In the study, it was aimed to estimate comparatively the magnitude of the Covid-19 pandemic using the wavelength models in Turkey as well as at the international level. For this reason, in this section, the sources of data sets used in the research, the presentation of the findings, epidemiological rates, and the theoretical framework of the wavelength models are included.
Two different data sets were used in the research. The first data set includes Covid-19 cases in Turkey. The number of cases in this data set was obtained from web site https://Covid19.saglik.gov.tr. This web site, which is one of the web sites of Republic of Turkey Ministry of Health, was established to provide information to the public about Covid-19 cases [4]. The reason for getting data from this site is that the data set contains the number of daily Covid-19 tests and cases. That is to say, the number of Covid-19 cases and tests is available both cumulatively and daily on the web site.
The other data set covers international Covid-19 cases. The data set was obtained from the Human Data Exchange (HDX), one of the web sites belonging to United Nations Office for the Coordination of Humanitarian Affairs [3]. On this website, coronavirus data sets are independent from each other, and there are three different data sets, which are confirmed, death and recovered case data set. These data sets received from this web site have csv extension. Datasets were combined using data mining techniques. Microsoft Excel 2016 and mainly R programming language were used in data mining and analysis phase [1,2]. Since there are duplicate records in time series in data sets, these records are reduced to unique time series within each country. The number of cases in the data set follows a cumulative course as in the source site, and the data set covers the coronavirus cases of 185 countries.
In first place, the first 36 days of epidemiological wavelengths were estimated for Turkey, depending on the number of daily coronavirus cases until the date of 2020-04-16 (including that date). Later, wavelengths were calculated based on cumulative case numbers in each of the world countries at the end of the first 36 days in order to be evaluated on the same plane with Turkey. To this purpose, the number of cumulative cases at the end of the first 36 days at which passed from the first coronavirus case until the date 2020-04-16 (including that date) were taken as data.
On the other hand, the mentioned 36-day time limit were not sought to see the current wavelengths at international level and to make comparisons. In other words, since the dates when the coronavirus pandemic appeared vary between countries, the number of days from the date of the first case to the date of 2020-04-16 (including that date) may decrease below 36 or exceed 36. Here, the cumulative case numbers of world countries were taken as data on 2020-04-16 (including that date).
2.1 Epidemiological Rates
In this section, epidemiological rates used in the study are discussed. One of the epidemiological rates utilized to measure rate of emergence of the disease is prevalence. Prevalence is expressed as proportion of a given population influenced by a risk factor or a disease at a given time. It is obtained by comparing the number of people having the condition with the total number of people studied, and is often stated as a percentage, number of cases per 10,000 people, or a fraction [30]. Within the scope of the study, the number of approved cumulative cases and cumulative Covid-19 tests were used to calculate prevalence. Prevalence was calculated with the help of equation (1). The number of cumulative cases was included in numerator of the equation, and the number of cumulative tests was included in its denominator. The product coefficient was taken as 100.
![](data:image/png;base64,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)
The other of the epidemiological rates utilized to measure rate of emergence of the disease is incidence. Incidence is desribed as the probability of new cases occurring in a population having a specific medical condition in a given time period [31]. In calculating incidence, the number of daily Covid-19 tests and cases were used. Incidence was calculated using equation (2). The number of daily cases was included in numerator of the equality, and the number of daily Covid-19 tests was included in denominator of the equality.
![](data:image/png;base64,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)
The first of the epidemiological death measures is crude death rate (CDR). CDR is the number of deaths observed in populaton of a certain geographic area in a specific time. It can be multiplied by 1,000 or 100,000 [32, 37]. CDR was calculated with the help of equation (3) in the study. The reason for the multiplication coefficient to be taken as 1,000,000 in the equation is that the ease of interpretation is desired.
![](data:image/png;base64,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)
The other of the epidemiological death measures is a case fatality rate (CFR), which is sometimes described as case fatality risk. CFR is defined as the proportion of deaths among those diagnosed with a particular disease in a certain time interval. The multiplication coefficient of CFR is usually 100, and is often used to measure disease severity [33]. CFR, which is a more sensitive measure compared to CDR, was calculated with the help of equation (4).
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6YAAABaCAYAAACrOksUAAAMX2lDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU1cbPndkkrACEZAR9hJFZgAZIawIAjIFUQlJIGHEmBBE3NRSBesWUZxoVUTRagWkDkSssyi46ygOVCq1WMWFyn8yoNb+4/m/5/nuefOdb+ece88BQK+LL5Plo/oAFEgL5QmRoaxJaeks0iNABChkb2DLFyhknPj4GABpaPw7vb4OENV4xU3l65/z/5UMhSKFAAAkA+IsoUJQAHELAHipQCYvBIAYBuW2MwtlKiyG2EgOE4R4jgrnaPAKFc7S4B1qnaQELsRNAJBpfL48BwDdNihnFQlyoB/dRxC7S4USKQB6RhAHCcR8IcRJEI8qKJiuwgsgdoL6Moh3Q8zO+sxnzt/8Zw375/NzhrGmLjWRwyQKWT5/1v/Zmv9NBfnKoRgOkGlieVSCqn7Yw5t506NVmAZxrzQrNk7Va4jfSoSavgOAUsXKqGSNPmouUHBh/wATYnchPywaYnOII6T5sTFaeVa2JIIHMVwtaLGkkJektV0sUoQnan1ulE9PiBvC2XIuR2tbz5er46r025R5yRyt/5tiEW/I/6sScVIqxFQAMGqRJCUWYl2IjRR5idEaHcymRMyNHdKRKxNU+dtBzBZJI0M1/rGMbHlEglZfVqAYqhcrE0t4sVpcVShOitL0B9sj4KvzN4G4QSTlJA/5ESkmxQzVIhSFhWtqx9pF0mRtvdg9WWFogta2T5Yfr9XHyaL8SJXcBmIzRVGi1hYfVwgXp8Y/HiMrjE/S5Iln5vLHx2vywYtADOCCMMACSshZYDrIBZL23sZe+EszEwH4QA5ygAi4aSVDFqnqGSl8JoIS8DtEIqAYtgtVz4pAEZR/HJZqnm4gWz1bpLbIA48hLgDRIB/+VqqtpMPRUsAjKJH8I7oA