What is the roundest country?

Posted on July 26, 2016

We can define roundness in many ways. For example, as you may know, the circle is the shape that given a fixed perimeter maximizes the area. This definition has many problems. One of the problems is that countries generally have chaotic perimeters (also known as borders), so they tend to be much longer than they seem to be.

For that reason, we have to define roundness some other way. Given a country, I will represent it as a plane region, more precisely a compact set \(C \subset \mathbb{R}^2\), and I will define its roundness as

\[ roundness(C) = \max_{ x \in \mathbb{R}^2, r \in \mathbb{R}_{>0}
} \frac{ area(C \cap D(x,r)) }{ \max \{ area(D(x,r)), area(C) \} } \]

where \(D(x, r)\) is the disk of center \(x\) and radius \(r\).

Note that:

Let’s see the results and then we will see the code I used to get them. You can scroll to see all the results, and sort by any column you like.

Rank Country Roundness Image
1 Sierra Leone 0.934 %2BArQr48uUG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsmmaJgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABzxJREFUeJztXNty4yAMjQcQ/P8Pa3XB2EnaNAYh7wNnpg9N06DIukvo8VhYWFhYWFhYWFhYWFiowBMA7qbmF4TtI0LEuyn8ASGUV6SSFSXRVyp3U0hAeGZdSJ/fvoWZ1PwNxMys23J7QX6PFcRggDdhCNGXyCdgERmNKW1bwkqvvqQI%2BntI5YnytN0m1EikbinL%2BdC0LD7TR%2BYilxjkD%2B31tH2Wn3lA4mA1XwjK4vguCfuboUR6f4H9X28yIHlXJyyhcfwTMDPd8j7MRPZk%2Bn4E6DOG9InDLxC6E7Mbw1ZuYHZmbQI2upcO1y8pGnEDr9P2gFgf9yWwzWFbEw476QVSptRDsvyvkE1Ue8chbKL7pZLNZQZvy8eGYEiRSLRSdGW1MGpQ%2BcWdOrIaic8G9gqGH9eVw4KRa%2BAv78RrcoVm/ow8o4dYkyhy/GPFIJeMgFQwoaEkikpbfdjvZxRyK5vhR26zeU00Z/aFliofJ1MtNFN4Z/o8JR6YSLV%2BeDFOlujBpXlynZUh1mkpxU04zaGD5khg/Swzh3xhjmtUQ0fxpDlTOJfPU7JGohZFa%2BwrLZIU5xkOPQmDC2XU5hzBzIWTaK%2BMUA3HrIoWUR2sSziqKDNTaI74jM0Sp4OpTE1FcTOOQvaq18ykH1isDZ8jiUWIEfLU0Ldw%2BGhoQVxCdYrT6cfsHHYo02NecVpoJ4DEA9to9AdkTSzMWI1M82yiq5FGq2iMvOB0kW5ykW2Ooi8/v7HT7MYoqykk4EdGpsPBdnBfJmXAsRSjaOwlNDuUZGN1XxkHwnWu/ZQshCeXyhUCIhfcH7E/HQgiZNLAcuwysD4O5M1NnV0blSzQ%2BEe/9wMouRJyjesFfyBwFai/NcqBIv9zkq6OF8S2Qr%2BxEqq1S2xI1R8Qoodivdr59hRqPSuO%2BTIyfJAffsMwQcjNIwYrbbvJ96rXqyjigPLn8wSPGV0fUcsI/Twio1fiFqM4RCcHU0Oz2K9GZOR9rXTL6waGWIjoIZXogdZXBo4l%2B5McbbQCNFXsfsAkX8l/rCvRsf3hKXKYeNYIJ0nhrsAA0fGhFTxsv3sAye51B3rMaclatBqGLgkMo2yp3%2BbFLWm1u4Z7LvKNkLlx1H0WHrN2mYMnD0bLmWXEAFDkkdPhynG%2BJqIMIz5GTG1uRAeZv5wvH/toZOknmiu8zODoFTW1%2BcQBoqWWDtwOAcgT%2BjivOAwUE90hjdJ7k8JjcUu4GqPZVMkw8EW6cZ/RnT7ZcCA095Vqfnr14ZYtYNZClTVxv%2BG4K6Cp0vVidWAGVyNtTNxvaAkLqkCWq5xGkYo6eG5M3K9H7jRGlZPruQCw844R/NLaZp9yVaOOCAQ0BuAOjguryz7OxSN0TH5XVE0GTyrcqbiMzsntB5C5ai2MdZXHgIn2q9NUG6uugXnel95Slulmo1EC4Dr4nrSk1yeVuengdKsHVfnEvkpJ77LBq0AJkqSrMD3wOPXiVAO7u/s1cXHpbx0kQh3i6WRU1Pgjetao98G/7mtp%2B1S2ZwSyV6m7ieacRa2P4yC8iPTAtC%2Bkqh/GQ7GfUPactF/3d1%2Bae%2B%2B0XIVcvSspDk141QYI2o3UfwSaJB27/USf6X2uEI0/UWxZvQOj2Y2bdNPqLINLhYnzJJNzqipOnSZvRw0NIZxRPyY4FCBDGhn3OKN2i6LDvdiQzC46R23eOIx%2BhGgmhLCVvXg6e9DNcByZJIMDJyyzrZ5lpkTa4bN1wfRRpo3N/nQ9zKbVZG6k8jQoxpkhKhqHN6SLtbZ%2BIhqNfSSPD5h%2BYJLu75OicKPAUmLyZj0fKp12fAr1im2%2BixM6JHrJOx5xE9jeEeCA3X7WUlN6nuQMGVCnsuy0EudcbEa9U4TH6h/Lgaw06TI27j6WS04hfb8g4wuUaRfI6z05vqUTUrRsEcAkz4VJu7ZtfuxMNOQ00oSGWfkn3wjjxmKQa3LPQR%2BMdWZgUipXKoVQZQ8Ll1L5LGzje72fDbNiMS2hkObBoTHbM3qZBfMKKnUxVODBlSp/rQw84spwf4azAKXEE1MpEKlTFf3mClxq36hrogLoeWM8wrB5lQiREwLJCgxodhwLbcIcBg6FY8%2BXD46hrG55Ll43aBpOYVOffZ5xaf5PqICE0jeux82JW/a4IcotqVAuB3voOa7zDlApudRq4E114bYtf0KB3kn7PraWJW5T9h5cAshGgK92JMg6wIKz9mJcApYv2K0rF3kgalr0fBVYo5KfL3phlj8zxQh%2BW66%2BwL4gNKQiy0xlL28uSROzqEsi03dy5AqZsnhBiHJ3Vv/u7gW/hEh41NW88JI5mm5osAXuqdjr6%2BGevaDfgp3em1I6TgV0AvO7/Nq1gaYB0wvZ9gteZoBCk3Ms55EOWqCckxPfSagBsM9uV5JuXvD9PVqn1%2BmmjA12ov%2BP9e9fQq6cxNQ7Onob8liF8jZ0D2EuLCwsLCwsLCwsLCwsLCwsdOAfSvSECHyVfggAAAAASUVORK5CYII%3D
