Maths-
General
Easy
Question
Members of the debate team are travelling to a tournament, where they will stay in a hotel for 4 nights. The total cost for each member must be with in
of
. Which of the hotels shown can they consider?
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)
Hint:
We need to find the hotel where the stay for 4 nights will be between $20 and $175. We calculate the total cost for each member for each of the hotels separately and then select which hotel suits their need the most. To calculate the total cost of each member at every hotel, we calculate the cost for 4 nights at every hotel.
The correct answer is: it is clear that only Hotel A is the right option for the debate team.
Step by step solution:
For hotel A:
Cost of per person per night = $40
Cost of per person for 4 nights = $(40 × 4) = $160
For hotel B:
Cost of per person per night = $45
Cost of per person for 4 nights = $(45 × 4) = $180
For hotel C:
Cost of per person per night = $50
Cost of per person for 4 nights = $(50 × 4) = $200
We are given,
The total cost for each member must be within $20 and $175.
From the above calculations, it is clear that only Hotel A is the right option for the debate team.
This was a fairly simple problem of finding the total cost when the cost per night and the number of nights was already given.
Related Questions to study
Maths-
Solve and graph the solution of inequality ![vertical line x vertical line less or equal than 7](data:image/png;base64,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)
Solve and graph the solution of inequality ![vertical line x vertical line less or equal than 7](data:image/png;base64,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)
Maths-General
Maths-
Solve and graph the solution of inequality ![vertical line x vertical line greater than 15](data:image/png;base64,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)
Solve and graph the solution of inequality ![vertical line x vertical line greater than 15](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAASCAYAAADlhqZNAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAOJ5y/mQAAASxJREFUeNpjYECA/wyUA2qYQRcw6tlB5Fk1IK4F4gt47MaFh5xnFwNxGh47/g+2mD0IxNY0soNizyYDcQcW8WaoHKkWWgLxXgo9TdOYPQfE4kj8RCCeQqGFyJ62HEye9QDiPijbBepIamUFmKf3k+BpfJ79BcSfgHgbEBcBMQ85Dt0NxPbQklCYBvm+iAS9hNSxALExtOS+AcQapBpSAA01PSoXcpbQWKVGzGIDbtCsQrQhoIJkDTQpR1LJITBPHqZinsUFfhBriBIQbwJiLmj6P0NhMkb2pC0d6nIdIL5LjCGi0IyO7DkfaOVOrkMo8SQhO9ZBA5MJij2gHg0iZAgbVLM0FnXLoQbRuwVFqBkYCsS3gPgPEL8D4lVAbDraERj17DD27I9BYgbNAADE9m6YQw4D+wAAAHV0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+fDwvbW8+PG1pPng8L21pPjxtbz58PC9tbz48bW8+Jmd0OzwvbW8+PG1uPjE1PC9tbj48L21hdGg+blyOwwAAAABJRU5ErkJggg==)
Maths-General
Maths-
Write and solve an absolute value equation for the minimum and maximum times for an object moving at the given speed to travel the given distance.
![](data:image/png;base64,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)
Write and solve an absolute value equation for the minimum and maximum times for an object moving at the given speed to travel the given distance.
![](data:image/png;base64,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)
Maths-General
Maths-
Solve and graph the solution of inequality ![vertical line x vertical line greater than 3](data:image/png;base64,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)
Solve and graph the solution of inequality ![vertical line x vertical line greater than 3](data:image/png;base64,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)
Maths-General
Maths-
Solve and graph the solution of inequality ![vertical line x vertical line less than 3](data:image/png;base64,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)
Solve and graph the solution of inequality ![vertical line x vertical line less than 3](data:image/png;base64,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)
Maths-General
Maths-
Solve 10 (5-n)-1= 29
Solve 10 (5-n)-1= 29
Maths-General
Maths-
Solve absolute value equation :
![3 vertical line x minus 2 vertical line minus 8 equals 7](data:image/png;base64,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)
Solve absolute value equation :
![3 vertical line x minus 2 vertical line minus 8 equals 7](data:image/png;base64,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)
Maths-General
Maths-
Solve ![vertical line 3 x minus 6 vertical line equals 12](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGEAAAASCAYAAABLsLDMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAOJ5y/mQAAAf1JREFUeNpjYECA/wzDE/wfdeyovyhyrCMQbwPib0D8A4hvAfEEIBYeJO41BeJVQPwJ6r5NQGw/AJGgBsS1QHwBh7w1EK+BuvMXVF00sZGwH4iDgJgNScwAiHcMgghIgwa6GpTPB/XY4QGIhMVQ9+Cy5yAQRwIxD5SvBcRHoWJkO/bTAEcAyBNnBmFxRIo98kB8iVxDlID4BhbxZCDuwCLeDJWjJpiJKxUNoUhggBahJBkiDsSJ0HrBC4eac1B1MABSP4UGngUlAkkqBs5/IjC1I8ESWiQRZQi6YwrwGOwBxH1QtgsQ76VRivsBrQvWQRsNv6DFU/QQyQkcQHwSWmGTZIggEAdANdvjUbcbKn+BiFYUuSnwPzTXgXIkCxAzQT0EyqVZgzwSQOG4AYjdKDGEBxoRuEABNGXq0dCzoIaBNBZxUMvt6SAujpSgEaBCjez0g0B7uI/EipNUsA2a+rGBX4M0J2gA8Wwg5qJGdtKDZntssbwJagkPtIymVacOVOSE4/DoyUEYCeLQTiULOYaAOhmhSOUuqAd9H4jj0dSJQlMncqD7QDsxtABsULclI3nMHNrudhmEkbAFmkDIMsQWasAPKN4PDVz0AFmHo4xeDm0x0QKIQrP3FyD+A40U2wFqHRGqQ0iqa0YH8EYdO+qv0UgYJODHMI2EQe8vALRnrDIhy249AAAAl3RFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtbz58PC9tbz48bW4+MzwvbW4+PG1pPng8L21pPjxtbz4mI3gyMjEyOzwvbW8+PG1uPjY8L21uPjxtbz58PC9tbz48bW8+PTwvbW8+PG1uPjEyPC9tbj48L21hdGg+wOgFFAAAAABJRU5ErkJggg==)
The cruising speed of Kennedy's boat is 25 mi/h. She plans to cruise at this speed for the distances shown in the diagram. What equation models the number of hours x that Kennedy will travel ?