data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEelJREFUeF7tnQlUFFfWx/9I08iqgGJQRINLXECNe1yj4jdxiybq4EjUxDlZxiVGYwYUNFHcF3QyRudzXKJjRCQIuIWPzzVRcSFRQVABEVGzoCBiBNxgzn2celTRhCYnYFd3vXuOpy37db137/35qt52r1VpaWkphAgLmMgCVgJAE1leVMssIAAUIJjUAgJAk5pfVC4AFAyY1AICQJOaX1ReKYBJSUkoKCiAl5cXt5CVlRXkA+baus7OzoazszM6dOggvKMBCxgAePHiRdSrVw8SYKb6vH//Pjp27KgBF2hbRQMAv/32W97zxcTE4Ny5c8xCO3fuxOXLl9G2bVuMHz8eo0ePZn+uX7+OF198EZGRkYiOjsbixYtrxKLUE/br169G7iVuol4LGACYmZnJWxsaGoqBAwfizTffhIODA7777jvUqVMHer0e7u7u7A9B2blzZxw5cgQ+Pj749ddfa0xbb2/vGruXuJE6LWAA4LVr11TT0hYtWqimLaIhtWMBAwDT09N5TU09PZGemqQYfFSrGVbVKqUoVPKsBA4uDRX/1qpVq99/I/ELs7KAAYBpaWlcgYj3emBmDyccq9sbTf3egUuzNjWuXNL/R6JX+nroS5/A+rOruHnzJq+jdevWNV6fuKG6LGAA4JUrV1gLafR7cnZvNOjkhw5/XVb+Xjh5DNrml5WpSnS6OhgdlYKUlBRerE0bJcC//PIL+65Ro0ZosKEfHJdnQ17/Sy+9ZKwa8b2ZW8AAQBpUSACe+qQPOn68HS5ebfDo0SPY2toi529d4GpbvWdso/9cZ4OUhg0b4unTp7CxseHTOzRooWmWwsJCUK9beusC3lvwBSsv1V8RWDO3tWh+JRYwADA1NZW981EPeDqwH/qtOQ07Ozs4OTkhJycHudO6wUVfBqDeszUe30qDW8AcuPl/grTXXRVVuG/PZD2aBKC1tTX/ngBcs2YNzp49i/DwcNy7dw+BgYGQ19+uXTvhNAu3gAGA8kfmmaD+6BuWwB+T9MjMm96dA6hr0AT6xi3gOnYmnuRk45d/zqgUwO7du4MGNzSFIwkB2KRJEzRo0AA0+U0ABgUFKR7Z7du3t3DzC/UMAExOTuZWOTd3AHqvOsl7RPoif0ZPDqAx83l8dYMBJfWAUnnqYY8dO4YuXbqgqKiIlSEA586dC3n9vr6+xqoQ35u5BQwApHVgSRKDB+KVFd8pezV3d7i5uRlVm8DKysr6zXJHjx6F9Iilx25eXh5CQkIgr1+sBxs1s9kXMADwwoULXKkf5vmhx7LjCiX3BnTH0CZ6o4rTW2LDTam4ceMG7wFpICIJ9YByyc3Nxfz58yGvv1OnTkbrEQXM2wIGAJ4/f55rdH7+YHRfegyHDh1ig4mpU6ei8JN+ikFI8/WnUXjxOOw79jcYhLhuSUNGRgYH8PHjx3wUfPy4EmwC8NNPP4W8/pdfftm8rStab9QCBgB+//33/EcXP/sTuiw6DNqZ8sorr7ARanHgq4p3wJYR2cjw94JnaDRuzXtDUaHL5qugpT3pHbC4uJh/XxHAu3fvYuHChZDXT++IQizbAgYAJiYmco2TFryGzqGHQPNxdevWZY/HR0EDFAC6BQQh96vyiWq5uSoCSO+FktCuG7ncuXMHtPlBXn/Xrl0t2/pCO8NDSTQvR0LzgMkLh6DTgng+CqbR67Pgwahv/BWQ3aPuugv48ccf2f5CEpp0lvYX0s4aab6RPqkHpK1c8vq7desmXGThFjDoAQkACYzk0KHo+GmcwgQtW7RAVlrZaoVSKqyOlJbiqU6vmMKRlycA5UKT3EuXLmUASvXT/KEQy7aAAYCnT5/mGqcsHg7feQcVEN0NHIyWTuUrGlWZR//5D/j555/5OyC9S0pCwF29epVd0povAbl8+XLI6+/Zs6dlW19oZ/gITkgoW/kgSV0yAu2D94M2hoaFhWHUqFGw+myIYiXE3rcP7Hx6wcbdy2AQglWn2fyeNAihyWZJKp4p2bNnD1asWAF5/TTwEWLZFjDoAU+ePMk1vrJsJNrO2Yv4+Hi2SWDGjBmwXjhMMQ2jc33hN5fiSlacQn5+