2 Nauru 0.923 9wvPL69wj08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEPCxUgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABhBJREFUeJztXNt24yAMDIfr//8wKwlsg%2BukaXWJe5Z52mYTGIuRkLCtx2NhYWFhYWFhYWFhYWFhYWFh4b9CqJ9m8FPUEp3/W7RDds5H73z5K7TRyC6Dlcna6Q/QrmjkuBs4IP%2Bb067Jo5Gnj/L5k1uBZBG/qrimy4/vAPK9VOsVuVpu6JNk4wM%2BxpxmjvSN2/hkLSl2pjl15Og9fhQn5uEm4q6d8AWZGkqORPzgjT4ZP0ubIgWa9LmT1YBXNYRq/M3nxN0ixczo1Td3ouSTHxE3GSz7tu%2B9%2BfWDaPiET1LcvQ7JT38yEzX3SaTsv%2Bx7b/wuj7Tpws2SwNKC2W%2BcCazty/6XnU9WjGK/9yOgHYcI2LJBGWZPgSv8pu89GwFUUYa/8SrYtF7Nh97D9/o6Gfvx8Jk54Ku5cCcRCVRgbD9IImpZmsQHbiPkNcEPEsleZtDzHLTv5XlVWQCJ7GuWnEoAieh7UXQPA4lsJihKpOOj%2BsnnBVA21kF6ZEIFG3snHk1DdxEYXnpoGj0ocD5YO42YBxFKgzOyJoWoxDyIz0o7bWOtEfOqU/EUQkE9a8S8rKK5jgQGUYh5wenE0QYI/yGIqw/EoZuFgZNLyw/TZ40wOszgovQMxWVNdbQphJNTMINSEjbMATWY8HhVM0fvszgnOVxxpeoF6R1Zcg4Qh1biOEE0qiYIoFFb0g/Sh1j8qLAVVs3t8JjIi5kag51Ohn6GFwvVZGSlAu6EGKV2AxrHQtKYnAqVL2RoE0nTesqYumDuZSNpjKsyM3lM7mwkTbbxAslku3K1I6sZqOgikFWTxnSq%2BwvI7AhtCPma4glwRTP7pLCpw0jSrSDn66NFIAnneAtoHb4Wia6ZpFsuyd3IWhYt4dDvgZyHmwU3MauXhzvISNx6oxWGZpKGmIdCZFZ2xpLuE/JE3ehaVFobiC8vwrZNRf3wYEDGgpzn%2BO2S9Q8PTjPyPJFsbHF4sKOtLSv9IIVZSrp7EWttKSO1lDRYOj2YmbC3q7Q62j7GshNetlGl1dH2scQ41CMXNEtLEd1CnDmJtM3hQUdny/F9JG0r6Z7lcEjjYplKetsSuKRNJb1NxpWH0eFBw5YDM0lbpqVHDswkbXZ4gNilyCOdTCW9S5GzucA2blhpDRUSaxuXO5l/B4coWN4flZ5KeTbb9i/W%2BmbVJw9OGAIVK59OlqSPypAXZ4P2owcjDnXw4mx1XuoJzTfm2u3DjLMQPqzypeHcgFngRW8WqIe8nXlmkVwyCnpD3s7NdyA5NSoCBnVwT5bh%2Bo3OeYc7Lewziyz/DNclJnVw1xaWyqSyHUIzPxsGpzC5eTGIUECP0VvU46M6BIIs2NnAFQfHkVhYuHCDOnGwS5RIHCAREBnnFYaH/mQsZOGKgzqEtAjDaCcgR1on5fVBvyY/jCKW6kSn7IqHOuTCK5haN%2BodCyk4T4ZcTzMB2dUhuY/BWJqueNzzE13Q5LJi1NvVEURdp3qvmIBs50lVuIoOgs/bnrGHJvHVzHqvE23qkBUHonrZtwwG9CJDWhyIoPW2WVcHvlIkP3hRMnU/4E068hN/UbWhqUPrpKKqCKSpIwi%2BIT0jir0vPoDinIYTdhQnz5rewK56mwCWi9KsE3bu0nhFepwiyLI24IxOE6aeC0wQZ53XugdA6hjkIh9xLhrePQHrIrFmCMh5aIWgB6wFahbpe1eQc7RoodeK5SIgbOQsKLVX6EUczMaUCHJOkk79Cr2KA4mwJiwuwoVbdVfcjyhYcwJn5lX/DPt9gblv1Y8APmHbxHI4jETav2lUVZx1383pPCX8olvpR/r7zYeR4Yf9tajvlH1LwvNhJPVyS2/xCNR3Sn8LvMCX%2BwKto9Q3ncZqwFaA0WLbvkKBXO88cesMGnO5amZaa%2B9cWWr5EGesFYnfiTmYMm4NQksJhFKwSWj7Pn5drxT8njV2MEUqPp9sTjZtLId2rHtP0w9y3ghuzOOFWkLH9B%2Bf59xQQ8qd%2BbfbjHCpxsTWIvZC6APuxblhZ%2B6vmd%2BRc8dTF70x5wbsy3sS%2Bu05N0wu%2Bkc4LywsLCwsLCwsLCwsSOIfouFwyXH2Rw0AAAAASUVORK5CYII%3D
3 Zimbabwe 0.915 %2BQrQrzCPUG4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACLTCbwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABaRJREFUeJztXNGSgzAINJOQ5P9/mAMSrW29VhtQH9iX6820uiVkIQidJofD4XA4HA6Hw%2BFwOBwOh8PhcDgcDofDBjhBDBlyTLFkvJrNHiCEJ9SrCX0HVmGaygSpIpn6/qQxhRAz0UQEAZbbk85kYoCaYlz7R8oFb%2BvYhTgHphtTrqVZulT6T5jXW/LOYtZc4Ykd0NdotPnb3ExKgDkneCOFQjYs/nIj1kVs%2BekdSMSBlSXdhDakEEsJ6fs7xe4pXS8oQhnJpfOeN8c7BBwOJiIMaS8TBBbzK52Ec4x2/92kCfVK1mTmCP112uPTywdFzS%2BRQAray13hmJpl8u3E/p3h%2B5s1QSpW%2BqvCt//h04V4xzNjJdm2WQmrxO6jn6d1IrqSYnGCpc5vC9D3EseVVH65J2bxLmwRXpneJmbOFL1/302VP3seaWjhmBZ3SLtqszVJzwn7sdmZ/XEwlaii7gel5zdgJM7IO3/YQJk0hDgXDVofgbyaqJOwybXOMDRbh91R5WK8arsyxDHIWRWVOMuenqK1qZHdAhVvUwIl41om%2BAeZ6WouKLk1Gut0K2QkzfWktbPVD4ysGfD5QHgUnG9ZbsXKsQuVDcOSb7gTkS2iHwysDY2rPFoNKRgmH6zOaJDdkB3sTE2GJs4GG90wN2Xp0PeNqR0ERpcv8QUwv9UEIHAVdPDiW4jHz5ivgF6ybd%2B%2BKbMgRTxUKdgNUrw6KHq9xMlFxYztHzlSoXwVC0ElDcXBWlnkdJmrtk8FfczRrFbLl41jSwiz38qZM/MhLnfjG8UtTmXG/WM%2Brj7qEWl8r/wPzqlhUJZwUzbBLmqRlWjDD9pkM8cfXb8PSOzUaVRMYcPU2S5RlzA%2BbpQNmRhdvg%2BQXHfc/fJb6WhUSD%2BgyFMmhRukV1sb7sPQEvTxpcT4Yutitw%2B7fZJChhCfMy9D8Sht2w/LxyT14/VXr6pn2TX4oTr/VZGn52qEleKVMMdanbWMa//Q8LgtULJb22MXnV3zdOy2Iv14qK601XFla0PSnayWPq3CuRXpvDxx0SK9EhAr0tJeJi/0SD8sbXfI7/FbKxKsqnZ2Sd5cSVGLBA%2BnNouIOEdePbMslWiz3GOpSujtmuXoZpblLXVexYQ9Lkdzo2J97e6hmbCT6rWmDLPDOB1I2dSjx/E1cK6PmQl1j4m6m6a0i5rJRyetrKmtUFOsdqJ0uQzXxd4vy/mB4cmWro8Gl2/9XdpXXUDZh0UckA50qyeU/NDMJrdphV%2BLLkBeRjPn6x3o6rR5n5tt8xoADZxEMiazzFeaPFD9qQvFAdVw%2BAJpm1DtQGAkSn%2BzXSkIeLdUZe8rItKGXSps5aLcgsA729DQzdRkGZYRHe1DOWyZGlq8Os8DIAqXK20AwtTQIiAo3gEqItLSXrAeEsjzKVTFs6XiIQ2VppjvoNPgJWc5bTnaAPRNo0M6PC5oiuYgWYU0Sai9czDak1GdCRvuEzijd1rcGQ/NtfyLEmI9oQ1ZQF6o0srElcIzHLqhhKrQ30Wc85lTczVojDIZHYT%2BA20fBVuXk4cqmfVosyVY9r1so4a3x%2BfHUK6YA/1hYGsFSRYvmO%2BDL3O1n8AzMudElVcUGauOGQ/Pi5VwFededgqHx2a5j/KMgZz/wPOq7SgT6057y1julZwbBZ51a/2R31ccC%2Bk75Vwna90bjSwDzUL7m3ALZZgu5zw12vxc5puluXoey8EhYjuwk1CW%2BUkBUWZEue9W5/ygAWy/h5A3YxxCTcsI8Hv33JWQoWb%2BEZJEXtCcFhFKlT26/MBHvdVPT0xMe6Xcc7t7iGn1ox9nZ3a70HquayOfcwHiSxFztjNcFgg/Yg4x/XeC8tryUO7JeYUecMRBUuqvrwyEe1EqzLYHuPgnMn7EzV3D4XA4HA6Hw%2BFwOBwOh8PhcDgcDodjN/4A7v8nk73/tTcAAAAASUVORK5CYII%3D
4 Vatican 0.908 9guMzy%2BwT28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABf3gZAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABjtJREFUeJztXNmy2yAMNcP6/z9MEYsNLk5SIenmTjkvnbYJHIQ2BNFxbGxsbGxsbGxsbGxsbGz8t4jxpxkgoJVxTofgvf09/I3SzhjVACvQsIJvXoJVPv8Zo7XeB62d61ZgYAXh61ag1YxOWkJaQYAVmG4FVY1%2BeglR6fefgU0IsAnmOzYhTAVdAOIOFaeV9mo02QSJFUTjpv9sg76EeklXBzuSmm7CCzmQoJlhz8NnvkZ34i1C1678h38gVTfBKU7GCc6MBGyaciLQi1fZAhdeCPOVxlEgqtD/LbzjU1BW9vg5z0y6E0q0iYl72vk7ok%2Bf1nb6f8ykL38HQn6W3fzLIYl7tkhm0l4VWUVvPhfyBRD3hLZV8x0ggjNl7kQZOU/SKXP/Ki9pm81wNu/nmKyYlzSkHVHPFfNzAO3BGia%2Bnw5ghvY2IW4gPexV5CSdzFCvaEaHYe2spI2hEHMBCLsNxUnaKiIxn8PV0cYwS4tk9aRBIJomYTbS/X5SDemUzkNykU4T0AfbFNjz5n1wGEIND%2Bkcw7g%2BszYspBPnwBO2MmsW0omzvWf/VADWHKSTPls%2Bt5RYO3rNA84P1Q4SeDU/LC8hJHf6SbVjYQJDPaQHvp4zewSToR3RZqfkyGXRQxPHgGjAa7BmvIm0oY22Ou8coxnmSYyltBmfPR2rGR5giQdh7IolN%2BAuASXSRQ1JUNTioehIh0T6IFOQohzcZlh3kkhBkoTzlnGlHSdyiYlIQeraOU9DBaUuRrKhsWbQ3GZ4FvModrSSZTfDs8Rk17e0OWfWtKOg1cXc8p62KMhuhhfpZVE3QRPs2VucJriaLjS3yZx2ZJwlpkUH0syPO%2B2okzSua0bf1ixghj3ptema%2BfH7u6MPX0sb24ZhTzsKLmNfMaF24SRhhkdPekVK9UzIn3YUXEqxoB/tq/xpR0FXYsLvbTVigbSjoCON9x91uV7GDAfSeI2sg9Cd296gL%2BZhSyzV2UeWkvQMPWmsHXmpI0tDTxp7f1sXKxRZjlElsKKqYzC/Duigez1GlthNO7NIvUUbSOMssSVdUqHlRho3rT3zfxJGH2CYCbfBZ7bEWpTuEXrSOFNq%2B8Nwf/M4Y/cX3P1%2BG4LnTnI%2BY6cROJ/X1EKO9KjGqOzUtTOtVEC8kUYJ6yQtFRBvpFG2VLNouYB4S6JxpFttSYy0JSMtF8VJSEvVpU%2BM%2BSSKdP2SXEC82fyvJI06TtfcUC6K30lj/HQVsVxAvMUxVFCrFihR5G3oeeKCWvF1glF8JI07mhavKRjF76QxQa0sVTAgjvaDC2pFMUTuABp60shTXnaUglF8JI10tdnnBbFj7THEE6wDyEIWDIiDdLF1rfw93gdiN3SksWqZd0gwig%2BToastMIZgFB90EX37AIFcMiB2pPExLX1TNIp3pBeOHsaJRvFOkRdMSSvRKH4FhZUNtkrwhHh0pFeSh2iMMOk621J0CEoyip8RZe2aJ/4M6cUHBLLqUUmvvuMxoi6v2t/qe1Pix%2BNvUE94qw8IlJYUdSG9elhKAVHsOv%2BopJcFnXyP3C1zTZOWX1DD0gUebDbE/AOg1QwefJDEi80KIL2eODjYL6G3YkfOkwh%2BFJB/Ix2Jf1X7AipQ2H3USkexR0yHcjSpsE/hZf0Z9odQVDVaq4wVUpBI95MzUGwZD6IJ33gl9XASau3JtAMAP3GX%2BCGDo31rCY1mmNU6gsXT1rM8N%2BsI5w3qIpxVrC4k/1iavnIYOQ8EsVg6fWE5DczFunLmqIaz9JyoAxePylLC14rD852cmd4AJtdHHmXsFQOYbngsadQC%2BK4HDte1VKR1fa2NSgFbvZPU9Z0NawoYby01lWKn48U4EudVq6dREcgex2FY74eTYqu1fmgTMR/cN/EQZ5YaX%2BXec9KN/lKKrdA9/h677bFf8ST/im1NaKf9FA%2BJ1yXpxKsfmlC%2BQm52%2BfAlgRvAFH997vn5D7StftVRVOLaMpljyDTMY%2B/Y4eMW2sg%2BtDUtn5A4P%2BcCVGmxqh578daP%2Bmy6bz4kU6qoqUOhZFzwfzdljhG6B0Mv3/fbIVSh9X%2B3bl6B0PMSb3QPaIrd9ZQ2uTH2x3CSjx4m%2BK4e8BsbGxsbGxsbGxsbGxsbG1j8AbzEVm77RF6%2BAAAAAElFTkSuQmCC
5 Poland 0.903 %2BQrPsI8uUG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAvG3vagAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABl9JREFUeJztXImS3CoMNMX5/z%2BsJwmwPYftORrN5hWdVCV7Qa/cSEIWLMvExMTExMTExMTExMTExMTExMTExMTExMRboJRLicFXhFhypl9zOgXlGJyAySpC8PpxKH%2BTOaXiGz26%2B0L9VUL5a7xTFPvKn%2BfM%2BFdi4v7v8KYUqwiEtHP58Psy8w7pL/CmLEy9j0qGhHw6/maWkP%2B9vIsw3mgo6WNjV3P/mHby8sD3n/GiEndKin/IHz%2BMsaAq5LvpMzN2Lp7/JCsq/sTYSSk/uoPgYjm39CLaPtXQKKh4n5kr7tikY4tTaD9N0c6f%2BCMvwTYsjVepfpCjo4%2BFA3rhkJ5zEhDJV%2BWfUy8J5xwOwoiIJpRUNNx4juOch7gLHIwFBEc3mehwnrBSuX0URIlSEkuzyUvkv%2BxGYqRDpeEYl8bp7JtSeC3wsUTExknj0yDWqRJm7wAzTG7KoAszfIhm4lIoHWVFn6CzTnDSnDJIpCuqUUJyFraVdThJWd4FRw9JzlyMzS%2BRh3JebX0VRt9A1EUXNyOwX0XnDVnpsrNBDVjz5C1YU4RzlniUxTww0jXD2IiWHu6QINEzAVeiROXNhyac8PZgzdECJC2KXocDO44NxIvRwwxSdyJdbSMEXZFdJtxT1I2I6yMPEHRD4L2DRw3Geu7yoJHJGA/uYekHk6bm8caJQ8CPEZZXb8sjDRSHQMp/oKE2pYVRyWMD52EwU3fSow1dNw%2BgofpAYZCL3iCmBs3RYngy2H1GVNJEjXQcrGhBOq0DvoFS5QEMVycIoK1irgvxumiEQMaQpjoKeViyezHb96RJqvfyH4tlKEAsxbXEZbEMBQngqtfdhI06MOWPLjEyq8sCdoosD42DNr5DkAHhheqriGCkjgW0vfXyq5tEFgWGdJLisZmk5cUTZBxmPXTLsoLkHSrIuaZxteMbyPopCRTGYAnjBeprOoLsNcTQFuuwF688YjL2nMM3WsuamYHcq2yCDEivu/6A2JKTyXu%2B1dBLhNQRvAXpvL5LBKUMJm9U15aLjCJtEVtSK8/CSNukHvqCGkfaagsQeHOHIU02UbxNhSNt1bwj%2BxaI95A8xoq0U9KAgQKwAnsFIQ0JLsE5izCuENKQ3IOMsrylLXlMtcLbuTzZa0FSUxkK9q7scibQJgBVynwBIo%2BEcVUBVeq%2Bhqx5jIHI417gXE0lTXGgsbKZqSPQU5llHwUYE8waK5FrvliJugBJI1t1riaCPdRgJWopsqAWvVnOFDzBkgYeaPibcYHEcJQU88WJChg0HIJMXXu2xwukvmKVoxDfP1Zf29zG56e59w58n1Zql5uFA%2Bmtt6dt8K8iBt4CGdQhc50AOZOvrbLjMqe1xxlY8SRtOpVjHqAB75F7VLk8kfQGyIWk5i7RDxDKrjsDmTWI5rK7602GYdeqiCRNofp%2B7wa4kn0HHTLXq41M4vgz3JPsTxogNb20PvjmuLHYxJFzxo5eBVJcb2wCntHp4qgHJzCjNmir%2BkoaNkFam5x5zAx3qjq8b70rmpLofPkrb7IJmvyQFEcfZK7pU9SjqUz9u4VJYRdWxqRlerJT65t65rSdtP1CJbSeFeWxBlUN2S5ZS%2B3VyDrTN4VV5twXYRlXU1bW7VRG79r7PBrsOOeRdXBlve9lTZ8nkzech%2B5DmXWhvPPR2gr3SUJCW1tGGl0wZPvchpV2xOvdWEO7d1AGDRrl7ln27M%2BlN%2B452Bt3qKCfTSig1O39qtei/S%2BezJq7HtSQw%2ButZesRff3ArGmgPLs8Ir1m6bvLEIwMrVM9S/Nemj6Fm3Ng0Kz/CmKv%2B3snXji3LkfYbvy62Uu/bf7y4P1aTH9%2Brc7jj2Rbzos%2B6TuR9J3H04cu1wjda8pSHHseYe%2BeJfnTrcK9S9BLeR7t/wvS9dIfzqr71BobJdDcsKk3GmXi7TFR2VM36VZ8gnoXUyi6VRLVaou7VHbqVQT1%2Bq6YyK3YKj5m76Ge8dZ7unwsuUujVuNL6JeSRNKgKXJybncVCe6g6ofE4%2BO1KfoZ9sxxV5wi5yxOSb8MopTl%2BrkYS9HdYzcq3WYmWxvaby39gKbhzoluYopv2axhP9pLKGeJXy3CZsrw%2BsyXKIGX5aEdaVsAf0ogV0jNt/xTpBeJTfHfI73UAvLExMTExMTExMTExMTExMTExMTE/wn/Ac1BYbjCW7AlAAAAAElFTkSuQmCC
6 Scarborough Reef 0.901 9gvPL2%2BvT5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAj7k1RAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABJtJREFUeJztm9my2yAMhs2wvv8LqxLg5KSxHWMLgWf0XXSZnia/ZaENWBZFURRFURRFURRFURRFURRFUZSrRAujJTQDxsTRGlqBYIJ5mqm9iWDCs1RHk%2BgXP1pHC64YORk3Wsl5wJbIsf7%2BBHARVgs78pJn4N/Bzj8l7v01Lzwk7n1GOvzbOCmnAftp2/gEB/kKcw9wEP%2BVUMDMHve2YtzsiXHbqnMnxp0AN3diTDuRYubEWJwXXPQp4310xcTzJkYs7ZwP1hCWKH9KEeZNjLBqdLAKBChPYb2bsiEAj4rJqBv/FAPqni/uOZRl/L4tIaK901S2hoSKflnSHT%2BWMOQYZ3zWoYvYSbKMs/jeT6UPjOJ2Ch9BM6P13v3V4c/ik/kJjI1qyXQncwclRnwxg/MMFAWnszQ9HK7aoS6CAYHe9flJUk6M6CIDE40rdej//dUR5fniONVVc1u1XGqqYarXev%2B7vzqkPOIg1atTtJbKNaIPacGgOkV71%2BqK3L1%2BoSc1Ml%2Bpk30JOfIV9uoUV%2BxVHUR85L6a6Zpn1ieWduvqHFfbkfrfk6iD1KHi5clAfVGys8lionOl3SbVn73gEAeKT94ZC9Rhg5UzdTH0vXW0JkYpUxdD35wJlPUAYpOnbJ7b47kS97xUACFHvLEIV/IqBKFY7Wj9MczmyrsKlkPTT%2BiNRg5fdBSmo4x/oHcwlQ20hSTjH/gtLf3V4UdRYgwSoRrfJ9tuBL0xkfiRTGN/dUSkeZpAfgmWMyHgSxNwajCsu4IY92z/pIiiWX3QGYGi6ecYuhVvuqeXaLjXDVf83Ifm4txf4Tv3L7hsvOH%2B0Nj30CGVdj1Ed52AUGnXQ3TPPcbcX/UQDf0mIMUe/KUCFae9zla8pp380aPb2QoMp9kY/PVNskttCNiJteQA9viUGy5gT1qZqpq/08h9cq99urrFwl3fkBUYevs9ygZcYq5vcJF01FwXI3fMw88LffM4up5j/oZg%2B2rO1Ufk7TTA9N8rZ79T4SQultAhGsZVAzJHm1A1Y8pN/ZutQuCrJH2fRLgBplwm1djUChmaTM3jId4I7jU7w%2BLXqDkInvbFtHv//FQ0iTtRHeKMd/bmEkLNwseqkwG4pzrmKa/o6QkaLN%2BqgUmz3H7c60tzFXxVNTXJAw58UAmMX3stB%2BfGfsDh9byIMKVfOaebeyCWDbL2bw75XGD7acasedDJ9VhPmbZ%2BedY87BJJsXLrCbuqedh1nVV1i9FgsObVN1yD6uwWt7PpPYqVzxciea8ijj73XWYhZ183/dzYg8gvHemsk9JPuSluBbwuBfzMb6R5hisBGTRecL9VU%2BM9hZkLEA0W9D%2B2RfGp6OGkNJ2A7ueEcGRGoGtns13vA08X%2BXbiQr5xFtwsnvEXdBCU5j%2B1AcREl9FGX27ZJ1/vowuUIXkkpXKjMvjeg9F7UHL0KazXP1F8BIARR%2Blb2ChEgP24BTvf1dD8mr8LEcZzWh35nC08Q/PyUYhcaSLH8J4tPEfz8potxAdpXupsYeAVvmtgg/I4zflA1eM0C573VxRFURRFURRFURRFURRFURRlg38KTCjfYS/UZwAAAABJRU5ErkJggg%3D%3D
