUFwVtAvNeoegfwvSaz9Qm4q8j9u6ucCg4w8VEpjhN5LdLiB0qtOw+Dp/dELOvfu/5Rds05NpeuDVQ1OVCqp3tQAUM+0WXAorObohFdq8ZKYIZ4JYjePNj0HZmnyvjJuFZO3370f7E9oDj+hIcdrrVkXzAILpRv5+lux3H/cUgS4vrq/E/lzG+GNpVvz7/mARvO/8kdG4RWC4BuTQsl5T2E4EuE+B8Gg/Om8lU5Ut1J/pScWjotVns/nfXDc5GUuH2i60u978Xqqe4ewJuCyHcF373uUXbBt9dxt2FhutIaT6Op1tDGECl0fzYhUKByJjA5EH3AArg5RSK9APIQLdt1LHfeV7R/uiLFXsElnK6N3QzXBmHL0YnDmfpd8+Pk49eVkD8ZPqQqIiACAwMgWV+TQ1Mf9UREeh/AvghdvHjfGii9iGz6auGxqI/SzKvlmK2OUKMds/s1/9kl+wBxdphxNalxf2tVxVtB0TaHohdru/k3QZFL0N+0dLL5W4Uilz68NI/F81YUaEvLy3iBVhQf/faoq2DD/TjcAfh+m4Utp+JKOAl9I2RNHsu5td9Bzk+OLmtJa9u9El1ioAIPJVAl75intoQrREBEVgZAURtQCD/7FDoVv9juVq/3nedLxaQH5WSjBmHVVpHgGKMcXUR0sp+5fIQ8WQhdjFhjeloO605aXiMIHgjuAcs17LaOhKNM/HyYr/p3kFr70oLs7XtgzvDOvg+vxVxi+kLfaCNE/4WbB86kGLWnBf75vjJl71q7RWYRjcNLyEVERCBASQgwTuAg6ouDR4BaooEpqcUprUIaawSTteH0kjx65yljCNq3xhOohem1egNWdH7cQ1imML3lNTI4OFbVY84Qe0gLLtHIXgZjeGCLZ7thVijdbVbX6C8HujWQG3WLSsvoTZTHa9U87LddIfYA0vvJkxco+h1cZeWu4uAd2cK/kLqiAlcTj6fbqy8GH9O+1faj860U7WIgAi0gkC3vq9b0XadQwQGhgAF7GKvmOIWDo4lZIYqhAUbX1+y0mgJasvPH6c7LsQXZv3kIZ6S+AP1QnJlGKXvRFzeCl0fVvzMeWCorr4jfGRPyy7TBFPsPn2bn4ciozCiaOtWYd1M/JDg0ujWlzgnmgUIj0ZrLe7FTqlQ2x6AO8Pp6x3EMS5iAiZYI24vube3oPGRDzcK91PJhpmXIWfLTBK5CPsGt6Bk9kYCDchvKFb53t5+6OwiIALLJdD2r5XlNkT7icBaJvDyy7ZasVxc8FUoF2y4VLLRchlZtkJbv7FszlDZpqtQGRDDjhNaHY6kNfhEJtOM6BBUt1Rrt9RLyWcj82CPdM7LHzt3U6H14eDSAjmJrGlMJPHWqwt22ZmB7TnECMiwTnaZJd0aOMmLYrOAyWPdiHLAa4p+vDHcK+oIUXYq7hW0ThPlJJxmz9zo2W6kHv7KA3HOmNEc2tUvSlokm7h3bH3t+qEwrpbwiKQcwq94JLZxN7YNcK/Ag5OWCN4PPMJcxSoiIALdJqAoDd0eAdUvAiAwPMqwZEsUiIuE5jyoDOaESiAwPORBrdQ8+FEWLCojUi/cHYpBycqpb/XhuiW19LtRYC8tB+4lUS35M+iS67qs05boYO9sagraaVhQaW18HZIlPOt03/YidixFHiepcZ9uFo4jX1VcC6UilvEhv6npQqMCCG6Hs7xOsbDtFLaPHUntGds8ZGQr2PturcHlwbERpFFmuOmWFtTHGMLFMKuUhhL4u+NnEHVl45mVYKpOQsfuKWMdAauIgAgMDAEJ3oEZSnWknwnkPrkr7ABFF/0e3VmXBj7axkxzeDrAfoX1SdXZ6QWFbUkSbcqc7CFMyLkWx+hn/CScOUGtimfcR2CY+4WLQrv2TIjdw+AJ4UWrb7fFLpvfGHsc7P4AAEAASURBVHtOXkMcZrSVltZuCF4KVbof5J4z4MNJfKdScos1zvU4RO+zcXNB1n97G+44UIZh6WVEipYVnIvtTVJn18FDwbmZZXcePze2wdhrKfqkIgIiMFgEJHgHazzVmz4lEOSxrZbX+BA/1i4mLKVQG0lDCSB0v7PTTZ3THS89z9Logknfv9gKti1I61vwgJiSWEr3JHipqSh2mRxh77HMXnNJaNc/LbB9U5gsiI0Uu71UaBml0b+G9g516ZucIptim64VjByxmrspuolQ6O6F6L0aoreCuGB//726uZjUVoYVeTaxYIuGADLXbMzznC34yzgheFt0dp1GBESg9wh06Wuy90CoRSLQTQKTVFnLLLCGOfXIeVMh9C9x/XQ4ztKzvZp7tp9lG7KgnguDtAJ7LgQEE1JQhqxGiCyzWX2/G+85KKoePpLYy59ZsJ84N7ADiMZAH9VT8U/tCBAMLCevwf27K24NFLxkQ7cGxgZebcktvRiDxxHy7fqzA5upZ/aPd0W2exwh+CiIUV8risMZnqnrVD13s/mokGZdFREQgYEmIME70MOrzvULgS99b++ymzpTT7OLdpYntp02etH0lH91hIlrqYvJa1Af2ewMc5c/6HnRD/lywNJ6G8E14CG4LrziwtBeenFoByB8q7hfWIHxfTlVtXQfisA6xjyCNZQhwlolCFfaSMSDbtxW8bJb5SXHsWA/Dkym9pJnhvBNz+zTd8e2i6IXlmRagVdbqG8duIM4tdr2jFFQJHhXi1THi0DPE5Dg7fkhUgPXAoEJzpBaZpmsxAjOEP5DEMX/UJ2KL/Y2B79ZqLiviFIbz1L8eOdid5WqY5ltGYTdaFWk5nkM1twXndcQuwePQezCYkkXh+atQ0/2lcOMBnLyWjMmbqfbyZBkFKLIet1IM9yCBnBMyP8Q3EleDj/qaUyK+9f7YzsDCT+4jS4mqylw/7E6rOJDFXfL2GSdxt7VnE7HioAI9AEBCd4+GCQ1cfAJhCswIxYwS4jxdRFWyTzfvpe62ZumK8mfeSXn14vmvR6GqxGHs82pCvQ7vuTFQ53Dx/JMJPG8swL7xUsCOziBoKwQkBySVeqqJetu1UboTIOLC0QgrKyz/WnVuZdznqZ/M628NVibW3XNkT/vA70ps9deXoDV17GvPhDlll5agVcreukzHGfOlinUkRGiigiIwEATkOAd6OFV59YCgVnvhbtSq7+9knh/Wq87v1EseW+EeXKDA8tlCvHLvGstUyIDAJU0mka9RycwSeqMwF59UZDH3KXY7XnL7pwxYGQERKTLfWiLXXJrgHY0ZqRbRXSyOT06schxOIZYyBTRr78ssAp8em/fk+SJKlYj7mHgNR9mfbfg7Yg2jiK3sLXAA/lEu5+8dPDJH/VJBESgKwQkeLuCXZWKQOsJcGpanCUPJrH7jqNp/K4NfvirTub/CqTdthQzr2JY4FyqBJVc7NLCd9/B1C7b4SHWbmB4sp1bFPvFsjt3GCngmWoYsWXnru7och6Pt9KwmLfqMmNvOB5M68zr+41XIMlKUrO79ie2e52bT8mkhX6lJf8rgDU68WHh3VYdQUjrIys9h/YXARHoLwL4KlERAREYFAKNeAz4OXecB926/Tffjj07CaP/Epfc+ykc+uIZfZsHg2KM1t37kTXtQiQ6+I1rijYNsXgMSSZyRm2uvx2nZ58iCHa6cDNqwilowFU1K3drgIXXhwllta4GCzWElt6jGJ8IIvXXrirYmRtco2WeNy34/xQLkk3UsjNrycyZ9bRi7XqdYuN0mAiIQIsJyMLbYqA6nQh0gwCfxzIJRQJzl4tn3Jx0TndKz4/3TJSq/xP52N61+bD/c1Oe+zZkaLv8VKxi3ehXy+ukQMLrkcOpnbfJs996bnE2yUSWJ1BoeX0dOiH7xIl3tPKWirSGdrbweqJfLf146U/cjsKJcYdnUts84thbrynZn36lkvtebx9183ByKxL58APi30zBcR7ZOeU/QX94FREQgcEmIME72OOr3vUJgdoKYi1VECwWSW4bE5TYPwiNDZzANu1bDabL+vqCjaY1iN7UsqhkBQjhQ1PhRMF1byn78Svq8FGlQFprhV3m6zFYBs89zbO3XV2wKnxCn5hGSK8+n7TUHM48Jm+h0c8VCcAWXQwhflEqbAwrbzaqRefmaSh6909ltn3U7Hdws/InX6nm0TW2jUH0QvAvq6BdGZx4A6Rv8U+bfq156SMKS7YsctpJBPqagARvXw+fGj8oBDaXwmV3ZRh50xCNwYqYIbQu9szBnJgQP+AelqtlzyaKvg1j5lWFM9Yqgfml7MxN5ryjaOkvIQ3tsLMW1S7o0o1hHzKoMZ7rm68o8JbBDk6nfS92mxcOLaw1mC0jDHur4tU2z72cd4Yny9MMgzPdGpqTApdz7Er2oXsDM+FR5L79OQX731+p5Z+3w/KL0HwnLdTidYRl8KL0HV4p+lqKG4TcGfikR2oHERCBfiYgwdvPo6e2DwyB67dtWEFfMNkGiqICS1dI8QrfzQQiIKNLA2Rchm2w7dLCtjUuur8dzNiv44ixhgEM+6+xwh5TAD6KlLVbRtzcB5SfDyLGKwXaoBReChSddGsIfMq6zhZqzUaaYYQnQ2w8om1XKyjuaanfDtH7W9eE9hdfq9kBWOo3Iw0xBf/iBX7aaJnrJB+JsuzPkwjuPwEOWPKYxc+mLSIgAv1DQIK3f8ZKLR1gAivwaACFhow4HnEBP/74P39x0hq8G5CAwnlrXPN/I/azHUxblcvctad18yuG4nYPUtWuL7v223gMXi449jji7tJSOGiFVtUKboC6kmqYlyWYMgEGE2G0S+xyzHgp82blMYzrTljs3w73lP/91RpcdzLbCNFbX0jAwm83pStDlt25eVP116DJ4XeMVtbR6HY2lg1WEQER6DoBCd6uD4EaIAIwMLVgFhnPgTlDbwni5P+bqKfbOHmNeVjXqgsDrytGXeDj7wJy8P72tUUbLzn2MCyDgyh22V9aeRO6NUBwFuAls2y/Vh7cgkIhSj9eFl7S7fae4c3MY3RT2eDZW55dsHd9q2YTCI02iixqcHU/URisGpbvNAyrUVJ/XRDG00Xsk3KC3dz9ThyhJREQgQEjIME7YAOq7vQngYed1YcBhTMDrGveo8VwvJTBR9H18qlt/QmkBa3mY29OcBqGRfd34Ou5oezYQ3BrGFSxS2S5WwPeq/XuxORlAgxaXgP8siSwsjJsWDsLT49htj24iXnmdi93V3nXt6r4S3BsDDc3TcFPn2JM2jR3OH1LfMz+PYV5N8ONQQvuM9vZPZ1bBESghQQkeFsIU6cSgVMlMOPhOfQqSworFibjfC48Fr/ICwpfhE/viAML76xDwyrP3l+H07J7cAahxvD+61cWbMuoY49Q7EKMtVmDdR0URW8dYo5uMnRxoNjrVKGxlOzJGblOOlJykY8+Pg73hgt3evaGqGDvvbWOcc5sFKK3inYUEJMhq9X/0k0rHwqKDvx90bSZjjRPlYiACPQIAQneHhkINWNtE/Ay2qlWWeDPEE67tumJ6DbbmF1/YKT4GSdLNqWI1uAOvMw7wY4hxg4g+gL9md8CscuJTXmSAiAedLFLCrRs83F+DW4NRQb/6KDgbdZFt4Zqq/MMnxjipyxR2LPPj+Gm5tln+LkP7/tvryI2tWsjmEnnFbMvz0zXfy+IcPuHCX0JfHmJZS1cD0+BpRUisEYJSPCu0YFXtweUAC16MLGNVGu3TZ9WeUVpcuzzYeaVEw9qoJPCp0t4KXYPw7JLsfdbzy3YuZtcewSPuykC15K4YV8Zk5eCl8udHHq6NVDw5tZlLDPzWycK3SdY916I3uc+DaI3De2Gbyfmj9n+0vrq6wtHnDhAo3K/YlwnKiIgAmuLgATv2hpv9XaNEEhh062Vpr8Gn8WfDfZu+CeEKis7SEQxyLKPE5gOIf3sEQheJiU4b4uXi5+1JnZ5ieduDUi1F8OfgUKwk76qvMo8PG3wMVEw6pBbA/vM0rT0HpjI7PqnFWy6Gk19+L6pNw8fTB4poGEOro1c8DZ2178iIAJriIAE7xoabHV1bRFwEs/SkeoX/cLMzzvV0k01P2PEqI5a+zpFnH6jx6qZTeH1tmsKdsEO3/YcwqwpiD2KoLVW2Gf68DIm71AB9t1OmnhZF+oPgkY83g4ZeI8PMa+FGoT+ocnUrnua953P7ktv3g8BXIA/r0Uy7R4HpQURWGMEJHjX2ICru2uLQJa6Fjj1zwWe86rEKX7C0thzMLltkCay0YJ5rGp2FK9fRQa1S3f7tvcwIlRgfbujBPTy1YTuW50xeZefxK+l3eHEtU6L3WYHKPjrUPx1N9z/u8/eioQctDt3p9zwpSe6U7FqFQEReBIBCd4n4dAHERg8AikmxBWc+KbMr/1iNS58OLA48GEBywbg2S6teVP1zCZg2f2li0O7fBfELnw4GZlgLYtdXsUcXmYdi5lsAS4GtPh2qpA/BS/dTBgarFN+vE/uH7KoWf3YeFhbU/7bT2agTyIgAk0CErxNEnoXgQEmQItuxYs/vsmcoJoGH65kCUI1dfZJdyvx8qk5Q47V4gwpgjN7zSWhXfu0wPZighp13Vp0Y5jPl4KXsXA5eS0sz9/a5s8YIIpc+vLG8CXudGEMBs/xbSatH6rUEa2hFVFQOt0J1ScCItBSAhK8LcWpk4lA7xJIoAK3VOsf8aay8PvrgvdlUQJNBDHS1CNUkc3SXNf83Hyfv8/cz819WvB+stPSsluF2H0UvpmvvDC0F5wb2IGjSB2LuiV2TwwAWVDwDpUaXGh57UTJq0HdTEBRRf2dLuynj0maTqnweOQFhkhkKiIgAmucgATvGr8A1P21RSCCxB2rxH83vi4s7Em9d4UVxOjFt8B8PQA92RDCsxv4RoshX8fL7LYnrZvdmO97fMfG+SmuF9t3zq75zvnxqGtuu5pVM+pCDbP/H4PAfdkFof30BYHthxtDHdZMblM5QYAc6VLQTDWcYrlThZEhGJ6MbaAA7eSNiItK6zAxh/sO791YnTYHsXhVREAE1jYBCd61Pf7qfY8QOHx09UokwePjMqxp64/AP7eU2eHpBIIjteIkElIg4D40oU1NZ1Y6hkxTob17dLtT2Dxs7zw64xRyMdJUlGASQaFwnk9zFUULBczcKFOY+5arGT42b5Z8f/yTYBv35+d8N7ynWEHhk+/TPIDrn7Im3zmfdNbcrXmevA2obxpxdl/y9MB+DmL38DFGA2j4izb313uDQD5uWGSq4ULIkehc4VjxBoR+vHl4svkD39amwKUBTtyHQ39fNfXhXiHB21bcOrkI9AEBCd4+GCQ1cfAJvO0161fdyQwK1MMEpXIdj3Ahfi8f9uGxi+QDl3rmYv0M/trHIBYxh8fOQMioM8bslo3Vgk1WHFjfTihR6hLMA8uValOjUDhx0tN8cct4D8kcFZzvj39obaXoZeE6vnh8tICIph/u7K75fhTfVQh0rD5uFeTxPJaTsOp4L0HMXLzFt4PHUqtI7ILO4oW+tLwhIH8udypgAQUvdSYFbx03KB0ruFiyyLUoiyvrzi0ec/2SZc2LsWONmFvRobkftCwCItAlAhK8XQKvakVgLoErL2rVrCKojDyrGn71I6hdCN38MxUjVSXFAETPmSEU0P3l30xnrDBWxvL8ST3cf35ZaB1jfy20frnr5tfR/Mzj2d65pXlOGuuwbf++zGZg0S7iW2z+rnMPW+vLvIHgjUIVonOo2DnBm3PHwDBCRO4r3smBwHXppOkRt14/lOGGTkUEREAEJHh1DYhADxCYfrRzM3tg6DPfdbZ4B7OX03XBgcV3vmSkwXdBEblM7bDQbgueDzU/ZV/u+JSVbOOJ1bQaliHeqkiswP4ssnt+zFr/h2w4njW4NQwVFxuF9lCilbeAXxnXhRUfN1+0MLe9BaiAdXkj6YRfiCbiCp50EICKCIjAmiYgwbumh1+d7xUCoTEHWvsLxU+C2evVCecVxdTZ7BQSWMIWkItYtcDaVTVw2edbYsembImhcgtIqMAXkytQAKssTIDM6FpQhyE/xot+tZ2Kycu6OV+M0RoYLQJVd6RkDMuQOVOFujsVUmKzISoiIAJrmoAE75oefnW+VwjEKaPidqBQyCaZU3LSlyfuImK3A81YbRW0HLIMA9thCCl+XEIn5/uu5X/o1sBoDQwRxhBlnSr5OEHl0srLujulO11cDU6SPpFEM0guqJ+5To236hGBXiagb4JeHh21bc0QqD8w2Zm+0rS3buiKYsF7PmaydabONtXCyVeMPFAIHKvBP1VW3qVBU/TSylrCTQJvDjolPil6EQo3L1zmBMh2FwcuFJ7v7UlnRhEtpAMVLtmhg0tu1UYREIHOEJDg7Qxn1SICSxNIc0fapfdZ7Vb+7iPMQhgXXp0VEZehQ+Jjtc1e7PjceoiNQwWEJYMvLwVct6XNYm3thfUUmsx6FiNiAePjdsytAQPDRCG8IWGd7U75nF/XuJmLzTmYJmUIXl4ZKiIgAmudgATvWr8C1P+eIFAstypKw+LdcfBIOx731qVl/5Uu4oZ1wtK2eGtas4UCKqQvLyyI9FFV4onFuXK8GQe5jslrYQdTj7FOit0QYzRTXbx9rdrSuK7R2Wq6H1c8nRtadWqdRwREoI8JSPD28eCp6YNDoFDtwJ8iAtu6TvDiuOhsQ/RcwOt/IZAb72A9LCH6QG2q//vT7iuaYpDuH2WIUC53yvhJGysFbwUPMrjczpGiq4sHN5cgSPdmGT6oiIAIiAAIdOBXVpxFQARORuBw2P756y58N0vD2avp1tCFyKgnQ3DK25kutwgxlVt54aOqLLKLo8wnr0EDMvMZeXUqHwOFdQArr4PLnMsNK+zi7VzNFoY+g79OVpsy5OBr/9/VatqqY0VABDpHQIK3c6xVkwgsSqBmUGptLBQZnuNeUPKD59G4204LWxu7seCpmxZDxphlrNl2C6oFG9FPKwGMPs9FZNvrlJWXhlbG4g3gwJtnXWvjBcjxzzKvUto6uT+fmMkLREUERGDNE5DgXfOXgAD0AoFNo+2O0pAhpezYLySRO5TBmXfQ/BppqaTFko/NKahoTZTOWfjKppWVbg2MZZwngugAKFZBWysny7U3zTCu88wz30+mPC87wicZA3V3t/CQaq0IiMAyCEjwLgOSdhGBthMYbu+kNYicUZsOXp1FKR73Dp4IyK16GKShUgZB1bDySugsfNU2Y/Jykh9DlHWyBJgsx5utdlnhU1zb5WJqRye8Aw8/cNp07t7QyQ4uWNe+BddqpQiIQGcJSPB2lrdqE4EFCVSLbcoGAG1L65pf917oxNnZTgaVQ8UzgIWTlRq+vI0wZYrLu/gg8wqowv2jhDjGXO6AkTePEMExyTO9ocJ2XIVJ4tlo8ajdl+zad9MDzzxaDCK48iCt8eIoOrDlzg7UoSpEQARORkCC92SEtF0EOkDAr7Rpcg2tuYXY0pnklwwCx2jR6+6vf9to0mrIwkxiVTyyV1mcAC2fEd0aEJfX9xCzAzcL7S4cH4pdH77DcQ3XYjsUL84ZwKWhUK4evPGhh5IYHUsdjzbldndP5xcBEehxAhK8PT5Aat7aIOAdao/gzR8dB8HZrp9cH/uz7gwDjJTCrYhvtRJi8zKVray8Cw82J6vRh5e+vEGHfwXyNMMMTwYN2vJoDU6K0GeB7SpPHXnDdWP2p1/ZaKXqFMKUtefva2G6WisCItCLBDr8VdeLCNQmEeg+gcp97YnIn0WYGb+18DJvtzNmVVq52mFW6z6/ZgsoomjULsOSTcHbFlHVrKzP3ykBqxCeQ8WGlwsTRLS7sArehLRS6DbPxXN7iAJBP+FbD5YP3htB7AbILAhnZd8fkY233YOr84tAjxOQ4O3xAVLz1giBs9ogRKEA3MwtBWH2ujhGZIYBnKy20NVBy2WIx+YFJB9gRADF5V2IEq4NKF4k3MsZMcJFJwRvnhQC9dKqnI/N/Msen5ur8vc5H05EFsGFjfX5zQydFbBAscuVLpZ9N7Zv7h/b89mHiraxPOw9ttdP0uyreQzghUlorQiIwFogIMG7FkZZfex5An6l+cveoqZC3FIIuGXn2nTYnpHNQC6ssae6tFwyEsGgF145ueDDwlOvohNrHEzeml94D0RGDOfWqUKLLMPGIWBIfjPSEK7N2me9bZsiFk2mSM57iOWE8edmt3E9j80g2nPRi2Um1NhQjW2LX91ccifNHR73zK1kk5NP5Gdp1qJ3ERCBtUdAgnftjbl63IME4pFWNwpWL/gzhk7wxhTeEmtN7FIMhYhAQMslk1G0xcoL4XZCTi5v/JqP35+y9/ETHV948i4Qc5B1x9c1l7g3l/N7GSxwOaOwzRdOtI8f01kTLkVisyDpnk1DJDI8GS2+DXHZ3NqmdzSaE+XiKQhYRlCgcJ2Vo3xnO/P/0sZNG1uRi1su5AqXHcBJCBOfnVmofGNCjSh17bLTpq8cesBFYJKJ9PynJ96xiUvTbv0N3PXDO9hyFREQgS4TkODt8gCoehEggeoVcKZsYUmD1AqT4Xbvx85PxLXYHPg2rqXS1HRNX172PRc8zQ3USzmQxr/N1fl+udxqbs93anygObRZuDhXOTbX46z5ufhPvg92a6xp7N4Udrlw4zlmD8S+DS2HFbPrZndtfMa6FBvyFmBD87AsF4ez5+Ch+YZmjVjfrG9OVU1xyZOlsJg6ALNu1MNNQfOss+dr41t+IzKdIFIEXBB8CttmZWg7l9E29jWnmat5PKHACjcPqcctzXJimdt9KOOq59uu4fjCcT/eft9U7bGt6zaEO7dthzmZ5z6xf/MM7X6X4G03YZ1fBJZHQIJ3eZy0lwi0lUDpcGt/iFOIiOCw+3KbtnWGR/vHFVJbe9FbJ09hvcyzr+FbbgZW7gJjzs5aAykU84I3LvGR+PEyKyjnruJOyOHVEGOzu3J7vsh3vDiCJ/xJZ4UbtzWHdu5+zcqwrlnmGGaxas6G5g55Dcc/LLkwp8p8v+ZnfphFMLsefq+4VuhegMAWHSm0KoeorFSGj/XRhmX5RG/ntpTNcSwGwM2FyKqw3B6NPTy1mCPo57SYYwBPCauabzuK0c6nDdefcdsTpT31DZXg2HSxduQoQ7Dx/Cdqm3O4FkVABAacgATvgA+wutcfBIKvjbauofg9d1z4754WvSYuwbqLR8NrsVDW8DU2klm1Ynb0EMKywc2DAtSjpZBYIPRoBHWa6hYH5HZUqs+8zLLjx+a62U3cb654nD1g9q15fKOa49twwIktx9c2FmDJZG2NGmfrnbdL8yO3MkE0XVoDtIufFzrv0mdBXdiB4jPPugYQ/NxE0ayrXe9DELwTR3kb0ezzk2tif5g0ooSefXNi3C4aOWYjXmzH4sBCl0c9ubDdtAAn9M3Afs8Yq5zr2tgXKknkHT0cuIcesTQs0eH3ZFSefF59EgERGAwCEryDMY7qRZ8TSOCC0LLCH37HuQ7/XJ47d+I3flZFtayKfjkR4/L6+JbbcprZAcTDqmFyYAxzZlzHDQGsfXRzyOVPU7niQ0MOYdvcTs4+Vp+7aunlJx299K4