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPAAAACMCAYAAABCtSQoAAAgAElEQVR4nOy9eZRlyVnY+Yvl3vv23LOylqy9urqrel/UuwRCLYEQEhqQBgYxyBzhOYCQsDAzcIwX8DHG2MbmHM3YAwwcYIQ9MpiR2DQgkITUtNTd6qW6a+na18yq3DNfvuUuETF/xH0vX2ZlVnerq1oG19f96uW7N25sN779iy+Ec86xITg6NwVi42J/i8Ct+Qa6I3vVEbr8s7ag6Kmw9++1IFYXe00dfa0gOg+9xvf0eupfO7716hJrfvdefJU56e3O2urtBmPqXHG4vHqHRG40ghsLPShkBLgcWyQg1lto1xH0hh2yBiQ4IfO2O2/hbz8id/BwPdhodI78Zax9UKwpZderxYEQq6bv1Wbyqvuv1ulu514v5vc80ml0o++NOr622VX3RT4n67QDWOFwAoS4eoU5Oo92UGK9rrvut1uv3JuyZJ3/X0DmIBUAghAILX4QMv8IPH7lZd4orI/AXbIh10zI6gZN/mnFbZqtNomzKCkJtCZUmkBrtNZIQPX0/5sJgo0ZwrX61p3vDgJ2FmBPTYqr73daEs6vJNEr8IjVLa7qk3Dddd9dhFd1cH356NXw0AGu847zi6voTs93p9nVXV2NbE6snk0heifKdetB5D87lXWu5/WtJ9ioDd7KSvsrNayL5N/gguvgHax+L521vLoNCcITD52XNr3PCb8eOmuiwxKvB4j1RGiX0zW5TiMX05QTly5xfOoKc4tLJGnKUqNOvdmglWZorSiEBSIVUIoiwiBESYlWmiiMCMKAQEAYaIqBpqg1xUKBglZESlEIQipRESmEJwaBphBFaOEnrvOiJZ76XDWZbxKsMJOV6eudL7fqr56l1ZlucfXcrpbC3Zp71+KsAol4zby3l2d1EMGw8ZLyhHfl7lpEubpvovuv6Gmx996bBRZIgDT/jo0hjmOSNGW5FbPcbLOcJSwnCY1Wi1aS0koS0izFGos1BmMMCFBCIZWiVq2yua/CLaMjbBocZFMQXNVuR3pQ1s9yJv0cK/y6vV6zsAEC5zd7rk022nzhxAn+8tQJXpmcYHJ+juVGk7AQgRSkzpBZi5ASMsAKwiBACYHNDM6BUhIhJFIItFZoLQmkohAGaAmBlBR0QCmIENYhgUArKoUihUATBpooCigUIrSUREpRDAKKQUioFZFURAhCBEprtFJEYUQUhkRRSKQlRaUIhSSSEq0UUkqEWE0YvllE4ZsJ1yYP/21BR/KzQJJl1NOMxThludGg2WqSZBlplrFsDLNJwlK7xWKrzVKjwVJjmVa7TTtNSaykmVqa7RbNNCFJM1KTkVrTNSkYa7DGdkQHrHVEYUh/IWS8VmL31s08eMstPLh7N/v7B9ZZOxaLI0WQIdC5aH1DEXgtfP3CBL/9l1/k8ydOMZG2EKUClWoFHQRExQJhFOEUGGsRSGwGGIeQCpwjSzOcs1jrcNYicxXAWoPJjKd21mCsxTpHiiVNU1yagc2Q1qGEIFASpQVaya5IJp1ASoGWmlBrAmtRApRSaKkoFYpEUUQxCigoTVVrIqkoaEWgA6SUaB0QBJpQKYpRQLEQUdQBkQooKEVJB5QDTagkWkmUlCipCHMioaTy7QWaUIquZLC+fnIT1oMMiIFmmhEnCWmWkZiM5TQhzgzNLKORJsy3Wiw1l1mqL9GKM1qJoZ6kLCUJS8vLLDWXaWcpqTGkTpAaQZwmJFlKlhlSm3liJQQqLKGCyEsiQoBSCCmQ2kuMzrqudGGtwzmLcw5jDa4VY5brCJcx3Ffm7p07eP/d9/Deu++hT/WiscNhSIEMSYAkeM2WzFeHLgI751Z0kxxS4E+e/zr/8U/+lL85fgrKfVSGR4iqZUrVCmEUegQIA6RWWGuRQqJE4BHZgbMrWqLIWZ3I9aDOZBjjBTghJE4IMmHJMoM1BoHFZBkmM2ANJstwJsUaQ5b538KByQzOWVJtSYUF68A6pPTGI+G8oUFb2aWm+cAR0iOlFoJIOQKV6/BCEgpJQQYEWiKVQ2tJIQgJdUCoNJEOKOQEQAeaQiEiDANCIQilQmtFqDShlJSlItAKrQOUUigp8rYVkZAUlUZpjVK+nJJeB1RCeKKUv3MpRFfF6HwrIbwkIUTXINR9yVwfqaJjq7KstkdZ57DWYrsL3HWvZQ5i54iNpRWnxElMO008B0xSmknKcpKxnMbU44TFRpNG3KTZbrMcx8wnCbG1JNYSm4xGEtNKY1pJjDEW4RRSCFACKwUWMAqEVAQuIJReWpNadecWJb3kJQVSSKSWCKm8jtqdQ4lzdpW6YJ31tkgLNjGkrZjl5hL1+jy06+yqVfngQ4/y4UcfZXul2jNxFisMFol0EmnFirj3BmFDDmys5XNPPsnP/Mb/zuG5OQrDowz2j1GJKkRRiCqE6EAjpfT6shB+QqRCCoVwCicEQuSalhRIKbEC0kDm9wRCKoSSuYYvcyLiEUzkE48UGOM8hzYGbL5QMoM1GYEKyNKUzBrSQJCQeSTtrDhjuxKAtQrnvCTQWWS4vG4s1mVgLMI6XP4trMNaQ+IyjLQEUhFIhbA5YmQ2HwsgXK7mOqRUCJFLCA7KUqO1Igg84ZNCIJVCKUmIpCC96K+0lx6kBJ0TlsA6QgdCCrRUaKXQWhOFAYUwJFAOpQRKKj9vUvp3IUFLRRiE6C5h8MRDCYECQiEIkKuQ0jhLajzipBISZ4njhDRNPWJmGZnJsMZigCRNSJIE6wzWQpIlxHFKbKCJJDaWdpLSSmKaSZs4F3PT2GGcwFhDagyJ8yKn/4CxAqE05AiH9gjo50gSKr+upNY45e8LKRFKopwmcBopJEgBQnQRF0CJDNVZa8jVVlaXr88eSuhczpEdWCNIU2iaNstxnVZ9nnhummpm+cAjj/GJJ97FznK58yAI6yu3crVV+kYgcJZlfPnLT/KJn/0ZXjh6CMa3EPQNEBSqFGSRMNCo0CMveC7rcVQhlfQcFokKAoQSWAcIiZDglESWC0ilkCpAB96wJaVGhxEy0mSBRIYBQbGECEOs1lipQWvQylsIs8xz/JxDJUmaG4iE9wnaFS4vcy+OtWCE8v1xXjjyw3dYC5mwpNJz74612FnnuXSO9M7m3N15BCdXC5xz+eI14BzWgTEZJn/GWYtWvu/0LATwlN0Ki5OdelbuuVx6UKlBOzxy5nOJ80RTK4FSrrswcQ7nHEopPHPyXN6/I+mJRq77Yx2BEwRCrrhk3MpiNQ5iDCkOawyuZ14cvq/GWc+BjefNxvpy1joMkhSNVJ5Q2xxBZU5IQhERiNCPS3lEE1qhlfaEyghUDwKics6ZE0At/NoTUuCE/yBEXl6CVN6pIkA4f79jVVc27SFba+XZzkNXX/KvTmKcpI2hbdqkaZt4aYGZCxNUEPzAQw/x8+99LzUprq52Q6/C64d11bS5+Xl+/Td+nRe+9lWkVOhzk4S1BoQFMhnglEJp4V+0tZ5jCc99hZQ4ZwCQSuOk8NS0s2gRaK0RQiGVRumQ1Bik0hRKZVS5QFpURLUqpcFhglofslpFl6sE5TKuVIAwQDiBFpJquUKtUmF2bpalxSWkDFAqyIlITuS6Irt3tHfmsfetOOepvpGu49bz4lKOjBKvbysnPfe2fqHi8GI6YDvjRuCEI01SL53k4pmTkswYjM26bXQQwWBwMvO0wZiuldobUABjUB33TQ/xsdaQGUuaj8XPvyVLUr+InW/DqyMghMXa1Nsr8jaEczizYpHuSEAeyQXGeeLgRU4vXgopPLHO57WDUAhQznV/Oyk9w1G6W59SXvIQQqJkAFYhZU+9wiOzFhKZmpwAixXLvVxxGrkOAkP3n867tVJge7icyAlxp7yTyhNLWBVw0cOE17j2Om6z/KdwREi0KmCUJjEKOyyYnbrCp598iju2j/PD9967Crds7k66Xi7VHIE7JMHDpYkJvvLVrzI8sonhgSH6iiWqtRoiVKA0QgqUFBhnccZ6K7N1KOXFtsykXlfFSwtG2Hzhek5krCVOUoS1aAvLcRvjIEhbiLoiTWOWhaAeFjCFIqJapTq6if7RMYqjIwT9NXQhREcRZeMYjIps37Of6ZkZzl2+QjNLUUr7iRIiR+YcMZVbO1zAIRxo58VURMdXSo+uDE5InMhVBBySIGf6Ltez7ap6g2KQ66M5N7CiawjpiPEiF+uczYDMl3V0FxZ0DH7WSw4ALrf2d1DOilwocIg88MbmXLHLyWWP+8dZjF1DqFZqW0W8ALSQeb0Oka8+l0s7Ukp0jlBdxqJybm5BSIfAeO8DHQLg34t3ryhMV2d3XooTXtIQgFujvK8gWi5iyxWX1er74MSKEQpWe+78+12RY7uuabdCDDpzsR6IfHUrB8oJrFPooAi1IUziWJid4D99+cs8vncf+2or+rDFW9CvlwtU94QLIBAkScKFS5fYt/8AO7eNM1it0l+pUCmXQEuQ0g/O0jVApbE3KnUocpLEpEnmdUz8gs1MRmoMzhoMKa1WCyEkYSGiHSdkWer1oHbG0lydRrNJnGU0mnXmp6+weP4CS0FEta+fwW1bqezZBls30xAGNy8IiyV27dpDqVThxZcOI0NFIsCEEqFAGYPO35Jbh/SJLglfvSD8D6/HO+GliW7YQcfXkDvycZ1FLLqLsIP84Dm1yF9bBzkE+WK1Cpz2XAiPgOQ6L+SGItezUEVOyoWjswid89bSjiHGWbtSVgov2luXc2LhiUJuge0gfqctj9SesElf4Wpp0nlFTgq8HpmPxnkLZb74HUI4lHPd50Wuvvj6vX3A5pYh5wSyg4HWrBBHwVXBS86tENjOI2tfq3C9fWMVNvrXtaKqdOc1L7ZRnd3ne8YsnPeCyEBSKEKtv4922uDw5CT/30uH2Pfoo93nZKf+Dep9vaDpUm1fZZqmOGf5/g98D1s2j1GtlSkUIgKtc/3LG5ecdWTWW4fXipIm84ht6XAF0aX63phkSNMEIbwLJ01iWu02jUaDRrNJvd6i3WqyND/PzOwMlyYmmZ5boN5uklycZ3LiPMnJKsW9uxm643YGduwiTg2NTZvZNz5OfWqOi1OziEJALMCRearvHNZt7NxxrIjYV4HoiUtzPQ90SPVaW69bWQw9Vaz8vdo6kutuyhv8fIGVJnJi8Wo2DwEo2aO35XpvbwmhOotPrI4d3kgVXOniCgdzeKKFr0vkokEnIssJm+ujLpcmVrjzKizMKxM9xIw1ksfquV49VvCBEqs7un7/197zddtVfREbfG8MHm9cToxQEhUqomJIqVZlcXmOv375JX740UcprXri2t18PaB7g9icg0aziRKwZ/c2qtUy5UqJMAy7op4g14WU9+NaY7xLRKmVl9NdDJ16rddHpQ+TMJmAzvIRftFnmSFJUjKbktkMa1IWZmeZnp5iYmKCC5cucWnqChcvTTI7X2fiyhRXLk+zdGEK8dBbsHt3czlN6StEbNuxjSvzi5SKRbTLaCYpSEfWodpvgP693idfX3mxwd/Xr4p15IvX1JzYoF6HN6x6IpRfEx6Zu+ghVspeu5FrXMr/sGvvr2Vn1xpHz70V1HWrrr1WEE56daILvh6lFGEUUiiXWIwCjl28wEuXLvLg1m0bdeUNge6typiMmelpGvU65WJEq9nGpJYwCr1hqPsWDY6OtdXmEU3Ki07OYYzJDYbejZJlGQLQQYAQEmNACp2LiuCcQskArTWBVkSBIZBlhvsG2LdnL812g/nFOS5OXuTlU6c4dfI8l46d5fzJC1w69AqnFpcZXZhjz2MPcXEiYvu2XdT6ymRW0t/Xx7nLTZz03PWbtF/l7zRYcp25B1G7jFOsYqqvG17t0fXUoetV96vBek17I533OUeVKnMLs3ztlWOrEPh6IS+A7q0tyzIW5mdRWiBlAC7A2ZAsCTCiI713dK28K0KSen9EV1exue6llUQpiTFeb1YJIAzOtXI9S2KtJEsdWoUEQYRQjky00SgCFVKKChSLZYqbC2zeMsbeg7dx7MhxjtWe53hQ4vArp3n57FkuuBa1gTKVgUHmlpYIixG23mbz4BATly4SSzAS5PWSXW5CF3qttWsR6nou1m8GXItA9OrKvSCEBCGQhQJJEPDc2TM0cJRvwGys4sBZlpCYJaoDChEmRJFGCksYSi8uW89ZM5OhctFXILtW1Q4E0oekCXwgh1Tk1kAD0iJlCi7DOYlCI0OJszGpSzDGYmyKsiEtk7Ls2hSiEF0QFEoBQ7V+Hr3/fnYMjDDUP0gSSi4/X+fSxfOc/cqTDO7cS9A3RDNuIQRUij4sspWluEhtOOk34fpCVzFzfzuR+FpLZEXpXB+klIRBhFABDRwnJieZmptn1+Dgde7lGj9wnLaZqp8hKDuEXsTKAjhFQZZx0uFsQmZi79cTER113OZ+SW/EcrklNbeedgIdOtZb55AYlJBYJ9A69JZZJxEyACQiE2SxQ9gIk0myNEUljrgdk7RbjAwPsue2/ahKhSnT4tziNMuH67TOnOfiSy8zuO8W2mkbLQKckBTCCJrNXM67njbAm9ALAnzAUc9vINcV11qQ3iR4FePcRs907ZO9z/f42kRuoV8PpBAUdEgYFFhUmpl2k7l6/UYjsGOpNcnhc09RHoChkSphWESrENGUpCYmSZexro1AY02QGyhEbvkUOOtDEoX0YWidKKWus1xKBBIhArQKyYwl1IV851BAGBQIdYlyNIQKqmDAGYkzkMUZmTE4K1nSy0R9NTbv2sH9jz7CxYlJ5iavcHFymoXTZ7HNJgaLlZpmEnu9RArMdTXg34Re6FqMnfNInEtlG1pc1yDEhpV+o2Ve7fer1N/R413HqN+N4BLd3xuCA42kHBVZLJRoLi9ypd3euPwbgC4CWzIaZoI6F1E6pG6baFOguRyDc9SqFZp2DmObXpzOVNfC2AkIl0LipHfgZ8b4UEM64jO5G0ojKBIQIaSgZSVpM8t7IRFG0xeOMVLdQzXYgbIK5xQOi3UGaTT1ZkxCg4FCkdt27uXYrr28UPwqNrkEjTYyNRjtMNIyvbRAbFIfD/tGLB43YWOw5NFpFmMMLjO4zOa+YlhhaT3QRR6xAXK6dRBsPQXbXRuBr0UEXuWe6UFSmauE3kClUDpAirVuuhVQThKJAKVDWqnj8kK9Z2Qdt9kbX49dBDYm48rCBBdnz2Mqg9TjlMuTdY6+eJmBoSLf/t77GR3bzNLyFeK0RZZZL0bkQfM+PNJH2oAgy1KyLPVUOLdGK6UIwwJSaEyWogNFu90gksoHc6QJWWZYnp2m0WiwczSkPyrgbOBFcQxtC8QpWhlk0zAUlBkq9VGMishA+xjodkI0UmU+SZmanyFO49yV+mray0143eAcGEMat0nimLjVwrQTvxG+EzfewY5O4InzPmIfvdVRrViDUHmqnU6Znmd7y/UmJei6lLr1X11t74VVVXVZbd5VHNazXHyMQx7eqTVRoUChWCIollH5uu8FgTeWCgMOiRGCerO5psz1WYddBI6ThOeeOclf/Jez7Lpnga1btnL46bOc+VKDynjA7r3bOHDroyjVZrntaMctpAwIwxKSiNnpZWZmlpieXmDb+DD79o9jsiaNxgJBEBKERZQsIETI3Mw8Rw6fYn4uxaYZ99y/j507NzE7P4EOUlqizvzyeaoLm+gb3YySAS7PUWKxJC4jSVNMajGB9O6pUOO0JEljbLtNTQ+x2Iqpxw2Ec1jpkbcb0XMTXjP4gIxuiAkrAUzeZZgmLdLFecTSMiNKoaXPdWXxQTvOOnpCOfInV/7aSBrdKAime38NV17tlb2arV+dSWR1/avVXYHNCYgElFYEoSbDsrwwS1pfIKsOUBwcwuoALSUqDwyxSIQwOGxOGCSJzXraun4rsIvArVbMoWfOsPASnAlbDBSBpAA0SBuOuckWgSgxNrSJxZYgzopoVSDQFeZnYs6cOMsLz57l1OF5bn9ogX179rF18yit1ixxHIMIiduSS+fnOXlskj//zCvMnM3QQjB7Bv7nH9vKYN8mppZOIWspmJhmex5rEkIncM5PqBSSQEmMM1gtaNiUpkuJXebjZiNNEGhMkhFZQWrBSenjonsW4U14PeD8poEe4icAYyztVoPGwhy1RpP7xsZ45Ja9DPXV8tBPh8tcjmkbKbEbJwt6NSn4tSDCtdTnV3vS5cir8dlkZBhSNwlHzp/jb44e5ezUZYzWqL4BlJIo57eSpkLilMMqctUN0nyjy/WGLgJnqWF+ZhEkyMBhs5jx3Zu4NDFLoRjQWs548ouHuOW2EfpHRlG6xeLCMktxi6VFw8xUi/OnF5k5l3B2dIaZK0327NpLEhtay9NMz8ywtNjk8sQSVy7ETJxOsLO+7ee+cI4DD7zCE995O1N18vAeh7MZUjiEsLkBwSKVQGoII40OJK3lJvPzc7SaTY/cxQJBpUTbGL8BW2ofLHLdgtf+e4R15s45rMmIGw1YrHPH+Hb+3hPfxl1joxS15loo+2bBWvR+vf0RPZ8OpMCDu3YxVKvxm3/1ZWZmpqmVKphOFK0Quccmj8zKZY8bxTlWrNDOxzZTgqjskCpmfHwrp89UaDUzzpy6zLGjZ7jr3p089PgBjGzRaLRYnG9x/twM58/NYp2kvClgZGiUE8eucPr455menWJouEgQaoxJcVaTNNtoLUhKXhZLU8Oly5O0sz1IESBjiUkCCsUKQaDBWr9fQDqEEuhQU62WCZVgfuoKl86eo7G4hLEgwhCKBayUJK2WJwB09srcFJ+vFzhrSZKErNFiTId85z338PC2Ld37f1fnOQC2V2u8+667efrMeT5/9CTJ8jKhKOMi7WPaOzlL8kkQ7sYFEK1Yoa2lFbcggigK6eursWnTKKMjI5w9O8n0lUXqyw2fMicoktFiaGiYs6dnefKvXiYsa0ZHx9i6ZYBd27dw+MULPPPkERxw4P7NvOMdD7Nr3xae/drznHxlAmOcj/1PIRyO2HtwB3HaxmQClfZTLo2ybdMetCqSOb9/VAeSoBRRq1Xo66tg4phTJ17h7OnTNBot0CHl0VGolEji2FsR3Uoqmm82R/i7Ag7vLkySBBvH7BwY5PFb9n2zu/WmwpZylbfedhtfPnKcVn2RUrmAQ+WyvlnZtZCndhLmxqy+FSu0NSwvLUMTlmcNcRxQKQ1z++13USwMcO7ceYxNSFPL8WMTyECRtKocP3KFpCUZGB5kZHgbg/2DzE8vc/TlC6SpJipExM0iczMphWCeF549wdnjcytqUQE27ylx4OAu0nQOl0TU5A62Dd/KUG0ntEsEQYSUmjAKKNQiKrUSUjhOnj7BkSNHmLgyRYwkqFXZsm8vNgzIkgSpNSJZ2W7Wa+y8Cd84dCLvsizDpRnDhYixUrReyfx7oxl3a77hqsBp0Ru93iuYrxVwO5bu/A1fy097HSBQkj19fRSkYKaxjLPD9I6nsxXT5SmZ1A3qz6pILGsstGDhUsqZ07OUgjNIEbBpdBOzM9MEAWzdNsbU7Bxh1MfkpToTE3MMjA4ytmkbUVAmTS0nj59lbnqZwZERitUKga5y+tQElyfOc+ncDG4BxBDsvmuQBx6+le37+om0ZG46ZaAwzo7aA4zUdiCTMkKX0LpAsVgkKkYUqprUtDh54iRffeqrHDt+gqmlRdKoyMi+WxjbvZvU4pOUOUEnC4jr+hBuwhsGR568zmJthjDZVQVcT9lV4VnrVbbqvayO2BJXXe2tS7B6e0qOOMJfX9dyvV473dpWW8k7O5bEmnu+gENmGSpNyYTyW2XzcqJrw/GBTIEQFAqFdXrzxqGLwEEQsHl8jBeqL2GNY3pymUPt40RRSBD6/Enj27dy77138+zXX6KdeN+tNRLnNEqFICBJYhqNFqGOEELT19+P1I5WO2aov8Ztt+5l4eJxbrlzEz/wo29n+95hsqTN8lyDMmPsHr2P0dIBZBahwiJRUKUYFtFKY2zG3Ow8x155mae//GWef/Y5Dp88zVQrIdiyjT0PPkh5aARXLDPXijGZQXU20IuOG/ImD35DkOObg252FeOyq4qYPHObpENEVxBmLaJcjbS92+WvhXKrr3pjkeg+d22+vx4Cry6zkgRKXJXcHvA5wrIUFxQwSIxQedoj0SVyWEcUhAz09W3QmzcGXQTWWrNt11ZGD/axNN8EB416gzDSGGtRWlMqlllcXKbVTohTKBerlMvlPL0plEohYNFKEgYBOhREJYmxbdIkRjjF937v+zh44ASDY5J9t4yy2JxkebFNmIywc9P9bCnfgTJ9aB0QRSXa7ZTZeb/FcWrqCi+8/AJPffVJjh56mZnpGZaSGLaMM3777YwdPIgqlaj29XF6YhKXWaTUrFD5zucmAn/D0CO1dtICdTJ/rBTJ/3M5N8rT56w8usZj28OuV+Loe9GsF/lX0tCR1722a93kA3nBtal0fDyIWLnAVX8CIHMfdSfxoeuJ8c8nAGvyrJpIrwPnQSfO+cyuOCiGEZuqVW4E9OjAlqXFJeJ2ChqUdkQlTbEQoLTEGE293uLC116kFScMjgxS6y8zOjoEQlAoBgShQClNqRiRtBP6B8sIHYNJWJifJ44HePzht/LYww9z6PSXmLh8mmY8jXY1tlTH2Vy5nYoYx6dftFy+fJHTp09z4cIFJi5e4MKF87z40lHOnDpLnMeWylqZbbfdyt4HHkANDzMwNMLS4jJLc4u02gnlWhFcCjhs1yJ9E94wdLAuFxfXgkJ26eXaKKde8NxWdjmWVHmmj7xK61anMBKrEM+BXVP3Wpl7TbtinWvdIdneQiv9Ft1NMFc/2xG1HdJ/OhKey091sIaC1gyG4fqNvkFYsUIbw8zlORaPN1GjAlNIKZYihJI0mi2iqEBjOSZuWWr9Nca2jiKFZmi4n2azRRAFSKVJ4zZCgg4t5UpAmmQsLS3g0iYHb72VLUN7wVkmpy+wOD9D1mjR37eN7aO3E8khhI3QKuHChfP8zdNP8fzhFzl+8v7SAUMAACAASURBVASTFy4yN73A8nILk+UzHUVsffBh7n33u6nu3kt1aIhSscjzR15hdmYOEIiBEWyesbubsOwmvE6Q3dXt6HCvXCe5ylPqRc/OJv/uoW5WbJhNoZsdE/AGDAdK4ozPLeZZpskNWr5sJ7UyOFz+CE6AznG6k8ppA+jKYV27k83DfjtGz9wQZsH51DEb1ueNevmOO9GJVLNkNiMzKYWgQDW8wTqwEIJABtD0J4taJFIERGGZZjMlSSwm88hbrEU+0gRLqVogzRIEksX5BlNXpsisoTZYAJfgEtDGcd99d/Md73g3IquRLMdsK9+HqZWZSicYLW1msLQLlSmcSLgydYUXvvYsf/OFv+a5k0c4e+US6ULbn7+RgxzexNa3Psqd3/0++nbuJixV2Tq2mcOvnOT85cvMXr7M1p27ENLlL1Si3PUNY/vvBYQVXWtwZ/O+c9JruE7ixOo8YwZBhkMLi+oekvsqiVQ7rNFZnMuwSnv7hQ+hy8v451N8jj7wyJo5R5D5fnY44qtZfdcqUk44n5sbiybw+CuB1BOTzBqCtXkk87nAWpzJENZ0Dy9AWDIyhHAMFUrUSiVuBHRnXkpFuVqBAqiyt+K12yntdkKgQxCCZmOJYrFAsVRE6YC4FeOAIAxxznHh/CWmp6bZum2Mak0Tm3kGBhVvue92vuud72f/+L3UZ2PSZoyyFUareynpUSqVKiYJKBY0i4sLPH/4EE8//TSnjxxndmaG1EkINChF1D9A/9797HjoLWx/7GGKmzbRTC3bRkeoLy1z/PRZJi9fplAqMTDY7xPu5YvjJup+Y7BiFuogb4frSnzM8OqZ9ZnPRG7CoqurZtZxZOIKymYc3L4NYy1fP3Kc2dk5HnjwPoYLEQQS4TTdkxIgZ+WaxXqdP/vClxgeHuEdjzyI53OSzN/unjmUp5qjdWWSmYkrjN9zD1jL9OnTnDxylP13H2Rw++5uYZv/IREYB0JKjDGcP3KME089yyPf8z5K/f3rzk1HP14xmvXYWQSEWrNpYJBysfiG38N60BVqpBREhQIUYGTzAKPDo7TbbRYXF6lUKlQrFRYWFphfWEAKRblQQiJZWlwiiZN876ejVqsQFSpYQpBN7rinyjvecQcHdt+DrVfJGoaklbC81CBJMkrFMqVixVuZM8crJ47zpa99hRePvMxyo0UhrFIb2crA3fey+7vewz0f/iEe+pGPcPDd76QyPES9Xqe/UqEUFXjp0EtMTlwgbrUY37mTQIf5uUs34fpCj79T5HHSPSDxEUuyR8x2wAsnTvLxn/05Pvmp3wPga19/iR/78Y/x0U/8NL/2+59dsSLL/LyjbtpmjxqLi0t8+g8+w9NffXpNW6JbvvPY3PlzfPIXfp5/84u/hFlsMjt9mX//z/4R//jHf5zf+tf/CtdsrKpD5gQnEP6oUGMMx55/kf/6O79D3Gi8rlxqfoOWJUszBI6hviql1eedXTdYJfsICaIEmzaNUQv6uXjxIlEholar+WNMpKTVajE3O4fQ+DNW68toqUmSGGMTglBhLSw2FhjbAvfet5Pd27cwVNqCW6gh0zppnGCMQ6qQQGmKUZliWOb86QmeffY5Dr34PDPzc+igQHXLJkZv2Uv51n1UdoxTGh0mLJWoZxllHRDIlOHBQc6cPcPk1GXSLGPX3r2USqVubq6bcCNhRbxeF/Jbi40Gn/rDz/DF//v/Ivuhv0fDOP7wz59kYqHNvQ8/wH/+vT/ge979LvYP1nBAA5AWQukj6RqZY3h0Ex/68IfZ1FfrVt7B8TRuUV+Ypza8CWENR7/yJT75f/wae245AMvLnDt5iENfeYpvffBhnv3c5zn63r/hwBNPeGxrx2Cs17PLZUyzRRiFHDh4kOh7P0h1aOh1z4qxxkeqJQnlSF9NAK6TM2SVDqxDjYy8QSt23spbLpUpl8tkWcbY2BjNZpNmswWzC1iTkSQJQVkTJy1mp2eQUhOUyiw2prlrbIjd4/sZrexFtUOWF+cpBYqG1BSCAKEsQagJdYlmI+Hll47w8tdfZPbiJJkKsLV+hg4eZOSeeyhsHyctFlnMYqoWBvsGKeqQaqFCs9HgzIWziEixactmav2DfmO5s9c0ZNyENwr+YPHXEuerpWTbtm3sevydSKGoxwlnpub5H/+Xj/LBdz7IBz/yUxw7cYr9D97DcydO8eu//SmyRpu+0U3IWoXGpYu84z3fRVMX0Z1Dw3rg3MkT/PHv/iY/9NP/iIGBIUY2b+YDD95HXVZI2gkXXjzE/Q89xk/9wi/wqz/xY7z8la9y4IknWLwyyZ/8h//A6QuX6Qs127Zs5fiF8zz2tofZd+e9lJUmjNaLMtsYvIG840qzlPQ6ZzDcCAQOdIBZholLk5TDKo16o8vJOnmhtdbUan1IDdPzc9gsRThDrVygWi1x/swVMpWxabti/749jFXvRCxv43d/7//h5OFjfN8HvpvxfXew2G6CtESFAs4qjh87yrPPPMv5E6cQLYsbKsPOrRTvPIAa30YalbFOsmfrKEMDA5AabJqRpDGnz56jkSbocpFAhGSZt3atd2TqTbi+INxKnK9zjouXL/PM4cPY/HQ/hGOgv4+Hbr+D73vPu7k0v8RXn3qazFlkpcSBOw6wo1JiZPM47WUv1r509CS/9X/+Nrtvu4NLlz9PcXwbfQXF1y9M4yo1fvDbHubB/btX9SNeXOD5P/pTfujjPw1Scssjj/GRf/Bxfv03