7 Ivory Coast 0.899 %2BQrQLU%2BwkG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApt3U2AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAB1xJREFUeJztXNt24yoMNUvi8v8/rIME%2BBbSSYJE2nXYD%2B2009jbsm4IoW1bWFhYWFhYWFhYWFj4v4Do2wzehQ/BOf9tFq8jurSRY4RvU3kZzBfzlxidEwUhQp9SzEjJI/5KpUFX4H0m72OoPzqA/V/R/zbq5MAztUo%2BxCzeZpMsdJ8C0w8Jv8YwskAvYksOaMMkcoVG1seLVVJmzhL/isCrNNOZDxVNCImqJVIsigHXz/KDOEjTaVPT0uomMFQVBs9cgosbSz4/VeIXkllfKRLmP4%2BT1QREM8RdyM/tGcpP7EHka1EMbPZ4IU75mcJM2o1PZGXIss0mGFiqlZW4PH4i2un11QSm0SbyO59Y2PC3eMjRswzTYY2Zdn6y2F7E6VLp8jlDCM2dDmESbb66iJOu7MBeoGTaE2I%2BE/Jn6VA8P0UFZgO8fzI8ipo/HlwwFja6u2QQ2EW8%2Btkea28tbHZql1/kiPKyLfEr6f0%2BC9tSs%2B9BMKvGO7cLfdKiYbjVJGuAXh9wJZ1F9FZgI04DH34ZY3OJElLVnWC6kM7q/J4y4oOfaV4zSIZV/Ke2rOlsSviGOlfcHE2JlYB8mfzWPPVi0DjioZTo4AOZMK/snflxqaQrsf0Ps/bsuLX1Ouzx4TPOR6olUSrQySaY9VbzLAWqB2CXy2ec8wfrOibgQ0SqrOGJZ/wU1GRA8CHnjUVJsUn7dvlQTEbXhfiaPrSrfwxeMXRcT5UFqi7nfTXtNB54ffdVYUlERE%2B01jZUkn%2BvbCknePEmWfHpWfh8H1iSZ8O8rLxE6ur8pwi9VFkTWcIskahJevOcKqhdrQMqVoiqobG7AtGEL1YOD378c7CB2NZyq4IERdL%2BVO4wArEHQUXLIQgIpu5jk5iZtSP%2B%2Bw9fvh5K%2BqCeP57BolZcOLJpx3sqr49USq9KrzNJ2dy8LJSVkJMqHcnweyNb1ShgLUSleODlWnoW8hTiQJT0IwAH2BnVN75LUBEPspZF4%2BSj3SptOvFAhNyt3ekjQF7jKmTA1F5XdtTWRUMxHw3SuGsF2e9v8nI0KNzkZIIT/F42%2Bjh%2BE4LI%2B94ASDiBtHeUxk2n7ciKHdouBBhZPxTWz1z68RhT3WXRIPYjcigfJ82bxPwdwU1xetFt49EF4q7ICGDu81iph90HOb1KxIs39MPuwzvgXWSatqlN3DkymC9k/4OXgrI5FJIczvBkW3PahrbCvYpRkPHy8AyFtW2pp09xdgLS0MSSck0jzQnDsHaU6ORnKQf3jOBwQCxXmKUbUgkfj%2BKSTNOs5saSsA8vAsoKYFZzY9mE1yFNs9SjhEId0rOcdF2NjpLOa1kIaVY4LBXqUdL7PqsKp3%2BipJOkQDrFecEwlm%2Bjrgq4OXqSk65RBYeVMc5LSaVQc3wbgO5%2B9c%2BopQM/rI1a1eJXENsO/OiFpsWVrTkPjQITzBN1lQ%2BMW9FjJ4wV6p1G3fQm17BrmLjCaXm8jfVjSlpKrf1AofzInnqK00ttaahgh7NSvL2li1Si2RydTk2Tx1eI25Qti2077VKqqPQ2pXgA%2Bz1AQ0TefBufsUcwhYJ6aehVefifsRuOhnZI74GOmv14m1BJk4KAUCSg44V%2Bwt6/P55Lb6072Hwzf3ce4fMG3Iq8OIypXNPaFGtmh%2BMxoXS9S9/ZsAD%2BgRq7FV5pOdfESmYu6rLEUhD0VvslWMrWoi5SCTq2I222EBJk6pa0ayOhUpZDfj%2BebOpCOI6rvk6OMJoNcz3kpajXN5zkbJcwJk2hpNkj3IHNAhpt9cPbpO1guRywWmvIkAYjWcuBLpNrR7v6enSYjHLJclzZ4JCp9A%2BCkckkZ9K9WTLTaOVSo7BWJl2PCyar7Sg%2Bhqf9GtsRx3Q/Mq0GPjetK5H9WCbPVfA2as3OSbNOdjpKGk2O2gpIdXaRPx0lRTnebCRrvdSG0vVSpLUOeEBy7tOTtjd0Bgso9Jl2Ic0vGsZInWSXjEIu56j5fqNxMZ4tOrbU4z52QQvIhkjvzJ2oH0sxJxjSWQVtDXdc0umf7DuhzdnBF4RNx3igff7VBVUXjiWoUYl2H9fBowB%2B7kAVeQZwsI%2B5uaPoh6z5eSVOVt1SpxMdXBZ5TpsObonubEPTkJCwHoIv075Moou/7MFgeDLEikLlcBarTEbzoeYYPAIL4EFtDHZ49u2%2BE%2B37ECueHXSItMzvqNOaWKXgmmAQtrFebCQmJaHOdA%2BUYVLtZr7yheARKz0qg1Sk8NOf0pXJGs6v6Z6/4CFWWU2QypQrOGbPnf5G5rjNn4fGeOb8j/LZ439TGZn3vYl5XVYbv9%2BdNQSeo1iQYhBTyyb4FRkXPOPsqn5klxDDySNANsSvD1Ps1RAkCN8mzGUPgjau4APcszCSgYPH/Llficv2XGuQnNTF8jEu28BRhmv%2BZhkXnEhbF3/1ULcpSxSxP8ilg9JcKMtEq9KKPjiMi/39ESELuD8K3h%2BJ9l1INv9n9KIhR5M/x3lhYWFhYWFhYWFhYWFhYWFhYWFhYeE34j/j9JmWGj1XVgAAAABJRU5ErkJggg%3D%3D
8 Suriname 0.897 %2BArPL6%2BQT24AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzEUvzgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABkBJREFUeJztXOt25CAIjgdR3/%2BFWfASzSSZ7jYw7Z7D96fTTqMEuYtum8PhcDgcDofD4XA4HA6Hw%2BFw/J8gigKinybkCpTiyx9iTghhAjCV%2BKtoz40uSIhZCE7QySxZGF0QxwtgypXyIr8jppQAS/xqfAOQUJN2tlZySqbD1wfkrbQ3QAAY65DyR9eBKUj9Y0ydhryLgtCcqUk1/8jYX6wKlPyVcirtldfHjMFUtZkqQYmlIXVRqLzjV3p5IK9cn8Pk0oTqIxzPnc8ZApQ%2BIZWEnfBlHXaUqaNHeY79MXMph8roiAFepopNFJjyq4eadOOJrZQhnBZHHTIDMcmXyxrxmoSY6OI155DWIhJApLTcTkO3JES4eSxdLY4qADGcV3nBPd8oXTL7/jXVUE3a%2B3%2B4/46ZnU9/TGfVVUb5ki3xTNYEMzu9Po/GjOY5H9onKifhQlvjQWLUnrIlBzgOwaptiErzc7ZEOKhjNLUdleaTRH5nIFhkjMKFbqqBaS5KK0kwJeTSg2qBac5qxol2uSZTH15C/trc/TVityEHSVEHB3dRcyVbsMg0GzoW4UzNSdT8AK%2BchLdvI4JnaJpTsxK1IUWvTSPpVEfXZTUZR/%2BxSR7dhPjfBNp6lW5Ws2pqVGw5XfrgHFdqOMQGXrZiyGoaZkkzWGdjV3jprDw4LyNn%2B1iKqhrWFGt156pYK3SKy9ne34TVqVa9JJeGolsLbZWIDfVZ3epyRXvYTbjRlDuqs1pCXRZlC7HDodygbUBY/abp0MXO4axsq2s9QnvQjp1odaZIQog2WWfcNSUpi59E6CZqKESPgdVVMduFB3u6qa80wawmMQsH2vIRLyrkSpgJrbaqPy6CvcFONOmqDWlGSOexx0dU9S8ciZmV2dLkb1KtfLAamiX4i/plzeXEAEZWehMdj/OjoqVmLbTTw8U8q2oix3h2NXpaqtSaQsjCYbixUCZ/Fc2HeBbDGj3N3E1vmhgg2lm8g6FWs3lFZE7X7B%2Bx7EYWLaKrL1TPhRbk6W7VVKdmy3a%2BZatUd/usRnQthZkSPQtWapa1uilL8Vg0UY3T1SJZKqJwui%2BkmiKKEzcmOg750CNa9MTSuWyzOUBxmgjBequ92w/NBbVMXPYZRKxVjVQ07%2BNqjUW62TPaJQH7DLyauuUa243rNgUE7Z1me6INNOcDzYmy26BLNIvcXQegGqI2q0n2XIyb5qLqBpQApA/TltclJGUjxRGqtYuRtnbtumk27qqkUHTrYmJG0dhYczCt3gJZ5aNuruYtWyQyFlwh6X8JY69ZXyVZ/gwa8xDysj2uPbr07BhskUiySClL66OBdBPbO4NNfVHF/jHrEy2yZ6Eps73BQmOMGvNmJ4m%2BxWbZMGpTWfax1UMbO8c1OknU50AjiRbEMTLpdqywtqBdm/rocbs4mfUAFMQZmsUIuy6C5hwScqhy4QVDQDQ9eTWlBqZ/ojQLkvWEurV9m4aQ1Pp6s5redIkD4ybZau3YGaiwmmPoKmd2DSVtmuq7lFo3%2B8LVvcrno71BFKpJ5cgjjVTWvoRVVUfDsk6a0fJgTkPj9WMDstPM8ZI5zZPqR7aacHa32e40dEQI8bsCEqGyleY5SuuDiAPSYF7%2BOQamWF9V3nUp1NNnGL21o5tvam%2BUXk8NENG4aaDIEcr5wkZtrJeobfZ3PIJXOx5HHl9SQJau%2BU6fY3SdDe6JDnUdlisOKsFEEmdw4ALLwSc0Pw98gJy0vTk43k6VC5lpL5X02xz28om8sH5992vI1FcHsduSUyevXowxzBsEiAWgtAj6zWKZQWTgTHYeNIqNWb%2BUCyrGfwvxYH9U/ArsyyL2Wzt20m4UlAosL1j6XQ4fIPIVSdJouZMEp3Az%2B86SXm8BWTWzSnP5CZqr2MqPIltJqdEUXisvFOvX95c9fBxjz6Hd8ALMvDSrGBRzu%2BMFfxHF26EZkDm6X7wDMG/T%2BWWXGm3Hvsv6u3BXeJtSkquNfhu9DfHCbLFLMTzpq4FyFfCg/Q0jjyANBPhqG56mCObIzVEfbe4v53RFPUueF88I9t0Wz9GjI4zdUX8qh3oIQhwBBX3iqh81cJpVcCRV/xWIU6qfCYUcDofD4XA4HA6Hw%2BFwOBwOh8PhcDgcX%2BAPWFVCK2op32oAAAAASUVORK5CYII%3D
9 Swaziland 0.896 9wsv0I9Pb7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAvh/XqAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABMNJREFUeJztnIly4yAMhs1wvv8LayUBztEcNodwZvXN7LSTbuK/QggQUrdNURRFURRFURRFURRFURRFURRFURRFUZT/BRuCXa3hHOAN80uyA%2BqNIaDyCKu1HAU1B/4GDe5%2BxNjBpN2%2B1hn/C8aOd5qzd4d1Yo6BIp9Mi85ycWODM/HPa/Hang3J%2BBcvX9qz0c6v/ReN/XcErgEa9K0b2It6djDuQRZYGyITLAAZ%2B3phxN5phhCTMw8kH5NJV5uQzhTNgOqMcT6QgfkFQJPza%2BblPF0HmMRfAqpz0b7wX/7RXfS7gItbmoTkuO7DJgmCq7JxFVrvK97wXPPflGCIwXXe8t51%2BcRECQejWuCJ6QHQ6GGpj2DsOBwbaETIyvzVrYsouBaeGmxa74FCedyDjjiowZ17dt1FlaCzALLzaXtZ3qjYVZHb0oJ3/m04PBgdF4nGORiaYi4fGIwbLugAFsNug3cw0fi0YiKS5nbHxAPlgiUGhxfAnQwdd6w4HbDeNo8uH%2BDFnRoDgO0Mtc3zoZlIDhm7tmtgHvIk8%2BEJCH2RNhgv6tVA4Qo6Nw/Jye6si3N0GRrQzCDoIDwBe/cOkcYpyMVqeh6c3d09kVfxnkB/9nk%2Be3Xvh2w0XkKmxkPh1n1BUR0jyZiabBS6V7NqYiFT49pt%2B2c9lBgNTuQA49KQ6VMXliixmON4phFrgisREySWxWjiEDdM1S2SwGbPuTGHu11rmO8flB0a8pBbrnW%2Bf4RRV8i3A8T8%2BOFHbd1vJwg/3alf32K14OtvP92pYVyadj9DTF8UYWBVRDX19JloB55Gd1O7yQmyMPIIXaPe7PARR4qu2440WfSwiEfUUD075g0VXcOGgOhxp36oos2wj3zJUNFbWRR/U/Rk94hjRedVZbboYZs8poieHfKmiJ69ItoZomffc43cMNWdEkxPfXyoVjpNUdtzCXKMkXdSRfT8zMfI7H0RPT%2BHMPJKO4vuvAU59iDOKw8Z0CzaCtxhGL5uGTKiWbQXSOZh%2BGgqmHhB3ppKpE25cOpdaelBbIohesuOIZKgphqP2JlVjrk2kgO0hHcU0/RdueBHAFDJm5XJ9G75mqQvlRBK2MAvIjn1%2Bkjfc4NRlIIFgSCdybcXsaME4bbrlzL0Hqran7dPYzFDb2UahuYpdJt8MqEjwxsQ2yx6f2f7790C3RW1P7EWt0gWIWy54KN9DtV3ShdSW5NMc4qlbKCjeLkY1UK3vteVAgT5us32pG%2BOc8IOXR6dWlcXnsFy5SkPQOvVbchVW2vq1KGxecWbdZrZ1i1%2BmZJd2fJ3vrieME3vGkhDvvoCbXPxrAQrXWL6imjOOCgVIK/vJyIPOdydw32g85OkR5Q4d6R1K0v2ILrxfw8VvKGe9LkdizrNUu7KuYLojcI1RGqUfKObm57qYFxENLCi3LWX4pNwFOzdwzhcpL0Zoqeut5AtSt967gv2iRtu3eMIXET0VltSMQKDDUUrqiX1fxpYryN6I92Gu2y//bdl7XFvYHunL3%2BQRLxV5DuWp90n3eMKzkbC4c95H0MI9Gd3EMjkH6/pj/tO8P6pUf%2BB1fLeQ0lRmy2NJo8e/0WKhT5d0T0URVEURVEURVEURVEURVEUKf4B%2BOsFNKcH5YIAAAAASUVORK5CYII%3D
10 Uruguay 0.894 %2BArQsC%2BPT24AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAePDDSQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABn5JREFUeJztXNuW6yAIrUtF//%2BHOYC5N50mDZCctdxPbWem2YPcROT16ujo6Ojo6Ojo6Ojo6Ojo%2BJ%2BQAyGGmO8mcgIYRuDdVL6gznKNoWSmm54ua5zlSi%2BHF5WU5NHCjiGUAgil5pDGD0m54U5S3wBhxqwULOsbSX0B6UROwD6DJL76ePn2WcAkeoDvGkwaUv35HAFxLp8s7qkawpz/%2BGl8oqzxi97Sz9PTPN83zq9XeR7rhV/%2BiPo0c8xHAkh9mOvDQ4lRflj6BAf0Q8KMPZUTOCbEGB6V8/3ppic8TEG%2B%2Bw/EXGoizwdQC2XbT2D/V6BGYhunBHB8FaFtFG7EJxvDDFEY1iZd%2BT3MaWCe6m28scRd0lg4x15KtDY1yhDIbadS6e9ivcc6a9jbnyAn17BWARBL5N8vKH%2BDhfX8Y4JoCEqlt08VMvAmwyqkY4iUiVDuV9qvkrz91QTfHDApbdzjkYKQbbpE%2BeyQjpC6%2BNPO62SIKe%2BvOClMnBM%2BnC0B/WnDkjQ//5OSpnUFJy6CDf1Z9MyocOk7yp8iw1VUSct9Oy/Qm23YocyCJnmdyPaH3fD01jN9rRPpfFIzt0kt%2Bgm7jJlHPV0EY7Ncqjae/4rfgINmkmqcFhO28s4i3crBJYEd/C673R%2BEhJJBldUHDordVvfnZyElJ6tyzhx07JBb5nZpW5LD0rcjWLOuLfG5uJUazw7aYpmzFru5ypmQiySywztj1hTVkLRQx%2BLjGJpI1pbWSEKOoOWl6L8P0ytTzxc1K17zwU00jTKqxyppio7ZsmZ5rCh2FGkO48XwjOlYoeYoOECOrNVM5Q1FuWyEs6zN1BrDkeLjKaRJmQ/VkM%2BD4682aU5PB70wURCOvgY2zrvcIdJqS6R9u4nWSesFZ7rFIDBWq%2BItbTvl6NfAFukr7XypFKlI5tqiLuHIwdbv4PJk0hZ1jC9T0hg2WzEF0NIZedIJRFvZgUBQSP6/gPaLqraOAXSTpT2Q0aguJovAfAvKQV01i2RlM2eNQbN6g0IXzY9hd89GfkURAaB51wzFL71HJPkq4/3nS3Zzas9AWbRq33ZXgt7GWZICe5f3kqxMK74UpmtvhoyoJppmHcmjeY1LODqsW0qguxX/BC4Fa5zqNi9NX%2BciaulduJ6j4iDi6NLcGBOryGVPlQff6dMswxkD1svxvAxkffqSmtVfPo0Zs1xwkXQNw8OuOWwYHLR9GGe0dYWr%2BjEmMT6HlZyc4fV6RRoXKnk4PTJ7LqdeXdSJ9Kr/wQpEOinU32bSqruhDyDSGrKZSXvkTDmoFODmTMmDNF8rUEhypi1QdTDEv7t1joPdfU4ACjb9FRiUkgWKiLi9PWQFWkwdFaQYxXU8l%2B5ctf04u3uvu2TkonU2icjdok6k%2BfRd5YuYsVePP6jVEFLy2Yq/xEsrWTso1lC%2BQO9QuPjdfStqS%2Bp4O7KoVZj4OM5JPRRr4GplnwNPUnuQS6OiQNFLgZchatbts5eb1rNDt/bb1pOvZYngdPkegyLrEryqS4hqZfUSqoej5swM1SSNQb%2BtYQdcXFIs3UfQ7yB5A3IBXNFP0cbNXtRSxVO0eJ6TYn4yzkc7VXFBpb/N2IFUjgWq1UK%2BI2Lrq5tiKOcLEGyL6nIVULuYzC1GhrYorYSX6/9v4OKPXWdeSGhxLwr1e9BmsHLonYsvkIvZDoY9XbY60jGaxpVb0mFkMermLZB7DJbNRlG/ebO189rdCnjNqaPaWra7OajbSLgBX2CWC5G8yYgJrs44aCOSquq1nzeU8IYr6yqcuVnCdt5Aau3wBVCGS2C6wrpxDvZ3hHFzW/X3AyTeEBanS6ubK%2BO/70W5hpyz23ybsgpf8Ft8r5IYeNVUXlK/WfD85ckIw4wYx3mG6xv2Yp3pjDnx0WxxOp2csR5ngCC8Y0zLgSrkYAD3NIetIstYFu/hQSTstBQTDuOAtu8pBq0XAVnMFE%2BSp5Cnh9eNh82wcCVV2JbYJn3M6RAPgeHBR7dQFgJb2twDjZW2IYueHtIA3hjzlCZ6RS6ujT66g%2B8ASUMWelym4VHrnp7hYxJx3EzpvAVI2rmctQO7GQlJHoaf7A7mcUcbsTSNhiLdeJfkMF4qOOQZh4E8Ai1C3R0ihjIgLQBlch69W2dA8m4W1qaLMXIpFdqn%2B//OI4B5OcZtcNL3D3E7AhExI/8PbDs6Ojo6Ojo6Ojo6Ojo6Ojo6Ov4X/AOwomiGNaqHSgAAAABJRU5ErkJggg%3D%3D
11 Romania 0.894 %2BgnQL69Ob5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaMpGdgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABNdJREFUeJztm9mS4yAMRZ1CLP//wxotENtp28k0AqerdJ5mSeJrIYQQaFkcx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecx3Ec58%2BCzN0iPgZTiSE8lBBLhi/Xjik2qYnImfTz30v6VuGYg%2BrbC0TIhYTHqhsz3CHuGCBlMZ8YlITTC2Uo6jdfIhtITLx2AX6rRpgk6woQTyYDXstG%2BgyPBTvLJGXnWrJITjVcnCunT5C1k4ifKfAACNXM4Tn6sGSakLtPIQC9W1kwkhvhzaYmM7NYsS4WYD2N2NRS7AtPV%2BZxgfaNe1DP2CqgdZA8PKSi/wrrO5QaW%2Bj/6Wv5HsE6sx4HVpNI/WBvWEggwMuCjhJH5sncw4NOmo7/k6WlE4vm%2B/xDQsEF8WgUlHTXVAzvxhhDPM05bjI1dj0W3q6gI8DQN5duCSCxN4N4vJkRAyBDhb7hzdPTPYv0oXS/9//Bi153yJKkz0LNh9gsDnGqgxjZyGS8PubdUvgxE02NZs%2BK8%2BZikfzNApyW7qFl3hAmRZBimuuUKaY2NXRv3vUh6WHm0coM0cE6zynjSzdgbOcp/mG2rqyE0cviiIpFHBg/KFMovF0xN8ugBASXBEsruhi7tCQg1j%2B5sE/UqhYnd/Z7pDGiQxXNpaNkn5aNqSZQUOLiovw5mz9gVLVp48jFfChHnWeU1RjFfPkaMk8YeE6WOCDi4aDsFNtCGKxF84QZlVK3amOwDtMwUDSOEj3S0mKRZYB7DPRpTmtE7l%2BaiLxjkWAXB4S8NKx8WsvR9nE6Pcqwik3Sdct%2BGY%2BU2QwrM4GsisladD4/TbL6%2BQTW/kcjGEbubLk0az/TYbdzwXB2Z%2BS3pBF3NbbFHz0CDraDidG87CGmYNFYUE5LS7Tf0tlvjuSGE1QjcxxJ1o8YULwPeqNs3QxYi0Z7p0a%2BawN8I6td4AvGMRDtN0d1udpcr7AulIF55QM3eWOTajyY6n2WdtjUJFrYwAE%2BbXvgEJ8nRaUt6Nl62shVxnokBQaOAqsFJILwD0f74l4NqHJ3on9OrobWYmGUm2X2mwIsIpdzhu4ld5t/pfV23IisD3kgI5k5dj4Aw2povYrK160HXRaXByS989hj6rzxr2Embog/623HnptI25msP2ag7epxuX/l2jqHenS3rmsKuwX5Ro/q3YbW%2BEz1EOR5mLoelHaRbcpNXxlb6BANu%2BlAs8T8MOfsoRSjfqka9jc9bG8JnJP4%2Bnb%2BpewXzRTxZxh6UdW/8GuAAK%2Ba7bdYpyR69H%2BKhtZs9JK1jDy2fZXw%2BHxJQJq6ojhI2xFZevuuaZZ7LLo0Il/8f5svSPkrlED77vIo/LaRs65WmsGZvS/rnf%2BCVysN54TqERDqahq2w2S9W7lEshCyoPZXtP6sH%2Bpjy5HJzEHFox4FVwOb71au4W4L1kEjz4bTLD79iA265c7aU/T8qqYDC2cEsxu6UtCx176ySuTGuKdUlobtc9uv1v65G7oxRI5al9sQZdpJ3YhEyj4naeffq%2BTl2UR1SwsJy6agsO9nybEKysjNOvG4BxRzplh4U1%2BU9O6VtFNG85SCHIs3rztbgeoL0qwKDDesynryTe2eB2DKcZ2N3Ov39Z3BDRRDv18nHcdxHMdxHMdxHMdxHMdxHMdxHMdxHGc0/wALhfxZ1cdA%2BgAAAABJRU5ErkJggg%3D%3D