Pnr16sV+T1MtvyVRUVFYvXo15PX37t3bsq0vtDPsAU+cOMHNcnX5KLQJilWYSRc6vNpLcRKAUg9IAw1JtmzZAvpDMnnyZDZQoV5WXn+fPn2EiyzcApUeSpJ0Tl/5Jlr/PVoxWm1Xehd5q981bhadDndnRyvOiNBUjvyUHQFI12+//TboEbx27VrIp2fEoSTjZjb3EgYAyieIM1aNRsvZUThw4AD8/PzYAKF///41rjMt19H83+effw55/bVRV403XtzwD1nAAEDaJCBJZthYeM+KhIuLC7Zt28bgk+b02CAlNZUd06x4dvjWrVtshDto0CD2HQlNqdBENi3HyYW24Ddt2hT0Drhu3TrI6x8wYMAfUk78WP0WqBRAaR6OAGz+UQSaN2/OzgXTuxqBJX1PAH744YfYtGkT/P39WQ/p6urKRr60348OFVF0BSr/4MEDtgOazhFLvydQPT09QZ/nThzFPzduZQBK3wsA1Q/QH22hAYCHDx/mAGSt9cf5xiNxOycPq1atwpw5c/Duu+Xvf7SdinZLE3S3b99mc37NmjVjYT3onMepU6c4kBUbSiskjRs3Zisl9On1fx/hpVUpkNdPPagQy7aAAYD0qKWdyiQ3/jEO/u3ssVk/Cm37Dq81S5yN3oSPnE+zQ0m084aEgJ40aVKt1SlurA4LVDoIoQNIJHmxSzDcsTxSQk03+VGpDrZW5XsECz9O5PsB6QCUGITUtMXVd79Ko2PRSJS2UUk94fNsNvV8FBFBwPc8rW66ukR8QNPZXtQsYkQLBkxtAdEDmtoDGq9fAKhxAEytvgDQ1B7QeP0CQI0DYGr1BYCm9oDG6xcAahwAU6svADS1BzRevwBQ4wCYWn0BoKk9oPH6BYAaB8DU6gsATe0BjdcvANQ4AKZWXwBoag9ovH4BoMYBMLX6AkBTe0Dj9QsANQ6AqdWvFEAKkyvFcK6txNSS4vL7U/bNoUOHsnPIQrRhgUqPZbZs2dKkCaspb8iIESPMwgPSGWazaKwKG6kAkOIzy1MwLFu2DBSp/v3332fR7p+n0GF4cxBK2l1SUsJSkVE8Q8p1IkWDMIf2m7qNCgDp8DkZVBJHR0dmWAoa9MEHHzzXtlIWdnMRCiVMER7kQv9hKeDm4MGDzUUNk7RTASAFiJQDSDFbKHYLHZN83omszS1Z9RtvKDMESN6k9GSU4kweds4knlZppQoA6X+sHEBTtpneQ81FKsJH4UYoohjlwRNStQUUAFKQcAlAO70Oz1b3g52NFc7Zd0ddGx2SnXvW6ODEPj8TIwuiWQudOvwJt3r9nbfWXJJVjxw5ksW3oRwnQ4YMEbz9TgsoAFyyZAkH8NGDPHhH+uNEx2C07f0auy0FIcq8fIkFL1KKYf5gN48mKDEoV/6rn376icH8wguN4LRhEPR4itvvxPMCIln17/SkmRZXALho0SIO4JOH+bgdsxJt/rqaq/aPoBmYUlQewrcqnT2WxyO9qA6PJyhP1Uq/o2uKpjV79mx8PGEE/DK/wM1J5SkhKO6gEMu3gAJAylQ0ZswY1sM9LbyPqH1xLO7fl19+yUbBn70XgBD7stQKZWIFt4BAFCUnoDBJmfvNdeZG3HB+EfXr1y8raWWlCPWr0+kYgBMnTsTBgwfR6N8DkT3xG15OJKu2fPgYF6Wy5+mCBQsYgCTPigpw8NBx1iNS5NJp06Yh9G8TEGKfxi3jvTUFme+0R8uIG8jwb6awmAsB6NQcs2bNwtatW9lcmVz0ej0HcP/+/fDY7IcbEw7yIiJZtUYBlAYhJcUPsD/+KAeSzLFoykQFgFWZyOWjjchyasbeGxnQz54pEt5Q+DWpB9y3bx8abxmM6wH7+SSuj4+PNjygcS0VPSClS+XTMI8fYm/cYcW0jIONNYpnVS970QtbUpGR/SPLhE5CUVDlYm9vzwCcMGECYmNj0XTba8gcv48XEcmqtUGmAkBKGC0BaPWkELHfHFIAWN/BHjtG+aCO4aDXwFqTD1zGtVs/8+Q0FCu6IoAE57hx4xAdHQ2v7UNw7S97eRGKJy3E8i2gADAkJIQDZ/2sGNEH4jFs2DAW4T4pKQkrZ76HYLsr1bJKvRn/wnUHL5ami0SeqpWunZyc+COYIuQ33zEM6f4x/N4iWXW1zGz2hRQABgcHcwB1JY/YKJh6RBod0xxhxUEIJal+kpONokun8DT3JxQmlecAdv5wAwOQtliRPHz4UGEsSvcgvQNGRkbCe+cIpP25bFKapHPnzmZvXKGAcQsoAKQo+NIjWI8niIw9yFIurF+/HrRHMGz2B4pBiGfoHjYVU3BkF6up4GgEr5EAvGbnyVI1UG8nZcaUCtCeP+kdcPfu3Wi5aySujInivxfJqo07zxJKKAAMCgri84AUPHx3zAHFO+DawOkIrptaLb0bLY1D8r3H8PDwKIOzoEAxCqbRsdQD7tq1C60iRuHy6K/5PKBIVl0tM5t9IQ5gXFwcSy4jTUTbWZcgPGqvAkCaPPb19YW1tfF8wSkpKQbvfXJr2djYoLi4mO22ob1/bb4ejZQ3dnMAe/ToYfbGFQoYtwAD8MyZM+wxSRPGEoD2ulLs/DpWAeCZg1+j79mNxu8KoHnYESTl/MqnX+hRLhd5xvS+ffuibdQYXBoVwQEUyaqrZWazL8QAnDdvHgNtx44dHDgHG+A/EXtAu1JoWYx6v3VzZ2CeQ/lKSOu9eUh73RXSp9waTtO+QJptY75Rk1K1StvX6fPOnTvsvZDgo2ufGH8kvR7OJ6JFsmqzZ6taCjAAacczOZwGA9IgxFFvhe27otg1AUh54daHzDQAsPDiceRFroHOzUMxCHEkAPUeLBEhSU5OTpUN8o0dxwCUhJJcC7F8CzAACY60tDSWsVIC0LmuNb7cGcmuKXM5ZTL/1/xZmOeQzq1SVQ/oOHUdruo9WLJCEhpwVCUd943HheFf8SIiWbXlw0ca8kHIxo0bWS8nAVjPToctOyL4OyHtZtm6NASB1knVsoz7ysP44fY9PgrOzc1VPILpfZP+0LsgPYJfPvAWzg/bwe9Nj2Yhlm8BxTQMpV6VAHRx0GPT9nB2TT0jbQ6ojU2iNALOyspCl28m4vsh27nFRaouy4dP0QPSxfTp0zmAro62+Pe2nSxr5cqVK5k1aMpEkkuXLjEoqyM0B7h48WJ2SkwuBB/9e0BAALrGTULia9v416+++mp1bi3KmLkFFD3g1KlT+SO3gbMdrn01H9uzHBETE4OwsDDQDhXpzCsBmJCQwAYotM5LeYMpoTWNdqkcLb0ReJQhPTMzk+UapuU86fd07JKu6RwtJbHuHv8Ozv7PVj4NM3DgQDM3rWh+dSygAHDKlCkcwIb17HF5ewh23XRmyapJCBRJaKKZNpnSlnraUErJqak3S05ORnh4OOheNGFN1/fv3wetsmzevJkB6e3tDToARVDSZ5emTnirMApnBm/hAIpk1dVxn/mXUQBIAEkrEO71HdihpJ0uE/DNmVTQ0pix9Vmaynny5AkSExOrtAxtPiAgKfICfdb/Xz/Y1ilBwqBNvIf08/Mzf+sKDYxaQAEgTZVQj0Xi5miL1jFvsb8fKGoFHYC4Im9F2An5xLL8zIdUq7HvvazzWab0MrFCgt8m9rf8/HyMHTvWaONFAfO3gEFwog0bNrBHJEm3bl3h6lK2pb62JT0jg70rEnwUIYuWBoVYvgV+Mz6g4dnf2jeGCOpT+zZWWw0iQKXaPKKx9ggANeZwtakrAFSbRzTWHgGgxhyuNnUFgGrziMbaIwDUmMPVpq4AUG0e0Vh7BIAac7ja1BUAqs0jGmuPAFBjDlebugJAtXlEY+0RAGrM4WpTVwCoNo9orD0CQI05XG3qCgDV5hGNtUcAqDGHq01dAaDaPKKx9ggANeZwtakrAFSbRzTWHgGgxhyuNnUFgGrziMbaIwDUmMPVpq4AUG0e0Vh7BIAac7ja1BUAqs0jGmuPAFBjDlebugJAtXlEY+0RAGrM4WpTVwCoNo9orD0CQI05XG3qCgDV5hGNtUcAqDGHq01dAaDaPKKx9vwXK9tWIE1anSwAAAAASUVORK5CYII=The Average
,,
Days over 75
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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
4The Lowest
4The Highest
4477,88,90
65,77,88,90,22,34,56
5619022