/hPtVkpzeo4tt91KsHOcXbffQeOK3wq3OHWZP/3Ub2GDGkG7xZdabcZv2cvnTr5M+t738aU//jIPfuQH4VXcQF0alp+IkWWZP7JWa2o3SP+FXhFa+KMpmYe5ySWSmj+2s91uMz09jVKaRqNBFEVUK2VQjgsXWzRbywTKsnvXfdxzzwGefPKrtEXMtzxxkIfuu5+R0t3MnFf8waf/iGefe5Lxzf38+IOP05r2h28VwyIzM7M8+/QzHHrhBZbmF4kKFczQMNUD+5Hjm3ED/VSjKuOjQ/QVC8zPLdJuthFScGlqgpmlRWyg/dEvmesG0d1E3hsLAr/fVeUCorGGYyeO84uf/CRN57muEpZbb9nP3u07GeuvsbVaBOPTMelAUSj686X6oyIqT8FUCMscuPMtfPwf/6/8xu99mv237WHv7nF+8Vd/g9FtQa8zgvrCAidfeJ6TX/kSYmaJ5/7kc+x6/BF2792HHBkjkz5Xm3AKqf3RsqJUxc55BFbSMb5lhLf/4I8zffhFXnr+OT78T3+Oz/zzf8r8yeO4NHnNnLJ7cmOeG90YSyQEtfKNsUBDDwIrpagNVCEE1wBXtRQKBYIgoNlsEuYUqFgq+j25gaBUiojbdZqtOmFkede73kqtP+Bzf/4lRFJg68CdDIg9pKUltm/dyhefyvjiU8/ywanLlMoVhJKkqeHo0aO8eOhFZmenEUGAKZUpb91K/46d6GqV/oEBdoxuRSQtjh49Tn2xjo5CGkmbetyCKALhz2xVN23NbyLkKZW0X0ZKKvbt2s1P/OCHaDsIhI+bGhwcpFYuebUmTUmy1Cc6bLXQecaO5nLcfXOVcoltO7bwyEP38JcvvMxdt+7kzl1bsZVBpPTxBr55x5mjx/j5j/4E9csTLM8t8e/++b/g3u94gp/95V/GGEvLAdKRZqnfH+6AdhOrfGtKB/SPDrP5rruh3WDH0iK7H3oLY5v7yOp1aoXXzj1F3icAISRZmlFWkr7ajYnCgl4RGpCBghqgINAakxmC/NT5LDMsLS4RhgEDw/2YLGPnjm2MjvRx/PgxvvbMs/QPlDl+7BxP/8VRFqcSPvC2v48cLDI8nPH+93wHf/Jnf8Tp85eYnZlm18gIqTGcv3iJ559/gQvnz/nA+FIEI4MM7NhJoVShP6oyElWoz0xx8twp6rnRLE6WPXUNNQiJM8YfRynF9TTy3YRrgAOMc6Q9h6jtHB9n5/j4uuWXmw3SLCHD+p2kjSYXzl8k2bmN+aU2xVIFAImBbJG02US2W9hmg6Sd4FKwiV2JmAIGR4Z4+7uf4PKRl3jhK1/jrW97K/sfeQwlFVmckFiDCBXlcoG5S5OoZoOFi+cobtsL+G20cTullSQsJ4aWCzDNFJlahE0IrAOTQXAtEbrHgdTRbYXAGoNW0kusNwi6CJxmGTNXZsBBYSjAWEu9sUylVaPW549NyTK4fGUaXYCB4SK37N2HVpJzZ89w6MWzFAuOuGlIY4ey/ZTllnxgKW958H5+6qM/CYFleHiEqBBQn29y7NgRTp04wdLCAlIHmEqJ0u6dlMY2I0RAaCXLM/NcvHKBxbSBKoTEqSVWDsIA64Q/4lHqPDtiJxD2JtxI6HEkkb3Gs1Oc9Sl4mvVFSkHIcH+ZT//WbzJ74TykLcZ3eb223VqmsThLc2me1twcaXuUlsloTU+xnLVJWy1foRBs27uXj/3iL/Lcn36WMy8f4sP/8B8weuddkCQ060sst+rIgmDbgf189nd/jz/cPMqxwy/x/d/9PgDSOGNmvoEVjnaasri4jGvGLEwuE0Ux04spJAkUNhKDe4KuAYSPDLP5IX5KSso3aCcSrAmlrC/UwcHQaB/zU4u0koxWnGKsz8S3ZftO5ueuUO3TPPTwXgZqI8zPLjM80EetXOHxx+5BaRga3M3ipTJfe/Iwt2zbj1AFgmqZD33kB5BKUq7WiLOMiekJDr/0IpNnztKut5DVCnZgiGjnXtJihUJYYLHVZK6+zHJqELrop0oZpFYYHAqBFt6VnimHcuLm+UdvCrgut5FqHQTucKIea6sQgkIUMVAO6Ys03/mtD/Hp//Ipfu3kST74P32YW7f2Y60lijSlvipaWPoqBQqlAkpLtm8qsXmgTK3Yyw0F6CJy03b6brsDNTjUaYygUGC4FBFVC2y/636q1TKf/pVPcs+D93L7tzwOgIxKlDdtR0tFVKlQHhnECYUe3UqhFFHqb8F6VmTILc2AcAhhAIvIN/UbY3HOUFSK/jdDBybfPUIGUTGiWCkQx00KpQDjYoIoYHhTkYHRYb7tHXdx1907+MLnn+P5p0/RWG7w8Fvv4O3vephyWTE+FvPPPvY7/Ntf/pcIa/nQ978fGwSEYYFAhVgLy0uLPP/8cxw5dIj5qRmUCsjCAuUtW5GDw9ioSLFWY6kVkxqLCXx0jnC2G2+qnfCnwbt8+5oS3JSf30xwee7nDYJlbB7HkQtFUVTgXW//Nm49eCcCeNsjD/Cvf/lfMDU1x3u//Z0EgJOSu2+7lY/+yI+we3SEH/6ed1OpVemrFPn3P/tRylHIjrFNVzW1ffdePvK//RMqnYgprdl93wN85GOfIKoNMFwa4Ef/5b/h/NOHufXxByhs8mL+0NZtfN9HP8bWnTsYGejj4CMPEQ4N8MRPfYIwDFluN6C4MQJ2w1REvmPJAUif0M8ailpS1hsfaftGoceNBFIpiCG1GX39NRamGzhihG7QTBfI7CK79mxm555hjh89xWd+/6+ZvLTEwEiRuaV5rsxPcufWPWzZEzE0FnDoS8/y737llxgZ6udtb3uQhcUGMtIoobh47jyHnzvExPmLGOtQ5QoMDjA4Pg6lIqVaDePy9KQSnHF5/LzMN1r7oHNpXR7QB5ib0vObDe5a4nN3f5//GWjNvbfdxr233QZAtVjkh9/3nlUuUQFsHR1h6+gIAA8fvKVb3fbHHu5t2G8bzIOiB0dGGPyWt/W0Lejfvp37t28HPBM98M4nOPDOJ1Z1sdRX4663589t3ty9vufRR17L8NcMttO1fDO/sRS0Jrpqs8f121TTlTYdYIUFCa0kBuEPKJuZnmahfpml5iT9I5I77h6n1V7mi3/1AmePL4IqEhYGOX5qgi88+RQTS5PIUp33/+Db2LJzEy8f+jqf/exncVYR6AiHoNFq8tILh7hw8izNpSYiKpIWihS2jFEYHaFYqyGjkKmFOTJhcZL88GiLFWA6Zyk5gROdWFyHdjcjr9582ACBV3YAvipR/UYX8zXdhG+SJLbhYR+5RasURkRi9eXrCSsI7BypSUFBO25iXcItB8cZ3VwjSZfZuWsL3/Xed3HXPQe5MjnNpRN1aEBUqKJ0H4t1y/lLs8wvLVNvT7H74CAf+Mh7efjxt3LnXXdijEWrEK0Czp+/wMuHXmbywgRShrhCCTvQx+C+fUTDw1QHB5mvL7HYqOOkz+jg8m1lVog8STsgwEhHKjt7fTc+cOom3Bh4vb72UxMTXJ6Zuh4NXxvzvwGq4KylvjDN7MS519iF3q2Uaxae82sxDAL0enN0nVhwV4R2zpK2YmhBXE8Y2Gl55zvup1ItMzt3hd17trB//y6yrMnMzBTtegqLkLbaxGmTVpJQKpewNmNxbp5sKeZtb3+E97z9Q+zYtBdrDEEQUl9e4tBLL3P82HHm5xcJKzXaxQJ9u3dT2TaOrPXhwoDJmRmqtSpKK0yWIIU/9c0pv1UstAJnDQnWi9jC5arYzYwbbyb4/fyvLvm8dHmOP/7TP+PEkRf5mU98nLEb37XXDUJK5mcv86l/9Us8/m3v5tFv/w5E36udKJj7fTv7lJ31u7WsQwuJlpJgTenebCFvFFanlV1uQgwBjv23Rxy4s0Kt2kcrLoAzzM2dw1lDELSRBW+xbp1dJG00qIxbhgcDlhfnaM636dPjjI+NMz50gKRuMDZBE/DK8ZN8/bnnuHDpEuiAllYktSr9e3bRjgqEuX7caLYY37EDke80UYCSoIRDSktFaBIcMZAqn71IWXnzAO83BTznEfjUMesnzXcYBxcX6vzXv36GP/70p3nmyb9i7/1vpT2yhbP12D+bZf6wPFYyZ/mAiE5iHZOL4n5nU5blZR0I5egvK/ospFNzSGOQgfK2HCFXsmhIn9PNGdt1M0otuqdodjJeKQnqyhznn3yGn//cF/nAF/+Sx/+H97H/sW9FFmvrjLFXAhF0TmTEeW6uhUSLFQv2qvFdJ+gJ5BAUiwGlLYKHHtnBHbdtIYlnmVya8hOQv6xCVGTLpmHuvG+M1qJg4XJCYVBy91u2Mj60idZMSk1tYdfo7ZR0P4sz8xSDElFYYmZmhudfeIGTp07TSlJkENEMAwZ278ANDpAEBYSVXJq4zNDIMIVigWajgRKCglKYJPbcOEmIWwZVKlEbKDNLmktU1zjO8iZcPxD5whXCc5N1xWjBmckJfu7f/iqf+c+/T3viDNDPxOAUP/nRnyadnkQYIDNYk3mkXCWNdo41s/lmRI9k3j3jOZ2KHDt2j7GnVOHIl59iQAhSpZBK+u2FuVBmcpVLWoeyXg0zSnRPHNRCEAAVYDBOiGcXuXhlil/5j7/F7//lF/jRH/37vP/j/xBksM4o2YClepVuw8QC11uELhYLPPbYAxQ2LXPfo7uoFaA5n3atjFoFGOMQccRgpY+3Pb6Vu+/KWJhNEDj237aTWq2KFIKB4jjDlT3IJEI6KBY1xsYcPXaUw4ePcWVqGqSkjaO6bYyRW/fSiEKqlRr15RZSKTZv3kKWZmilKWiJbce06nVoLNG4fIWJI6fpHxtj59sfo1hQGGsJslw/vilBvyngY6E3TjUTBQFbhwYZ3zrGiYkpwFC0KePlImlWgyxP3OrcmmyhrvtvB6m7kpXIk9o5i9SOTf3D9EdFRse3M6A1cf5sx7hj8o/Db0vU+A38nXhq4fwYQiGpBQHVVovw5EkcUFOKbVt2UB4c66mxd/wCIWR3DnpRWOYJ/ZS8sYuxi8CFqMCjDz3E5p0B1aEKSpUQQqJ0Psp8Z4+UCiU0fbuHKBSKgCBrC7QsY63AGUEoCgS2iCSgWIiQWE6dOcnXv/4MZ86eYbnRIIyK9I0Ms+WO27CD/ahKGRGEzM1fZmhwlKhYotVqUChEiCSlvrCAbTRhZo4LzzzHlVfOwsGDuGZMIaoQG4u2gkxs6JW8CdcJ/KL3OqM/Xnb90JnxkRH+yU9+jHe969186rN/wV/80f/L5j2j/Pw/+2n6pPZ5yF8FenMzd8Dl/wjhCLVEW0cWxz4npFinbG/f11zvZBsRUhIEmssnjvFLr7zAQ2PDfPD7P8R93/4djN52G0i1ph6B1AoVqFwSkbk4LlYkCeNQPXule9u+Xmi9klJHKCrRCKOV/QyUBimXR9CB9v5hCdYaj8BK4RCEhWKevlMitCJNHDYTGGuQzqKFoFwuEeqAyUsXeOFrz3P80FFmJy9DqIk2D7PpwEGirdtoV8qMbR1jYaGBCgVj23ahoyLaQdyqE89MI+p15NwCc0eOM3/6HLWREbYePIgsV71bCYuVLnc33WTB1x3yYAzpACmwQiKU9MnnrmGJ7isVeed9d3Dnwdt41+MPcPr0MYI0YWBofZ3yG4Zq5bpUE43088AHP8Aj3/oO9j346FWI2wUBSInRCqE9UwvwEWKpjUkwYB0VvVrs7iTiu15rdE02soii2MJAtJlQhSih/MHGUoJ0WOu8uKAU1uaUxbmcTFpEICB0SOXlf/P/s/emwZZd133fbw9nuuObex7RaIwkAIIAOAgiRVGkJooWLUuylSh2xXaZUuKy8ymf8yWpcin5okoqsp1IsaIoopVIMkcIpEKRIEGRmLsbaAw9T6/f/O54hr13Puxz7rvv9QAC6IYI8a2q+94dzrjPXnuvvdZ//Zc1XFxY4Onvf5+nvvM3nD5zhmGekezZyfR999O++z6GrWmixiSNuEkepuzdPUcch+RpStpdJ19dQq2uEC2tcvml4yyePs30zl0c+uhPMP3QQ2SNBlmWghAYabHbCnxbxDuWquWuXz9KrUArVtKU1bxgIrgx4mhnrPlHn3ycpe5DRDeYsf/2xTExs4tf/e1/TdKevOmWhbFc6vbom4Kg3UKrAE2AsYbCGXIMzhnqeuvM7c8z/umdyFgYyVEUBuEkVVKeEB7p4pfo3ksHIIwHTVjrcM4A3gmA8wqUOUu/SLl0/hInjh3n2Wee49iZ11nurhFPTTJ59F523/sQenqOAo3MQ3oXVxHDITUBg8EZnCnQ/S7xwJvNV4+9zNKrr1PbOcvhj32EHfe+nxWpGaSZv6bKrtqW2ytlEwshCMIQGcec7/d55uxZfvrIHW+6+3Tj1syU70Qqb/D1VrVBXCeI3zx7aL0oePrk6/TynFqzhQ6C8ri2fPnJTqsbzOC3aBYeKXCaZhx76UUWry6xd99earUIHWi01lB5/ZTyTPzGoaX3CBpTbHB8O4t10