5poPWTX3TxkHSmK0EuWQX5bekCYxnBhGjCJGEJ1xMzwID8Bj4DMEsgfOxv2Gsv1Ln/CY0EF4QLhG6CLcmiYplX+RywTQBf1HaCvO+rxi3AH69MZD8UDoHXrGmbgZcMO9YBwOHgwje0MpV5u3qnbWv6lzuILPeq7Vo7hTUMoISgjF6UtLXRdd72Evqo5+3h9NrlnDXeUOz3wZn/tZn4VwjP5SE1uMHcLOYCexc9hRrBGwsBNYE3YRO6bCw2vokXoNDUVLUOeTB/1I/hGPr42p6qTCvc69x/2Ddg4UiooLVRuMO102Sy7JEReyOPArIGLxpILRo1ge7h7uAKi+KZrX1Eum+luBMM//JSvdDkBg0ODg4NG/ZNHdABzqg9v87l8yJ7h3dTsBOLtGoJQXaWS46kGAbwM9uKNMgSWwBU6wIg/gAwJACAgH40EcSAJpYCrssxiuZzmYCeaAhaAMVIAVYC3YALaA7WA32AcOgkZwFJwEP4EL4DK4Bm7D9dMNnoE+8BoMIAhCQugIAzFFrBB7xBXxQNhIEBKOxCAJSBqSieQgUkSJzEG+QiqQVcgGZBtSi3yPHEFOIueQDuQWch/pQf5E3qMYSkONUAvUAR2DslEOGo0moVPQHHQGWoIuQpehVWgNuhdtQE+iF9BraBf6DO3HAKaDMTFrzA1jY1wsDkvHsjE5Ng8rxyqxGqwea4b/9BWsC+vF3uFEnIGzcDe4hqPwZFyAz8Dn4UvxDfhuvAFvw6/g9/E+/BOBTjAnuBL8CTzCJEIOYSahjFBJ2Ek4TDgNd1M34TWRSGQSHYm+cDemEXOJs4lLiZuI+4ktxA7iQ2I/iUQyJbmSAklxJD6pkFRGWk/aSzpB6iR1k96SdchWZA9yBDmdLCWXkivJe8jHyZ3kJ+QBij7FnuJPiaMIKbMoyyk7KM2US5RuygDVgOpIDaQmUXOpC6lV1Hrqaeod6ksdHR0bHT+diToSnQU6VToHdM7q3Nd5RzOkudC4tAyakraMtovWQrtFe0mn0x3oIfR0eiF9Gb2Wfop+j/5Wl6E7WpenK9Sdr1ut26Dbqftcj6Jnr8fRm6pXolepd0jvkl6vPkXfQZ+rz9efp1+tf0T/hn6/AcNgrEGcQYHBUoM9BucMnhqSDB0Mww2FhosMtxueMnzIwBi2DC5DwPiKsYNxmtFtRDRyNOIZ5RpVGO0zajfqMzY09jJOMS42rjY+ZtzFxJgOTB4zn7mceZB5nfl+hMUIzgjRiCUj6kd0jnhjMtIkxERkUm6y3+SayXtTlmm4aZ7pStNG07tmuJmL2USzmWabzU6b9Y40GhkwUjCyfOTBkb+Yo+Yu5gnms823m18077ewtIi0kFmstzhl0WvJtAyxzLVcY3ncsseKYRVkJbFaY3XC6jeWMYvDymdVsdpYfdbm1lHWSutt1u3WAzaONsk2pTb7be7aUm3Zttm2a2xbbfvsrOwm2M2xq7P7xZ5iz7YX26+zP2P/xsHRIdXhG4dGh6eOJo48xxLHOsc7TnSnYKcZTjVOV52JzmznPOdNzpddUBdvF7FLtcslV9TVx1Xiusm1YxRhlN8o6aiaUTfcaG4ctyK3Orf7o5mjY0aXjm4c/XyM3Zj0MSvHnBnzyd3bPd99h/vtsYZjx48tHds89k8PFw+BR7XHVU+6Z4TnfM8mzxderl4ir81eN70Z3hO8v/Fu9f7o4+sj96n36fG188303eh7g23EjmcvZZ/1I/iF+s33O+r3zt/Hv9D/oP8fAW4BeQF7Ap6OcxwnGrdj3MNAm0B+4LbAriBWUGbQ1qCuYOtgfnBN8IMQ2xBhyM6QJxxnTi5nL+d5qHuoPPRw6BuuP3cutyUMC4sMKw9rDzcMTw7fEH4vwiYiJ6Iuoi/SO3J2ZEsUISo6amXUDZ4FT8Cr5fWN9x0/d3xbNC06MXpD9IMYlxh5TPMEdML4Casn3Im1j5XGNsaBOF7c6ri78Y7xM+J/nEicGD+xeuLjhLEJcxLOJDISpyXuSXydFJq0POl2slOyMrk1RS8lI6U25U1qWOqq1K5JYybNnXQhzSxNktaUTkpPSd+Z3j85fPLayd0Z3hllGdenOE4pnnJuqtnU/KnHpulN4087lEnITM3ck/mBH8ev4fdn8bI2ZvUJuIJ1gmfCEOEaYY8oULRK9CQ7MHtV9tOcwJzVOT3iYHGluFfClWyQvMiNyt2S+yYvLm9X3mB+av7+AnJBZsERqaE0T9o23XJ68fQOmausTNY1w3/G2hl98mj5TgWimKJoKjSCh/eLSifl18r7RUFF1UVvZ6bMPFRsUCwtvjjLZdaSWU9KIkq+m43PFsxunWM9Z+Gc+3M5c7fNQ+ZlzWudbzt/0fzuBZELdi+kLsxb+HOpe+mq0ldfpX7VvMhi0YJFD7+O/LquTLdMXnbjm4BvtizGF0sWty/xXLJ+yadyYfn5CveKyooPSwVLz3879tuqbweXZS9rX+6zfPMK4grpiusrg1fuXmWwqmTVw9UTVjesYa0pX/Nq7bS15yq9Kreso65TruuqiqlqWm+3fsX6DxvEG65Vh1bv32i+ccnGN5uEmzo3h2yu32KxpWLL+62SrTe3RW5rqHGoqdxO3F60/fGOlB1nvmN/V7vTbGfFzo+7pLu6difsbqv1ra3dY75neR1ap6zr2Zux9/K+sH1N9W712/Yz91ccAAeUB377PvP76wejD7YeYh+q/8H+h42HGYfLG5CGWQ19jeLGrqa0po4j44+0Ngc0H/5x9I+7jlofrT5mfGz5cerxRccHT5Sc6G+RtfSezDn5sHVa6+1Tk05dbZvY1n46+vTZnyJ+OnWGc+bE2cCzR8/5nztynn2+8YLPhYaL3hcP/+z98+F2n/aGS76Xmi77XW7uGNdxvDO48+SVsCs/XeVdvXAt9lrH9eTrN29k3Oi6Kbz59Fb+rRe/FP0ycHvBHcKd8rv6dyvvmd+r+dX51/1dPl3H7ofdv/gg8cHth4KHzx4pHn3oXvSY/rjyidWT2qceT4/2RPRc/m3yb93PZM8Gest+N/h943On5z/8EfLHxb5Jfd0v5C8G/1z60vTlrlder1r74/vvvS54PfCm/K3p293v2O/OvE99/2Rg5gfSh6qPzh+bP0V/ujNYMDgo48v56qMABhnNzgbgz10A0NMAYFyG54fJmjufmhDNPVWNwH/CmnuhmnwAqIeD6rjObQHgAGQHyHTIqqN6UghAPT2HWUuKbE8PjS8avPEQ3g4OvrQAgNQMwEf54ODApsHBj/COit0CoGWG5q6pIiK8G2z1UqFOZvEC8AVp7qGf1fjlCFQZqM3/Nv4LqZ2KmWpLQxMAAAA4ZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAKgAgAEAAAAAQAAA6agAwAEAAAAAQAAAFoAAAAAyxIZJQAAQABJREFUeAHsXQegFzXSz3v0XkWaBRClSFFBOth7ObGe5ezt7GdDz4JnOfW+s92dngqKvXv23qUjiA2kiNJBeu8v329mMkl2/+9hPc+SwEsmk8lMMjuZ3fyzmxRZBJMLhCjiKC6IEFSlqMgXaolPs8WejgCLf0X4R5CEwMchuCTJhzYyqlHtAp/0n+wvjT91F+IvaFi4IZMbHp6OgOR/kv9N9590/03PH+n5S24MmYcsRvF9RG8mQsR3Dv9AlrvBKKlPAUS3Z8+BgHT/SfefdP/55vtPMY8aGlFRkEmhIl1qZQBzjkadFqMel2CwCoUikEY0yp4vijAJhDm6JJ9Uo0pxadI/m5CYTrK/eGyl8QfTSP4n+V/2EOQ7HaAuVPFcpL6DiBxhji7df0g1qhSXpvsPWxFrIz3/ZJ7teBQl/6vexLuV+B7NxsMeJ/kf0Uvyv95Q1NU6I0n3H7r9+BVT0o7cqBXSVAdVSOV3H8pLDfFTDOd+TYpKHChcKaag9WM6laupUMZxkq8/A6j+vK6S/mFUqhWyGa+ZZH+sCtEHxRSCpoKeFNJUKOM4jb80/sRy1H68rST/k/xP8r+Rs/QjI91/WBWiD4opqP+I79OqMU2FMo7T/Sfdf9L9Jx4/fqz8Su6/xeogjPtFlByEOgv50dRTRJ5BFqOVLl6tsHxTIscRAsMUcYVgUEWg8nRJvlNY0r/aVbI/Mgk/Qpx9UJLGH9mI2knyP8FnJP9LVhHdVzjnIjYYsRqK0/0n0lO6/8IiKISxlO4/og9WSyZK9x/xH04pmAyIV4H1pOdfKCXyK5xzEStJNCX6i+iS/1Fj8rb0W/Y/xWImePglLfAzsGBYSwxGebIv95wcmZRTKCWuEBDV4hwMLrABJjBgKuEOfJLvFBbpOygOupIQ1Bd0rWVJ/0EnpDrOJftL448GCI8lWEQYQIyU0QZ88j/J/7DDEIsgk4kGDmcpCubDxB4vQMAl/5P8L1tDuv9EwwgaCQMIQ8Y9G9KdOvnf5H95wCT/628qrIpIHygIw4eV5UkFCLhf+v2nqASv8sZdp65pp+gXZcopLmghi6FJqriYAAVaB2Wr+OI8WvOSxrGvAkCpBBekBiimZjhbxRfn0ZqXNI59FQBKJbggNUAxNcPZKr44j9a8pHHsqwBQKsEFqQGKqRnOVvHFebTmJY1jXwWAUgkuSA1QTM1wtoovzqM1L2kc+yoAlEpwQWqAYmqGs1V8cR6teUnj2FcBoFSCC1IDFFMznK3ii/NozUsax74KAKUSXJAaoJia4WwVX5xHa17SOPZVACiV4ILUAMXUDGer+OI8WvOSxrGvAkCpBBekBiimZjhbxRfn0ZqXNI59FQBKJbggNUAxNcPZKr44j9a8pHHsqwBQKsEFqQGKqRnOVvHFebTmJY1jXwWAUgkuSA1QTM1wtoovzqM1L2kc+yoAlEpwQWqAYmqGs1V8cR6teUnj2FcBoFSCC1IDFFMznK3ii/NozUsax74KAKUSXJAaoJia4WwVX5xHa17SOPZVACiV4ILUAMXUDGer+OI8WvOSxrGvAkCpBBekBiimZjhbxRfn0ZqXNI59FQBKJbggNUAxNcPZKr44j9a8pHHsqwBQKsEFqQGKqRnOVvHFebTmJY1jXwWAUgkuSA1QTM1wtoovzqM1L2kc+yoAlEpwQWqAYmqGs1V8cR6teUnj2FcBoFSCC1IDFFMznK3ii/NozUsax74KAKUSXJAaoJia4WwVX5xHa17SOPZVACiV4ILUAMXUDGer+OI8WvOSxrGvAkCpBBekBiimZjhbxRfn0ZqXNI59FQBKJbggNUAxNcPZKr44j9a8pHHsqwBQKsEFqQGKqRnOVvHFebTmJY1jXwWAUgkuSA1QTM1wtoovzqM1LyumlHOBp6HI8+TUTVllakoESuimri4bJrb6C5gwU2quGYiYj5YxWjMoSfKhDPxnDSf9syEl+9MBoilbhx+OYWil8Rd04dXDNpT59Q0DLNakzyT/k/wvGQP+J/8LNaT7T7r/qE8UL8qxGx3ewQafm+4/QRdePaK5uAAOJt1/xJRYLaoMoNLzf7r/8P3X2hJ3G3Y+J5OQxZDpaCqF2VxcQWfMoKCbWqZqWbXKwhNfLdM0yY+1ItqI46R/WbuHvST7S+Mv+Z/gQr0vjf3Fxr1JqJz8rwwm0V1WG7E+k/9N/pcmZ+n+k+6/6fk3Pf/j3uBvFh6IbxgxQQ5PWa2jqZBkc3G1X8/9B8fF0NNbNlDHg1IIAo0guYRrIB+hHKy/mLlBSdRKDKCAnhFMwHw1EjqKpSzJhx4i5alKI1TSPxtPsj8ZMYgFSONPB0vyP7ELEZgdiBqKel91Ncn/6iBK9x/YSHSz0SEVodL9J91/+HlNvAliAdL9RwdLuv/ELiTdf8hfpPsv+wxSRRz4ySMcF6NFjNbMRtKIzoMOyCbMgz7apQ3LuMiVl858o4VRlYjOgw7IJkk+NJD0n+wvjb/kf9g1en8ZuVMPbrTQUzlNSt5XcUA2YZrkf5L/Sf4n+R92Dd5fRO7Egxst9FTJ/0R68qADsknyv9BAuv/8su4/WDGNg7dw/4sGLQ6XHnQFFOVuwkkAUVvaYQ0Bh6RyyrD7BY0TjkKZJ5JpK2e5FFGSX5qeWKPuyqA86d/pItkfWUsafzJmkv8JvoNPMYBtJP+rSgi6IW8qgXCsIfEnyKb7T2l6Im2l+79oBnG6/6b7LzuQ9PxBYyI9f4hnSM8foge+W8ht9Vs/fxSVYFtefWjhsUW8iImmjAxRBu0zHgiEZUBKyXNW3iIcr1+6RnMVT4BcjHf8tDhDW1ZjXZ040fpJPrSS9E9eNNlfPM78ACH7iEeOwFrMOZ/xQGGFHEYp0/iDYtL4S+Mv+Z/kf2M/6x0k+Yec80RWi7nEZzxQWCGHUcrkf6GY5H+T/03+92fpf4t1UohXesWFYbAypE4RGVfCgP5OysRKk/Ognj7jFAWr9UkufRGY5IuSkv6d1ST7S+OPhoT6FpiF9ycA1H/wqFEaT+zGkiS5WLho/eR/kv9N9590/03PH85npuc/UUR6/kjPH2QJ+myRnj/+J89fWG1WjyTjMo7pUY6vDwM+F5EojlIKRA24YEdUebjUax1yWp8rF0S+lAGfi+gURymFJD/pH7aQ7M8PBXWwOlJknGhOU8HmY1/KgM9FZIqjlEIaf2n8wRbS+PNDIY0/8QzqKbK5LFbKQuxLGfC5QMCPTM7nMDb5n+R/YCfJ/yT/o26BUoSs99CcpkKTj30pAz4XkSmOUgrJ//xY/qdYVSqKpThg5JoizwDWGrTIp3rVKfVrEY6eUY4b72sYsXb1fB2Sq0GZK5skP+mfbCPZXxp/zkeoi6AHEAqcJv8jaoFOgntN/lcMRFSidhMpyKOYjo3JQ6JGUDCQ/E/yP8401GiS/xGFJP8LPaT7jwyLdP+Jbi/p/sse4rvP/4p1OHlf67WqTlifcjD06J18CoQCqH65oAoTOTPlBBUoDayYgqIkX/QkMakppySv5KT/ZH/OStL4S/4HpuBdQ95lsHcVWxGXDQLK5uiS/033n3T/lXEicbr/puePnJP0TjY9f6XnL+clyEQAetPIm0y6/4qCEH/f548ii82PWI8U5RQseCpGAchol6TSSUDDBaWWlv5M5NhyoQhK8ktVX9J/sj8YRhp/yf8k/5vuP3qvjFO6haf7rzynxHpxsD5qZIoUSamGdP9VTUSpU1S6/6T7T7r/pPtP5Bk8+F+4/xTzrJ8cMj37qiRyQgrrpYiNUguRMogyP6ukRlLQMoCl+nuHTPKdgpL+g80l+wu60NGTxp9qIjgq9THJ/wQvm/wvdIGgtgEw3X9YI9ko3X9ZH+n5ww2Q9PwR7rnp+SPoQr1nev5QTaTnDzfF8/fY/8LzV8HmRyTT38i1ARmEvPzDS7QeH+55Uj/DJRTGUBkkGTRlKHg5UspxhlDIKI4oArI0aKP1XQWioZDkix5i7W5Uf2UUOi6clEGSQVOGQtK/6CHpn42BbSRjKE49SARdRmEgU8IYw3CmJmUoJPsTPcTazSjKFSMRdBmFgUwJYwzDmZqUoZD0L3qItZtRlCtGIugyCgOZEsYYhjM1KUMh6V/0EGs3oyhXjETQZRQGMiWMMQxnalKGQtK/6CHWbkZRrhiJoMsoDGRKGGMYztSkDIWkf9FDrN2MolwxEkGXURjIlDDGMJypSRkKSf+ih1i7GUW5YiSCLqMwkClhjGE4U5MyFP4H+i8WydJObgMa49dLqUH6XSljpYUcc6Qtp1T+BC10WuplMCKPlVLFkrgk32mD1Jj078yHrELsimOO1GoolT9BC52WOgZu8648VkoVm+wvjb/kf9xooGGU/I9zH8n/JP8r9xWOOdK7BqXyJ2ih01JnQOn+wwrJa0W0o9h0/03333T/daOB3Mhv9P7rvzG1UEBpX5CKiqIyQrCyopVT8i3iiwnKBa6QwTm1SxWXSfIjHUfaEvVEZaxOjvhW6O026T/SWgyKrvIYyrPKRMH4fiTScUQsxVEZsxOeHvTMoooeFFqfBUAYCkk+lOCUkfQf2Rhbh0SinqiMzYmjNP5pDDn7SfefyGgyoNhKjMqozGXS+IvGWKQsUU9UxurkKI0/6CmNP2cs6fkrGjUxKGMlj6F8ev6BEsTBpOfP3PN3wau8oihoi98bjszJ2Rcde1rky5xW9amAaYQwVyJO3MXCVegiCQFNdF6Go3DkSX7Sf7I/vQvmRhmPERkouZI0/uBG3E9pWYficj5hxSFK/serhAExK6z6JP+T/E/yPzI4cl6Wx4gMlFxJ8r9QWPK/YhvBdnQcCYZjNhxE6f4TKQWgU126//w27r88MZVrjph2AsiNlawhxLbiLMWj4nwMO4IY5WB5OUrdFZBJftJ/sj8/oghI4y92xLFqYofCmkKkxpMvI0UWFif/A936x8Xkf9P9J93/vQshl4KQ/G/yv+GHKLEJieMbClsKonT/KV03wMbqcnC6/6b7b1nPH7JiGhuNt6EsknNZFFOKap05Rr+mF5AKCccFZTmEZLNIzmVRST5Ge9J/eAE9fogoMJVkf14DBbrJISSbRXIui0rjL42/5H94ai9DK/mfMIkpcBXe+2SfURmdI5ZsFsm5LCr5n+R/kv9J/if8HJDmH/5t1gJX+UvzvxYHmcovPbmuaFZTuAD9RSg7HaL7A8ryrx5kFBFPn6ICBpWvpq5cs5om+VCM/CKX9J+zp2R/afwl/5N3rD5f4C98CQHqYDV1hZrV1NNRjTT+ws9hpEIoKdmfM5zCpMBeMiRqYJq6Qs1qmuwPikn3f7KOAntK4y/5n+R/neMsTArGS4ZEHaymrlCzmv7E/reYX1+itvCBXtQFF/SthFK+bs/clLmqEru6YOL5EIp5S5ngo1ItS/JJUUFvqtKkfzEc/7sY3Z5VOc6m8k4p2V+wI1KRjjECWWVp/LEaKFLdJP9Dygh2o0Ms+R9nKqqQ5H+S/w22IC4km6dBFHnY4GN4hHENZ1OEcHWT/2HteL2pSpP/cbaiCkn+J/mfYAtkHPZX+Pxb7LdV475mL7k4CRTkHa26XSagX881eLficI5DIBC8OmOqpo4nySdlRLpktTMu6V91QQZDwdlZsj/WRRheafyxeSASnST/Q/qI71usl+R/1UzS/Sfdf8UW0vMHeYr0/BE8g3vKgGHgNhLurETgcpyk51+510Z6ASg40VO6/5BuJLBe0v1X1VHm/RfnmMrmQ0IZD79owOHmpYZGb014s2OklEh9xwsoZ5KMVq6aZrxfkq9uDrryGmLYazbp/xdhfytXrDLzFyzg4fFT2v/YsWPNqJEjYTNp/LHek/9J/pfvPOJB1atqmu4/rBwXpfu/t4t0/40MQ5/5gErPH7+I5490/0/PP7+W55+iEuzYIJcz3MQJog4KpmxYvFhMKZhMZUY5Gk4ieoD048FvWf60GdPNmA9GmRJogfWOmT/tAhdpyXTasbPZrElT8/jjj5sb//Y3s2rFCnPhRReZ4447DtqNKX8d+l8wf77Z/4ADzIrly02rVq3MY+h3abYovf3f9//RRx41g+67z3z44Yfm66+/Nq+8/IrZc6893cWgxLWRk6i9AA89/DAzZfIks2r1GjNmzBhTqXJlsQPUKq3PUW3mX1KywdSpXcdsvsUW5pNPPmHcicefYMZgsrpq1UozbOhQU6duHeFWivzvM/4mTZxojj32WLMSdtitezfz73/fyXJ9lG/kRvr/XeXPhX77/u53Zhlso03r1ubRxx6VvnnhAP6L8gtYFwpL8guU5BCcRIUAv+v1j2q7K16IKbwkjoaTiB5gkv/bvv+m65+uf/y0pd5BU3IyZcHigOLSslySo+EkogeY7C/ZX7K/MCYUKpaHX30EDg/DgiEyhxPQv3nrhiCXuiJG8VdKqMw4X+D4c+JgogYouYBTSFJhwLDjpW8esTCO5LJq/pcmf+CAAeagvgebG2+40dx+++3m4IMPNmeecYYZdO8gc845Z5u+ffuaqVO+ZIUedthhpkvnLmbc5+PNVltt5br8y+6/XGe96mIP9evXN3//v7/zRKthw4ZiIz/T6//hh2PN0X/4gzn++OPN5MmTTd9D+prO+CGBm+varFYuHQl9pfz9mNBOmDgJ17LIVHaTUrqwQiUMGC6j/4sXLzEHYKJ25plnsj2Q/d9x57/NjFkzzPJlyzEpreu5lSZf5Egc5G5c/tZbb20uuOAC8zEmwptu2lD6ytLJTNFQsOPmujYrt+8in/Zk2wKTbepX3P9NN2lgrv3rdWwbm8I2iLcXg9yPJV80Ipxj+b82/yP9lPjbXn93qV2S9J/sL1hEGn+wBgwntglvGG58cRLGGtFJLuAUklQYMOx4Jf8TbE2g5H+8mUEhafxBGxgwrBOvGDeqOHEwGQ9AyQWcQpIKA4YdrzT+ZNSF+L8z/vAqrwt6ETmliEwcl8Th6ZcdzuiVAd4VycWVd3wByyXlWEARoMTCBZUjhGPNhIym6Lchf9jwYebgQw4xw4cNM1decQWr4LjjjzPPPfeM+ftNN5uKFSqZTp0x0XH6nzlruqlSqYrZsfOOZsnSpWbu3Lkb1f+qVavM9GnTwsVizVKU1f/iRYvNAnoN1enfYg131uw5vp7KX7tujZk2VfgpB2ma5OLrP33mdLNu3TruE/FdgRW2JZhIiQihnz1ntsGqvZej8mfNnsH1+vTuYzZs2GC+mj5VWl6G/dmSEvPll1+ZDes3cD1uE6LFixebhb5f0pQvpkxhvORcLM3x/SeAVjGnTZ0OVcEWpZPwZI4Qybr1681JJ51kmjZpYg479FBTo0YN89QTT5m6mAyqfC9D+QNBIK2sTps6FddwCeule7duQsp0FIn9r1q5ykxBe1evXQNdrsWrwvM8HemNJrO33HyzOenEExlP+id9LVqw0HTr4XhSCViSrcyaNZvl56+/IIVOWlg4/mh19qupX0KfC80csg2EHj16lGp/q9HuaTNgJxq4X5IhcOXKlb5fa2Ej8+fND4VozMOPPGimwW532H4Hxsf6nz1zNuN69e5t1uMaTP3qKzRZBMT2Rw1bu3atmfLFF6CZ6m2RKR29CEWs7ZNCRiT/BwU6vcT6Z50BryqToSG5vP4L9KuqTvr3qlF9hpR0WTj+WOOR/0n6FxUm+yNzSeOPrCH5Hx4Nck8WUAaJOgsyFcIk/yt60Vj1I8ohBeEfFOjw6f5HioIyfqr7Dx66Nx7w9FuCf2WGfFGcj+FSeGSKyxIAol+z/Jtuusl+9dVX3Pvrr7+ehoF9/vnnOT9hwgR72Z8vy/QfK4i2z0597FVXXWUrVaqM8VJk/3jGH4P2nFIHDxlsMXm1jRo1shUqVLQdO3awa9auCXSAVP/9+/e3FSpWsBUrVrSDBw+2Dz30kN1ss824Lfvtu5+X/8Ybb1iSj/FqTz/9dOEFJmvXrbWYINnevXsz0/nz5tnd99id6zdv3tyuXr3GnnzySbZK1Sq2UsVK9u6777YfjR1r27VvzzQka/6C+Zm2/elPfxJdPPe8bdaiGfdzu+2287pS4gXzF9jDjzic21WnTh1bt05d+96773Jx/yvRrwrUr0ro1/v2sccfs1tsvgXz7XdxP99/5aXpxIkT7U477WQxwbTVq1W3DRs3tG+/9bYWc/rss8/a5s1bMC/SB123zp07B6USlSqYa0gGr/syXbWq1Wy9+vVZBtUdeM9AptJo+fLl9sQTT7QVylewTTZrYom+ZcuWdvfdd1cSezH6QNef5H/xxReCh5h33n6bcVh19rQXXniBLSoussVFxfbpp59mPLWoe/fu3PbefXp72gwAIhp/A+4eYDfZZBO76aab2spVKlvSdXFxOYsfNDLkg98fbLvsCLtrDLtD2zt27GjXrFkLGpJmrfarImyySdOmtmrVqtIv2IuGvffeGxvNsQf0+sUEVYvtWWefxfjHH3/CbtYUdor+k50tW7ZMxTAtXX/hvzXaWsTtfv311z0faZHPlg64/pdeCGyeSZyP4QLCwqqlykjyobmMIrNqyhfF+RguhUemOMs15ECU5G9EU/miOB/DSf/BphyUUU9BaSBK9rcRTeWL4nwMJ/srsLCMegpKk/2xBqCkNP42Yin5ojgfw99x/OGHk8LA/DJMiSZClERwVKLYXHFGQLjIRK01MiSCLSiKEDkBWuJTBbJsOfdzln/ggQfyQ/a8+ZikFfShxH755Zf8QF69WjW777772g/HfGjxDSYeuKtgwTD07KGHHuaJ5iX9+tn1GzbYgQMH8gTmhRdeAFtlTGmJpckmVuvsfffdx7y7dO1ie/bqZT8Y9QFPNGnShJU2TCiWsaxnnnnGNsAEhSZJGkaMHMl18d0ro0455VTb75J+9oTjjwe+iCc/F190sR02bJgtLldst9xyS9u2bRv78ssv2fPPPx9tM/aRRx5RdtzCbl278aRym222sS+++KK95pqrWcY//vEPNFv68BX00axZM7tjly7cxkWLF/Pk65hj/hD1636u17NHT27Hiy+9yHyffPIJyFNdeNH2408+tjVq1rS77bqbxYq0XYo/vLpqmzRpbLESKYSQj5U4+9QTTzJvfPdrlyxZYlesXMnlrnmBqYPGjx9va9WuZXfeeWe7aNFCdGMD2t+c+//55597erpmWCm2tWvXtiOhWwqXQJ90La688krff8JT2zZp0IBA35urrvoL2xG+L2X8u5io048UTz31FPPYY489HHWJfe+991j+bbfdxrQUsVYi1dx6661c77rrrmOaEcOHc779tu04r6QPPSx2RxNm0tU9sDu6/mR3FAhHE2Dp1whgStCvS1g+94uprF2KCWbHDh2ZDiverNuVK1e4Ums77bCDLVeunN0KPwy8/PLL9tzzzuP2PPvcc0xD+h8ydAjzffDBhxj3wahRTPPFFDeB515qyz1rqU9xQVGEyF1gLfGpAlm2jrcWUqpwlpCxBUURIsnPKEw141MFMlSSyfu/UkjkqhTwiBBJ/xm1qWZ8qkCGKumfNJDsT42DUoXFNjRmbEFRhEjjT1XFqWrGpwpkqCST7E+VQ6nCWUUxtqAoQiT7yyhMNeNTBTJUkvm29icT0zwjzivSpdmk8JpGF0trlnHdS6mb6wEzUC5ZwYot4P0rkN8AEwyaiEnftKeh/488+gg/XO+4Yxe7bu06Vhqt0tHKnk7W5syZY6ti4rrrrrsynw3QCzaq4Xq0EshBWTu14/VXrCgOYZoWLVrYpUuw8oRG4JtWOiKJV7moTRtK1uOvxNaqVdvusvMurra1NKmhSZOu9NLEisI5Z5/D+DPOOIPzeO0Sq7yVsJJW0Y4ePYZx//rXv5jmpZde5jxFq1etAV1FnkB++KHQfTnlS27L0cccI3RoD62sVcGkfPr06dx/kk/tuPqaa5hG+jWYcTSBpUkOhbVr1qm6OB/b0i677GIrV6pi58yZLWUoPOGEE5jHV199GUghn1aaSd5wTNRihigq4EsI4k3tnTN7riOwdocdOtl6deuhuq9l77j938yXVpbpOlC4+aabuf+vvvYa5wm9Zg3pqZI94IADMvL33GsvXv1evWq10CLGK90M49tkW7tWHY+/5pprbcNNG/pyLmCRInf69Gnc5j332NMXTZkyhdt36qmnej5zZs+21ZzdUU3qz7F/yNrdHXfcIf26a4Cvd/PNNzPuNe0XSrC7Ma59ebvffvsRJ6F1CU3+6Q0AWnn/9NNPuezGG29kHm+++SbnifSxxx5j3GWXXy71EZdl/yrCE7IsJ1ALXVaxig51fEkoCihPxkAeX2pekS7NJl4tnnFkP1ozNMRTCeAJHL7UvCJdmk2SfFWPqjbpXzURzC6vI6XI40vNK9Kl2STZn6rH6zQgPOQBJXJpHl9qXpEuzSZJ/6oeVW0a/6qJNP5VE3kbKQufp+O8Il2aTX71468YD9ZY1KCInuMk0FIDIQXDGUejCd6/pmUuR08JPTVzsLRY4wIDERWDiFxdX5Kj+y3K/3LKF/zdYY/u3d33jIX6HzZ0OCv25pv+z5SrUN4sxzebeCXWYJXT6/++QYN4t9Qq1aqa884717RutY158qknzb/vuMO03Kol6hfqH6uY+MZ1CPO++i9Xmeo1qwMuMsNHjDBbb72NwYSDr1lxUTnzKTa8Wbpkseneq4e//sNHoF3YRqtH9x5gb025YjGr4fh+tkqVyubaa69l3hM+n2AwmcKOrseY7bbfjutjRZB3Ie6yYyemoWj0h6NBt9YcedRRpmPH7Ri/ZBm+TYVhNGncGHlrvvhqisFqmWmEDXDu+PcdZrc99zB9D+rL33qe/6c/cR3qF+1KS+Haa64xtWrWAmRNhYrlvQ1yobM/+vb07bfeMgcedGC0qU+RWbp0GdPXrFnb2bbY/xDwrlihAtrY0euf+s/siHFk11+C91vgfcghB5tNGzbgvq/E97/jxn3GO9vq8KFqdw+8m79XPQabKjkmZvjI4aa4uLzp1rUrcCJ/NHbxXQt90s64Ov4wIzRY0TQdt+uIHX4rMS0i/haVhPbq1dMsWbLITJ8xw6zB95d3332XueDCC1BOtBLi8ffww49gd9/V5oyzzuBC6tJo7CJNfesGW9Uw6IH7YXcrTdUqVcx5555rWrVuZZ6C3d2BDb2wus5keB0Y/apu/oDrT2Of/shGsPqJfnVRVmbkByPxPeh6Q9+Qav9VqWNGjzbr8a3tKaefZtq0bct1sDpqinCtO+0AG3L632e/fU3HDh3MNVdfbbBCbSZOmFCm/cfXiRjG/c/Ll2ub/B/piK6fBrU/1T/jWVkRFYOIXF1fkqNL+iftFfp/wVKc7C/ZXxp/3n/QiNAbaBn3Xxo14rCS/0n+V0zB289v/P5z+RWX47m6kcFbkzJMWB/f7f5z1rnnYK+Vpub5556TxynilNPrdxl/xf7iyNMAj17mR3y50FOQKBfkE3Olix9GxEHgxqmkSD0b12EqIpC6rnRrVq818+bNM+vwsKx8f0r57mmUW/u/kD/UTTq7YROcsuTTQ3xjTMy69+jJNEOHDDFr8QDfu2cvX2cINlHC93T8kL4VJgT4hhUT3nnm1FNPc4Yi3CmO9T948FDUKzb77LMv88I3i7w5T/duNBEK4b1332NV7dxnJ6ZbjsnIi8+/YNq2bsvHkuj1p0nXGByfgm8iTc1amBDiQg8fNYLbcPChh3Bdkv/Gm2+atm3aYMOg+k6I5Y2giOCo3x8JnFgITbYI3nbbbZEWmRHDZJLeCZtA1a9bzxx/7PHYmOcr8yiOlqHJsNoVTVrKlS9vDjjgQJbtIi9f6ahT4z77jOv1xIY+FNj+bIkZNmyowaqiqVOnNuOJB00AR2Li3r4DJoAVKzI/KtT+e76Ew98HH4xm0d2VN3AvPv8cJn2rMKHHBM+Nvw3YzId+bOjUuZOpVKEi1164cKF59plnTbt22/KElRjR9aPrT9Pgbl26evnjPv+cN3bq2jVsfMRtoQiVdujUiUVNAN3d2L0XP8SZP55+updPrSXeFKj/PAkFjtsoaNYxlXkceAwbMszgG1azAzbqatlyK/P3v8PuMJ5PwwSSRNOmVGM/pn51NviWmWUsXrjAPPPsc6Z9u3amevWajrvlfhEB2bVozxUhweo0t/9wbDZF7dyA3Xvfffsds12H7WBnNb3+8U2uGYqxcPHFF5n3Bw82XaEj2oyLleDi2P5V//n+5+WjKtcm2aqn0vwfTfrxPS1TU/9ZCVxBakl98X+0gROdgSshq/+y5C/Dxmcbk88yPceNy2ey/7H//7H1n/rvLr679Buzv3T9SUk6mr7d+JPx63QcTYbK8v9J/9AVq1j0LPoLz39J/6IX8vcK/Zaef9P116v+015/fP5mbr3lFt7olI5mLMv+Zs+ebf7617+aK7BB6z333Ms2qi2m558WzVqYmbNmmn9iIYJ4/ND7Lx4lKYANjQLm5sVlHAmTEaWTmBXtSxXghjMpHD5z5IhkeAZYuVlqrrj8CrPllluYKlUrG7zKaipil9FmzZrJ8RehovkdjsTA5iumfv1NkDYw9Tepz/kGDSi/icF3j0jrG3yrx22gqoPx4N5gk4bgizKmq8902GyHd/u87LLLeZfY/1X/ScHcRSh+qFuxjFehIsWZ1atX8zmZeI2X+0f6xzebWG20BpsOmRLsxEr9oJ1vK2AidsnF/cwfcezMvvvsZ/A6pvkMK3Pcz0j/efltWrcxtWrL5GsIdEehRy/sfMq8OcsP++REtt9he0b0vxI6xEOyTGAt7whLBaOwEko78nbr6nZtRUeHvP8+N4F2FCZbmzNnrpk5Y6bBd4doCuryjrpFZiitcqJ8h060Iyt2mcUkkM7KpEl5XxytQ2HZcqxiIhxy6MFYGT7PHHXUkaZevboG36MynvRKljZ0yHDTvn07U606Vn0JU0b/ST7tNguFygoxcQGTF1562cycOdMcffTRhPHVSZ/4rtTs2KUz4yUiiRJUPumKYNp9l8RXrigrk7S6+GfYHwmhFW+8Js3ltApOu+pWqVyF5VN02WWX8fWnHy2o+Rs2lICVNbTaXL48Vgox2dTrT2ehkjxaWSW9YV7NeYms6di+A8vBZk7m8iuuNPfCyWBTKhCRbqjtVNsFgIswRilUpvYgvP/+YPOfp58xdevX4yOLqK0UVq5YjraUM/369TN4ddvst+++Zip21f3s03HMcTnK6fpWqVSZ6UkW9X8Ndj7uSj9+RNefzoOl8vYd2oO2CDsJz5I6iIfhB4ny5Sp4+5s4ARNxXIc+vWUSS+2hc3AnT5xk8O21uf6vN5g7MQFfhFV+bIoFvtxJ31fpLXBl9D+jD8gP1R0f3zICBPfcs8/iTYVW5tTTTgOqbP83btx4s8fue/APHjXwlkIHXJvbbvtH4MiNkxYydwjH98P8FkMt/NhTr149c8CBB/DuxVIptIlqcW4j8qlv/43+U1uS/KT/ZH80CMse/2n8Jf+T/C/dLeApfsT7L3FM959vd/8ZOGAgnwlPc7AuPLcQiyQdysOB5On0iUsvvdRcjTfQzj77HFyx8KxBpIfRYhNIsbmkmTF9+g/Wv1sxJeH4w38VJ2kck3iQECmo1KVwjnEEaRAEx1rGrJARBgabvxh8c2ewqY3Bd3bmeay6DRp0n2ndujUf//DRxx+DWZD/5JNPGnxPhyNN5ptu3bqYBx940DzwwANYfr7fnHn2WWbe/AU8KcM3kqgnQmnl66q/9OejKOhh9SYcvzJw4L2s4PXr1/Erpj3xSiq9Nsh1UE0kahrk+54x6x/ef9dEJ68Ir3m+jQf7CngFsjWLiiUTTBMOmujtiDMyVf8z8DomPSgvWbYUE6SuhiaT22JVbc3a9eaWW2/BA+tUc/eAu00vrDzRqpL0UXQTy580aTKvqvIroaCiMM0ZV3m8ZrnvvvuZhx9+mPFL8IBP8sfi/E4y1FGjPmB8UXE5XMtr3ASuiNtCMvzEDe2kSQ12suXjVKiMzv0kXlWqVMXKFiY0Z57B+qCjcygsxLWmCTkNhI9hD/ge0VSlSRSo2m3bjmnuGXgPn+v6zjvvmj59+nC/MR/jMHnyJKzazZUBxwqFUGd/cf/FXor4/FGq+OYbr/Nk/Ksvp/CZsls2a86/FFGZ2v+wodJGmmTj2SMXBMGxK6NVTQr/wcrnCKy07rXXnpiQ1AEGE+KFi8xOO+1sXnn1FV5dbgMbGPXBB1iRHc4TvdFjMFFDoBXtK6+8wpxyyklofhF+cJiOSXR1M2r0B7CbNjyBpl+2yDpJbwcd9DtzP16x5eD6344mpgh/xVmgR+FV6V123QU5aiT+8J/JkJPUuleHizA2Bxkag9hd2Wy55eamdq3a/CNAW7xOu3L1KtMW12Pt2nXmFvz6NhVH7OD7WPxg0su88+474Gb4NWoa2x+MHsP9x2ZObNMkCbv7Qr9XmlNOPUXk0mwa4fXXXjXYcAk/UHTmlWXC0VsD7dq1lYk78qQDCpVhQ+fiFeLzLzjf3HX3QLPX3nvhSJoV3KfZs2ZzD1tDRxu7/qX1n3irTgjW61+a/yN73meffcyBv+uLo4u+NPhOluVTPWFCOiZdG/zINAavVfcyYz/6kH+BxIZlZgXae8455+DYqMudTL0KXMVgl2bTv/+Vpnv3rua9994zhx9+OF6deR4/HvWEzqcJEccig2MBC+SzQkArEogIf/ivfY0lK45Yb6z/VC5BhHIsYJLPSoQy3PVP+hdLEdsiIyHdJPvTsSZpHLuRRarCKC3N/wgFxUwksYBp/LEqoYw0/sRMnF2IhVGGdJPGn+hD9fDrH38PPvQg28Phhx9R5vV/DnOzl156SeyG4xKYijMg5On5tzGOTKTnGXz8au4dJM+cTKFk33H8gRGCfmerGf3Q1uMV0NRV8lkPMAeNYmwMf/31XHdUSBHvyhnLf/yxR6kL9qKLL8bbkllOjXEEBZXhuzgUoDAqp42D+LgSrSIU9q677uI6DXFsSgglfDwJJkRc9p+n/xOKIr55+ZFA4R7Jjxh40BcLtccTn7jskIMP4XZQ30468QQvJpavm8SE4y5K7AP3P4A3h4pwDEtl+zfsDEsBExO7/fbbM7/yOCqla9eu9q233szIy8snPiR74D33gANahv9vv/MOdj6tYDFZthdccL7bkbaEd8+lTW4wQbQnnnCixYqX7bhdB66/E45YIfkU9t9/f+yQW8y72lJ+/oIFTIOHaeSk//Pmzbf1cWQKycYDvZ2P3YinT5vKR5ps264djqCpamvUqGlbt27ldnaNtVZizzrzLO4/xoilTZvwLWvYORdS7n9A+nXvvfdutP9x4U1//z9sflTZ1sZxKPXrN7BHHXW0XbhwAXUBIcg/9tg/cLvHjxufwTOZiwK11DziiCNwbEkx+lTd3n7H7bwBFB2zQ0en9MdGShJKLH7FsnXr1QP/YnvkkUfZ5diltu22bVkeHRdD44c4XtLvEsbVrVfHPvEE7TJs+bgfOiKHdq09+5xzLG04RSFuC94gsC2wCdLy5W6n27iQKF2e7G/cZ+MtVpzpSYivw0cffeQ3fWrSuIl9++23mXtsdySf7O7Nt94i0RyIJe0OTRt14dnA/v7II1k+JrZRv74GVYl94fkXLF7/Br4Ix81sZ/FdM/OYOXMG05588slMR+0kudR/siHaBGrRokX2IuwOzXrFxlDkF2pil+W/41imELLjT/sr5WBKjUWIx5/DSMJxoFu1eqXFjzS8ERUdW1O9enVuz4knneTpHUuXL8FxSntw/+6//34vDz8skY+35cuVt3O//jojH28RME/ahXstH/sk8ske6NqcffbZXpYCscwYJoGZfD7j8t+2/74DKtj3MiAyIpL8pP9gGjnzgaUk+2PtpPGnRqLeQ1PCBzvxBqPkLs1RR6XJ/8W60fEmCgp6TfanJqPa0pTwQU+/VPubPPkLfqagZyc6xlBC6Bddf9qItHnzZvyMgYUOpqfn/9L6rxuZ0jNQfEoI8Y01R7lMPp9Bnma40p5SYy3TVIiyubiiCgSFEmnqEZYfIEkZvXr1Rgc2xAz4aIjjjjve0oNYzGTx4iUyCcHD6sfuQTWu+Oc//9nef/99