r3EohWMtcwyN72xTU7dFqMbeCUhyupOTCFocEIUQiElBEMXyeIX5pgW13Yd1lJAhhIgr65/J9fmFvaIg/vVyz3/nR+XZmedr+/KK77K7DY7m4n0+Y5+TEPA8Wa9wNQPDOXDFSNGeqCombJr6l9XrCwMPdcuad30F9FgER6CgBCd6O4lZlIrAwAWdsZuENK11LlYDfe2coeE2WOr7F/LDSkwzW/jEmZVH0bt6Y2ZFJ6B4IO4reWgXCFz6k1Lq58O1xTrwlSmGdLHmJnVOq2IF6YF86vDGD5dOpwoof4bWirNG4Vij6+Zg/hVrk5L7c7QP18DJqZ6GoptAuFh2rzMCPF5PmcgE+r1LedlDEDruJ/cWPzra37HrMzh+etLsnh+wpuSTQaM93cytvXHftnNHpS0YCWzdR8WfOWlfxh5LJaO/e72Zurq57fLDncdBHERCB1ROQ4F09Q51BBFZNwHPoaLv6kj+SjrPTkE/1ZSmC7huSL6x1wUuqueiFFXEMj7SPTDkWFl0rQGzVqnOEL7bnk6Kohdqt+NioFRSKWR9uKruLVWSSS+3Lh9fZH9x3hv3r/k32L1ffZs/fcAgicBj+rct/UkCB6SGKBTLv5hZRujXQIk7RvJD4XEFzT7orrbohfn3KJcemp9GQhXhjXeClNhXjJgV9R5Bd+70fnmM3Xfo9G8O1PYn1863aPmIvc/hmYte2leo7dpSqu75fLX2/6kXl8U2xu+/xI/ijoDlZgvekg6QdRGDACEjwDtiAqjv9ScA7qwV/itAEsOlaNmUviQ/WNmd4bN+cpNWfVFrbaiakYMKD8WFYeo81zl0acnPxGyELXa3WiBpAn2eKwKaXQ2tbsbyzUY5RusZoSwFC7/RyxYYQZeBrR9bZux7Zbp95YiOmZsFyHdSdP7j/DHvOuglbH0SY1PVUEbhYjZxg58HamVtRoTiRmwRuDbC6YnIfXQLaWSio2b9SucE5F9pPcWvAxEv46s4kru2tFmzd8JT9K4T+Xzy8295x5oP2A1jrqYPzmzyci1PZcgEPeBUcc1oYj148PnXx9yfK36vUaq5vJXfLphckuKtZUF+3q797993UrlPrvCIgAisg0IJf2RXUpl1FQAQWJlCfXHj9Stbi0W8Gy5YdKf1CBp9Mh8IF/6ucIBBByNGyuH40s0PHaOFtuDsUSrPCt46wVnB1iGqUY7AF4nE/50C12+J5ooUQcPhQQ0QCTm/bUa7aeBjZ94+O2Z88uMv+6cBGqyaewXJpQxCD8M6wbxwZt/fs2WFv3/WQHZsayo9f1rBDKSKCFyo8sTddXEvw42UbTqyd27rWLdNvuIgHG8gEmPsQA/U8zvApRtsOwnXjSORBrqY27Nftj8HhpzYetLPg03v/TCnfh+ND6zxTC/MkddwoUFJftL5y0YcfzZwk8Zy0nLmjm6adg/sPZT59XFREQATWFAH91a+p4VZne5WAM80f6FUWCBgI3mdF9eTaDKl1Gw93V3nOATuclGnJZGaxDRC9BxGqitm5mAiBlsKwQOGLcFk112rwLa1BAPPxO0Uvt7e7NK26m8K6bYFV97Fqyf7gh2fZ+/dss2MQfTshdEeKtdw6GsGflxEaTgtr9hcP7bCXbD6Qh+/aXwvN583PEo2lQGR/KHibcXn5uQ4XmBQilMttFfk4P7Om8eajBPeSY5NPbS3XMATZkSiwScw541y0/7+9NwGz7KzPO7+z3rXW3tVqdQtJCGFjMiwBjM0gFoPMZgfbgGMnjvNkm4k9iZ8nMxk7k3g8YxsyTPKYwQQwBMsBvIGxic2OMasM2GLRgoQkWlIvanV37Xe/Z5n3/c491dXV1bX1vVW3qt5PuvtZvu93bvV9z/+83/+/D1Hs77Qr5t88eIv5xHPuRlQ7slFtF4Ow/l0IXvab+Xbpd7650rx5xI1HYy9JO60KFDHs7ZWLqc8dq4mACOwpAvqr31OHW4MdVgLdcwirXVODvOWPftl9Qxo6kGxQcfjBV1uZAEUuNc++MdobQAsiGEkcrAij2LPCF4ekiMpdLQhfnETY7AWMIPLzfjeKM6YYm0A092ixY6YR1Xzzwzeb337smDndLJjjEL/Hi01bRYx5afNG0XuQEWBEdv+fkyfMb992vznXCmHh5unOlSIyX492BmTysJaGfCkGR2n7aGHM5SLShQ3Q1sARWEGNE4ky0pPNz0Og5x3pdZKc6eGdhU2jhvy7YxC3tHg8tdwwn4Sl4z+ePJ7+rzd/z5meHbPf9RCKmGOKkdrBhVBuYp0TldYzjhY6R0+2CydLXtfz/Unn4sWuWUBiZs+al3MiehQBEdjtBCR4d/sR1vh2BIHUv7ZKaxQQUexNJrH7Rpe5Zu0l3R0x9G3rJO0NLExh7Q2I9NJHygn8FF4xvAJWcCGTQIB0AFHXhdUhRgSUQpCCClHQDaVEWHmY1HgxRGsZmReOInLbSjzzvjNHzVsfucFOQptEwYVnji6gL8glbG0OV26HAvhooW3ed+qI+alD58zzxufMd+tl6/29cuneO1jHw9gYuea4beOXCI22hjKjvHi+TIPaz/t1R75kzUwNLk428kh6vn3un27bCxD/HYydUWt2lVHtw4WW+dWHbzKvODCdPrVccx5E1oYqjmXeX26bPt7ryt0brq92jt9fr94fVmbG8VfWOne25NQ7SABssIKaCIjAniEgwbtnDrUGOswEvCoqI2y6MZqHkGUy+mpIsWNJ0pWdYZ0sGenlRDbaG6YXMtGLzFZWOGXClxvKcrtWx5DlDWnMMo8vI77ZpECKxo00CjmKXEZ0R5BLl2K1CaH7kXOHMCHrBnPX7KiZ9LvmGaM1m4WAUVxG67neSo0icALRzyfaBfMriAp/4Xl/Y2iJmIYVgCJxpWYnrHGgbEsWoeCn4OXJAD9eFMPZkn2/Z3oyWw0P2rMNNbqUJZNHUHZf6BYhdCHQe2PpgMV1hY65sBCaf3bvbelfv+BrzlFYPRpuBWPJBkNWzGwR+LHztLHWLR87m37ccSKn3aUrGMZtzMpzbV027mOwLT+fGOxetHUREIG1CEjwrkVIn4vAVhBo4sd6s42/8S4qqhXcN9K5eRWNs9mt7/r1aGcIILgmKHppb4BCob2hp53s+BNWQMD7tDRURjyTlFnEIrZpzSJEg3kpnVHK1RpFGA9VE9HKIqLwN1cauGRvzJ+fP2DeDuvCFzH5jGnFnl6t2+gsBRvF3dWE7tJ9seraLdjely9OmPeePmr+ybHHMNmLs88yAbh0WT5nBJQFGvBtwatLy9ioK8bZhegN+pMpb/muL3vNqC7Zl5CerN2+1A8uRFsCLQyM8FLs5hz4SC5PH6mbr8+Nml/77o3pL9980ol92iIujQebtkN77kTtWS6zPTQL3XG37Loe8/XtA4Qt+vm7fFjslZoIiMA2ENiiv/htGJl2KQI7iMCln/PNdBo/9HHpVhN5/2PqKbq7GYIUvdbegDLEnMjG7AfeCgLWCl/sgBkBShC+RQrfVgTxC3GGaDFdDlcTvhRp3OQt8KCWw8jchRRjb0Eu3Y9d3G8tDccQ6S3A2kDRlmUZYHxzfY16vABRdxC2iP/zoRvNq/ZfMDcgZ+9jqMLG95c2Cnmmq7MZDZaIXS6T76+FyWslFINYpoeXbqZvz6kHSxDXs3jM+pZtmnmHY1QEeQKeZJxiWHb5SPiZlbYIlf+Hu5/Wff7+uvcjN857p2oFiONsfW6L1p7vG69//1iQhvNe0tpfvIiq0s/AAketTSRbcsD36Z8MeAfavAiIwHoISPCuh5KWEYFBE6hu8Lr40v7YX37nDWknxvQftc0SYOGFIoKi+8eRsmyJp3el7eURX16CL1V8UyghFRZEL+0OjPjaErdQv6zgxiglBel1EKOTmJD2wHzV/KcHTpgPnD1iMBfO3FJtmCJEKUUurQ6bbfT40gf8DVgi/v1DN5n3/J17TBHRUW5zqd04szPQv4sILzu2pPEVbQ0d5OON4Lmg6F+2yJKl+/OUWSKKiPD6NkJLMZ7FnH2I8TaYTMGawT6RaQGfkdPDCwXTaITmmQdr5l/e/rD/jEMdM9XwrxCxLfh4Dxe7T/mBscbxb9SLD3U6oZcmONBMNLw0hN+foWgrIiACQ0xAgneID466tncIuAlLom2yOU4h8fw3JLgcvr4L4Jvczy5fjVLTil5cYreeXtgblk+kWo6An1MRUvgWUcSigBRbbeTw5QS3GLYAemArfmxuRD7dU/DY/ucHn2rejcll5/H8eKmNNFsdK0gp7DYvdbNecX2K2xOwNtx55jrzD44+YX5wfNZOYMskZLYcdR7tDOyz7X/29uK9FZxYpo1sDVWI0DyqurhAn59YWwP6U4CaZdW13MdL/3EDOYfpRWYOXo7vsXrBzLRc8wMTTfPPX/C484++75wJq20nvlA0pxYCeHYvCXiOo45UbvurrYnbxptP/+LFykNRUIA/+TEsdBGHDQdaTQREYM8QkODdM4daAx1mAg6iU5tq+OlOXOfHEj95uq2YuqmNaKWlBCh6maeX2Rtmlk1kW7rc0ue58KXIKpYz4duB8PVghp1reeaX7oHQffQG00DFsAIiujeVmtZq0E6zqVP55DLKumsJPHIiHHPVzkIk/urDTzEfffa3zCgmxi1AOELfWt1Lac0Ka3xxtX1xHG1wKGN7uQBeOt5+PmcEmRPkmK2hVmN0PAu+0sNbR2qx6a5vTs1D6CLc/KzDdfOPbz1v3vi08yYs4yQRE9faT1RtYbiQ4rzXX/YPm7ERYvqYbxtpPXNibObPvDSNPBfq2rqAsfAWtK3ZyxYMRLsQgR1OYJO/sjt81Oq+CAwZgS4uvW6m8UfdDbyfMCycoF/WzSBccZ28OMUEPL2cyLaYsmzFpS+9SQGZpzRjAYtK0TO1csGMdBzzs+Xz5mLdM4/gcvyZemjmusiXi1VLyDU7Esam7CemiOMYsF4uWp6bl694nNfbWKXtGAT1XZgE94EzR8w/vv6Uma5XMFGuF63Fxlho7Gpil/vht5GeZJvFAraGgX61ehsvMT0Zdsx+8a0SWDwwVTbfvVA1f/e6efMv/85p86anTBu/BKHb9E3zQtkyYtEQ+nZp0bBuhSWwbAAeeXyfv3/h2YdPjjkO0jYcPPiI89iZJ+FRpkl58K1+LQlYBt897UEE9gwBCd49c6g10GEm4BzYaO/oD2VJ1gRhw+BHHVQJuAb750Z3vieWzyey2YpsEL30mtrA6DpGT9HGwg0zqBB2uNo1v/ack5mKQ+nnM5iE9fhswXxnumK+MV0yD85UzPfmiuZcDdFKiFUXx5UTzcpBYu0QFH6MduZtrSgwl6RgrSKy+1aU4X3NgfPmCKqxPdEu2iwQFJUsmbyaimWUlVHrDmwZBfxKDNLHy33Z9GTQn/TxJrB3cOLfPKrdUQG/4xUPm3/2tLM4sYMCx6S0FphZ8w6YkAv7xuEwswazS1zeEDWGreH6cvOZJ0qV/WdanQvGfdjxvJnU1a/f5aj0SgR2OQH9ye/yA6zh7QwChQ2ngOJPvmvieviTnTgum15UcGeMduf00tobMJGNFdmmZhHpRdfzPL1rjQIazAqyhYZjQq9ohawHIXsUOXaPXtc2Lzg+Y0Vntx2YC/Wi+S48qPdMVcy3zlfN/TMlRIEL5glEghu4rO9jvVFEgasQwSxSUbAiOBOiSyuv5X2il/cIcvHegwlybz55o3nb999nvbAUkz6u6HMy3Voilv3vwseboOpabjPItz+IR0