DMZ64M+p944zbETxzh/7gKdXp+wXmfPwYNMHNhHEsUM1rvYzGDcEjbtQzZEuBxkhgZC63CDIZdeO8XFM6doTbc5/InH0ffdxZlOl34GjfYkWslR1fhtFX53REhJGIYE9TqXVxf5i2ee58D0Do5M/u0r6JvJiLd6FL3dEGvdaNK6kXSKnG8cP8b3Xj6JixOSRgMVaqy1WGeRWIS1SKm8/txGGR293+/xta9+jZdfPsmBgweYnGgSBgEq0GUIyaG1pigKrLWEWvm8TGtxpRdOSE/N2e326HR7XJ6/ysLSIt1Bn1q9SaNZJxCSzpXzzF+5QFEIhpmhSDNUkREJizN5Wdndhwu6WcaV5WVqu2c5/Ogj1O89yvHlVbprA3bO7iIQCmcMCIfZtpzfNZEIAq2JGw1W0h5//fopQp7kE/fdzexEA2EcorB+UNeUYR1vyznnyJ31hHSlV/kaTHX5LK21PmxVTlhiDLvoXPkaOa4qA9VhraUoDBjLHbt2sG9metOh1XWUN00zjh1/lTOrS9Rmpwm0ItAKLRWxUARKs56nvHT+LH/+9Pe43O/T3LWDME4QUnpAi7SIqlaDlKgbzsC3RkYKPOwPeOmFlzj28sucOn2aJImQUm2MRs6PutZacK6MoW18LwPlPdRaY1PLcJAxzHOSRp24PklQq5FZxaX5BQbzF+jnGUIG5IWlyFOEzQmFA+NwhaIwjhzJIAiI9+7m4Md/guY9d3Gu22d9fcCu6R3MNCYosgyLw0gw0rvvt8Ec74IIkFISxTXqU3N0snmeOH6cl86foRFryAtcmuOMwSrpkw4cI6JBU85WSnovbsWvPDp4+a8oDKPi7IKSk3rjIpwdy5gQGwOEMQVZliLSlI8/+BD/5Bd+gf1T7XKv8hijIkqMvr+yuMTv/sHvczUbEM/NkLTb1OIadRmShDE9YbkwWGOhPyCemaU2M4vQPl3BU+xucES/G5ROIwXu9Qesra0DsL6+zvr6WzxSEEAYIuIIdIQOYiZ2ztHevZt6q43QGoPAOkvN5MTWYso0QIvPnbQUOOMQVqFUiJMBNJrsuPcedtx3L4M4JF9N2Te9i6l6C5kbcFAoQS4FRohtLPS7KALQSlOvNylmDLle4Y3OOvnygMxk2KLAFg7pxAgZZcdmWudG8agNBS6xhpUCGFMBOa4X399AUW3opD9GYQrSrEu6tsSVfo+40eKf/tynmI7Hcom3KFgYBdxz951MTk7x/335P8Gu3bBnN7XWBDUdUYtruDjCtGKSPbM06m10rV6WifDr3soVIyt/8w9JdvB2ZcOJpQJkrQ5RTDi3g7BeR2uNVmpkCoiSIMwIcHGEDoJRHFAGITqKCMKQIorQ9TpTM9M0JycJowQRaJyUWAM6V7jCUhjjM42UwGmJC0osaZGiZYBEoYKYZGqaQkSk3Zx22CAWCrIMYx1CibFGUmx7oN9FKSGuoZToZsMXVm81KYqMzOZktsAah7Z67LFsnvGc8KFIh9uAPopqjhQl9HHzfuNHstdxfFjnTeia6TPoLDG/0uU/fve7TLRa/MbHPkrjRgn6wP49O/knv/6rHL9ymVfX1gnndlKbm6Ve82VuZRhhaxFBqNFCoqQsU4E9kswKCWiE89aqvc2FBTZI7ZoN2g89THLwELNHjzI9NUMSRoRRiA40gdIorbwC4xChRo8t0iufmhOCLNDYOKTeqBPX6qAUViofL7QCXWhMWpClQ1+aMtBkzpELi6CAcQ/EGQAAIABJREFUYuhHXQsOTR9J2u1TGIvCYYTFCYsTjsIYCiuQQhMo5dcf7kYj9rbcahE4NM7HQ1WCjmKEtRTOkOFxy8qqDePYd5Kx/f0SzMuYJlYzsZA3yVgUGFtcmwhElVSQk2dTdGsLnJtf5I+++U2SUPMbj3/4huSHWkk++sD9/L1Pf4r/6WtPgpSEzRqN2WkSnaCUxkqNlQ6sQeGQeG4wJwQOBWVpGOt8KPV2iq5uOA0Cmg88yJTLmTl0mNlGk3pcI4hCtPKKqsugtBCghCTPC5SSIMAaW3rhHJkUEAQIJUlzw3A4JBsMsIBOIsKaJGmGhJmkGKQIpcmyHJt7D7fIIS0MmTMUdoB1jiSpIUKNlOCEwTpBlmaYwvjGygtkbimcHa3PKpxqhZDxF39b2/PHTgQOnBk5MTWSQEics4TCYZRDbs1Wchs6J8sZ+IZS1tq98QVc/4E6B86GmCBBzQR0nOKNxXn+4ImvMhFrPv3ww0Q3AGlMNmp87uOP883T53jmygXIhyAKdODrL0lnyR0U0iGsQ1qHk8JbpqKsDFUuC253aR8NHofRKQr6SYyMaohmgzRKULUEozXWWUxRIMuCxcKBsJYs8zHYambO85zhYEA26IOxpIMBq0vLdNe7mDzHSYmqx9Sn60zNzTDVmqARRNR0jclWQp4HFGmGDAKsgIHJWOmscenyFfLOOjLN0PUawfQUjWaTZqNJpBuYNCcbZPS7Xfol66EWiiCIUUojpSTQoVdqZ71HFLCltxDhRhYEbED1nJDlqOpFOm7oILthYvffAbnRvQm8U6kaHjeA/SCQfkFjR7U/y+/FpgDsVpjkNed2N1lH3mRHUdZYUlJgm+CEpWNzTi4u8D8/8SSZjvnlh96/td7gaN/79u/jc488zNkvniftdRgM+rSCBgEO4QmcRmVHHd47LvGDTelKwwlI8+sp8K3rLH4Gdo5Of8CVboehi0kWl1mxS97VnueYPKMwdlSNXTjAmA3LxVqwFiMEmbGgJHEtoRaFhLXYF3ZSAUEUjRLz075hEBiUc/T7K5jBgLX1dZSzNKbazExNs3OizdxUm9lGjf7CIqvz81xZWGR48TJdIejt3c9d995Nu9UiSzL6tYBuntHp9el3+mTDHCcUFkmU1AijkET79ZaxljDUpQPNIcpAssBXvKveVT5FJza87tcT4f5uK/H1xCcNlWYjfnBzeIKFzSI377PFUr5h8L5a+44lBGzGOVcpCjfa3YGwBJEiUQ2c2ElPaZ6ZX6J44pu0nOJTD913XX2qhyG/+IEH+N7Lx/jq/AWimV1kCSSBwmI8UKOqzljenrT4nAEsRliMlAzTd0OBrSMdDknzHEeMtI6gnLm0UhBFPjZb5Tta55W2ZCQQOLTyBN9CaWSthi69fUVeoAZ98sEQURicyXFpQdpdZmFxmXnr6GdDGkqSNJtMz83SbDSRhUEVhol6k50HDqMO3YkxhtWVVWynQ29tjVOXLrP8+mkm7zjM3tlpmJygMIZ0mLHe7bLeHdAZZKznGanL6acZaQ6RDn3KWVl/1o8pVSezo/lkvNtVo+y2XE82t8vWZnrTdrvZz1t+czf7cct2rpz5hQQdhdTabTCQDQzPnzvH//qlL1KvBXz07qPX7C8E3LFnF7/w0Y/w7S/8CenKGr1kglBpAlUNPJuBkVBap6KcgXEU78Ya2DpLrz8gz3MCKQnDgObENEIptPL2vA9Sl65x4wP0SiqU9gnUSiqU8kUaC+NrFmVZhvVgSYxz2Dwv0w4EKEUQeA93vd1kx8w0rXbblwoVEmcKj8cuLNIZolATxjV2Hpqm2WqRBJqrZ8/zxqsnKfIcu7zOzp1z7JiZRElBZ5iy2O2x0O2w0O+zlqesDHosrK7RGXRpNZvkQ0MYhAQi8OaPEOXVeYNaOId2bpNJ5G7h6Lktt1+8me/fKK2JGzUmd8ywhuW7Cxf53SefIG42eXjPrmv2jbTiY/fdy8efu4snXn+DTrOFigNaqoasTOWt3WHM226d+6Eyrt6JeAW2jt6gzzDLiITEFRab5ThZYMp8LiE2UsessxhjGBpDnuej+J61lTnq1zmeTUMSak1jagYdBiilKLIchyPSmkhrtJJEoQZjGfT6KARxGCIKiylSVBBinKQ/THH9AbLbJWq3uHP3bo7MzbG6ssTKyipT7TaH5+aoaUGeF6xnKec6Xc6tr7HUW2c1a9Cu17h4ZZ7++joIRa3exsWBB6aMUsK8mkpnR2a1KHM2tifh9644KdBJSEITK2ExsnzjzFnqf/Fl/ttf/ixHds5cs8++iQn+/qOP8fypM1xamke36iRhQuw7+HWlimF7L/S7oMDOOfKiwDo/SmmpEbZCklQgY+tNZ+VRWBYYDgasrKyQ5znOQV7kmKIg0AFKe7CakpI4jmm1WiQkOK19MN85iqJAWgdKImyBRBCWv2dFTmEMUghMOVAoKRC5hLSPtjkqz2hEMXOTbSabDbAFAYamjki0Yn8Ssa9e50C7yZmVZS6trjLXaLK30eL0hUtcWl5m0O2QGkOt0Sozr3xxNFFB/SocUAW23pb3pLjyr9AanUgSKahrwVoGf/XKSWa/9iT/4jOf5sDU5iykUCs+ctcRPnHvvfzB8efpra/SDOrESWPTkTdJlQRUEjLeTtngxHI+loWT3nNbUpKM8KXOu3OcsaN1YxLHyKkpjDXlShgqNr6KbkUKP2sHQYCw4ArD6KjWlQidjbWDsZYMT6SihENricNinEE5AUWO1IJhpuh0HfmwTyAVUnuXwooo0KKJCGKaUrJTK6abTfYFIW+EMZeyjF5rgn2tSV65fIlTVxe42u2wTkGt3iQKAx/nxo/YtjShBR6iuY30em9JFV2QbHg3UIogjmlaiZ0ydI3lz469gIg1/+ozP8dcbXM20q7JNp/98CP85RsvM7+wwDBoUegYHd0gUaHs++oGaZPjEY93KlWZt3Kq965w71ksTeEROMYDIyolRUAYhsRRPCLXHm1XXqUr43+V88tWYSg2XO2eCMyCUyNaEiv9q8Ji+GCPBSEpnCW1EJoCbWSp9AZhKJkrc5QEExXYMGFSB8QCDsYRU7OzXM5zutayPus4tGuOk1ev8vzp05y9chm6BleroZRGKG9BOOmJ5HGg8XWYtuW9I9WSp5ogKre3FJJmWENNCpYpmF+8wp++8Az1WsQ//6mfYnYs7VFJyUOHDvCz972PLzz7LOnaCoM4oa6bntRgi1Q8YU4Ij0u43nVxa5RYAxgHfWtB+oQEn8AvsWJznHyrt80ZW0bEqi/LP6JCxV3HgBAbsVTPKVRBLNzoEGJj07GXL/1ihVdoKzxkzpSFlBH+N2MEWVYwcBmhlcSxQAcaCUwoSUNF5HhOpLxR48Nzs7y2dw/PnzvLi2fPcml1zRctD0KMklgCrChRZLcZ17ott1ac2KzA1eDr8DOyEhIRx2TTUzjtWLxymf/rr79F4gT/5c/8DO0kGh1rptnkVz/8IV56/QzHFxdIWm3CWkwgw+skLXhQiwOyoiCHa6llb9E9lgrsWM8NWmmCKCYKI2QY+lm4PKExxsMeb3byUmkrBbvmt/JgmxWzVE58IoJv6LLioF8e+++oZljp/+MLS0snwVBmRzmEEQgrwAiMcfSzglD72T3Ae9wXO2vMz8+T9odYqQm04pATLBjH/OoKxgrCVhsjFSIWyEBhRtbIthK/V8Rjkxl5jMeXP8I5nMuRUtGqN9FCsD7IWb1ymS9857vUkoT//Ccfpx75cKgSgof27+cXP/BBTj75l3S668TNJkrrMqNq7NhjCpwWRVkr+fbco1dga1kdDjBFRn99lYU0BSlwSiKURgdBWexbMzJ+xxAn4E3nDWLBsm4RY+EX4eOB1STt68dsmNf+gM7HDJ1XQiE3EC7SufIFPntFgCu9xuU6VQpVlhj1/L/GOlJj6eQGGSo6/T7dYZ+8yPnuMz/g2LETFHlBktRotCZI2hO8b3KWgTUUoSYNAy6ud0jTgihp+japRqC3JW9f+W+29r4ZJ9UPs//NrstVD+xtH/vte+7fsb/BbZ4YNl2GACf9MjGUEhHVkJMz9I3h4tICf/jtb9OO6/zK4x8azZ7NJObnPvggXzz+Is+vLRNNTaKigFh67nLnMzMQTnh/jRAMrPHsq2NnH7cy36logNxZFgcdnEnprC1SoEBpjAAhFXGtxtzcHFESYI0PUAsJpswUEQAlj7YHPEi0FUhncNJQ4GFnnnhdltxVgLNl1NV5BzeliSzlaMZTW+94pLx+wDB4FJUQDiFdWTvJ+TRFAaLKPEkznnjy6zzxpS/y2Z//eQ5Nz3DGGRoTDe67+350ENKanqM9M8vx0yeZX1/gA49+kGOXFnji+OsMhwFFFOHeNsGCA25PSKGqEfX2u8UG1PHaY4MTtzcp/UbiB/23v79woqSIKo93zQaMAsVaaWrNFtZZUiF5fWmFP/ir7xDEDX7xg/cTlwc5vHOGX3nsEU4/8QSLKwsEoUKrOlr5ul8eQhoQokEJVmxG3xQwRm43So+8BeIV2Fo6WQpRyMT0NFNJHacjjxV2giDQ1JIaSmpMXnJQSW/bOjzzgBDCZ/YaWyKYxOhSK6ZIJ8RIyZ3w9YysqDArvhM5Z7DOOxnAA8Kd8GErVa1pKj+Z2GDztwIEFl+rsPwsBEpL4lAj1/s89/TT/NHv/VsOzM7wa7/+qwTO8PD99/NLn/kcJ06c4