TkqQf965f6KXaWzfvgfF5Ay3bLk1K/qmm+OH1phMG6+plGVzWXopQ6xEmnpETE+wJ8gXRGVZmjg3F7vw0tmQEoL+586Za1fS8SWe2AM5OWXhrZ03f55dwjvZZmnwuqnFK8OeD+3Ci9ddkQ/yvVxf1QO+HgErViy3s/0OuFI0H2eTUliACeG8eTJZkRKJY04r0Pev8RCvJVKGWIk09YiYE8GewBdgBd3i9VHsQKy2maWhXJMmTfnsTF+JgW/uP773xWAPu+UuXrwIx6MszbJBjvRL/ZdQggnmBm4T5ePWzJwxw65arfxEPt4qsHgtWatK6mr1w2SWziAdN25cBu8yuUQlleD6zmJnQwSEnT17jsUKfgH9nLlfw+5gG6GqoxHEihUrQ9tQgjcX7KzZs3J8ZBfhGTOw2zIHZVZaTs5Gpd2oSahQlvCu1WRX06dNx48VhM3yEE4Ul4WPy7I02Rx+dMEPKlthoj9o0L3M7Zhjjma/gu9rI/ah1uRJk9mX0Y8+rKvQGLvFllugbpGl841D5RJLRyCRz/wzn2scKgzCjy6Epx941qxZ7fvvu+XFeiBUZqgsPBVqmaZSNZsTnJZIGWIl0tQjYnqCPUG+ICrL0mRzcbVw/T1bT+yBuEIkI4fmrNbRVGiyubheki+6QaxK0tQjYn0R7AnyBVFZliabi6sl/YtuEKuSNPWIWF8Ee4J8QVSWpcnm4mpJ/6IbxKokTT0i1hfBniBfEJVlabK5uFrSv+gGsSpJU4+I9UWwJ8gXRGVZmmwurvbL0j8+G+Jnh61abhV3IoJL/DGNeKuVj22kZxM69aO0MHfuHH52oecRvFEpJF5ZHshVLR0vK6alkoYKDIWsFxijYjjHDlkppXjSpEl8liU1/rNPPyskzVBLMdV77ZVXWYk1ataQVTEghWugESgb0xmdJIuOlIjpFyxcyCtzVIZXFDOVhC5QMxSyXmCMiuEMM85IaUzDcIyIKuWpS6UFMq4ewxErB0ppTMNwjIgq5alLpQUyrh7DEatfpfwBAwawTd2Eo040/Jz7f9ppp/LZqbRKh28TLXZRlmtXRqMFHQoZClnpMvIxKoZVJyGV0piG4RgRiB3fUFgqLZCBIgtHrBwolAX0MSKqRGh8l22vwir2QQcdZF99FUf0OFq8Im3pPFd6y+GZZ5/1tWJW+B6Df2E87TRMTDlIqdLc9g85Xmk7rAbnwyEHH8y2Rb9OaqB69erUZfyzKhNIwn/y6SeMJz9Gq9mlB5EssVAwHCOiinnqUmmBjKvHcMTKgVIa0zAcI6JKeepSaYGMq8dwxCrJZw2IdmIdMRwjIqXlqUulBTKuHsMRq6T/pH9oQKwjthGGY0RkNHnqUmmBjKvHcMTKgVIa0zAcI6JKeepSaYGMq8dwxCrJZw2IdmIdMRwjIqXlqUulBTKuHsMRq6T/jej/mKOP4WcHPm4wUprossROmzoVb0birVK8lTl86DD7yiuv8HMNr5iWoX/sAcQ8s3Mq5RiEMEbQAekgQuMjqHwg2fRisL4c7KCQlQr4WNm/Z4ym6LdHTE1No3fSPBe8a+Zobrn1VmzUUmJ22nknHPeAb74KgvINAgkahuMyKNA3ffStHXGnb8fou8Lbbr3N7L3P3oyLBdPOmHSkBrWNdiklPtwmRI8+8jB2JC0xtIkI8QihdPnvvv+uGYxvJDWgR/jn2shMqcQBLqmIb2IvvOAC4EP/uQgR68tVV56Sli5fRXna76n/JB+6/wH6p6NP6NveC87/kznn7LP1kn1r+/9f6H/I4CHmk08/w3esfXjzqjat5DvmApvi3iT7mz9vPjbk6mOW45gg+nb9vfff4w2Y6HtrvI5tnnnmGVbdoYcdWvb1x4Wmay0hO/5nTp/JbqpREzr6KBuaNW/GCLzK6wuwEmoWLMbGXAi0ARgHN/6b4/tnDfjFEiA2jGIj8wlwWfk/xP5VFg2i7+P//xf2n/qfrr8+fyT7+2H3vzT+nQaS/0v+n58CYA9wKt92/vNz8j+jx+CkCISmTZtyKpHe14vMn3Ds4sqVq8xxxx9rumCDylexB4p/qCnD/ps2bWLmz59npkyZoo8hYPvd7z+5iSmrjdunCrRxA6LmszARyVdFaqIBROPqFOndgFCYhC1btszch01U6Hoex2c0EnEcypaPGTsTbrnllryxyGJswnP++RfwBjpbb7O1U0JW/lhMSuk8zAoVK+CYCtrh1eAMxHW8IQxNKmiCexsmyngNjsviR7l8/7Fia67Ddsk+UIeofxwAU0C/ZSccuri0k2llNzGV/jOJj0JfCSUh4BhidmooSqOp9JVjtEVqZvuf1z/V5JZyFGQpx431P9AopDLB5zckfzCOHqFdoMl2SIOss595/0diI6UNG9YbOkIlhHT93WgIKnGjiDZuateuvXny8SdMy21aYjO2qWbk8BF8tNHzzz/P26bTrsw98bF/addffCa4e//AQ4Tl0NCbNWcWu4qaNWpEsgm0pnZt2hBLdqym5hCvWTOFnq5YDV9Hxh9tBlYBxwrRxmg0mWWbLMP/Et80/lUJyf7Lsn+yE9YOoh/z/k98k/2pEpL9Jfvj0UDDwoVgE2n8wTqS//mv+l/aOJIsMExMg/29/sYb5smnnuIj+K7/6/Vsnzazy2fpz/9NMMkdi+MOv8TE9IfMP8pHc0cIRzNd28goKOt/Feem+WLOCQ11LUyeKMcVOZEcoxB99NHHho6NIBnbbd8ZCQD6AtSTAVC5mnKbSsxw7GRKARuo8B9nEDXcdFPTokVYNYjlSx3LK7SH4JiRqdOmmwmTJpj12D20V68+5sr+l5tddt5VWSEtQz5KzjzrLNP34IO1edJOqsFVXGOFA9MQK2xiAkw2KCVfZBl539z/iIXWJ9R31T/V0fpJPi7Q99B/A9gbanL4pei/MlbujaG/dP2/jf3TbtN0tE258tiRGuf63oGzuW7GbsO0UvovwKedeirrUga6aFX9JNkGwezDg2MTesQkH99/IwUVDuvK+9/KlWjXaRy/swx+kkwU/76eS/QSsKGYg8R8yXlUrkwTU5ybijpim85Cy5BPpWn8k3Kh1W9z//EaD+OHUL+U8R81n+0oXf9k/2n8p/Gf/N9v1/+vW1fCC4V0bwgTU4wJqGQdTiw59yx5G/Cq/leZTfHMSyH/OFHa/W8LHMVJ4QucaFFQAXh6jvk295/yKgyv9YKPDFZ+aKLaFOTayQMPYDo3U1iHxOeJHiGiEITDTsCZg1SIHUPNNliJ4Ic5J2dj8sdPmGToIFgKkydPxDEb9Q02xeHjPbr36AmsNpZJvHw655NC7959TI+ePUylD0abzz77lM9ffOmlF011PtvS1fmG/jdq1Mg0atgIokrvnXBxvJBkW0R4qae/M4jeQfUt+k8PuUwGFj9E/8QlyXfXgRWqisXV+Ybrn/QvJvxbsT+alFLoiaOWbr/9DvP0f/5jzvzjGZiUnsJ4jtgoCPIAo8nCeLhzTqMw/vGNBldZizNc8/533brVXFYPZzJzQLUqOBKICWGja9esUoZeLB3TQxl980MkBTKBgnyiTf6HtJLGv5pu8n///ecfHnf6HMAuI9lfsj/nndPzB+5JNB7kEzm9L9JwSc+/fKfiZ4of6/lrGY6YZBcE89ukwSaZ599b/3ErH8HYtu22OJP+TOexQIhr4Z8byGyVQQBMfbxNSOHrueFTJEao39OU69L1dqU5+/dLemwUTMPTRYb4UYbqMqCtcpwCBSAioEBlcPBqSVyPCwhrPv8cE1OQ0AonnUkq9YTfxuSPoAkmGo6dL1G3JTOsW7eOaYczFHflcxhLlz98GFZZwf7kk040Rxx5JLduxy47mlEjRxlsQGIuxVmK0mbEfiSU3v8Su8FgZ1TpDMXcN+2gyOcJPRW4/hMneo1YyJWv6Ejk0s0wrIAwYS6iZqHrIWh1YCIwlOchENH1ExaZTJ6y1HySn/T/a7Y/eiCnUNb437FzJ5RaU6liRYPdu4mSyF2guvEoFJj9JVEIa6YV30BgkcFxPWxU2I2Zyxjr/M/iJcChXsOGDbk6oTclZ+/auZRWUn2w/KnCmjVrGEN1qHJZ/ldaru2N07L7T/J/LP+f5NNlivWu9pP0X9b4S/aXxl/yP+Q24Cv4HiFelDwJ3yi8P6G8+Jbk/6GH2M2ypkp//hZCUq3qVemcdokVu+lfl/6rVqvqH09oTw3tP81xrr36WjIms02rbcxdd/5bHj2ghE+xTwmpgva8+Oc//mlwTCXOVj8JGMJSKDI4EYKh8uUxtWS9cRag6jW+MIFA5RMPoigfioRBzE0uFSjcgKBnIwa1kp+A0tXTmgIzN4+TZs2YNoOJ+KB7R6CsVLpyoTyqI1gzbLisfHbt2p0x2uEhQ4AnIsdEEpGP8w3x6u5XTN8VH+4yLxAccMCBPDF96sknMTG9RKsKX45Di1Q+dfryyy43111H71pTOYLKlZzLklL5BWXGYkcrvLq8gnGsbs9aOGsPuTLVcKwdS04ykwIiVEQEEqE0JytfGDi2IKABptW5TCOqTCHJFz1EcVZfkdIjkMhJhWLl4fozG9K5I0j6//nZH10bNX++Xny1BEPxAw8+wGj6Vn06Ni1q3nxLuaB8wRFFqfByONQi9yg455adsE03pQmkMTiCJ5LGKN44gKBGjRq6dln+RZO+aca5YmbmjJnKlAXgqBquSM1o2Ig2RgryCSxNfuixvj/BLFzkGimcECP/I/n/0FlqLYUkP2hbNKJXTLRDcdJ/sj8aLxgragpqNN/x+SuNP1ajRqLTKAcQQZWrXlKVnvSf7M/dCtVEfsHjjz7voj1wcMqAmTET8zIXli5dYha7t1Ofxjem9BeC3LfXr19vzjrnLB4qffGJZB3aF8M9a8yYLrxq167tcXSXL2v+o6oMMgRTXh8NlMCxiOggUdqD+4OjojxAvS5arpWESmKpIq1u2FgeyCpUkFVEolf5a/GN1CknnWx222MPc/RRRykrFjJsuOzI271HF8F/C/lDhw1lZTRo0MA0o50rXdO7dhEeH3/8sVm1apWpUqVy1AoiYxVm5FP/OnToaA4/ArtwUqcpRP2nOsXoKJ4biZRFUVy1clX3awuwTj7XjSJseo2caqEUsky9KAPQ69/x01JJXS6LjCQrmKEubKbWZ/IoAzDJ90Mjo52MRlVlmqrafZqhTvqHXtwIEw1l9BZlAP537C+M///gm9Kr/3ItfjlsZSbgbY9hwwfLxNQNci8/02AZw9R48n2x/9OOdXE+aPz48WbJkkWmdq06/roPwyZLFPbee19OqZP06cMOO+xgRn0wytDnCYceSn5I+j+cfWOR2RqfRui39qIliUuTL4wlVs8j1MQ29J8pfCfRF2EmF8jJ566X0n/lm+RDizSxVwXHyqciV6DFSf/J/jLDKY0/8Tc8jNwoIQUl/xPufxmDUVcjukr+lw1HlYJMNvyW/S99Ozpt2lSDs9797al2nbrm6quvxtxoNXC4G5H/oZc68avEJHxG+cTjT/LGn/0u7odPjKqaWm4CqlqdjhMrKDTYtAGn39f+yrN1gwXbNqKcjQPhnAEahlPhQ3lMyz+lUF2pHceEYg5It912W27s6NGjeUOi4nLoMXUc4frrbjD33X+/2WXX3Tiv0cJFC8ynn3zC2TZtpD5nUE1qIleK/Pffe58V26nTDl4+1evUqROeE4rwWu56Mww7/e6yyy7Kjhl6noxF5Pp/GB4GDz3ssCBTyyl18qMWxaUZ+b7AqVX7z3LjPinhj6h/Zclpki+Xy9lf0j+sItmfWYJfC5ctXWpmzprFP5Cdc5TnuVEAADIqSURBVN5ZpnmzFuYsbH72xhtvmaOOPNo88sgjpkPHDqZNa3fcVc7/LHW/OPJGb9Cp+j8df3vsuSc2bWto5uB4l2eeftYcd9xx7FemfPmFGffZOPwCWdv07XuQkLvxfyx2MR81apR54YUXzPXXX28q4tVistnnn3sOsfU8qBLbsospycsnGkFSGlEDlBxTSJT8D/RASvzh979Iq0n/6f4jgy2NPx4W7HeS/0n+N+MkyfU6R5H87w+ef2VUC7V27NjRTJ061dAqp6q5GHOjyy67LCIN+n/ltdcwMX0Ki3lVzLXXyeu+TBg9/9BRijSWcUa78KBbJyD6bTYTHNuynj+K2S9SJceAK5MReC6OYzwp1UKkDLJUR0eNpKBlAF0JHvSONltssQWOe/nKHHLoIYaO3vjs83Hm/AvON/2vupKr8WpCJP/BBx/CM4HwrFWzJtP4xqmMnPwVeH32qSdlCboSlqtVPlWmJebtttue+fz9pr+b9SX4bpQI8CdSAEfyfet/hP6zUI1co35K/atoTpN8VkPSP9SQ7N+P/xtv/Bt/y77Lbruy477h+htNjx492FaefOIJvNJ/mTnxhBPNnNlzgo+Db1iB875oi/QnHn/cvAoHTuGll182zz77DL9+S6/MaKDzUK+48grO/unC83EMzRvmE2zKdvQxxzDuhhtuMOS3JMhAPQq+sxVWbidPmmTOwCZMX3zxhbnzzrvMfQ88YNq3b29OPuVUId+I/3UMY7ZyX0jX319/Vk7y/+FeqHfPdP9TTYQHhTKeP8SGApm71WaGnzJL9x+oJfmf5H9gA+n527mIn+j+s912mDxC75/TprTfUv+8wqwXKuf/Fi9aZOa5I+toYqpkNLwLgkOW5f9o0pcJJXGOMgUIh8rgQyVBl1EIssmTJ9tdd9nFlisuR+3mP0wW7fbbb2+P/P3v7QZ8SKXh3oH32OKimK6W/fDDD6VJgUzJOSV0sy23oMVdz//YY4/N0PS7+GJf1rZt20xZhi1lChA/rP9eWIavxxaKy9BJhuMMPl+/jMJAlutXKMjUpEwBIvWfVZLRS15/ZRQGspxeQ0GmJmUKEEn/rJKMXvL6K6MwkOX0Ggp2hm8iv9S5c2e7YN58T4c3Kxhfr149O+i++zxea5566ql474V/dyRfm/E/xO+PfzxdSSVFE++8807brFkz74tabbON8FZK6kbUlblz59i99trLVq5ShevgHFR74IEH2gULFmgNRx5V8iU5oAySDJoyBQiHyuADb0GXURjIcnxDQaYmZQoQST6rJKOXvP7KKAxkOb2GgkxNyhQgkv5ZJRm95PVXRmEgy+k1FGRqUqYAkfTPKsnoJa+/MgoDWU6voSBTkzIFiKR/VklGL3n9lVEYyHJ6DQWZmpQpQCT9s0oyesnrr4zCQMZKHDp0qH/2+Oyzz7g0U5MyEQI/oDN97Tp1MnhlO/Cee7i8erWqdtWqlYouPY34xgSKxhmo8hM7ceRJLIDsodpawm8cCw1oJYQyxfipNz2dAekmxlxMkvQ7pTU4KmHmrJmmbt26vIrpaQH8FPLzjUvyf9rr/1vU//z5C0xV7GRWtSqOC/EGlx1JhP8x7X8mDlGeOm2aadeunalRo6Yffz+V/LLG/89VPp0xumrtKrPFZltAV9R6uVAWb1ZMw8ZDTZs04W8+s1eNaDQEx5e7xPQiRqn65w2McKZp/br1WNw3Xf91+Axh1ky0pSm1pTwE/zD51HLfVgDfJF97Gmol+UEn3/36J/0HSyJDTPYXf2msI/PHff4KA14sV6Uk/Sf7S+PvtzH+yKPQGaaz8NnSFf2vNFdd2Z8d8cauP33mVJE2TsqcqiL3f/xobl599TVzyMGHmCeefCLvYsp8/in1/kczYi7Aj/36jai4KolFZFTGHowjESwE2RlozKCgeXITIhJ+aHX1s8oIDKT4tyufNn6aPXuWuzb00AONFOMP6zKsFeR/97vfmXnz53FK37W1adXGPPrYo06JpEHWtFeq6PSXq//TzzjNjBg+kl+ffOett7CDKZ0v67uXA/63/V+LrbWvuPIq8867b5uxH37EA3rh4kU86fkm+//3nXeaAQMGmJUrV5i/XvdXg9UxGTzugwDuWeZi5rqO7AnHH2fuHXS/GTf+M9O6VWtMaGaZvoccbJYvX47vADqaB+6XXWfT+It8TKRGUW9U5pXutk34Bv27CxZxFAwhvun6E02SL1rw96akfxgOKyHdf2kMpfFHA+Rne/9L/k/GqlwkiTMm6zLp/hvdYyNliXqiMlYnR8n/0bB39vN9n38vOP9C8/eb/s+0btvajPt0XKT52Fa/Wf8LFi7gI+7Wb1hvnn7yaXOQ7pEhVynDN9Nkl8nbv18x9TWZEBGvFnis9y+0wBrOnMmIcDSEk4c2qq3zhYDNYiIJAjJLREk+66NN69bmy6+mmp369DFTp08148eNN52wQ2cD7Kj1xhuvm7r16prZs/C9G8K7b79jdtp1Z3P2WeeYW269hXFZbctV4IJSDIbxvwD9l2zYYFps1RLnKa3CpH02mu16yd2TPnI3QonrrZT9lP2/4orLzZ3/vtN8jA28Pv34I/MWrtF1112HJsRtkRZxzA1H5Owfr7ebRx59DBuAfWzaYvOw7zr+rr76L2ba1Gnmrrvvxs7RJKHIvP7662ZP7H59zrnnmptvvjkSDjAn3xe65n5X+b9G+0v+L76qZCE/3/EXt9T9lOBM2hm0N/AITYMg3X+ymknjn808+b/0/Jf8f+xVyU0k/8/Okn2kOEqKKcSa+jnef6ZNn2ZaNG9hNuAtrE9wTmnbNrShI1r/He9/AwYMNKecfJJpvlVzM/HzSaaINrb9Af3n2qJExASQJqNGkSPm4DScHZRMLOXcGQIJRzNsgQhDQWb2jgmzpMskvH1MAFd0dMj+luXTx8TjcUzFffcNMi+/8rLZdZddSZXm7oEDzIsvvoAV0oNMj249GUc6n4mVVQq9e/dkQ5uGCa2GsvT/NT5WXsS7iEL5Zeh/7Vqc4ThjOrPS64/v3cyGDXLUjchAZVy2aXh1dO3aNd94/ZcsWmrmu8N4SSxeWscEG5PM6PrTawPLli0T9s4kSP4G0M6ZMwv97IOyIsBzeFWR63JUaH/z5n5tFi9a4ptK9eiIouloL8nnzgOYN/9rnOuEsyJdKMv+qL1TMeFbu2adUkrbI/mfffKpufH6G8wfsKNqwwabmt1230MmpSywbPtfhY1yJn8xxazGcUbUltp1apk2bduyHNU/tZfOtZz61TSzCHZCedrlVRoh/V+HszfPPutsc9ttt2LHb1Ys86DXVYmOzvelQM2h/nwBmSuw4v59x//KVSvNxImT3Aq/UwdLAEy6xUHOtGsbtXvRgsVmNVaTKbA6KMb/pcuWmAkTJ5q5uF5cVor/WbV6FW9zLhKcYVBlgGvXrkM/JmMyPtVsWLeeeVBUlv2zDKYS+aIm5Ul6AZ6CQ8X6L02+4ArtL8mPlMgqLdv+v6/9yTWiC5X0T1oIVgzY6ZyuAg0VKk33XxnbPiaAFRc0l8a/aEeNKfk/tQ1vLDSYEJDnIoqS/yEtqKZIO8n/sBYo+ln5380329wcdfTRfEt48403vrf/e/PN15nHRRdebIrLyftNP+j6w/EWfMgqH6DqZ6hMId/AZlFcMUaVRBsXxXjhEOKCshxCslkk57KoX738mTNn2htvvJEVR13fYfsdbPXq1S2OumEcJqz2mWeeZZiiM888kzdeefzxx23TzTYnz2lbNG9uMbnzNAQQL+z8aZujrGGjhrZ8ufL2z3++1NOImiV+++23bePGTZjXhRdcyJtXde/WHZu7FNmGDTe1U778kuthUmR32mknlt+kaRO7evUaz++II47gzWAwgWRc/6uuspUqVrQ48sIOHjLY4nVSu9lmTVnGfvvtb1esXGkPP/wwLsfW1Jb6w62RJtnhw4Yx7bXXXmMP/N3vGK5Xv5599NFHvUxHam+4XvrZiPpZvry99NJLmde777yDfjWmO4ilfk2d+pXt2bMn2llst2zWDHyUg7BU+dhd1Z55xhl2k002sQ0abGLLgecVV1zBRLH9n33OubZWrVqsD7oOmE9nrqVvKAFO1LLly+2JJ55ky1eoYPH9oK1Zsya3mTa8Ufla7+6770Yb6lusnNtKlSrZ9h3a8zVZtGAhk7z55ltcH87B4ngRrcbpaaefzu2aNm0a5+djk58dd+zMemzYsJGdz5vplNhPP/3U1sGH7tT+2/7xD9/OwKyE20Ubmu1/wP62atWqtlHDhqzTi/td4slowzLiT+X169e3m2+xhcWRKPauO+8SGnRu0aKFdvfdd4fOatvGTcTe8P2D3bBBbJ36P/j9weCzo23cqLHFWci2Y8cOGTu78sorbTXIaNmypS3C5mo4QNq+/trrvh0KOHVrtqBfUp6l4lwWhfrSf2UUX/8CUiXiWlGGwByxZLNIzmVRXDFGJflBGwHK6bpQ3Un/OWVJNovkXBaV7C+N/4zrSv4nDJAAJf+T10CBbnIIyWaRnMuikv/5Ef1PvFnR99H/hpINdiWe2zUUXCot4KsWZQjMEVOWVkoclaa5rEd7IKcOYhzKXO1Mkn18yxRRZYfQNJf1aA/8JuVjJYsnKbvuumuZ/e/UuZMtV66cbdGihX355Zfseeedx5OKZ58Lk9cSGBBNFGmCS5NO0v9ee+1tq2EnrQ0bNjjlM9piRcviu0T71FNP8cSxCSYMOPvIPvX0U/a6v/6Vef/zXzRhKbHHH3ec7X9Vf/t77KxME5kPPxzjeW2+xeaYBNNkz1q8fmy7detmBw0axHQ0YenVq7cdMWI40l6Cw46o1159jX3jrTc5f9BBB6FmuP445ofxNDnEeUqWJpk0IendpzfLoCju51tvv8V4muBVq1aNB1Dr1q3t008/zf3aYvMtbAdM7B5++GHbu3dve8ThhwdxXmwJ/yDQvXt3W6duHTt6zBjIKLHnnHsOt2Xw++972QTQ9TrqqCO5bNLkSXbp0iUWK88ZGsmIAJqA9enTx9IO1aNGjmT5F1x4Adf/y1/+AlLfEIvXtBl/7bXXMgucC8wTzTZt22T4048NdC3efuftDB4bIVm6lhJK7BlnnMk/TJx22mlMPwCTXhV31pln8SSQJu4a4vE8+YtJdhNMNnvj2uE7A7tk6VK2QfoxgcL48eNtrdq17M4774TJ5yK+LjRxpHbJTnDSr3OhxxrYZXbevHlc7+ILL7I7dNrBt+Phhx/idvTr18/iOwY7YOBA5vHCi8+DpsQOHTKEJ8QPPvgg18eZn1w+ZcoUdCXojgszkZZp6go1q2nEo4Bf8n8ZjeYzBfrKEKiCNU36Zw2oOjRN9uetpsCe0vjzuikNKNBXhkgNTFNXqFlNk/15rRXoM9mf101pQIG+MkRqYJq6Qs1qmuzPa61An79C+zP+erMBFHQZyvCW4RWTBwoogIhxsd4EH5UqyGmSr+oIOhbMu+++iwftIovDb0ORg4iCfq2gVSRaPfv0k09Z/zf+7UZ+OH/jjbd8HdrSmVbv7rjjDsbhtU5eIezQvgPyhfrfUCIrVrS6SKuJMpm19oknnuDJ0H2D7mNZOqk94YQTGD/PHWGBb0C53ccccwzLo7aWgCfOsOW2NduymV22fBkbzO9/fwTjtI94zZgnGyccfzzX1ejQQw9luv5YIaNAPDt16sQrZIoYeO+9XJf6SfY3dy76ueWWWFmUfmp7afWtqLjYvsYrayUWO576FWnmxdwFIl40oaLVSg0vv/wK43Rlm/GQR22iieJmm23G8pWe8FLqMIKwd9wuvGnCpYFWOmlFF69YKMri1WNLq8h77LFHwM2YwW04+eSTBefkH4ZVZ1olXr48/JKF17YxcSyyBx98sKdds3YN+ryBf0yg/nk+oOjQsb09+aSTvKw8sNuuu9kq+FGArrOGjz4ca1esWsVZOmalcuVQTt3t3r0rr8TSjweqXuzkhhXyCnYkJpQUcBaxxWu/gErsXKy00w8Ku0IWBfpBgI6AotVgvDrMLB577DHWwWWXX848Sc7ESRMdPScCR3EG5OtQaP++gYFFAcRVYywQMS75v6Ac0UukHQU5TfpXdeQ1FvKFUEEdIGJcsr+gM9FLpB0FOU32p+rIayzkC6GCOkDEuGR/QWeil0g7CnKa7E/VkddYyBdCBXWAiHHJ/oLORC+RdhTk9Odjf/j0jJ7nEPiFYL/3IaOkhB7/+D/jJHJ1OKFnZw0Oj6zgJI+JkA8M0iOlhiRfNMEqKVv/Q4cNw6dX1vTo3h30hfofPWa0Wbd+nTn1tFMNzmZl/Q8ZPNiUKy42nTtvr9o2d/zrX1glN/yt3x/+cKzZepuWpny5cubBhx8ETaF8nCOL7xin8pbSBx64v8Hruix/xIgR3IqO23VgWcWQQ+0aMnSIabVNKxx9UVfosKswtbtXL/kWlrpZZMqZYegPQVdf8xdTvVp1NpiPP/4Emzo1MH++9DKUGTNi5Eg2zx137KI9ZvxQyKBjhi655FLkxf6WLF1iGjfB7rwu3P6Pf7GaZuKbxuOO+4PZeuutDSZp5qEH0U/YH7WXvhGdhe9yDzzgALP77ruhZhHrAqvOzMVZL/MheMCAu9HWauaYY44WKUAuwzeRFLAqiFhqUH4JvmcdP26c6bLjjvEnc6wrku+Ds/8B9wwweHU38AbBB6NHm/LF5Uzc/0ceftiswrenZ5xxhhNnsUPxcNZfj55kGxJIwrChQ02H9u1NtWpVFG1GjhiOb4Otwaq1I7SmYoWKOHak2LRv38HUrFXTfIJvYym8D/uhndr69bsk6hmVSD8n4XtSnG1lfn/EEbwjm+Ix+TdVK1c2U6Z8Yd7GrsmHHHKQKzf4bnal+WjsJwYrz9ALbMb1/9w/nYvrUwH4boZ2iqOAV3oRF5lBg+7Dt68ruB/nYcOmVq22MU8++aS5/fY7TMuWLVin++63r8Ek2lxzzdVml513xgf4E03LrbZiPsn/sBpEFxSXYn9imIXjnw0LlztYNjNgXoJM/j+M5qAlwUk+2Z+YC8Wsl2R/kUKczbBi0vgLY0l9DjBQURhZpDqX4yT5n6CzoCXBST75n2i4sfkEjenzR7r/kWJ+Pv6Hngx1mKNhwbAJ9pcPD49q6LIXiMtx4qm4Y8wBKDckqLeeq+ceV0nyvX6CpkRrXk3QP00yKHTpShMKKZH7u8AjhmECCMShhx7GxRtKSsy7776Hh/WOpkZNmjRhUrBmjRnz4VhMXNsYvMrLmyS9+eZbZuKkSWbbttuCwl8hhlX+0GFDqLrZf//9eVJLAt7ChKNGrVpm223bcRlFX8+dZyZgQtBnl5389X/s8ce5Ts+evQJ3MB4yZAgmIuV4AyeSumzpMjN+/Diz3777mcpVKgFjzVtvvsl1evfppT3GpjfT5ciTvn1NhUoVQVeETXXmma+mfGnatW3P9GvWrTZjxo7hCXo19LNnr97mTfDifmJnW8fM0ASXQt+DD+a0rP6T88IynRmHiWbH7bY3lSpVZnrS/5Ahcl3atqbdzNxYAn7YiGHc786YmKpWNVX5IrTI4Jth8xGOkunUaQeeJBJ++fJl5qUXXzTtMLGsXqOaq2LNyFEfMNyjRw83vygy99xzD/vXnt2djiGfzi6dPn0GNjjqlpE/bNgIFtu1q2x85NsMbDG27d2u43ZmwoTPkbP4geBSc9LJJ5vmLZp5+fH4Hz32Q+aF15859bwgn/o6evQYTrv3kB8lCPf440/imJ8VhtovQXTWo3sPMxb8euNa0fblfQ8+yKuJ7I9+SNgBu1HTbsw333QzX/NTTz8NLCAMoRrOhh0+dIS56KKLzftDB5su3bpw/6lM9a6pZ0yFyHh8BFEt4UwkCtOnD1KH4nj8Ud7zcv3Xtil/TQPjqA7X9xTIqUxiq3CSn/QvNkNxsr+gC4LS+Av3H/Ek4sHUq2ia/I9Yi8TJ/3u7SPe/yDD0nktuReF0//2p7r/lyShlaJITCxBdCn0wCzAwimRqRGzMAckQmGZ/pREpuL4oEJhqUlW6uQapAQoyiUzbwsRclSKRGvFTHFC/Nvm0wtgak5/adWqX2n8677QcJnp0lAzpdeKEiWYxdtvtg0kDaZV20F21YhUmWBtMmzZtsQrWz+v/lZdeNDthx98qWOVSbQadGzPYTYq7dcOKHJROZ2COHTvW7LH77jyZwWuxWHHDKuhwWgW1ZvuO2/O1ocnnE5iY1sZqYqtWrUzJ+hK0ka5aESaFQ3lSWxUrkNS+IcOG8m6tnTt35v6RfHwnaPAdqWmFfmdlGJ6k6PW/C+d94hVcc+ZZZ7Lclcupnxb9bCP9dL166UXsbLzrTqZSZVlBxOvELKt71y6cUrtK6z+1ZTV2gl21ajUmiVjddWEVVvHw7aPZumVLQxNQCtwmMBk2lHSBHxJoxdRxLcv+V2InXDr/qTLapfIvu/wK7DS80tAEkuTTETmkY1oZpoDXeVkWHRn06iuvmHr162PShm2/iQ6rrKNGjmK6blQf19xgdZJG0ZjRowxe+Wb90YQYmzcBq1KL+IcMvDZubrjxb7xj8UsvvcTyRdeIBWDe67B7MIUK4KFhPn4kWLJ4idmq5VZmyZIlTF6lMv3QYLAT7yJz3bVXM0z9UvkTPx9vNtm0IVY/t+ajbPbbbz/z8ssvY4fdtQYbZJnl0AOtdtPKbQXkqQkTJkzgnafxurRZMH+BWYidifHtqrnh+uvN1pi80oT6vffeM0cddZTvX1n6j/uvmojtP8DZ/osqtAZ3S9QD1K/N/0hfU//lAkfX2o+dCJeuf7J/GTBsFOpfkv+BOtLzHylBnAX8RHr+JW3oPTRA4Z5LT5Tp+f+3dv+Vow11oIQh4zBkMG4YCSh+hbEaiTFpDr8pcAUmd3X8QGTtZjy2kxNwCkkqDBh2vNivqTBOf/3yP8MZmLQq2B6rZ2X1nyau2NQGky5MAqCwaTOmsXYqYwJz7nnnmfPPP9/UqVubX4+k1U5sGISjaMabs84805x40snmi8mTnTZFubH+hw0eYurUrsOTS5I/a/ZMTCJLTH1MGv/2t/8zhxx6KFeiiTDJnvLlFPPUf542p516msEOrHg9tJZ57bXXMMHcxizFyugkrNDOwzE1XTEhFDlFBpsHMY94gjd58iSemL7w3HM4X6ktzi1dY4YNwUokKi1YsIDpX3jhRdP/L38xhx9+uNltt91gfRb9rGMaN22MFde3zDvUz/GfG+xYjMnKiWbS5C+kg4hpclyvXj1ehVOktEctNthf1SpVMZHe1owcPtIsXrLYrFu3jic/izEJu+2f/+QJFPFQ+x86fCjODcUqX6dOwDqunKgEQVOuZq3a/KPDBx98YLCJj7n0kkvweq6sbNJKYf8rrsAZUaeA0phuXbACikqDBg0yzz//vDnllFPN5ltuya8Bv4gV1jbbtjF8nIq7/nT0DF2fOzF5p2bMmj2Haen1X5q400TStw8Q2xjSfhf3M/feew+vrFMbaVhTiO1vjz335JXMe9AWmiiSfFqpvO/++5i8axeaVBvzn2eeMWPGjDH77b8vflihV7wxSV240OyMV25pUv37I48yV/W/CquRln9goDY1b94COq3AtO2xmk+T1FtuucVMw/E4dw+4C6+G9zJv49pS2+/EGa3Y2Ipf9yX9z54zmxuKjbu4vu8fd4QjwQOUXMApJGm4/qX1X5k41XBWrz/jfIHjyolKADlAyQWcQpIm+aRU1oXTZWx/rHCUejUDkfQPbUBhrBOvGGdVnDjYKVZyAaeQpMKAYccr6V+sLsTJ/ryZpfGX/A95HjgMtglvGM6rcOLg5H9YT6KNoBOFJBUFMux0+Vvxv/QwKCH3ESx9Puy+h+VyKabYESJxkKufyQkujqNiBuMvkolOy6WQER70xYRxhEgcBByhMznBxXFUzGCeXsulkBgKf4eXhOKAcJBIyfOLZRMcETOYp9dyKeQKBH455Su7+eY4+gX3vxo1qmPTIdntlPhpFTpWBsaLTWtOIUkcaDOauvXqkjlbfENpFy1cxPjnn3seu6TWZnxdHAVy+BGH29l0jIsy45Qi6f+K5St4l9U9996LcYRfvWq1bYZNi4g3HbFCG/KQ/udgI6UtcBQIHSVDO+/Sjqy0cyy1reGmDe2rr77Kbbj/gQe47iBsUKQBZ7Tayti4ae0a2rlW5GNCBboi7v+777/H+C5dduSdgitXqmwxMebjRy6++GKLA4KVFafUT6wuh34edjjah34iEHes+uKYnHJ27332ZhwjtdDJ96pwdUaOHGGbNdvSVqlcxTbYpIHFJBq7CY9w9Zma4fXr1vMOs9u221bKKA7FAuau/8ABA229unWhqyJ75JG/t8tXLMPmSW25/3SMytx5XzOTceM+s7RRFem+FXYW/uijj2z//v1Zx02aNPWbU+GHCluxUkWLia09449/tOvWruO2XIjdbqkuyXrmmWcYx5Fr37vvvMvlZ59zlmunkEgxxY4QCUFXX301jg1qyPK33nobOzDavIlq0g7Q+M7Z1qhegzfcGv3BaFsJx7jQRkdXod3rsMMu9ZP6Tbv74pVc26ZNazti5HAvn2x5ux2253ZVqFDeduvazeJHB22Jveiii2wV2A5escYRPg34mJyb/n4TiQ/BNZsQDOb075lJIVN5UOswkWOExEHEEplMTnBxHBUzmKfXcikkhsLf4SWhOCAcJFLy/GLZBEfEDObptVwKuYIHfXXCOEIkDgKO0Jmc4OI4KmYwT6/lUkgMhb/DS0JxQDhIpOT5xbIJjogZzNNruRRyBQ/66oRxhEgcBByhMznBxXFUzGCeXsulkBgKf4eXhOKAcJBIyfOLZRMcETOYp9dyKeQKHvTVCeMIkTgIOEJncoKL46iYwTy9lkshMRT+Di8JxQHhIJGS5xfLJjgiZjBPr+VSyBU86KsTxhEicRBwhM7kBBfHUTGDeXotl0JiKPwdXhKKA8JBIiXPL5ZNcETMYJ5ey6WQK3jQVyeMI0TiIOAInckJLo6jYgbz9FouhcRQ+Du8JBQHhINESp5fLJvgiJjBPL2WSyFX8KCvThhHiMRBwBE6kxNcHEfFDObptVwKiaHwd3hJKA4IB4mUPL9YNsERMYN5ei2XQq7gQV+dMI4QiYOAI3QmJ7g4jooZzNNruRQSQ+Hv8JJQHBAOEil5frFsgiNiBvP0Wi6FXMGDvjphHCESBwFH6ExOcHEcFTOYp9dyKSSGwt/hJaE4IBwkUvL8YtkER8QM5um1XAq5ggd9dcI4QiQOAo7QmZzg4jgqZjBPr+VSaIuoLh5Uyw4oBRXmRTKHLyCk2nFRnI9h/g0lJgTfXNUC3oQAUZL//fSPSaXBBMdsitckY23T657Yjdc0bNwIq3rZa1JwDcrQP61eLliw0DRuhA2HIhawVrNw4QJ+tVQv8Ny5X5s6eAWZXsuMwzddf1qVnTVzFtrZEJsSyeuiC7HSRiuia1avwSryfNMUG+QUuXV/5h0x3bB+g5kzd7Zp3LgpXi2LClwjCjFx6wJR3v6+nve1qVmjJl69xbemeSbI07erPbDZ08U4bPj6G64PjGJFAZuvSq/ukl5xdijXoev0NXRH/c+Pv1mzZplGjRoLR+gfk26DM0JFT+564McImteDn2xEpRcKP2SYBljtLo/rEV06g+NcsAnU7gbnr5pXsJJJr/x+m/G3vmQ9v75Lq8+ZTrkO0nXCjyqiL/SMXvGlTbmq1ajh5dN3pwthTzjrlFexndIy8rFLM/jU4NeY43JiQq8Fz58/3+BHAdOkCfQC/pm2ZDNcPa9/zzMGQJS//nFxAduYaQwXEOaal2EaZZL8pP90/8UQjz1VdnxkiuIxF8Np/EFpWR1m1BOpNAMm/5P8T/I/yf/kfIf3EXknEudj+Dv631Inpswvw5SaESFoLhtNaLTEp9li3wfhopMsoqaQdZaEYT7KjBAcIkSSn/T/M7W/9dgZ+aDf9TVvvf2m+eSjj/GasOwMG6z452X/+OHKbNa0qdlr773NO3g1tmGjhvi+8xVTs3qN3NBM488rJPmf5H9+pv6H7qY581TX4+6iPy//48dU1Mp0/4dWIncrqokQuQusJT4FEJlnpFl6tkrXX37kIG1RSM+foocQsx2pMXl0hEj2lxlgqhmfAkjjzxtOBvi2/gfLCgik0SiIU1SkS+llPQTOkda1GDgugbH6Ia5ARMOVmVbrEpEjzNEl+aQaVYpLk/7ZhFgbP1P7o+9Da+N70bEfjTWPPfqYadEiOymlDvBNUTrBudAphjj6Ke1/4sSJ+O50tnkU7d1nn33MG6+/4Salyf7kiqTxJzYqvvrnPP7c3cTfVuJ7lI6un9v4E91q6yT9Kcd/kg8NqKtzlyHpH4pIzx/OGpL/Z0Wk509RA8U/0+fPX9P9L1oxpQEYHj4IChi6GnGQeS9hVBmeNvdrSoYLEwklxRS0fkynvDQVyjhO8vVnANWf11XSvzgOby5eM87EJE8xBdXfj2F/69asxbmmS+U1ZmGP+KeTz335Htd/6dKlOG6lCnbolc2GtMWa+q54II2/NP5k5Oj48bbyPexPzMpz8CMmYLzhOSDZX7K/ZH80GNL4E5fgfUXyP/+z5x+2xaT/pP/McrEfmd/t+Zu+NRWDUi9XOiMZ/mXEkTFKbXlwEKfp4Iht4BLR+XIPZDoS6pQCJfl+MCT90806siuFI7MKFhTR+XIPJPtjVUT6CIrLQmn8pfHnbkZiLdG4SuMPGsA6banDKNKTL/dA8j+sikgfWa8Tcsn/JP+T/A+PBxktkV9J/jf531/g/cdtGwNzpjsnWbX/DU5B/U2O7d4dME+kTCxIHwcc1eIcpr3MgSNg6CZCgRNXRpkk3+tEFIQ4KM6jgvqcHn0JAQGX9O+0kewvMiPYRzAg2EsafzzEkv9J/jfdf9L9h2+f4hH4tpruv3yPYF24KNw+wrNGKA+49PyRnj/YGtLzV3r+IgfBvhQWERwII8XbAp+7/xb5FVPnXciY1KnICV0aOwJOlEpw4feZAMXUpVTxxVlOMpiTfNWDaCevIy1VJQatB0jLfFrIhIvyaM1LGseeEwClElyQGqCYmuFsFV+cR2te0jj2VQAoleCC1ADF1Axnq/jiPFrzksaxrwJAqQQXpAYopmY4W8UX59GalzSOfRUASiW4IDVAMTXD2Sq+OI/WvKRx7KsAUCrBBakBiqkZzlbxxXm05v+/vWtRjuS2gXX6/2+OAnSjAZCzoyonOSexe8pH4sWh3AIanN2VxHmPvSQERdE2u460oyGfS9p9m6Vz3mMvCUFRtM2uI+1oyOeSdt9m6Zz32EtCUBRts+tIOxryuaTdt1k65z32khAURdvsOtKOhnwuafdtls55j70kBEXRNruOtKMhn0vafZulc95jLwlBUbTNriPtaMjnknbfZumc99hLQlAUbbPrSDsa8rmk3bdZOuc99pIQFEXb7DrSjoZ8Lmn3bZbOeY+9JARF0Ta7jrSjIZ9L2n2bpXPeYy8JQVG0za4j7WjI55J232bpnPfYS0JQFG2z60g7GvK5pN23WTrnPfaSEBRF2+w60o6GfC5p922WznmPvSQERdE2u460oyGfS9p9m6Vz3mMvCUFRtM2uI+1oyOeSdt9m6Zz32EtCUBRts+tIOxryuaTdt1k65z32khAURdvsOtKOhnwuafdtls55j70kBEXRNruOtKMhn0vafZulc95jLwlBUbTNriPtaMjnknbfZumc99hLQlAUbbPrSDsa8rmk3bdZOuc99pIQFEXb7DrSjoZ8Lmn3bZbOd0xTqwuPoaHj4ZAf8g1ZAZrr0bHU1HjpHRhqik6tbkVH3E8+rJUSXu8fYMR/xj9gcP6hXlx/IgjN5h+QRMFh/q22Eqw5WAAhOdx/NjDuvz5/VGUgLUSrYfP5K8CI/xIXnz9IGj5/qEA0Izu6wRClLCj3n8Gi4Ulg/nj/zT+TyjLE+mvIb0R9EzDTLesVHKqemCMiHyqOpW+r3ux5d/k0c8dTo00e/DxPrvP+xt/5NyXUtbTrJeX3ahrfGXNq+36uf/NPNmfzr/uP+7/PP7u9vHWNN/vuTWfMqbn/DALuv+6/f43+G38uJk/v55WFP4fSlCKGRniwIvRlKlmvGFRTymgFh/CIhwEBuK8GxuVIn/cPHBZ4gnSZjD+Sx/nHiomRgutPxWL+2RRCGQSiRBH7imrMvyoi95/IkdVsVFLL5P7j/oPzGtkkRgruPyoW959NIe4/yRfuv+CMhGJfOHnEL+Xd/SX8MO+4F3nFtVjCOWF97qI//5M/59rE9bj7j84VveJaLOGcvH8gYPydf66/Yrfmi0UnLf7o7KiDJ3vJSTxtdv2ZfyIZXH+uP3DCJobFKBR/dK7oFddiCeeENe7/rj/zj/kH1NB8seikxR+dHfW7zz/xjum+5otKKZ9R56dBd1zKegc0guJVIcSX7RtPnmFez7xZFFyFpTFwBYw9pI2B8Mbg/T/hlIAZfyITo/PP9QcOYU2Yf1gZ5t/hTvcfFAi7K1rsYENPjmlz/xUSCYfPH5/yJBHy+YPIxOjzh88fWRJVEz5/sDL+nfPHr3/Er+VV0wa2ec/sTZphnOEwt9LCBL5IisQzK35FcHz8kr2QKzog1G2v+8kNtZUWKup9UqT3D4yMf+S588/1t/iiCSLrY9lLlBtqKy08F1wWRZp/Ahjzj/nH/Ovzz+bZJsjkh4s8Q5UbnlZaeC64LIo0/wYw5l/z7/8o/37pUNqf6I1kzeJtUggFetpC0OtkqXbMCDB3PDQNtGp97ps/Eej9iY/xr6xx/rn+siR0KIm0aD4JQfyBqlFMB1ctcbpG3kXrzT/mX/cf91+fP4oz8aQWsvuv+2+mhHqr+6/PH6SIP/X5L95tFSNp95nzKIf8hNDaBOBblhHpy6vkx2/EZYRyfbRP9+SdcmwvhNYmoCPSl5f3B2rGv1NBBHtmjzTNzJ57bC+E1laYbDnn5fxz/kUuuP66FFx/ZAYxxamdVvpmbC+E1ibA/S+wKM4FKuZf82/Uifl3yiJLIq6TPaRpZsw9thdCaytMtpzzcv25/iIX/gP196WUYmLlOBbmdOgQ4r0GuXpW1ufc70VUPEx1N/xew3XrWtdrcl9durlu4/2Nf+aG88/1VxwhikgCzAuz+YewBCZDr+ZfJgghUd4sgNqEOCRTS4QxIiCYf8w/lRpKGvMPATH/Bg7uPywL95/VXtx/wRB//PnvS+XUXNuoioR1yonSy8+k55WmEMXLjyUIqjTFFAtynlshIgfvT5w4JkwXSA2y8Xf+VZa4/sw/kQpNDTdlgF2ZK6TsCEj1ijP/uv+4/7JOOLr/+vxxkWSTrM9fPn8VS2SKhNipcaeM+y8BivFfPX/8+o5ffgQcc7gApj3d4Yiw/C1Jn0MiBo6P3s9norotnNzI+3+Ez/g7/yIxXH/mH/Ov+4965Z6zhbv/8pyycSlZR43DJWPOutx/hcSaCyj3H/cf9x/3n8UMLf6G/vOFp/4k5Dz7aqckIcn6VuyklDNmiOHrp8r8IvOSL8SPfF9G718AGf/JOeffYKHqcf0JiSEqcYz5Z1jW/BtYxKXcCNH9B4icg/sv8PD5owrE54/puT5/DBZiT58/hITPH/WI1z32N5y/Hr/8KPfsRq4v4DDwwz94i7bt0/O4/rjLOLf0EnKYU8mr96EX4xHIsBxXxBg/ST+urwUZk5f3Jw4b3R/xe3HWXTC9hBzmVPIy/sTB+CMZkCNHohQ8MdH84pwwBW4L5GNlKnk5/4jDRvcAqtwx0fzinDAFbgvkY2UqeRl/4rDRPYAqd0w0vzgnTIHbAvlYmUpexp84bHQPoModE80vzglT4LZAPlamkpfxJw4b3QOocsdE84tzwhS4LZCPlankZfyJw0b3AKrcMdH84pwwBW4L5GNlKnkZf+Kw0T2AKndMNL84J0yB2wL5WJlKXv8F/L+4M79OfA3xxfT7pfkF6edKYeVXiBGDvvKc+Y9mxsnbe8BwW+mVNbfz/oVGwmj8K30yK5hXGDEoa3LmP5oZJ2/doH55122lV1bnn+vP/FPVkGVk/in6MP+Yf9lXMGJQ18iZ/2hmnLyVQO4/AORGhejI6v7r/uv+W9WQNPI37b/9M6bfAcCnnyAlRMuXBoC13jlNbiEXp3RdWHDYCnYuKcX7L4wXWoRn+QAnBrTCzlvjv1DbIrG6LakDMgIcPz+yMF7BdC8fbsd7ttg3WwtbZGyrIaQlL+8fIBQYxn/lGLKDA+FZPqQTBtd/1lDlj/vPSppDZK5s0wFZKa6/VWMLLMKzfIATg+svcHL9VbL4/LWqZouslduSus8/AQIJxufP6/z9+CgvgQq08LnhlU6VX/lnT3+1r1DVqQAxDLw8JPEaeVfGrR3GnHG9R0VUuPc3/s4/dcGrylAjLJTL4/oLGqmX0k5CKa0nABeD+achgcC0ind9zD/mH/MPi+NiWdQIC+XymH8DMPMvc2NyR3VEC0YkTgzuPwuUEAs695+/R//Fgym/5zHmbwK4auVMhJ0rlSlt2vqWK2CbSuaHo0RXYfT+xt/51xWVgutvE/GGZhMKkIpByXP7Esin2/wT2PZx0fzr/uP+3xSSlBKX+df8Oy9EMSc47oaCTInB/eczNmHdcJXs/uv++3b+4DumO2k6h04jtNOESEJb6bheTX+EMgTjw3cZqJ5GaKfJ+0e1G//5APo+RDxSxfnXCDywuQxUTyO00+T6c/2Zf/Boz9Iy/8xDzIMqmn3OMyrMVzDV0wjtNJl/zD/mH/PPvBzg54/+NOuDKv/f+Pc7/pApX+m5/lekag4K0CtC5+NQ9ofw3R89OIDYj0/LAVH31Vx+qZq9fwDDV+SM/5VPzj/Xn/nnJtbWH3zRnhREsJrLKVVzx+UK19+8HJYQBkjOv0qc5/TIlyNECaa5nFI1O/8CGPf/zI5HPrn+zD/m3yLO5/SolyNEBKu5nFI1/8n8+4WPL+XXgj/olf8LdelTCR9+uv1oyliq4FobN+n7pAn3po/25ZXP+ydQg5sgNf5MnH5dLNuzwKmcuknJ+Td5lBCpxlIEZK4/wJCDsDH/JBiTNyox80+ligAx/5h/JxdIIaeeRbQYdjgGFYYVlVNpqLXmH6DTuAlS80/ligAx/5h/JhcyOb7/gufffwLb729GDA7pbQAAAABJRU5ErkJggg==)
2.2 Theoretical Framework of Wavelength Models
In this section, theoretical framework of epidemiological wavelength models that predict magnitude of outbreaks developed by Tevfik Bulut in 2020 is discussed [5]. Wavelength models focus on output variables that are easy to understand and apply. Wavelength models consist of 4 similar equations based on the number of cases and which must be calculated respectively:
- Case wavelength
- Death wavelength
- Recovered case wavelength
- Net wavelength
In order to calculate the said net wavelength, case wavelength, death wavelength and recovered case wavelength must first be calculated, and then recovered case wavelength must be subtracted from the sum of case wavelength and death wavelength. The parameters used in wavelength model equations are given in Table 1.
Table 1: Parameters of Wavelength Models
Parameters
|
Symbol
|
Parameters
|
Symbol
|
Approved cumulative total number of cases
|
Cc
|
Wavelength
|
W
|
Approved cumulative total death number of cases
|
dc
|
Case wavelength
|
Wc
|
Approved cumulative total recovered number of cases
|
rc
|
Death wavelength
|
Wd
|
Number of days since the first case was announced
|
tc
|
Recovered case wavelength
|
Wr
|
The ratio of within the total day of the year of the number of days passed since the first case announced
|
![](data:image/png;base64,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)
|
Net wavelength
|
Wnet
|
Natural logarithm
|
ln = loge
|
|
|
While calculating the wavelengths in the models, a path could be drawn as follows: A wavelength could also be calculated from the active case numbers obtained after subtracting deaths and recovered cases from the number of cases. However, this has not been done because the aim is to seek and monitor individual wavelengths of coronavirus cases in the context of confirmed cases, deaths, and recovered cases.
On the other hand, population data could be included in the equations used in the wavelength models. However, this has not been done done. The reason for this is that population data is not a realized output variable and the developed models aim to present the current situation in a valid, reliable and easy-to-apply manner.
The equations used in the wavelength models are as follows: Case wavelength in equal (5), death wavelength in equality (6), recovered case wavelength in equality (7), and lastly in net wavelength equation (8).
![](data:image/png;base64,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)
In order to reveal the magnitude of the epidemic, Wc is calculated with the help of equation (5) in the first place. The higher the Wc, the greater the magnitude and the effect level of the epidemic in the population. The high Wd shows that the epidemic has a lethal effect on the population. On the other hand, Wrs rising trend is a situation that should be interpreted positively. As a result, Wnet consists of Wc, Wd, Wr equations. As Wnet rises, the level of negative impact of the epidemic in the population means so high.