adOXmttgABC/F6seOb54zOmuNPvwjlHZrahYpxIYg5eY0J1ZY3pnhrstMrNAR//Ulvwbv7dA3p1o6lx08cwXausvAK61/LWwsL913L6lpXBESgTwQkePsEUpsRgWsh0E3wK7+RRoHbQTxsfuKNKYQQRYBCvBsBuL5lqYkY6WX2hkmI3tzekE+sWmsrzI7AvL5dqEu4GzApzkPUFE+Qc5ZRWKbXCpAW9rqRhrluIjEvpgiGKO3At3oSUd8HIHzvmy6b7+DS/j14PI3MBBdb2T/brDhWDlKI4BjVx3AChH1ZCcc7G/VMzY2Vpnnn40fNz1x3zjx7bMZ8e65qihS8WIYR69Ua+84CFLyxDDP9wYNq2cQ1VnhzzMx0ai0XBTCvtRzz6AOhueEG3wSFZMVJduwTu8bIOP3JfG458AM0Fz7p1G/MvOjAk413/tnLMTkOVdsQEl7N0pGt2a97Cd5+kdR2ROBaCEjwXgs9rSsCfSLgcB7NRlvJ3J6Uo2c5LBwVbGL9je5vjy5PYWQv7UOA0dM7h4lsFGjrEr29w9KBh7cUMgPBpYliFGasotZBJDOFsOOiFJkePL0BIrq3jtfNrQcXzOt4MgOhPI+JjadriATPlq0V4oGZsnkcfuAn6oE53ymw1p79GnDdEvzA9ATvD7vmyXZo/i3SlH32uXebCdgcYnedCXbRF4piZmsIIawH3XhiMTbqmqnpxBahYG5eH+WPZ2vIdDEbmwP7XBSPgJjtMV3aHx4jRt5pOaHfmhFsNtC2RStqafnCI7W0PrnvEeRAHgF17GyLWqO+RTvSbkRABFYlIMG7Kh59KAJbQ6D19Q1MoOlpj/BY+IY0wE87xYgMvAM/UJzExWIMjCHO1DLRS4G1lhSkiKU1wgoxishlK1C/0Y/NxqBrEjuYLIZ/mhHldZi1AJ8xA8EoilU8/cCCeTpE8I9xJUSK52F5uA+i98G5kjk5WzL3IiL8ECLDTzYhgjGxi0UsAlggPnf6oHn7/mPmF2581Dxmwiv6wH2v2Nh3zBFLIT5tVHhZ31dcZ5Nvki/nkd1wzDEnH0VOY+yXvFn6+fz51IzgZCPAiR37s/xkg92iDcIDK+Y9zhvPFRwnxonF2Nz95924NHafOTyGUsVrhbfzDfTh8dSZPmxEmxABEbhmAhK814xQGxCBayfg7l+/4HXww540k8NJ4L3O4Mecl8DVtoYAsxbwUvtkFZ5eiF7qprU8vbb4BA4TBR3Tna3W7JHkHZUaG57zQn0bhSBSZHWwb+E9pjHjfkcLXfOCkZZ5wVHUKcOle574nIPl4fRsERaIivk2RPCjEMBfe9I1v/jNW82zR+fM3z3esnmA7cbWuLO2BoyRtgZOXmMFukE1CupOGyIXtoYTJ1zzvZOJaeJ1EX8ajYYx586l5sRxnGjwK7+8H3xNLugj06nljSckESYCtuK4/oqbXPOp75bM2TkXi+KPSE0ERGBPEZDg3VOHW4MdVgL+U5f/gq/SU/yIe3P+T6Xz6f4Ewie7GL7K8vqorwSspxcibBJSdIopy7D15RHHpTuEDrONQoxiebONgjBvnKhGEUqrQ9pGJBhPXUxkCxHNPYxsBoePzJvn2Elx6B8+v4iJcR9/YtzMJxVTQ0dSrMs+r/Wts/uE4GW0FdnVrI93eYQ671NfHjGQJiw6ZUxeO3a9ax59DJXrkHmhWELp4Vl4qJEbeWLcMS3aeFZojPLaQfUEMBdhNbtq0J368Vs5edAxf/EIrBOFtUa+wsY3+dY7Ht7kilpNBESgrwQkePuKUxsTgc0RcG6AUXE9DaIGl7K9dGrkDWkXE5WuQUCtZ3daZmUCFFH0mE7i4+n5bJmriV6KUQpHemETqEW+7ofc4na4MTthEU8Z9WxxQhz2wz1Az9pJcT48wYdQ1e3nbj2LThTgQcY/+6hoRsHMVF5rNYrIFjzGddgqShCejFQPXPTCqzs26pjrr0Mat7PwJKMPjI6fP49UbRXP2hfYj6UnARwHMzUwok6+lgKehKFrzkbJk2emGubEIcf8c6QAtOzWGnifPn/HR/u0IW1GBETgmghI8F4TPq0sAn0iYDPmr2NbEC+m5rwgnTPPZ2VUm1qpH+ppHbvWIksIgDknspUQKZwcRb5dTGSjAXclTy8PD60BzDVLS4TNeIBl+92siLN32ReC93ZSHKPAmBhHFYhTJRTDSEwB3x1OBqMIpzWC/cvWurJX3CTdEhwjRXW5BJ8sxjGolo+jjSjuvn0OsmS45sknUZQDJxi0PFyE6D0CIUyeSxtFOE866OON4YOmGPZdpHIbb5k//sQLLvze1643h0dbWyp2s/49vLSbei4CIrBNBCR4twm8disCSwkkX0fobD3NqpLCT6QBjIlWiaxnJS0zKAKMknJiVQq1xYlsFL0rRXopvuj3pUhey8fb777ya7J0UhxFNyO7FOoLDZTvRfJaOCRW7HfeFwpi2l7nehkHKhCftHZcTSTn613LI8U1J6gdOgj7BrJcXJxBajdc0ZiBtWEEKeIqZXib8Tm7xsa+kLP17fYEucs3oM7T7uj8mPdUUzEbTP9nt6w7ERCB3UBAgnc3HEWNYccTQBrV9bb9xvFenyJylc9rWu+KWm4ABKCyGO2k6KXymqGewnsrFTKjEO5w8hnEMQXkFROvBtC95ZvEbm2jWGUfxsoQ4Ij6ztUZSV3d4sDlaRfgsoymVhnpxfeWzwfRqFWZ/o3V066HnzfGGQN9vBTr5y8k5sYbWJAjE972hILc8Zqf0+Jr+4UZnvXmiHnBDd9YuGkS+Sm8nhIeRIevss3PPnSVD/S2CIjAlhKQ4N1S3NqZCKxMwHtsHWZcRLPSE+bHompyfYpLu/yRV9t+AtR7FIsV2Bt4SKZpb8D/yyO9/IwR4UVhOSChuF4iFNzMeECxzpK+s4hQMwLNTAfs60qN3zmKeRvpxeMILkxwTNzW1dZZaTsbeS/36t4A0RvBt16H/5i5bS8iX++hA3gPft/Fhn5Q8OZ/G0wFN9cIo2cevjhbLZxFajgoYjUREIE9SUCCd08edg166AiMrPWnCDnBerGu89MpptgPSlwMHZcd1CE7kQ3icRKh9+m57AgtFb1WhEGAsQhFUN5mtbuEKwUrI6P7kAGBQraBCWrsN99bqfEz1kmhQGY0u1rBBDgGTgc0JHKjtSHEOeHxG5i5ITY1+I/PX0Ru4pEsd2+7dwJI4c2Ja4xGszuJVeJpI6iW5lvpOm1DKw36mt47d01ra2UREIH+EFjrV7Y/e9FWREAEViXgPQWqY7UGERU53jOjmfR208JPOX7U1YaMAA4LhR8jphMQYrM9u+hlohddpsDk5XZoskFpxA2DoTWBkVv2m1XV5iBmFyPRy7ZGIUlBSWE5C4HM4hYjEL1cflD2BjKk6GVhimPXe+YkRC+jvE88AWsDcvYykwSjuexbVoAiOxYefuESP2nXWqZB3moiIAJ7l4AE79499hr5EBGYweShqzUrMHCHbEx/j0UnUkatFOO9Gq5tf5+e03IxO54UjkvLEDNauWhrgIgblEDcKASKQX6tmJ+XE9IC+HoZwV1N9HIstA/MoygEWxV+YCs6s6Fnb/bxPhe9zNZw7GgmelmGeAx5eScnHNOktQF9yvvFkw8Gnr2uUxuFPu5jV7QpERCBHUhAgncHHjR1efcRuDh/levHGCr1A1IyjBRD5ye8IDYJw2tqQ02AojbL3gAPaS/Fsi2KgF5TFEaYvBaw+MGAxOFm4VCAUyiynO9+ZELgBLUGZoDR3rA0Up1v305kg+hdQPw0xrrjiPRyfLxRePa7cZssOlGGuD6BSWsPPRKb08jTW62gwjbKDvNkg33ljWh9/OV00mR6qtuctxkb+t0hbU8ERGDHEJDg3TGHSh3dzQRuWNvTeUfqObfFHUyMkuAd/q8C1BajoxVEepkr2WZvQK+tLxaftRkFxuV5akIKs2Fr7Dv7Oo4Syj4Mu/MQ7RTDjOgu7y9FKMV8DRFWPh+vYhmsz8g2x9fvxn3QszsC+8VTYGd44LuJOftECgGMiDTEOvtJwc7l2A/4pef9UafhMPeamgiIwJ4lIMG7Zw+9Bj5MBMLC1f4U8euNX+40Sn6200pMCmGhn+1hOnKr94XeWKbv4kGbQRliNqb2YhSVhRNsVbDlCnL1TW7Zp3mUdhT9D/G9Y57hTi/6u7wTFJcUmYz0UhFTKGNRK3qXL9uP1xS1tDCMw8rwlBtdc/LR2IyPubhBDMPry6wTHk4MY/g0/LbTGI1QaWNIOfeDh7YhAiKwNoGr/cquvaaWEAER6BuBtIuQ1UoNk9WSbunmuOC9xHgd6KZMNK20qN4bPgIUZozmVhDNTRGRpL0Bepf1KYzN6oB/gZkabFgb+0+RW0CGhP3jsDhgIl4LWSaWpv7K+85vZiZ6MVasN47xsjHS2+9mo7fYRxPO3IMoTNFquubx06iq1is7zJMJTljrNH2cJLamguKT6BPJq4mACOxVAhK8e/XIa9xDRSAeQQhteaOCYIGJWvuNSKxUVnR3OaCd85oRXUZ6aW+Ym88mU7GsbymEatsBjf138RW11dkQWa1BaNJZs9zXm4veGlKbpThZG6tky9l5ln0eZy56WYKYOXqbrdicgui98UaUUobI5l9Uiv/CgrkQBBVMymPvtqOputt2UNc+RWA5AQne5UT0WgS2gUD34Ap/ilAUTsstefPJT+ICuKK723Bc+rVLylqKxhImqjHSO4viFC1cek8oCBF4HEQUtF99z7fDSDQ14wj85iG+rsxAwTFZvywWyqU7hSg/b6JkMUPZYyOoLIcPrYWjz5qT+6L1glHoG08gc8OjkbmI/LwHEPX1mjjBCBNcITHNTht1lLetPblte9aORUAELhFY4Vf20od6JgIisDUEvJNIKrq8QSWkYfjitFH4gbQAO0PSZ7WwfH96PVACvMwfQ5gx7RefX5zrZRxAPYQBXPUfyFjYb04MK8ASO4lCFdbXC8tGLnqX7pQV25oQ9QY2Dub3ZRuEsOdfBftk05UhR++ZMwkmtLmmVHIQiU5N2/XmKYzVREAE9jYBCd69ffw1+iEhENyLX+wrWmKipxV/NikhtIbL37LvXgFox73BS/uMRo5wIhsOaCd2TBWX/mkPGMRl/0EByrM4HEDqMubhrSGayzHYLBRLdkqvLyu3cWys5EbdyYhsvxsFLdOVFQuOOXTYNTMzqZmYgBDH/h3PnV5uvej3/pdvj0eXbX9JvuGMhO5FYPsJSPBu/zFQD0TApDde/qfoQASl3cINpuv/KOe7K0K1s78kjIzyGDJ9FzMz0A87hpy1U4jyMs9tCVFfHHLrPd0pwpcWBQrJMaQhY6EK5uy1k8UwtqXNRnoxxim8OYlI76AsHOTLDA1lRHbpr+gihZ8Py0i37szblBFLOzWg5xS6PpgcQJYKti89zhC3mgiIwDAQuPxXdhh6pD6IwB4k4B6ZvWzUjhebqLXvjfGsM2avd+M3XG1nEaAA42FjdTyW7WVgk5aGFi6zT2Hi18Jcgs8cUxnzTaubWltAAWV98yipFb4UwcM6bI6J/cOYyqzOhr7PIvUaI9hLsziQQQgLRKuNfMRYfpye3t66gxhaBxaLAiK9pN9pox5Guz3LyWvZ0ej/HnkyU8bYSxgjxzWDY/vrX8UxjV3z7r/FGY2aCIjAUBCQ4B2Kw6BO7HUCtZkDiwj4Ux3HqV/0vJ/2/Gggl4AXd6YnfSGQR3BtFJcRXNzYmIeXWQR4ub2BPMqtFuL1EIQUvilW2ncAtcCwbAtZ6eh39aGY6IcNIaD4yGghVTO3T//r4GSb7e6m7tg3Tl6jyJ2kxQF29CZsDIxiU+izz2wcTwtidAYT9pinl9FuRoT73fj3Q1YuWHpdU3OP1R91g8imJeNnzJTBiG/iYCE8dTkTj1dUNtgRjpsC98CkY87PuuY0Tlq+cm9g3vlZ33xnDjvwAlPhvtREQASGgoAE71AcBnVirxNwRsYXEaCimnE78fPNTP2ZqY8ooH40F9kM0xMKHjYKN4pWPubir15LTQNZAhqI9rHcbRxlC9POQBHIZLwlpKILMWEthlCy6+Jtrk/xy1y3fI9WgSJy4Frx29s+lxlG2wN9veTASmssVEFvL63nVrQTFBpFMUXvLETxJJZjNHsQnl7uiycUYcUJnXrpAFKkPeRB2ELi4lhAjMLqUEwKxsEZSQdFKqB+UYYYqdS44job+85cyn96T2w+8C3XfPqkMaNITzFfj8yRqmMzVcxefuFmnVvWYiIgAoMgIME7CKrapghslMBIL1cnBAL1UKHm/QMmZUgZQtrIr/BG96vl102AQpPnHrxR2FG88dCkUJ/0jtYh8JoQuU1EcSly2Xj4uGyAy915S2Jc0ofqLZVdk0B7cbtsWNTeUeiyMUrZxKS2JgQwRWOIlGYsyEd7AKr92mW5jLUVZC+52ra2PApdxqQ8jnm2l7qMPl47PvSOE8lob7gAsbgfEWG+7g4g0kuunpeUfFO4Mw7dVxTj5HsU4G2o1GQf8iK3Ro1T75r5Cg4WKrGV0UNCiphiAAA4n0lEQVQK4vU2Hod5nND8wp+3zVwjMocRtWZUO7Rlwjcmnte7Ty0nAiKweQISvJtnpzVFoH8E2r2fWggbuA6PpB3z6m3Lk9+/Ue2KLVE4WYGLfy35SMFLQTvPqmPNJEt9BcFr89RixBSnjMjm4piquKdpLQ8K1HLVtRHcqCeMVwJlxTL2xXUZBW0gEwJT21IQU/gWUbSCQtIK71z4Lt3RShvdgvfYBUZ7KXj3QdCyulwTApf9JBM28qHXdwpFOPahHDDHNAh7AwU4zhxudhz3Q0mUvizxzTT7R99xgh16qFCR4gSEZxe4lrIhwZtijCxwcT2yT3BFbjcfH56qiYAIDBkB/LOjJgIisN0Egsd6PcAPp1Pw/54JnSMG/l2b6X+7O7cH95+LVV62pg2BYqyNWf8tRPQamHTGKG4HIjeLIvYEMawHVvBA+VD8sOXR2+wVdRUjn4juIl0VfbzradSI+UQ2bo/CGlfNTR3q14eopOWhCOsDS+lyOWo8Lrd83+vZVz+XoXOA/WF1NubDnW+gkAoFO5liRxTtrDbHfMRMWcb3+25vIAecGDhR9D/g9OBTxot/BLue7uc4tS0REIGdQUCCd2ccJ/VytxOAjzNrnLnvvilm0QlczqYwUBscAYpCyxh3Vowh0sgoLiODjOJS3HLCWdNOOMvet+tgGUYwc2FMhcsjuJbIZESwUPWsiKadYaMt3x92b/dF0VzDrYFwMK0BIfyo7BcjqBwH+5PfNrqvfizPSXusslYtZ5HoOXh3Gf1ltJeNFdk4hmlEelmcgqKX6/Tze+/Qu4sobrcQPxs+3g/gQL0Ku8Ze1ERABPYSAQnevXS0NdahJZB0kdcJpl2nED8vKcYvSCGA+/mjP7QD36aOUQQu2hQIGjcbxeWEMfhw6xS6bWRUgDhjRJXL5stTdC5ta4ncfFlux0d0NyxSgHEjlMibb7lA5xbYB1oEOhG+QxgDJ7uxGhrFL20P1Jdcpu8R1DW6b0eJ/TKLA1Ou0b7AfL0sq0xxywl8tDN00e8ZiF5Wb6MlpN/9ZPq3FEo6TbxXOsXi76Vu82eulf8aQ9fHIiACQ0ZAgnfIDoi6szcJJIc8/BjD1xmZH3c6bUqBvQliEKOG4ML/VtRSZFkvKR4Zbe0i8lejTaEOmwIEbhtikWKLQiwXlIyWrlfUXrX76ACjxuWyZ4VznrXhqstv8APbV6pLNPaVArKNCDVFOvvPyC+tDzZjApazE93QH8slW23g913sj/ufRB7eBdgbyJ0+db7HY8KJaxfnHOv7ZZ8pkvvZeL2EqcgCx/v7fq04hWwo/0s/t69tiYAIDDcBCd7hPj7q3R4h4O7DFP+ON+7OOT+ZaLZaX446hR+FoIt/5ayApcjFe20IW6YMY1YFpg1jWjAKv1zg0he7tF2z2KXAhLAOQscUisjMwElSA2wchx039sG+02vcRpqzOnzHjPoyuwBveTYICn8K4EE3dMueTHAy3hgyGVDUziInL1N7MY2ZFb0Quaw+t783kY0Rdq7Xt4aNpZyxVvN+0ZS8c8br/Gbftq0NiYAIDDUBCd6hPjzq3F4h4Kdd5L5PXht3gqeYgmuYE19t4wQWxR7ELZ9TyTJySHsCo7h1CFwKXvpGmULK2hQg/vjIds3iNtvMZffcJgXlCPLusmT0VojLvANksChscSLFFGe88QSAdgdGfRn9ZeSbynIrxC/Hz2NSKjD6nNpCFKyORsFLQU5bxgVOZOulLKPo7WsDlNRFJcNu/TdQnKKO3HFvM/3eR187rI2JgAj0g4AEbz8oahsicI0E0vnCbVBgfz8N48GKXYrAAbQBbXbdPc2FHftBSwIrmtkCDsyLC5HbYRQXQouNArAAy7QVxHjN9/PP7AJ9vqN3NyyiyAROZPptZdhIVzleiko22ivoo2X+YA/qN4v6ZlFXin9ypDAdFBceirw6GzM00NfbgBBnY+SXGR6mYW+YwGecjNdv0ctiLqhmyDH+lhO7czhEd6I4BXYEaxFm2TmcaWchZH1afs8TAwfli8cwGY8R60FxWr5fvRYBEdg8AQnezbPTmiLQNwJON/lH+Nl8KX88bcsf+7aH3oaoNAbRsN2rOjHyfXJMfJ6PbbX3ly6bL3eVflPIUbzQpkBx26Q7BALX5nXFujaKi3/pcoGbb2YrRAr3waGUK/CPQiRtxT7z8a32SCa9oLbtVxb5RXU3vEnxW0DklxPfKJDZZ94GEZmmkGVfWGqY0V2WJY4woY8nJTxxmZl34PmFUMeEN4rgfjamm4ugXP26eW+xWJjFF+TPzEgNVQ49E7URjY9wpQVRaMjiK3YbVFzzzZOR+cA3EtNAdDq0lUAASU0ERGBoCUjwDu2hUcf2EoHphn+bGyeeFWUUF5sYfK4RN7HqNa8ySCG3loygSONks5mpCJrFtQKKIsqmDcPIrBBfayPXTGDlDTC6W0RFNebejXrlhVdecvveJau8UdQy0tpA5DfA2RftDlb84peCk8uIsd/CndtjVcEyLQ4QujMo6MGMExTAPGlhcYpJeHqZwqyfE9n495LYP7jYc5vxh9JC+KPOSPvT7lxoug10BOnoKHhXaj4iu199PDJv/Whsbr3Jt32zJ1grLaz3REAEhoKABO9QHAZ1Yq8T8NvRR9ue+/w4cvarKOnGvg2MBPqYEFau+qbdwCx8CKVcgFudu01il33gpXEKXtsf9oMqa4gbrzDkl+gp4Brw01IA+xS+jPziRlHK6CjHZMVvP8aDbdHXyxRq+ydSM4vILvdLewP3MQV7w37aG7D/foteDqYTtXyn2fmgnwQvSR3nHnuclpwIXDFE9GkElobCpGN58TuoJgIiMNwEJHiH+/iod3uEwH4n+AiKBzx3xsT/hFZCtY0RoI4cGfNsBoSok6Dq2PYrS1ZVKyINmY++2Oju9ndp3VAZ+FxqAYkgfFmIA1ZbK3hDWB6YV5filwKZgo9f2/xEY907WrYgRS8j9nbCGqwpTF9mBTiWy1OW0XLRT9HLjjuIwCNP735zOvy4qSQvTV3z4A46XMso6qUIiMBKBFY7h11peb0nAiIwAAJdE1xMIv/9yM4AzSDFu1HEtA6kIDcyDksDJmHR07udjWIXGQBsdJcRyp3e8ly5FJ9MI1aDGKW/draGdGdM7YYx8jOKVT5utnFVRpYpfEdgG+CENjuBrLfBKaQx42S7fPLdZvdzxXr8ukC8x534qFN3/xD9QI4INREQgd1EQIJ3Nx1NjWXHEmhC5HaT+CuYGfQV+lCzeNmOHc7WdxwKhaKXIpORXhp3t1NopjClFkuezYBA8bvTWz4CRn1z8cvnTCc2hygs8+ny1miDOxamL5jilzcstqHG7TJSzCguo7nMyVuApYLv8ZhSZOdpzDa04TUWtoUpsJ+oGz0T36BPIJPDvjVW0cciIAI7iAB/WdVEQAS2mUCjgjRaIyZyx8I/pmJId4FI2g6kzK8bhK6pjMI3CwFMkbTVjcLbg1msUIb42+ZI8yDHTmFKYWszOWBHbbBnlgVGfufwyMwPNvLbWyaP/G7kkNjCE9jPxKgxo5VMPDMCPI19MKUaPb79bBS9MfqbRt3n+0F8Z1bwEHYHDhZXDlLOgGTEfsIxB6rI8rALovf95KdticAwE5DgHeajo77tGQLVgmeqBd+MF/wPhYlX287o5E6Hzly3pYpnCkgFth3WBh47encZbd4Owb0dx8/qwZ6wpQZsobIbc+vSgjAL8UsbAhs9vwGWW5oZIvvk6vcUuGRaRXW2CaYowzYoNKd79gaKXu6/X405epGvDOed3Vc57eSDDopUeDAwO7UI/YeqLznm9z8emw/enZrJUr/2qu2IgAgMmoAE76AJa/sisA4CYTFGMQT8sJaiM37V/aiDWTNqmyNgL31DJFVGfJsOzEZZ+yiIVusVxXaACV3FEiPMG4llrrbVnfUZI7kUtbbCGxC0YHOYgQ1hquf5bXexAN6nNcJaHtZxbHjBgxaHYpjaCW2lIvIsQ/RyIluTnt5+/7nwZAU7TRrxmxCmf5sVvPOZ4HVwbP/DRyLzu19NzD6cVKmJgAjsDAL9/mdiZ4xavRSBISNQM5GxtzQycTX+Qx+hMFZz2rABcsjGtS3dgQahbxaSxVTGeM17a6wFFNq8MbrMIOFedqUAg/3qUvwyIstSxhSoTDU2U8uis8zAwHy7bIt+Xyy3WssLVbAYxShsQNwPU5bRPsHocV8bDmIaJCZuer+QRv6vW3tDz9JwFJaGCVka+opbGxOBQROQ4B00YW1fBNZBoANlwFsLP7LdovtJUzD3IGODjYStY3UtsgIB+nl9pJuqMF0ZWA7aXkDvbojoX1Ac3iITK2Dakrd4AkBRu1T81lDYIZ/sttDMJqJR764lfil6eTLIsr7MzUt7xAWI3jxvbz9PEtkfx4khrJ1fNkXvX9sv0pYQ005EQAT6TaDPlv9+d0/bE4G9QaB66tI4nTRtR575k1rBeQbNitZTeOljPVsvAagVWgxoL4gBtLEQWwG83tU3upyDBMolZGbIYpuMPaqtSADHhZEWF6h4EkIBS7tCEyd8tEKwjHAJ2RlYhIIJSxgp53J8tAIU69r3IHpLsI/445zEBnvDrGP2jaemCl8tszj0rWFnHfTDSdz/VIi9Wfw9vq9v29aGREAEtoyABO+WodaORODqBIJ7kdi01zyINGfU+0Pn6YVfwaxw30AQ9DNqle9nTzxCJHHiWmXENSxI0WmnAxG9FNZhEdHdAsT1HvXubub7xMgvb2w4VDb/bpvV3RD95WS0IsQvSwr7EMA8lciFLpelCM4KVaTmAFKXMVp8YYbeW+TwrUKkQvRymd7mscbVG7dnO8AnXAGPuR2DVwkMqqoZFxueCH6nkKSziCp/hH1REwER2DkEJHh3zrFST3cxgZkf4s/5pZZ65jtOK/0kwl6vMh5+aNU2TYBWA2qYkXHfzE5FWb7ey3FvettcMRNVDry7LCEMFSQhtCmePEaM6OJ/K2zp7+1gghv9v0zzVuxVd6MtgsvyvIJWlUVfL0pFMG8vJ7IxiwMzOjByzENytZZ/N7hfCmwrbjExzlDkYltMQZZCfM8spOa7s4l55G9b3v2nnA+drfv/arTo/BcsgT2oiYAI7AQCErw74Sipj7ueQP3Z/Am/1NJCagr3Ox8Ipp1XJUp9dAnMJp4xgkhhRNFUxSS2+ZkoE6mXI9/ElrNVmAWCRSZ8pApQdHfTGC9bkdFV3tgYSWW0ljcPb1LUshAFH20mCC7TE74jyNXre6kVvZy0OMaJZRS9dkuX7ih0KaC9ce6IG+AtNQvd1JybSs3pC6m593xq7sfjI7xdTM2ZudTm/sWXxz12IHlbKXB+PHXc/wNrfvnSlvVMBERgWAn06Z/8YR2e+iUCO4PAE287dllHUxe2hoY76iyUvhm76Y1X/mRftrherJMAI3jNemJq80gBx0jhNf4LmAV0HTM6zqpqmfBaZ1e02CYIUPxS3PKwcXIbRW8I2wOjs3kaNJunF4KWkd4An3FyGwUv12NLIIDLEMIwC5kvPILI7TQELkTuAxC436WwhR94iuWSO1gL/zv4ztAXXMHySJWdZYPAgWfWCd/3mbfh7bj9Rpwk5/DadJGzlzPp+Hxudtacu3Ah27HuRUAEtpUA/nzVREAEtptAiByflzX+QofRfHcy/IiZ9X6Jl8qvVZxdtv09+iLiJDZUQIu6rmk1e5PYyHqTzUYKkYuVHlNmhVAbLAEb+e3ZUSh+mY6MeX4pdjnZjYKUnl8K4UMTKawIjq3+NoIUZlyXx6jAim0HHPOL/zUyb/8cTnyKiAJDtrqYdMhJc6GPyW9YpjSWTaLLI80cWS64Kbn59xjHMe7NL3iu+xpMZnszXrxrsAS0dREQgc0SkODdLDmtJwJ9JFCLEIZa3jDBKm65fxx0nF/0S6mfYDKPDW0tX06v108AIomTmlh6OIbRM0IUz6NfcxONEUOKIQro1Xyim9i0VlkHAStEe+KXft6olaX1Y5qyMISnGgJ4fBTvoTBFE1aFAkQwI77+Yce89U8i8/99OjKHD7s2IwS/ASwrnJ9U2nMg3FmBa1+s3qEoSU5A9L4zSZKfxpL/Dhv64upr6FMREIGtJiDBu9XEtT8RWIGAy1/jFVqQpn/th/EXO03n9s3JshU2usffolD1EMWjn3f2Igp9IOpHf+9GG7275ZHMu0vhrJORjRLc7PL4S7DK9NIjpgvi7AOFKFLkzEUt4mYtNi14F1gKuOJHxku7Jmo3TOnmsvnwl4+Yf/Oh2Bw54pgxRHfbvcg8de1mT1z4t4loLxOqvMjzvM8g2vvb2Nhv4sqM/AybPcxaTwT6TGAT/8z3uQfanAiIgBmLcW12heZgAk676X/QpO7tKZ7jqqtaHwhEiPjRzzsygUls05jEhlCes/Ta9Rr7oNhlZJiZGTRRbQ1YV/14ySnckqeXZpj1vuxWheI5bT0QtFC0CL3yBq8sRC3yVmMP2edWCFMMO6hUCK9C1ymbGadq0uKIue7WY+b+mab5+f/6NaSQ8yB2A4hdbPOq/dvYB3m+bER5Q3wp/rUTBG/0g+AfYiuf3tiWtLQIiMAgCEjwDoKqtikCGyTQOLfyzy4vvztF82HvsPt/JY348AY3q8WvQoCaiLlzC6iKVkaO3gYigkiysO7GS93VMksI98oWr3z41r293bUgYFgeK0Hhez1xykcrWPEl74lX6zfhlx6C1q4NMctZYbQbGDcwiV+AWbcIAVtG2V/ekHsMYjYJR0xaQDLe4phJivvw+The471wFMsUEXn1jfPU28wX/+BjZn7+E+aGI+OmEwfZPgYAHyPDJLmkHAQBCimriYAIDAMBCd5hOArqw54nEF139T/F1DUzQTv9mJ84P99BiHcDumzPc10LAEVvuYqiFAgWdtvJuqwNuHKN6LBrCqjgllD57rlmpShUKB/zW48DxSqErGMjsHjO1zYii0gsvCNp0ulFabPljBvi4gXsPF5gUitm4WWHeI0pVosTEK0QrFa8UsCOmgQ3E1QgZDGrzMeyELOJhxQKMO46SKabxWvRF0Z9bTSYj5FxcYCTxkUz4c6YEqK73QQT0mxP+3/wOMHUZmvodH693e3e1f89aIsiIAKbIXD1X9nNbE3riIAIbIrAhZGeYFhhbUoDLzZ/dF3N+XmvleAH3sa7VlhSb22UgNVFAFwd9cwc0lPRnmDTW11lQ1yejVYG6j3qul3RlorXnp5lANZ6aPjYA2UtBbmdAELSiWkrwM2CwYJclmdkqJzC2sFWzEKcMvpKsZpAxBo8jylcEY1NC+N4H2K2iNcQuQnErOOX8IhIrg3tZpytkMU+lloaHESHkTvMuF3kEOOO+TmeZX3hEzZ2CF3kZ9GYXb+3lH1/EHcuZ805zqlGu/2OmEmA1URABIaCgATvUBwGdWKvE0hWufDJn2wEyj7daZivu4H73EURsteh9Wn82SS21IyMQfTOYNKT9fOuvHEuGyADQAgrBH28O6tBDubC1j6i93YIuEM01LG2Aih4CFlrNaCY5XOIykzZZ+uniMqanrUgKe2DzQCC1opXWgoQla3sNzGjslbcQtAyEotcYAmsCDYHGKK5NgkuhSGB5hFgTCzjflLcnE4d/el9xr7lgnoROKWtlbe9h95zfp6PzS7be99GnpcsYz/r/52N7uKMqRtFb8Xe6oz0qomACAwHAf01DsdxUC/2OIFja/kU3DSJJtw/iOvmuS4z3m9ggtUeR7uu4TNTQwg9Vh1B3ta5xCCJA3TTlQKJbxXLFGrQadumd5f0yz7lXa8zuYC1EU++nUAWorO5eGRUFMLWRketCMz0Io0yKb9TsBcwKmv9sNZCQBEL0VqcNEkJYpY3+mIRpXXyqG2AKg4UsR6isthEiv1lYrUHifuz0WBEhDuo6sD92v7gkbMw2Wc7BN4tafYl73Bb4VgsWXIonlLs2uhumj4Qdzq/W6TY3QH9Hgp46oQIbAEBCd4tgKxdiMBaBJgIf9XGUqoN8+HuvPNrkA24oK7WbwIskEWrQhcZHFoNiF6aPPOGw2NFcQHezxDe3YFFd1cTdz1xaNU2RWMvKmsjpIyCJhDhEJt5NJSPiKJmHll4Zel9RbQ1gcXAgU+WFoPcI0urwSXPLKwGWNZODqOIpc+WghbNZrLg/gDDiuYIntyoAQM0+8LoMEUuH6li2V/cKPqs8FvymG0sWwZv25Y/9l7utAd2HynJTLvdfks3SeZdjtly2GkjUX9FYHcSkODdncdVo9phBOpfh0hYoyG/6GP+weATXsl9fdqBsFDrLwFoM05Iq8DawMcIjJmvl406jvqtiMwM9gnfXFdbouLs0/x1/tgThVYcZmKRwtVaCCggkV+APlnml80EJbMWIOMAhJWNxHoQoyEirMhYYGgtoIhFRNZaCmw0lj5ZvAeBu3SyVxJwohesCZnf1AozK5h7/cj2hX1G8MfCb+NamwP6kwtZO3b03YZml4LAuKzAXc8pGdffPc3FMUF54fs73e4fcFT6C909x1Yj2R0EJHh3x3HUKHY4gVaDE29Wb8woMFHrvD8oll/fhtBAfa/VV9CnGybAK+2UatbPO8VJbIzaUQijJHHJQ3TXBjd72+2JO/tq6fOlIpbPe0LW2gmwwQRHj+FivrbRUGwAGQYWhaLrZ75XO9krS7dFG0FifbEQsHjOiV8JJnrRWmBTc4UlRG9xw7oOLQk2otrrJr8m6EPm0c0is25nodcv9g0LUH/jkQ+XtcXt9D6xr69Y6rJV9uoLWmCibvc/wtrQstaGvQpC4xaBISUgwTukB0bd2lsE9p1Yz3gdiLHkU1HkPAj1cqsNIUl7rAfchpah6GVktzLqm4VZpLOKwR2qt1SFkKQcdrEAGxeEaLWX9nPxal/DG2EFLSd9Zcs6iMou5pBlZgJYC7JoLCOwuJXgkS3QVoDH8mQvaktbAYUsU3dBaSOaay0K6IUtQMKoLwXzEvHsdJn2i7YG7Nfum49Zdy/d5+K1904uavPHSwvq2ToJkCjy7v4tJqu9n7YGNREQgeEjIME7fMdEPdqDBOYbuCS9jgZ50wjKzh+WjPPvIwfC5sqY3Dq2okXWImCLUuCqf5wEZv5Cw4yVayZspyZqxZgvmCvILCpLf6v1yVKclmAv4GQvCFhaCxa9sfTIUuiiSEIWocUjlrdZCxjdxdmL9d/ayVyMAveEtM2SgElfsBYsZi1Y2vmritT8TIh9XLqCnvebgJ2sBpFbCMP/G4UmkGYi/370e0/angiIwLUQkOC9FnpaVwT6ReC2LBK41uZcH8Konn44ORX87yaEGtNv61rI1v85hGF2dR8+WazVbQSmCP0ST5SmwonD+zqFKvLHIjsBJ3zRYkBbAXyyjMzadFxIvcXqX8bj5DBM8oK9wOaiRZlbhlmtjYFR2QhlpJGCy2YsiKezKG0ekbVRWe69p1KtoM1FK96z2+KQdOBJYRhaz75wV7PV+lNGd3VkhuGoqA8icCUBCd4rmegdEdhyAqWzyHW6joaqa8Zrtr/tpZXPtF3/jpSz5XNxtI71tcjKBFjjIO26yMoFYQpRiaQY08FE5/PR9BOfqlz/vM9eeMGbfwDK9PX4B/NlTlg84MPM66AWseUPo2+CCWbMH2s9uTE8um3mke29tmJ2DRlEYWt9vIz2rtbW2M5qq+qzvhOw0V2kH4s6nTezuAUmrfV9H9qgCIhAfwhI8PaHo7YiAtdEwL8Xfs91tjSCkLo+/n1vLLiDGaGuelV7ndvbc4u5iOCitGw27Q9T/+DX9TAh0Cuk30ui9C437fxF4Id/Xb2+dnKh1UXJ4dhEQfWhwG19ODp3+vh8kvxQ2Ytf64XBD8NVcoQxvbBcQO5eVAVjPltoV5YcpjTN7ilmcVPbdQQ8pn1Lks9HSfJRpiGjAFYTAREYTgISvMN5XNSrPUagOQY/5zqbCzHVSbw/r7bS055rrtdv7DrBIdKaQJC6zQBOA0w/K6EkQxrd49bTTyNu/uXyjbN/VTs3Mm3ayJ4QBCgwBikLYcwAus1wYBBNd93HIqSH63S6H1h4cupoWKne4RXClxW68YsLoX+IUT4fdoZCGBgPhRwcltfFe/mNQlht5xOw5y84lLAzJJ0oegtPaBTb3fnHVSPY3QQkeHf38dXodgiBbgV5UtfbIMDSKJ3pNpMPYbL/v4I8w9X29a68R5YDj8XoKgLibgBohdD47WQhrnT/2neTL3bnO5/xRsJvBo1Os1tGRgQsYtsa0VhG8ujbxOJnkIrqPUGh9J7awsINs/PzP1wMvDscv/ByRPwOYgKTqUD4BoEHOy9SmuHStw8bhG3oH2b1Z1FgnbFkTIbsnmnGbPEIfh9wjHgyk8C+EqHSIXLtIlVdYkql8GOO5398pap8QzYcdUcE9jwBCd49/xUQgGEg4Fy3wfgQfoO7cfrH4ZzzC7iWjllRUrxEsEgBNgUEV5Hylo/+mbSbfKNYb/z3wmHz5el9nfuTJwLUao4M5tYjw0JP6S6uvM5vRE8YMx8y8t4+3om7HxirlD/gF0ePm7j54m6z9dr5Vvt5yEh21IPYRWwZ4te3wjfk68A1Xm6DwC4ZBaYIVts6AkuFKp/bQ4rvAb24iOKbdqdjxW0EGxFSjkHwMjMKKvKVimZyYsxURipvoed7tXbq1KnVPtZnIiACW0RAgneLQGs3IrAaAfdEa7WPr/wMPlQTu1+JHw4/7853X5KELBrQE25XLr3r36FWTRHFDWFBSHBL4+Qhp+F/IRjr/JU/lnyuedI9kyy0jXs9sidYky0itD3B2g84JG89nNyY4z4GS8Od+5LOnY/Ozx9teSMvm3SDl7ea9TvazXSSlSx4rEJEf114UkJEgENMgvOg0D28zvpFG0TWs9wOkb3S/WYJWJw4UDxOPLHoQMxSxMYQs7CpoKR010Zv+WfEaHypWDTVctmMjlTMvn2T5vpDB83R6w6bw4f2m+9/6k3m7MWpD/762977pWa9YS0sm+2X1hMBEdgaAhK8W8NZexGBVQkg/rjq5yt9SEHUSp3fL/jOSxx6GnoCaaVld8t7mQiEuKe3FlHcxEZnETlNow5MlPfNm+Rz4079E247vLs+XZoqjAEK1Sgblk1tOobs5eDus8vfKM4G8QqhbYI7u83OnRMHj97QTtIXNeenXocuvbDTjY6EJjT1dtPMJw1rkwhD3zD663mIBEMIM82VtU9wDNheNhku8wQPrv+7b8s8aQjD0EZtG8264a1cqtiTjtHRqjk4OWkO7J8whw4cMNcd3G8OHNiH57jt32fGx0dNtVoyhaBgT0Z4QuIWwqnCxQv/7t/+b/+TFdCrnTz9zM/+i90HVCMSgR1IQIJ3Bx40dXn3ESh4yM26wUbx54YpPITeLIqZju9mIy/9k2ycFe9ACKYtXFruOE0vib6Wlt1P4oMvhRcbd7UmC1GadiASA6QN6yndbNUN0u3f4rQ8MONYUCg/jglO7/cC7/3VcnDs4rnZV3TS6I6wMPISTH0aZ3W0djMyDdPKhC6FFSK+jDYWcPPhCfYhgD34gBmc5oS6BOsoArz2saKfutVqm0qlZF78wueb77v1FvPUm06YwxC3+/dNmNFK1ZTLRSuAecLBkySckKBUcGSjwI1GyyxEdTxHCjrsrpLEbxnx3JM/fNNxvLKmlrU7oSVEQAS2lYAE77bi185FICNQPtzcHAo3PdueLv9pEvk/56JIwm5pdsKZ1auZaC0hMpugkAOqy51J28lXnOviv3LPJX/lPxndn3qO6WDSGXVtNiUMqaKGEMRirl70Df2DsTN9z3Rt4T3jUeuW8ZGxH2ynhTt8P729GpYOtuoQV1gooXcUXtIGRJWDCDUtDwGjv1YA0wqBbBB4jyPPSCkKvPTQMzrug08X3ttv3fugOXr4kPn9d/2/9gC0wTWCjaET4YbnNVgTojlYHGB3IEtGbfMbt8kTC6KOovRTpVbrP6NWnolr9aW703MREIEhJiDBO8QHR13bOwSCGkrSbrL5nvNH9dD8HH7TbeRvk5vZ9tUoUnnzYM9wUGHDjTyTODEio+6DyH17VzWtfbxVN1+Out6ZsRuhPAqIbjIPaq70tn0EG++A56GARdJ5CGWDH2qkzp1+fP7EzHxwe3F034+VTee59cgccSl0UZkNidTgN03gNUVhC4MrAhg3I94+M0D0JsMFSInGTBCcDMdmo79Yc6+lQ6NQZTScEfC5hbqpQZgys0IRvtwzTzyJkwhEb22xkOxbB+sJrgpkApfrrdjwvcR/9zmx8ybWy4tworV7TjFXHLHeFIFdRUCCd1cdTg1mpxJg1qzNt/TTrcT5m8gxz7mmzWy+A9e8ZhJD1EF0JKh0luLRj7pfbofRlwoN9y8h7O6aC8yCn7CqHMQIhAmUcHazEvmad7+NG4DgsuKUYgtDS+NHFxrR+/xD4++baM4cc5vTL0sq1ZfETvCjSIk16WKiGyu4xYv5fJGTGdHJVhulivEf9K+NaDIXMC/jBxC/jAbnYo4DzSwQ9smOp7f8wGVCF98j8Kk1mmahJ3QpYotFZORAlLbd7tjILU8WepcElm/mstcUw92kawqR87AThK9ox41pE3dxrPAVvGxJvRABERhmAhK8w3x01Lc9Q2D67MY9vItw4jSCqvkjfzx4ToxZ5xQ+w9gYS6Pb0XYPEVxOtIutuGU0LpmLwvjukXr6mYXz85/uHPW/3Sl224VGFvlmvHJYx9Vf1hStOH6ITGLS26lq0n4fDu77znbHjjlp42WjgfdaiKwfDD1zkKKujSIZPqK7HpanYqago8+0gxtMq3ZCFSe+UfAxEhxiWT5mk+Fw8mB3hZMMrGdvGEx2nPo7qkFuDV23JwscFwfUwLgZ0W0hisvvDG0fbFyOjaJ4Iy3CpEJvtNoqheNv6LTqZ2iRSKOCQSVqRXg3AlLLisA2E5Dg3eYDoN2LAAk00g2mJVuCLYXY8YuFj5S84FdNx5TXE7VasvqWPGVA0lpNU4gShKINNIjnOBecuPN5SLFPj012vvK4P3tvYWYMldCQ1D9Fyi4uu8cbTwhYHQ6FLE55afq+1unz7+tOTBwvVfyXpWnrNUFYvj1KO6P08aZMC4GWXcqHLaQngOlJjXAixK+Y9QFjmxS8zALB6C/tEHzNGwUwJS9WWRTBfGeYWwChS69uC5HbhVrNNDE5jQqYAnhj0vbyUVIX0yaUdFBZOnbf6J647u6g3TYh3qeUnrt8cb0SAREYcgISvEN+gNS9vUGgdHT9pYWvIEKdUzQPJzXzl07ivtpea71ioa19I4sWQhnAeuB5CTIL4J8a103ddvSd1DdfStq1z3aT0ldLQfxY5DLTAGJxuKGAQ08Zb21/h31vxMLMcxRy+P+x+Xb3vUEcv/eWW7ybn3y8+9KOKb3SNe0Xxo5zIMWCPnL6xrA+2PUgzhwb/cyinIwMx5io1ep27BvWB9wTvBS/zA+ciUgIRvpasVuuk1WGQycyXb1tyPLdZ/5l307qm5mdN/UmTxoxdozFiv1r7CGLTRRLJTMyVvifZ2rpnyUxahriTCDfP7moiYAI7BwCErw751ipp7uYwNQjG8/Dm+OgqOFvcbmQ3DlxIH11h7/I+a9yvtAWPWa7hehgSrDEYyL/ThwX7imHzb+cuph8tlDs3lWqFObjBgsix5nAtZJqmzq8RVz6vRtEx7FJnkx0H8akxYcbcwvvGpms3OQ6xZc2WrVXB4Xgee25zsEEVcBC+KLpkUZg1zZrmeC6eJXbGFiAoY1JXQ4q03HLtiCG9QHTAgERzGwQdlJXngEDFgiK4NwnkG16S+5ZOMJGsSE+Uc7Z1BaQXQHPrVUDn137159bQOYPsDhw0PvN8RH33VMLPDnYkuFpJyIgAgMiIME7ILDarAhshMC+Z2wyLVlvJ7RwhpXkY9HZ0gPIUfs0qhkKl4E1bnxRWUD82MvKeBO5tFzPqUVp/LnEbX+huj/+XG0q+GaC/FrIRIBVsAzTKlj1lW9kYL3c9Ru2VeV6RxpsHwkd75H5VvTu+drs8WPHj7yyW2+/uNFovhJljMcZncTXxEZrKRrZGAm1zxjhte/0RDDEbBOX7xvNLBsEfausBEcPcIDiGBScjNrnleEofu1/+E5QRPe7cYuLQhdfdqYQm4dPl9XRKMgL6BN325c980oDYIyNhb8Lf/Qv26wh+L66qIZnv7/9Hpy2JwIisCUEJHi3BLN2IgKrEygeuMafaqiWJHUbccH5E7dhfjnx+eufiZrV97yBT9lFm5oJj5yxw2vsvSIIfhyfirvu1x0n/uRYvfW5x/3KQ27YMaOLPkr0xYqsaxznBrq7Fxel6KQNARaEx0YmSu/qOvG75lvBiSjqvNTpJq8thO4LERHelyK9WQLRihLMEJI4Jnn4l4cYx4ni0gaEIfxsFBhq0uarhRXCNPk5nCdYnxYICk5aIHzkB6YAxgkPRLTtw+K6mz0W9iuHlQNrAHdhW0DmBYhdphXj14nV0/jYL40dY0MB8j0bJ/5znLD9fBNjRWY8RMgj05mZAi9emVATARHYiQQkeHfiUVOfdx2B6Lubz8O7CIMCwJgPwUnwS0jcUMTLvjYKi8SBqKGoQkQvLnoPuV7nk05Y/Lz7vfkvdprRk+6No8aFKHCRZw3Sh8kG1LaBAEVr1EX6Mkxkw3+Pwtrw3m7svbfU7twajo28qO5Gr3G7nRc5nj/mQEwmFLIQvg6PF9Zdelpio8B4r+eIyD6DMIzjGJPhmIm21RPJzATBNGgQwvABUwgzEmxTovG7wP+wXn5bD5YA63P/LUSbGdFtI/0aW5aRIdtCv8Qut2Yn/znp3djRTy/U22lttmGj4j4U/uwD3852qHsREIEdSUCCd0ceNnV6txEI3P6ksIdl8xvt0HzetJxXGEZ5e5e7N8SLqyHJqBU/EEPQNcaPcQk7hPM2jr+BelNfKj6r/qnm2eq3nJnOlIMoHwtAZGkYGFjut9TeUO+18AoEeER6h+XBNHEfjN3wd0bj9gm3mr5yvhbfgZQZL0o76XiKCYYwL0D7Qpjaw3jlsczeRuRzyXGmiE3S2LQ7sc2WAC+EzZwQwAbhByyOEZgCfMAuxDAnmzFgy4mKzCCxVADn31i7DMRuu9OxQpfWCspwimjutp8iN8cF2w0sG+EjJii+rtNqLLiIejNangt9F2NQEwER2LkEJHh37rFTz3cRge74NeThXcqBQrXr/Td3ynsF9MfSK9VLl7rqc4oP/sjHXYgTZE/wUmcmCJK7o0L740nL+0IhafxNGyrJVBEK5KVwKweuFEVX3YE+GAICOG74H7L2URy5d6at2XdWguBpplh9cTMs3GHqtRcmgbfPfn9gebC6dom4XWkAeRQ4/ywXsaxuhlTBaG1rk2AEleI3pAWCGSFoiYCwpYDlt4lPXIhkVkGbR+aFhQYirLiawEgvI8Vcpu9ilxtEP4wTzEetxk96YeE0LRlqIiACu4uABO/uOp4azQ4lMDOz+SwNlw2ZwsF1Pj7ip6f9pHv92mUoeKEZP+6I4DqwISCAZpx6fKZQbn2qU/a/1D3nfKFcjR/ulhFha5axq54Q6OLRKpTL9q4XO4jA4uGDmIVAfcAv+w8Uk/CdtaDwFKTXeHkp7r40Ganc0W12qinKGcOnYCO/65GCiwI4D4+CCzM6xBDQ3W4LeaezEytOhqPg9f0QEWCmRPNNHXl05+cXYJdIermCs+/aYn/7zBiS3vgQ5iOt+E3zlfAbzGutJgIisPsISPDuvmOqEe1AAv6X+hThxdjTdjqdPCv87+kh7184C4zELgFCQYzXzHlL24Ib4Z8AipJifG95un3X6dT8RTJWvOsWv3F+tliBSOE/EViWpXzVdjUBm2kBYi/13O+59c67wjB518KFmZtdN7zdGS2/3kuS57U7zfEIVfIK8OhSvLLs7nrPfGxmCIhrul/YGAWmx7gbodQvyiPX8RnTrXG7/MpR/PJbxwDsQBo2zJM9WnLi06f+qdtOP9a98Sh2iEId8KF3WT4YUWU1ERCB3UFAgnd3HEeNYocTcMf7GFWCiIga8R95Te+f4tcbBbrwow6RwccUM+ht+inH6bpJene7EH3C7/ifL5dnvuJf6LTj5oiJ9/E3nxPO6NPc4WDV/Y0ToMKkfQAHP2p1Hi6OlB+uju//nc4TZ55W2n/kRa36wuva7cYLU8cbgzq1vlwWpWBjxTMK2fU0RoE9+33MFLC1QXAbiPrm/uD1benqe+M2ua3skcv1vtAU9vij4HnceKH4K4VjJ37HiVJzoFw0nMSXTgQ42eOY9Adwdbr6RAR2FgEJ3p11vNTb3Urg+j5PiOmkn09j96tIqvCDDnLjxgXMnm8nU5Cwd/lR90sRsiukcfXBdhmJl6y4hY+yN0nHWnN3K2eNa0ME6OdmS+CpjWB7GB2dfABV2t59dmr2Kcf2TbymbaKXx63uD+FEaozR3hjV2xxOLLNCkeuuX7LmItfucMW7XkSWcVl+V/GI9M44ictKIzNlWAyRaqPOFN0Quqw4h4mWmHCJPuE9jsOe+OEPw0napjNfe4dbHPmNkQOHTReflbg9iuSwbIXyBrq/Yo/1pgiIwPAQkOAdnmOhnuxhAhPwyPazOaU0hUD5vU6pcFshaH2ufdr5KIrOfqWcuA+1qEHsjCRE0xjFXb8m6WcXta0dRoDyNcFlfmZWiBPneyg88VuOH/xW0oy+r+rD9mDSVy7E7gtRmHg8dbqwBEBoMqftMtUIHWononH4jAjbSCqvQmTamm/bRuHJdSlgcW9tOCwCEaMqRITsDR3YbcqTIyas10ytVjOl6ogpeIHpwgOMHbdg22m4XtBE/LjtpMl81PamUYCjhVzRjSDwul4nvLc+1/iN+DDGA6GeoL+L11loq1ATARHYVQQkeHfV4dRgdiqBUqPe1667ASYHPeHdGV838hn3gHnEX0BO1iNIH5alMcW+lqmLvu5dG9vtBChOrSC1J0vOfX6U3gevzNsPHTlx8xNnHn85AquvDL3w9jjujNAakTLqi+gpU551IFZHRiumUyqZ2ulTplQoIQILTzDKG1trOXLrmQh2h4ITuZ6PmhndDvy/sxDHM1C9DacbzZVGi1OHQtOcOn2h0ZqcmBobK0034k6zXBmpY7LbbBgGU0m9NTvdvNiYmNzXbc0sNONucaGIiXcwrmMzEfaJKC5fq4mACOwJAhK8e+Iwa5DDTiDJZ/L0qaPI1MC5Ny2U+n2EVgV6d5cF2vq0J21GBPDV6glgVFt7uGs6D/tp+b8cKhVvvdg2P9JOzU/5cfT9ju8h21g6XygVGu1msxGefbJ+6PiJi524O9WuN2a9YnG+6ISznW5z3plwF7rz8VxU79aKo8FCFLVrqRM0IwdxWa/ZLFUqyUShYy5Oz5n2voPm0FjV1KeetP2gYZ2GB2aF4EQ8Ngd/X5k9I7+cgb8PenRtFFlHUAREYC8QkODdC0dZY9ybBOi/5C3/jd+bFDTqLSTAyWv07/I/2A8edLzgCd/xznizF38orVa7kdudmpyYmH/onkfmD99z38Lx21859dj5x+cbswsNr1JqhiZoRN1W0wSmw3lwcZclhBmFzb7EvIdUxQfM7oAXyLBAwwOjw7b1bBB0+7Kt7Qu2i+lOBERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABERABLaMwP8PiHLGLtI5pqYAAAAASUVORK5CYII="/> +</defs> +</svg> diff --git a/packages/website/ts/components/onboarding/congrats_onboarding_step.tsx b/packages/website/ts/components/onboarding/congrats_onboarding_step.tsx new file mode 100644 index 000000000..3a8db8c36 --- /dev/null +++ b/packages/website/ts/components/onboarding/congrats_onboarding_step.tsx @@ -0,0 +1,15 @@ +import * as React from 'react'; +import { Container } from 'ts/components/ui/container'; +import { Text } from 'ts/components/ui/text'; + +export interface CongratsOnboardingStepProps {} + +export const CongratsOnboardingStep: React.StatelessComponent<CongratsOnboardingStepProps> = () => ( + <div className="flex items-center flex-column"> + <Text>Your wallet is now set up for trading. Use it on any relayer in the 0x ecosystem.</Text> + <Container marginTop="25px" marginBottom="15px" className="flex justify-center"> + <img src="/images/zrx_ecosystem.svg" height="150px" /> + </Container> + <Text>No need to log in. Each relayer automatically detects and connects to your metamask wallet.</Text> + </div> +); diff --git a/packages/website/ts/components/onboarding/onboarding_flow.tsx b/packages/website/ts/components/onboarding/onboarding_flow.tsx index 7a5a6e40f..34aeace82 100644 --- a/packages/website/ts/components/onboarding/onboarding_flow.tsx +++ b/packages/website/ts/components/onboarding/onboarding_flow.tsx @@ -13,6 +13,7 @@ export interface Step { shouldHideBackButton?: boolean; shouldHideNextButton?: boolean; continueButtonDisplay?: ContinueButtonDisplay; + continueButtonText?: string; } export interface OnboardingFlowProps { @@ -65,6 +66,7 @@ export class OnboardingFlow extends React.Component<OnboardingFlowProps> { onClickNext={this._goToNextStep.bind(this)} onClickBack={this._goToPrevStep.bind(this)} continueButtonDisplay={step.continueButtonDisplay} + continueButtonText={step.continueButtonText} /> </Container> ); diff --git a/packages/website/ts/components/onboarding/onboarding_tooltip.tsx b/packages/website/ts/components/onboarding/onboarding_tooltip.tsx index 0858ad326..45851b4de 100644 --- a/packages/website/ts/components/onboarding/onboarding_tooltip.tsx +++ b/packages/website/ts/components/onboarding/onboarding_tooltip.tsx @@ -21,6 +21,7 @@ export interface OnboardingTooltipProps { shouldHideBackButton?: boolean; shouldHideNextButton?: boolean; pointerDirection?: PointerDirection; + continueButtonText?: string; className?: string; } @@ -28,6 +29,7 @@ export const OnboardingTooltip: React.StatelessComponent<OnboardingTooltipProps> title, content, continueButtonDisplay, + continueButtonText, onClickNext, onClickBack, onClose, @@ -59,7 +61,7 @@ export const OnboardingTooltip: React.StatelessComponent<OnboardingTooltipProps> fontSize="15px" backgroundColor={colors.mediumBlue} > - Continue + {continueButtonText} </Button> )} <Container className="flex justify-between" marginTop="15px"> @@ -82,6 +84,7 @@ export const OnboardingTooltip: React.StatelessComponent<OnboardingTooltipProps> OnboardingTooltip.defaultProps = { pointerDirection: 'left', + continueButtonText: 'Continue', }; OnboardingTooltip.displayName = 'OnboardingTooltip'; diff --git a/packages/website/ts/components/onboarding/portal_onboarding_flow.tsx b/packages/website/ts/components/onboarding/portal_onboarding_flow.tsx index ad2ada93b..4283022e2 100644 --- a/packages/website/ts/components/onboarding/portal_onboarding_flow.tsx +++ b/packages/website/ts/components/onboarding/portal_onboarding_flow.tsx @@ -4,6 +4,7 @@ import * as React from 'react'; import { BigNumber } from '@0xproject/utils'; import { Blockchain } from 'ts/blockchain'; import { AddEthOnboardingStep } from 'ts/components/onboarding/add_eth_onboarding_step'; +import { CongratsOnboardingStep } from 'ts/components/onboarding/congrats_onboarding_step'; import { InstallWalletOnboardingStep } from 'ts/components/onboarding/install_wallet_onboarding_step'; import { IntroOnboardingStep } from 'ts/components/onboarding/intro_onboarding_step'; import { OnboardingFlow, Step } from 'ts/components/onboarding/onboarding_flow'; @@ -110,10 +111,11 @@ export class PortalOnboardingFlow extends React.Component<PortalOnboardingFlowPr { target: '.wallet', title: '🎉 Congrats! The ecosystem awaits.', - content: 'Your wallet is now set up for trading. Use it on any relayer in the 0x ecosystem.', + content: <CongratsOnboardingStep />, placement: 'right', continueButtonDisplay: 'enabled', shouldHideNextButton: true, + continueButtonText: 'Enter the 0x Ecosystem', }, ]; return steps; |