N/8m9/hzjvvJDcDGs2Au/RHae/eyYunznF2mGKtAqHeyUTK7TPB30mHuLECb/z+3guAi7G/N5LRXQuQgSZutskRdKzg2JVFfu9LX6YWK37+fb6iYi0M+cUH3893T7zCV86dxcV1XBRhdej7sjNYWSA1IATdImOQZZsUeOOs77xNR0AOWwjCeouJqTkmGw2EDNFhQBRFSKUojKUoCnSQ+MVoaS87Z8tSigaKHCEtzkkMPtfTe3E9chShSu9y1WGuZSVSzhG4HO0UWgcoYUtTXWDdJljsdUWAN50ql6Ox3gSylrzfwwF5loIpuHzpggeQAJcvXeL3f/9/Y3Zulsc/9CgfeuBeFk6dYi1uEQmL0GCERTnN7VPCtyu383ree4r7dkUIQRgGNBoNcJZOPuD4yjz/7mtfoxaHfPxOT9q3d2qKX3v0MU6dvcTK0gp5u4ULQpSUaGlJRR/rBgDkec5gOITamxPlvR3xM3BhGGYFUVRDBCEFEgpDmuUsLywh8hxyn7+rdUBFUCRKKpRCSGwUUqvVqCWeL9rXuxE4KRAWQGCkxDlQzoxM4yrUXI2WWjhq0jsYVDWXizKh4K3cWTlGVIUaCq05cuROHvvwh7jzziP0+312zM0yWRaE3rljjp/+5Ce455672L9zF3ONGrtn9xDVm/DGaQppkFqMQmg/WvIjd0HvWfFKHFJvNbF6lp62PH3+HPFXn2QijHnwwB4CrfjIPUf56fvv4Y9OvEC/s0Jba3bECbFJGeRd+vkQIRXWFiPm1LGzcEtNaGN84nWz2SROEgIdoEvz1WQpLrNIHDrQqEBjjRnFiYWUGKkhianXayRRBNZzEhWiLGxROJ+/KyS5c96+9cBiPwOPAT/SQZ+0s0Cz1aTWnMBKh5AbC88fxhHsoY9eg63FV23Qmj1H7uRTv/gL3HP//Syvr9CemeGbTz3Ft77zA3r9AZ/8zGe47333s7K4SJoNWG22efbiJS51+hRR4lPnflQpjbflloks8wFqugnW0TOa75w+z+9++Un+1Wd/lvt372Cq3eATjz3IV668zulBl1rSwvVTivVFZidDOoUtQ7Ka3BRbziBu2apEA/TzjH53najVRmRDJMYz8cUxrbmyvKJzaO3N2spsFtKXWoEytqYUtihwaUGBIKsYOEoi+I615KbAYctyHGZEjlfVWk0HA9YvXaJZP4qzBqQsA1MetEGZPH0j8YgpMUKEOWCYFbS0Yt+hg9QChYgiTl+5zHy3y+LyCpcvXSUI69z9/gcRC6tkSrISBBx79ge8urDIOhpUMpax9OMh7kfS2nh3RApBLDW6NUFIQsdd5Zuvv0byl5p//dmf4/DEFPcd2M9PPvB+Lh07gen36Q0y9Ooi9xy6j6t5B3oGK6C4jXhobYG1bMjS5fNIUyAihUpC4ighyIcbrIFYzzIgBKpUXFsSEgnhyz6mJsdmOTLz68VMGISxaKMJVUQSBXRNytqgz+z0NIHWY6En32i1Wo3mrn202xOkApzywShZzqoeUXOdXuU2gCCMv3Olh1sFvP/wYYo9u1nq91m3lv37DxMGAbkKWLfQR3O5n3JqfYlzRcrVq1cJai0ikaBdCMJhf6wqL7lyoJabET0/BiIRaAICKZCNCLFTsGZSnnz5GEkz4F/+/GfY22zxDx58hOMXFzl1dRHRbhHG06wKhwkCpJAUhWWYprftOrWxlqtXLrHwN9+juXMv63t3UNRihlENVZKNVckEWIe1xagamykKnPE0OkWeMRgOCZIak80Jcq3oywJZWMK+I47qNA8fYmr3LEury1xdWGD/nt1gLNYanPPe7HqtQTMOyQyoJCYvMXCuXAX7dbcdxZE3xQhkGYcTZey4fMWBQkpBLAOKIKDRaPLw3A4SoAcsA2vA6YVVLj53jBOrHfq1gKJdR6gIVSiU4a2uwt9F2biuypIRYstAZ8fyud9EqmJl1gLOvkd90O9MhBNoqzF4B3LYqJHMTZOtCb7y4jFmWlP8y499jEd27+Vz73uIf/eNrzMQhmj3Di5ZSa4CP7FZQ7fXv23XqdN0yBvPP0v6/R9g2q/Ta9SQgUYKOUJhWWuxhS/S6Eo8sw/5uFKpy2SDKGJ2/37E5AxrztARObKw1AYCaxWz/S537PwYU5MTnHz9FNMTbabbbfLBAFlWPhROcvXSJd547VUe/JmfImrUKPKipLNxo746IjCUZWeV0tfrET4DKtCaOIqoxwFRaXIXwCqwBIiiYCFLWXWOrtRcWlzhuVde5Y35q2RRTBzXRzzTqiwyPWIXf1vyZqGadyZV5UipFEEQeDw3rkzG8EuKwhhMnnv+sgqju5UbuSxgB/65izJE+KM6dN0u8bwaZcRWWoJE0aBFphWDpWW+8tzz7I40v/Khj/Jz99zFc+fO8t3ly3SGBcsXF2nuPoRWHay1rHd7t+06dToY8Max4wAUa6sUa6tv+SBKwOzsLJNTM0w120StNgEFgcvQFpLAsXBpkSsnX2bi0G5m7n8/8xNtFpeXmGm1CbTeMNOEZP7iFd749rd536c/Ra3RJk9TbJYTCImwjlB65azFEbGUSGuREpSSxFpRS+o0oohmHFKTghivOmvWcXaYszgYsDbosSahax2Xlld5+dQZrqx3sHFEFERoJxG5RQiHE8YXdxvR1vruXPreRq70TVhxxhTDeftBCLlJ/d1N5rbrpaFtkK1WY2i5jZQIpQiDkHoSkagIIwVhHHlfgDWY1JBbQ2EK+sOUzBaeZJ0qj8yipK+KlaYZ/Swj1NqTOSBxQpa0Q34QHUUPqoGUsjHctVf+psAFt/HGbUqguRY9VZ17w/Da+GJTSPJGp6t2ftOxWPhQqPRIQikkUZSgrEYRsdJf4c+PvcRca4ZPPnA/v/ToBzn7N9/lyrkLXPj6tzj6D48QxTHDdUFnOLzZid6R6DzLWbg0v+lLJSWh0FglKITnwfIlz5SvKSOdp3AVGqclO3ZMc3BuF3GtRTY9xcwD99NIItaKHGEFupNiXnyJy2feYP3Fl5jYuZ9DB/Zz8colBp0ujVrNh66kQskAhyROCyYaEzSSJsQ+LpcEIcWwT+wczaRGO0mIhPKV16WHbja0ZiqJqEtJU0CErxd8cZjx2soqVwY5RkoyKVnuDzi7cJXXLlxmZTAgqNUQYeDJ7KxAKu0VWMoSfaapMoTdqOOP2fDjWNtN1QYE0kfCx8xavzavYtxOUGFPxw4y9t6CcOUxSu+9K52CRkriWp2mDoiGK5z71rOsLi9y6PEPc+Shh7h84jgvf+2vqe3bx5Gf/Al0M2TNZiAsylq0kxjrqMUBdmWV1771bXr9Dnf+wi8ROEkfD9eMlILC520Xwo7w7oGTJW2OvxtXmt3VTYhNTVRpmwMnSlx7BfqpYLUb9y+E8ORxVS3wcilQDWXjmXCbkk3E6JSblbYaYASj81VZd57etsI3lM9DUFLbWpzU6CQi0DFFErKYrvPVE6/SnNvB+w7u45HLF/nWiVd5fXGeAUOCMCAVml5+HSfWLVqTaKUU09PTTE1NsXv3bhqNBo2oRjtpkQeOIvL44xAJucBKhQwdidakA8vFtSWiQDDhJEMn6OqQiZ1zRDPTtJymMODWujQ7HZYvnqVz+jRrr5xk8icexe2Ygxysk1ilUDogDCOSZkIchkzX6uyZmSHSAYtXl7h09hz33HeEdhgSKUWsNQqBBmLhYZc1YBavuBLoA2+kKa+tLtMtCkSzhnWw1uly8uwZLq+uUkiYmptGao1UClES2ctRN/G8++Pry8ry3FiHb0wblaVdlMsOH48WaCE3Yt/WXgOsdJtM2Q1l99uXFKaAMA6cJS8MuVUYrWjEDWYtnHv+Gb7/e79LURT0T7/KnqTJy//xjzn2x39K7Y6jNKdn2P/4hwhsRqAFgfAJIC5JkDbD5inDSxdY760hmjVCG5CZFCUhEQqGEEcBVkKh/DV7/8AGt/PGWruqmbUxq1IWwBs5LhFl7rkbKehGI2zAdUeW/tgMXbVT9V2pehvtOXYd1bVtam+/0ehkW52jbsuxrN1Ij81dhOgFXOinPHHqJJ+eeIgPHj7EuVqd79oUIzNkIJEyILXXOS+3Rod1GIY8+MCD5FnOgYMHmZqcZLI1wez0DkQsyUkJpSJBMxxkmCAgqAe4Ycorx9/g608/Rb+3QpEZ+pllaAqG1pXOqCZp7nBBTLF3D1MH93Pl5EnssReZvOMAh+8+ylpuyI1DS+mrDCqLkoYkCJhrxETZgNNPP83X/+wvGPT6fPh//B9oxBHSWgJnCfEmcugYJTUMnGMA9J1jfjjkcjrAKUEcxnSGAy5evsy5S1dYWusQxRGtZgsdRkgpCJUs6YNKlFhVOWvUD9ymz6O1ePU4qg7mHCZQVB1aCVWSE5QP0Tqs9aVZ/fHEGMzMbc5crDqpAGFLv4NzDDKDFQqhNLHStK1j+fkXYNjh6E99kvnnj3HyL7/O4vMvsvcDD7N2dZEzT/0V93zqY3BpmTPPPYfUDqkV0Y4ZVpfmuWN2F4fvuZuXl64SxTHKapI0JQkk2jqSRkikNU4LjAIjPd/ZqDtu6ZUj07pqunJGGynP6AUVS834rY9PyIgxvu9RS20VN/p3DSWtFGzae4vZ7WfjLccdm8LF2DUY4bjw0gIvPvUUZv0udreaPHDH3Tx65318oYDESYxSOCEZmGsdgbfKKai11hw5coR2u83c3BzT09M0222MAisMcxMTmLUO6/NLTB3diWq3kaHi6oWLvPjcy8zPX0FLQ2AF/dSRG6+QQgYIHeGcQTca1HfuYvbo3SzMX2Hp3BusvXSM2Z27CGZnyIuCyFgiBSJ0aAmrSwt86Q/+dxZee5XzzzzH6RMnaLTb/C/aohox0oKWkhBJ4Hy4wxrjCywbixNghCA1BrQiSGL6w5TVpSXWVlYYGouLYpQOUEEIqsyFLh9dRWAgxuxaUXq4qzTLzbLhAb9WHAjvZNvU4crOVVV3HA8zb7EkQZcpa+VoboWnMEpaLY589HHCI3MM84IgCgiCmEYYs1qP6Q1XCcKQn/rNf8z3vvI1OpcvkOBYff0M3/ud36EwA3QcoZKYNB3Sf/RDmKCGTPs0RUAsQ4rccPnFZ7h47ATNuIZw1ievSIEta1KNWmEMGzC692peLC2RjYp9bkxBGAGDRke7Tnte9/M1JvrGb1uhupv2F1t+FePDx8a5RYnHl6XJrpT32Vw+9gqvf/GLrD29m94LJ1j7+Kc4tOcIH//Ez7OWW4TWOOHoDzNSIB5/nrdItBCCer1OEATMzc0xNzdHIR3/xxf+Ty6cOs1/81/917z0ne/xlS99lX/xW5/n4UOHyU3BueGA5aUlet0etUSRO4lxAhFo0CEGxTDLWR8MiZWiNjVJfd9eZu+4g/nvf58rz7/IxN6DyHaToF4jGhYEWqFChQ4C+v0+rxw/wdkffJ/uyZMAmDznxR88y1J3nX6ni7OeGVMKX0PHWYdQEqE8LVCe55huzycVl1UVqYLqQQhxVK6t5AZN7ohBofKYjKncpungerLl92sqEmz5bMfiYKNru9njdaPZHVeAgPq+fRy87wGoB6wXlrn7jjL4D3/M8S9/kR1338XsHXu59Nz3md6zg+bMNGuXOogAxLBLcfUy7X076V2+gohC5qanOfPUd4mmduDaNZoqIhERxkqO/+BFzvzffwRhdO1lbc2Ektdpi42N2axD1yrYeBWNcTDJdav23mQ6FtcbULfarzfyOVzvykf36QcaigJWlriyvMSVF4/x6ne+x6f/s3/K5NE7WQ3lyEsyyFIyxyij6VaKHgwG9Pt9wjAc2fjrnQ5PfuPrnDr+Cp/51Cf5xje+zh/92Z/zEx/7SR5+/GOkxZClZa+81liy1FBIjVQxOopAaVAhWWEZZDlGFgRBSDAzx+TBg2TnTrN6+gIXXjrOnnvvoN5uEIeaIAhwWlEQMLtzL5/7559n+Ov/kJe/+S2+9ef/Ly6O+enf+i261rC+uootjC//EgSerzcIkFGAE9DtD5i/epX1lVWq6ndKSZSWZagkQAWBTzeTClMUCKpcpsqR4TwarJJKea4rbkR4AOX6a2zt41Mm7cYob7dsD5vr6GztjNaOZl9nLdYZCgFqoonaNUuW56g0o7O4gkoiGvt3M+h2WTxzAaE1RRJgI00qLP2aIEsU9T27eP+vfIbTf/kN5vbsZtfRI3zlD7+ApIAoIA98rnWRhMw89gh3JiGBUhsJ8mW+tjbeGVX95mkgAAAgAElEQVRNpm58de8238yWj5vbtFLY8Z83hbkq5tMtv1c7j5nP15VNClSu1auvrzPeOGs3DRpV1p0QPlV2/ewZTn37rwlmppl74H007jjMK9153njhdab//mcRQ49WzGxOXlqCt1p0mqYMBgOEEKRpSr/fp9vp0O/1iZsJQjjW19fK+KLHJPfNkE6vz2AwwBYGKyxGCVwgkHGIlQqkoshTrHP004xIRcSNBvHOHczdeSe9y2ucO3mS1qlTTE5NENcbGCnIMks/dzgZE+/ax+y995HsP0y6dy/nz5/H3nEHO+Zmmc5zpINGveELr5Xm19DkdHo90vV1mgcOUBMglUYKhZISJV353/Nde7CHL0QlKhaC8Yd4jcLeeBi9JtnfMep8Vc7zppG/wnoKKCkDN60Xx0U5N2L+t0DhLBmW3FmsVsheRrzW4/ILx5k5eIhP//Zv8+f/3X/P2e88S5wolheW6C6voKSvJpAKh9OKYKqNigKaM1O0du9k6AxSOSIl6LmMQioGgabxwAMceeABIqnRwhMOCuW1Vlk56ujXHd9uMvOMVV0pdfA6Dp+x/e0mK2bMCXEDR9U1F7Lp+dxwBe0HqCqGPvKci1GlTkXO+We+R9qsse+jj7Dv0UdoTE6y8sLLXHnyqzRKxKITgmGakucZ6OQm1/b2RPtK5gXGGIqiYDgc0uv2uHrpCiYdktTrzC9cBSGIk6S8b0eaZfT7fawxqEhjHeTWEMcRTquSBN4x7HUZDoe06zuxWhFOTRPcdTczVzu8fuwVLv3gWSanJ4iPHmU4zOikKZeXllkb9Hjh9Bn0QoREMPXBRxGHj7CQG9YWVnxoSwiC9SHOGtIs89ZAntHPhhTOoaIIITVCFGhhffFv5bzilp5PP/pWDgqHebN8xR9KyrWT2Hhfrc7Elm2qPlUaZjd5UHgK3tIss86Sl7Ow0A5MgcgMaX9AurLG4snTWGOZ3nOYpbMneOr3/wMrp06x59GPMDXQnF/LSAcp6wsd0pUuvX7GSi+Dof8+zDLMYIDUCtMrsIVBArlyWCmqsr4e6yskN9fSG/8gK6/9Dfaz474AUVEnbTgM3zLC85rtxQ0v0d+VN4SdEDjjExSUVKChdvdRHt61m9bhfZ5KeZATFZpERtSNIlXe2djp9RimGSS3QYEr5XXOO4EGgwFJFPErv/w5pIRGe4Idu3dxZGGVudlZcAXZMGU4HNDtdDB5jhDByN6PajEq0B4a6Rz99bURZY5xIOst0rkd1I/eQeP8eVaOH+fyrincZAtq0/SGGYudFXrDLivDLmEI6bDAKQ1hQpEb0u66Z7IUAmk9Yqji7BI4pLAEWuGKAjAbDB5WkKuqejp4s7dqCjdKW7w1bgZxzWGuOeqYRnsmEjbAXmNebj8bMGJWFKV31eBASTLlNUnEmrlHHuT0My/yxL//t0zcdS8P/eP/ghN/+oe88P/8Ca3dh7j3wz+NWM3JUgtBhHURtjVLP6qzXoCoNVAqREqFGQy9l7mfYqzx8d1KV8sLcgJy+SYKfLNWEmVNoaqBxu6/ovUdF6/AW6qjvQV5KwbCqHSn21irezNaYgNH5EImp/aw1slwWZ9ZnUCvQOeWqBBegXF0BwOG2e3BQ+uiKCgKn+5kHaTDlKSe8Ov/4NcIaiFawm/85m+ycvkqdxy+g26ny6DX9+b2YODx0NaiQo3UiiAM0VqztrbK8uoKnfV1ZudmcaYgLXKCOKSYmsHunGPf4YPMP/McV46dgCOHmTk6TRwn1KcnGOzeRWoyyHPy1GClQzkYFEOkK2Bs/SKFQOhyBivLi1ppyTEjM9kn+bORiuDAoyPYxFwondpkRr0jGVdGblzZEMB4bj6vnHLMui79aLYcVypuakF13QKDJDWCWCTs/dTHyWuTDId9Dt7/MHMPfwBZtyQHdxHvOkj7Ix/gYtohuOcI9/+zf8bOI3eSHDiIbCU02zU+9tufJwgi+rUQEwo6gz6ZzbDOjhhUDM6zoQiHsCBtSSQ4roBv1h7l/8pvuHV1gb+1DRO63MDeUh/uFhl3rlX+y+o5jK7Xb2SkxFqfIddN/PJH2pxBnpKagqErMLn3WxTOFzy4HaLzIi+zigQ4iTEwHKSEscYWmqF1HLnn/cT3SVDQzTqYPGM4yBgWOUoJIuUpaHMlUEGMCkNWux2WV1exOJJazeNwC0/OHtWaDKYmqd91J/Xzl1k+c4XWiVPI3QeR09PsuutummETJSTDTs8XISsMxgHSYpQbhQwEG0xTG3OnHDFjCipmkPJhVPWiq54hNgIPUgjsViW7TqfbtCxymze97jbl79cwdW45zXhUpZp43JbjV37qytKvqlxYU7De7RPX2xz6e5/FhhFNGbHUWYN9+zn8j36DzAkWigyTpriZSfb+zM+gi5y5A/vJnEFLy4Hd+xBpzpItWM0yKCxO+ho/TrDRPo6SgNCh7NgFjv+/4Y1u/K/WwGKsPV3VdnJLG7hqAXH7RYAnoqie30iZ/fmFdRgEXZthAs8ft5z2cVNtdjz+cVwYIAYpQigGJvXhzNsg2ifn21HQ2zlLXhQUgwEyH4KIKIaOKNLEdU0UGPI0I+vnGAFBoNDCkZqcAQ50iBOaYZEjpKTZaqGVpih8Tm+W5gQOoolJ0t07aBy9i87Tz9N74TW6h/ZRb4Q0JmcJwhpFOkQ5g6teCNS42bsFleMbXlO5HvSYT2mkT9fAn7bufx0t29oxb9BRxQ+xzY2kskpvtO/WdWL1WY6cQJYhlsxI0qyHVEN6pnymwuERUJ6p0zvBLakOwFofl3XgnGW9zDIrTOELc40aboNpFIQnE7/27t+yjAa9ync3/sD+lmTU/FvTv8XmjQxlNYE0o0IHyOlpdv/kx8mlJSdHSMWgcAx/iCywtyPaP38HwgBZaSsYv67MDEJaX5zbJkRxBHlIPrTkeebLiQqPyXVKoaIYGYYIKRj2ekgBjWbTmz7G+1mLvMABSVKHZotk/z7S+WUuXTiHevE4d+7aRTRbIxeinHEFxvr1qbR4wMYGau86LSzH+8M1v75X5UbXvjFoOKwQuMIx6A38QDRaMFeLyvJZl9ubrBgdWJaIMze2jSjfj9PCiuu8ezfl3Zl/f4jzjKwv31YVhbIVAqFVWcGz9FUIbt8M7CrzBQMyL20zh8edWJzNQBhsLhG5RAYxJoU0Tb3DqMrBlYooqaHCGKk0g16fehKTJMnoRv2STWCcwOSWZtIin5mkcfcBsuXLzL96in2Hz9JqzUKoGeSQGW82agca90M8wJstwv6Oiyv5PX/oXu5GPfU2TRA/NjJqvtIZ7Jwb9VbrHIPbVGZUej+OGNG4ggYXli+FcBbhCpzJwBZIJ8gzQ7fXpd/rYwrj630DIgi9t1hIityz3odBuAFYcL5zFRaKzKJ0hJhqI3bPMHPkIGalw8JzJ0jnrxIDWisKBUaJUZmXH1PV3Jb3mHjOOKiyMG7XDCwrR1AQRCBirKthbIIzCbgQIRQ4g5QWIXOkSzFmSK/Xo9NZ95S0xmGFRIYhhIGHM2rtTeyqHEvlBLDWFyNzAotETbQxU21mDh9kotXm6snXuXLyFcSgTz2OUGGAraglR9bCtmzLj7JUVpBfzDkHWZrfljNJKS0ycDglcEJinMSiQSqsk4BCKo1SoGUOoo+1A/I8J89yX51QSB8CCUNkFGGlRAcBQRCOavyO22hCOLCWwlhMECJaLdTkBLsOHSJLh5x66XnWL18kAiKpfOUBKpL429IO27Itt1ZKa1NphbXGI7Fug8iopmlMh4QNS9C0RC1Layag1pbo2FdEkCpEqqCMy2UUJsU5TzMblnFfh0RGISKKMNahhCQMws3K68rAvTNYV/jMpcLRaE0RtNo0Dx2guWcnV8+c4vRLx7DrPZoyIBQKh8DI0qO6LdvyIy1+lnHWs686xwhrcatF6ghssMaQy5joCrJ5lSw4T66vEDZSwroCFYBMsIQYK/ysqiSBDjDGYqzPd5TlGthYRxRFaO2T4p11I/CBcA6FwQpDgcUVEMmY2uQM+ewUU3cfJhKOsy+9xMr5i9SsJhK+PKgVN4+lbsu2/ChJ5fuxJdT3doieX7zIS68+zZ4D09SNppd2iVSd0LaYaR9kduIuhusBStQQLsaYgiwHawqUgKLIsUqDlEgdIJSnim3Uaj6Tpcg3+eSlc6OYrkUgrKPoZ4ggJptsEuydZe+eXbx+5gJvPPMsjbm9JEmNwgkKWaGlbthkt6WRtmVb3ooIPGLLg2yEZ3W9XQp85txpvvvMUzwc3MPZ713k4rmrPPyhOzlycB/DpQ4TjV2E4RzaaYSMsAiyPCcbph5CiQCpcSpARwlBGGIlNGoJeZGDExWIZQQbdyP+JB9DLoxFBZqg1SKbnKB94BByYY35i1dY73So12qMMDDXAW9c23zb8lZl27fw1uV6bTZCzlbsHgJUiQy8HaKNlZx4+TJL3YzXvjdPdzmn3xcc/O0JBpmlO1hmpjaLtClCeUhkZlLyvMDZnCCKMUgyQqSuoVAoQGtBbiwjwjZ/Tz6TY1Sjs8y5lRIhJYEIsY1psv1HmbYRMokRtZjMZh53SwVK+PGqkLAt7x1xePAGxqCURy4EKkBsqk5460TPzeymc1Fx8eUL2DXAwsVjHYxwNBoRQksCraBwSAVFnpNmA/qDAXmekURRWf83QOpghPouCg8vs9aBUBszrVSMK2BVWtRYj/7SUZ1o/0GO7NyFCDRBLWZoMqokcXHLsoW2ZVtujwh81pKUnu0zcIIojt90v7cjcs/cASaSKewKnrQngChKmGjupBZNUo9bKBmWyCxBkef0+wN6vR5FUXgWj9JdroIACwzTIXmWjUjmJGWZxf7A8wtvuQjnfPUHay1CSYJaTGOyTa3VJC8VexP/8LZsy4+ylCT7tpyYhLA0a7c+FxhATk/McN+D95QnBiIwsSUbSurxNPVkEtAlq4XEWkueZVhTIbBK9n8lkKHCOIsxlkiHOOMpSZx15FlGp9vxFKNbkuY3KDt9qlqvSOmZjNQW3lONN7+l3QZybMt7Q4yzpEWOdZZQCRpReFvOI+uNBh99/HH/KQcULJ5f42v/6QeYQtGsTyJRSCGRQo54noIw9DEufHKB1BqpPR/VZKvNnp07iYKQeq3mM5zygv5gyI0oFFwZ+LZALqGQkNkCgxvlwm7PvtvyXhAHFMaQphnWFAQCmkpt+v1WiawndR57+MMkMwlkQAa9yxlPfeU1Ll9coV5rjmZRAFMYnHUo5RPfjXMgBSqOUHGIU4IkiWk3WkxPTTE1MYlzzvNnWZ9gf70CW5tIzJX0tLC4EQfS9sS7Le8ZKdlLrTFgLYkQTIabnVi3qj9LgeDI3iM89vBj/psUMJB1C4apT8KXQo6YQq3xKYFZlm9w8gqBCjQyUBgcy8srrC4vs2N6xrvVrcNkGUkYsoETvVkD+JcsKUYrOplt2Zb3gniGYM9oGljLbKvFVHti8za36FwSoN1s8/BDH/TfWEDBjl0t9u/f6cuKOutZHxFYKxgOhnS73RGJt3NlDVmlKJxjZXWFteVlpmoJvU6njIkJkqRWVsu7sQgoKxFurHm3/c7b8l4S5zxRJMZRDIYc3LGTuVZz0za3qj9LgFqtxqOPPYKKvZ0e1hQH7trB7NQUOIMxGZQxWFNY0jQjyzKiKCJKYpwEqSRK+2LgSZwQKE1hLcOSsjau10made+sugmVoHCgrH9tK+62vOfEeQs1TzOK1FfU/MDRo1yHDv+WiAYIdMCHHn2Mn/2lT/OlP/ky9ZmIow/sIR9mZFmKKRRaaZwzWJuTZTnpYIChWp8KXKAxypfNmN2xg3xlhUsLy2RFgdKaRrOJisrcYHcj1fSGhWSU/j/61pUArGpGvr5cZ21dYT9GW9x8SHBbawC/FVtnE8nxj5DcsL035L06UI74s64nN72pt/+cRn1wjHReCHDGYYoCk6V0O+v0umvcOT3JR+65+9rT3qIGryBR7Nm1l89//vN8+1vfphgMiBPLsJ+R1nJcEYJIyIqUzHQxRep5sVxO2ouwSQ1Tj0iVZEJqZtsTnF1YYuXKVXILTgnCOBiV3HQ3vAP/nRFy072Ov7fCIfn/2zvzIDmq+45/3utjdtlDu5JAgBbB6sCLbglkBAKkFMQymMQJVFFGEAKSgYBRCkMlfyTCiWNcZRwoKylccYyCMQQTx4ECgsNhESRsY0mAQUhIWkDW6lpJe85ec3X3e/njdff07CV0AJYy362t2dnufvfveEf/vol94cRNJqKjORiS3DcWUWgnAb60GEJYFn5G4WRKAqcd0aEvTTHs3JE9xWgDMYLgKNYCokFmjZpBFCtsUJOMGt9kpHuTuRz25OsxIH69dLQCHj6FI85XCBNo3yKc70oTa0z5ARR8goE+ctk0fraLSz8/l+k1VUOeP16IBdgSFosXLubOr9/BA/c/wLY397BoRkAh52H5GiUlvs5T8AYoeHmkLXFlColl6EmcFAiLCm1TKV0KnkcmmzHxq6QV0nCEhNJDooUlazd86ND4Pzq0ktEL/ol7jJUOQ5lE206JObTWwsR+0iKOt5z8lMOF7Dni/j28xA832CNlHn8mr4dfxDDXhpP70v9FLTR8RaKro4W8PRboxO9Iwn5ECmKwBTtMuUeTFX20Akw4zdMCX5p45wUd4KsCyi+Q7usmm+5k2pga/vT8+ViDHz6OsJNfqitq+OqNt7Jr9052fLiJnq4cmdQAsiCxpIOyPLLZAn39GbRlVp5t28WyHBzp4mDjKomNNJxCykdaFmBOa4nQ1BQJskNjqBOfFLmxkr0nFGhh3mAKosB1ImHvwn5QMtzaihbIdXFwCh2mA4NoM6J2VchBBGQ6kTYML0DFmyXJVAfXKylYoiRfTIhWoYvhVeP7BrdFTGIS5yQpUo1H0wUZ5Q3hMdSRj9PHz40iVQJKKzA0hWEfFmHwd1OPIim6EFH9RzDRUf8l84di4PvQq7JHlT8TpCLWfjqpKHXMHgLD13kIElXUSuBpSUEFZLRH3i+QzQ7Q152mv7ODs51K7r58KRc3NAxJIlmfY0VRgMPCTT5jCt+49+94+qUn8TMuPek+XBSuYxMITX9fjr7eDIVCHrQiZSuEtJCWg0CildnE9lFoKcC24uj6QhiyLJ2Q0Ii8Spt9o2JflpjHUItr0MJCIUOLSXwhCpwXoPEJ59laI8I9uXjOor3Y1BXjDETSrwx1JsR71cUojolikRzL0UWJUFY4YEqfYcgzYVkY+Z7DWackoqlJiYKI/DQBZkc9KKZVknioDobJuLQMRa2SNH4midB1GHxDlFy43ZjoziKTpxi5pmK4xkh8Sh2FDh6UYVw+icKEzE0q3jgBK1FPPVwJSvPU4RjTSuMpyGtBQRUo5DPkBvrI9/SQ7ermcxMmcOdll3HjwgUli1c6Mlwft2M/BuzhtN95jTO548a72bt/D22th+jPpZHSxLDq683Q3dnDQG8vVlUVkgy+dElJyAvFgJ+no7+Pft8nS+hmhETWJhqHcVt00mcsGTWRptSJhjOq04Q0NhYYbRoyilOsA0P9oYSJba0iulGMtY1iXgcyQBGe+gqUOaipwqZVGqGVYf9TSab5oiCXWtwED5/GKLDojkS7DnHME8ojviOqMxymc0VRlhJCaIKDjvBgGDw6buXI8CQOz8SejAitpBShB5EkMomGf8I8asy9yam/LPU1khIvQpJtneTijYUw0VKiKJhChkEhYi6kohhaFLmSkh4IEIaIshKKq+gBxOVMyn50Tj8W6tJ+0xCODUVeKbK+RyE7QNDbh92f4XTH5cLps7jusktY2jSVVMmRYUOzYsbjUEV3tLCNtIghiY2rmUDduePYX72Xro42+nr76erupnVfK/v37qMn3Yvj+WTsAlpY1FqanOXT7fXStb+Xrr6MoTbxPKPdpMDSEonGC3zDbRQ2vZAy7svIUgYqMIHFQ8SBxrWhctFKoQMVC7IODOWmDgLQKjz8IfB98x0Mh5Iv/HiYCATSitxxYWhLlAqjXxq2Qys8LhqF3x0sIzaR16DNUVPTzSZ1UdqBRQY/HZNZl7hwkQKLOHITA19rXUxDQKBUiRAm4v7FPFfJwmoh4yiJMRNi2Aa+UmhdrHfsDYVl8lUQWjGTQ8xXFAZ7V6hQA4RCmBz3oli4iNMpEvqhiixSlMX0ExUwV5UKh2to1ZMDR4uYIhcBWtpoYcf9Ec9noiQT9DzGuIb9YhkaURJnFqJia3TIxeUjpabKsjij4hRmnt3EpedM4ao5c5h22tjSSqEJUCgEthamrY6eTqoEdqlfVwpL2kxqaGTC+Al0p7uxW3YjBaQ7u/CUwuvrB/ohKNDaupuB08cglYM3EJDJe3goFAopDCGULSRSawqBV9RuoQWOvksRamitTAMrEOh4fEjtYSnfKATMK1u2kNiWhWNZpCyLlJPCtW1c28ZGYEtz3dZgq8BcS7m4jms4hUNCcEuYe13HIZVyqUi5OE40BTCWKFof19H3hBWzk1ZFGOsQIRrH0c1CCBxLxq6vQIRny0PjJiKbGTVT7ICh0Ubo4pSNUCWnBEHIbRupEz+hEJQyU40o9UBr/PAFdKEhUOZ/kVX0fT8czAJFGJw/ljxzXWltqGmUeZklaodIocSx5bU5Hhu1lApUifuf9HQ0IWdyMSv8oBhbKtCKfOChw3UBrXXIQWRqpoQgSCyYRmWJrLivVFjPsI08z/S1lCDC01Rx/xVpaS0pcLTi1Noqpp01iRkTJjB1/KmcVVdPdcgBXFTj5lsQtcgIsna0sGOXahSkKk7h9NNPoaamDtdO4UrB9g+bOdjRQbq9m4Jj49TXY0uF8ApIy8KrcMl6eTylsS2BhcASYAsJbiruKNNeoqh0Q7fYdRxc18VxXCoqKzilspKqlEO1JagWUOm6uI6D4zg4toNtW6Rsh+qKSipsG8eSuJZFpbRIWcaSWghsrY0w2za2ZSOkMK6TMG6otCxsaWHbFraM9qSjTixVmkkvEoauP4/GzPFJQA/6uygUpUtYeph7B3+PPOL4WsJR0Co5tQjP/EI83RlCbD4s4ZRBNFUZyY4YRV76PRZQreLpWZRXSd7htKs012JvKh25taGiCpVJrPQSUyQBuEJghe/5OkBVRYpxdWOoGuSWKTR+qG6d0MWPfuJBc5wGg1C6yMCqSRKTJOYKg9Df10d3Ok1XOk1vupeC1jC+jqDCQQQgtHmR2VcBgQoMp2rYTDJ0UZINacnEUFem+WzLxg6taKoiheu6pCxJhZSkhMC1LKRl3pBKtolNGWV8VjCeUCA0PmbK6ERnEGREthfSqR6noDJC6UgPhS5syFk/mgCfLEjOA5P/Tf41Gul2GSciBk/Qjy2lkpETTg/M+oFEKpBBeJcEZUfT3+Li67FCmmTMTyktmJnPDPT3xzFtNZrCJxSg+miQyWZ54zcb2N68/ajTGK0Jy8J7vDDYSf99wLH37ZCpR7hOIJXA0sVV/UisSj3n4zO2ZCS6xvJaJYN2z+7d3Hv3PTz1zDMA7Gz+iNWr/4mudPewiaW702zY+Cael1hoCBStra1s2bLluBQ4iUMHD7Jq1SpeXbv2Y90/+CiDQMTbN1FAgeM+SRkFxXyP/PdEQrgLeFT1OP5t8PH79nB5iWLFSu4xJwG12b6ztNlvltG2VzRNPT5IeOJDE93b0sK//tsjPPnEEwA0v7+d/3r6afxw0cJPbPPk83meffZZHlr9zxQSPE7ZbIbvP/wwTzz+xFEXMt4aAJI6L5fL0dy8A9stbperERpbxz8j43ieUf2kcaIJ8Ug4lnp8mm0wWl6Dr4iS7TuKR38/AYy45qN8n+6ODgAO7N1LfyZHW3sHU6ZMpn7MGH7848d5d8tW5s+fy3XXXsOW9zbz0EP/yL4D7fzkqf/g1ltuJJfL8szPfsojax5h4sRJbN26jUMHD/DautcYU1fHNddey5TGRgAKhQKb332H9etfRyO4ftn1tLS08POfv0B9fT3Lli3jxZdepGXXLi5adClXf/FKcv0Zzjp7ErPmzeXtTW/xzHPPUlNfx43XL6Nh4pkl9dGDJywhRjz8UEYZRwgZLsZ+moplRAHO5nLs2rObiopKtIbX1r3GR7t2Mn7ceH7xylpWrbqPMyY28MorL+Pls4wfO5b3t22jpqaO3+3aadLIZHhr0wY6Ojo5feIkHn3scX79y3VkMv30DQzw/rZtPPboowD09vawZs0a/ufFl/jCF6/k+f9+gTWP/JBsNsuSJYvp7OzgrTc30dKyi/99bT3Tpk5lT8tuamtq0Npn1ap/oCPdRSaXQ2qLv/6rrw+qUXIzqIwyPjlER1s/DYy4mN3b18ubv32biy+6mMZzGvnFyy+z70ArlmXz5JP/zswZ03nwwe8ya+YMHvnhGqZPn8EFCxZw3Veu57YVNwNQVV3NpYuXMG/uXO6++x5aW/eRzWZYvXo1V1/1JV568UXy+TwA+XyB5g8+pKqqiru+dicHDx6kra2N1d/7Hvfecy+TGiZx/vnnM/286XS0t/FRy+/4aOdOlK94c8MGfrNxA4svXcIp1bX86le/HnLCRwxZRPjsYY4GHv3viYJjqcdn2QaHy2u0659WOUcU4Fwuz66W3cybP4+lV3yBV15+mf0HWpkxcyZeocCK5cu57JJFLLxwIQcOtFJdVUXjOedwww030Hj22SZxaWE7LqmUyzV/8kfkswPMmT2Hyy+/gkWLFsWnZwBqa2tYsuQy8vkcGzdton9ggJtvvpmlS5dyVkMDTz31E154/gV2bNuO47qMGzeeto52UqlK9u3eh+957Nm9l4IfMHnK1CHz2fKKchknI0YU4IH+Pjzf57yZM/j8wgtobt5BurubCy9aSD5fQEiL/kyWdevXM3fuHPbt30tXZycTJxZfn/IKBXbuauFQWzuWlPT09OD75hje+tfXU1lZGc8bampqueWmm5jR1MTf3vcNtosk6mgAAAJ6SURBVGzbGkezbz1wgO8++CC1NTXMmTOXgb5+Tq2vR0nNedOnk8/maZjYwNdW3sl99/0Nt9+2fJga/b7Z3zLKOHYMK8C+79H8wXa6u7uYMXsmY2rHAJD3cjROmkQum+X+b3+LlXetZMPGjdyyfAX5XI4t723hX37wA9K9fSYhYY4p7t23j5/+58+YN/8C1q1fx61fXcFzzz3PlV+6Gtd1CXyfjRs28K37v017RwdnTDyTxsbJfP/hh/nOA99h8+bNZDNZ9u7bz1tv/xbPD+hJd9PWdpAFCxYw/rRxtHd2sGnjBjrb25g6bfII1S0LcBknF4YVYK2hqqqahZdcRNO551JfV89dd6xk8RV/SE11NX/+ZzcBgnfefYebb7mFK6+8ijPOnMi8+fPZvqOZgWwOAMexmTljOvPnzaVl9x6WL1/O7FmzeeONDSxZ8gf85cqVgNn6OXToEGtffZWqmhq++c2/5/YVK5gybSpr175KynX5i9tvI51O4/sFvrJsGTW1tcz4XBMLzp/Pl//4yyxccCE/euxH/PL1deQ9b9jKlsW3jJMNQg+zXKa1pqenmwNtbZx3bhNBEHDoUBvZwGPKWZPw8gU2v/ceBd+nqamJsfV1FAoFduzYQTbvMXfObFJhIOve3h6adzRTN3Ys06ZOZfu27bR3dNDQ0MDkyY1xfu3t7by/dStj6sYwc9ZsHNvm/e3byfT309TUhOcV+KD5A2rH1DB23KmMGzeWzrZ2TpswAWlZfLTjQ/a3tVI/diyzZ80uC2sZ/y8wrACXUUYZJwZOaqLdsm4q42THiAJ8og/+KOpFGWWczCi70GWUcQLjpHahyyjjZMf/AZisDELW4ouHAAAAAElFTkSuQmCC)
a. What are the minimum and maximum number of hours kennedy will travel ?
Solve ![vertical line 3 x minus 6 vertical line equals 12](data:image/png;base64,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)
The cruising speed of Kennedy's boat is 25 mi/h. She plans to cruise at this speed for the distances shown in the diagram. What equation models the number of hours x that Kennedy will travel ?
![](data:image/png;base64,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)
a. What are the minimum and maximum number of hours kennedy will travel ?
Maths-General
Maths-
Solve 92 = - 4(2r - 5)
Solve 92 = - 4(2r - 5)
Maths-General
Maths-
Solve - 2(2Z + 1) = 26
Solve - 2(2Z + 1) = 26
Maths-General
Maths-
Solve 2(2X + 1) = 26
Solve 2(2X + 1) = 26
Maths-General
Maths-
Solve - 2= - 5t + 10 + 2t
Solve - 2= - 5t + 10 + 2t
Maths-General
Maths-
Solve absolute value equation :
![5 vertical line x plus 3 vertical line plus 8 equals 6](data:image/png;base64,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)
Solve absolute value equation :
![5 vertical line x plus 3 vertical line plus 8 equals 6](data:image/png;base64,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)
Maths-General
Maths-
Solve 7m - 4 - 9m - 36 = 0
Solve 7m - 4 - 9m - 36 = 0
Maths-General
Maths-
Solve 7= 5Y-13-y
Solve 7= 5Y-13-y
Maths-General