12 Sudan 0.891 %2BQrPrlBuLo8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAnfN4/wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABNpJREFUeJztm%2B2W4yAIhuNRxPu/YVZQE9OZfqQFp3sOz5%2BenZ2Jbwkgom6b4ziO4ziO4ziO4ziO4ziO4ziO4ziOcwsRQq4AINFfi3kBgpzCiVgyfrFywhyrylRyszCJxYv8DL5TN7Hi9JtVCVn4F%2BrGclcWRmpfKeavko3Vj%2B8qqt7BH9R/iZ0GEYBDtZSSUvvvdcSgwtoXcFFc9RAOyhqpLR%2BixOt60RulkK4MCj8cKYSiq%2BoJIVQNcO1vqNx8S1hsan7Z1weEEHH%2Bd1mqmuqbfWc4jKfXE8PCBEJvZ6v6l5PqslA0a353sLPqdaJ53PcHO6mukaEi6fmopY76gYWq6j0al4nOIW%2BfiN4o7jkjBHz4q1qAzAgf%2BSKF2FXXmVJD0/MB66Qc42cBhGMqXOMetK9OPnpM7sGIS7IHjHLzs5msfnd5AK0QTUGpCKbmIEtEl0BKoZNb3kj2xQfWbKckmqKE4IcR/QpsF60kBRKL2Vw08jhaoilKsg7WK4HEw6hNByBezSnUcoIhnr83temge3WyXeBmebbeHJa7VjI0dreMnuj25rZubK2nnsE29SpWC2nYl1cwNuVeaW9TMdhh9%2BW4133KNO8gRUsP/yCzKYaad5BmWhU7ULALRBh1maLo6nEULZt6pb1BVdHVENXO0a5/nZovo6Zo/Hw58ZARNDiSq85Dw%2BWO4LXnjwWSrmjTchp79gdN0dbVNFiItu6KjdkLNH3QeomY%2B%2BNVRSdjnx6is6Zo662iKpqQoBRF0WAvGntrSS8QYyjWopmUo94wNQyzrWjQr9NFtO4jb0B90VVzse30ov5EUKMw2XZ6o36gx7BF00ZNMVhc1JjWrAl%2BABYrolIznuWWC1pkJwy2jd6anZK6VShE0y5e5CMb2v6XbBum7NH66cl2qdX2oNSd2rZcIjEJKduFjDcR25aWctgUU%2B/goyUsGnTzh8EcO0Hd%2BVSbSxwolrkjjuNKqiW77fpQJhbtjmmyPr4U9l6smqm5lrHdiiM%2BKdG3spUGKubbhxtPLKV/vpVAICPMf1jrO%2BMlLUPD1PH63gh1Bzs/zbSS3odpg15vT7dTLTCV49LgfeP85GX2wvSyg/CaJwacpmyWvOS45p5U6XLjQ87wpZNo1d7afbigHpvCV92aRc%2BNqRWZQ6BjJLzoj3IWZ6pbaI1Dy1DH4SW4dqJX9iimXY%2B88PzxVP3mS6qlGt%2BbBZRtz3ecme1zRTW1fe8wtiFtN%2BFugLPqV92yV6DYAzkYb8LdUJ16Sht8UJ5eydh9Ec/r%2Bfo9y3maWUA%2BvLq95bsmO85HHucy2U3KsqPHB0e/5uGB0%2BkuCc35mfscqy8RzfOKXNdKv99mSMcmB00dHipyQWe56FGhjkVjlRd/%2BjVfsABZok2aOdNlMjv184h%2B0HQUqrIRk053PCm1lXs/stydniXXlwJ/4NJSsYmGfWw4rmfth%2By68blaad4jl/%2Bw/WjtvachhD%2BmOS0fqglZ3RF3zf7Il1hL%2Bx6q%2B3mvMpYC8zTDRznlfme39%2BwqCOeLn/gXlyl7I%2Bu3Sy7tki2XghmYXKRJ8AVXVVsj6971ODHsbvIYU/5zwcwedo/EUGOZqGf03fHvuuX7FLkPvn56cBzHcRzHcRzHcRzHcRzHcRzHcRzHcRzHcf5v/gFrdPnwKdgLuwAAAABJRU5ErkJggg%3D%3D
13 Ethiopia 0.888 %2BgrQLZCvcFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyB5avAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABStJREFUeJztnNuSpCAMhqWAwPu/cDbBQ4syTouJOlv5bna3atv5O4acgBkGwzAMwzAMwzAMwzAMwzAMwzAMw7gG4tMKOnAuPS3hNOicg1H237F5dAzL9c6FAfLTgn4hAbB3DJlVuw/ex1faHJOPbGOfXRxdhIgr4S9UPamEWV4gxSmnSN%2BEv0skT0mvk53ZB0afIA/BkMBPjsHM1s7v0g1sXywWz5nt7WMKYdGIIafRYV6km7ROf8meBYemtDzqDncqO2IUTavR%2BQPfTQ4CeTi8w9yBRSN5ALRtPOMpcPPL8G%2BQDS6y5F%2BjceB0Q38Ayb5D1xHoHZkPvnBWmL5ZoP/%2BsLE9pRH/3fpCGI2N%2BekI6M6kDnKj4hok/0ljp2/NPJLnnJ7PfU4SjOML/57oplVInv3MemQnPfmjcWkT6MNPNAzIi/BsCZeWqo9e0/1VK/bVnfxVp7%2Bm21XTD6fwDOdfMX5cKi3674H9udMn81xisepb/Tr1N96ruEF%2BfWPky/1dVOJeYYac7Da3DrwEuz%2B6lonO36SaF2Gvhfza0AN/iZsWIwdb3/VJdBvN/LBb3DqcToQLjTeE/g4HwdJ89320VauEO%2BJedrlfdMuron4EQQ/dtmmLRv21SAunf9LVDpTqaxFp%2BXevw8EXSyPUza26qTNZxXcmFl6Iy2RyrTMpe7WnFNbtHvMQOPk60KNuAEnXpreBxyQ4Dd1XgGas5nbJnW0M9%2BTtqgiaHSPQWxUogv02iqBXXIpCPTTu4o9mggGh17hrtIJiqPad1d2WXQBSDNXYW5Lu2NVcIPTgPfl64JiBTcuil19AzvNwE%2B31nLq3MWyx6WnVkmK7suwl1abWitRRdIlj3dHDtnkUIsq%2BQqx6zagUPqSnWNWoOAmulzXClh6n8p9ppE7MS/K1GLVuMO9oaImWD0ulL%2BA59V8SXTao%2BQTDnxI9fHQL50QsJ6mSaHKpydK6x37Ub1poYbIbdUttMMJyHElxqFLidCg/SmTLH7hKoHin2n7OGVFK91wkqI4nVrXHrBsRQ6HjcX7ZFNL0aV8VTPhxyb6dkiVpqVViQ%2BstBoA4HZPreN508A65%2BJDQ1%2BSnziV0hixcQodW1hp%2BzOK9mhnkesxFxfDRLqcbG0vn4ENIeiux2W2Fq5rH6bLWdLP5DlEgBaNiTmy1AFf8%2BQPviCulF793Awk7l0f3b3se08i1MnZmLmyKH7Kf9ErZeXqWgq33M1M5OzO%2B%2B9DEAXm7vgVi3Zrt4FDkmX6TWS7nlC2dBcwReeNxkv68PFHYP3AT7%2BQ1l2mnbIbZbI2L%2B8b0UFFTY60RtweGZEiyoqFe2KCieb81dYlcJ8OoNVs5fy72Z7A%2B/53UjrzJ7cxxA1tr1uyNpEZYsQrRQXUcNDaN181dO7Su5rnXvfqYUDn0fptfmuB25x96nnGr5vIuL7pH0Rz4ZJAHiBcON5/ganQizXG5r%2BicRvLec/FcUHLTtkW5eRkj3HJBAK90jGX488D1i1KO8eEvPH9JvAxFn7nnvPLHU36CJTk9dMOPqvfimPBbC1a1JjjNnrXVHUHe6fPRHtI415%2BzSLhh%2B%2BYb%2BDZn/GlbqhyZhDTfzy7/fMfFZsoQfHx9b2xOHSWch0731wQztASV4d9o1Vn1XTdEviPESVP4XAX9hAjM7EDv%2B/0Ci7nZvXMYdw%2BGckc/At%2BDf4UnN0iuJsL46xAgHd8qfxyy7LIJWMq3t1q4AaoeLzYMwzAMwzAMwzAMwzAMwzAMwzAMw/gv%2BAdbRvMiBvsIXAAAAABJRU5ErkJggg%3D%3D
14 Botswana 0.886 %2BQrPsG8vjk4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjqa5awAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABlJJREFUeJztXGuX3CAIjUdF/v8fpoImYzJJOxvBTM96v2y7D3OH8BLBZZmYmJiYmJiYmJiYmJiYmJiY%2BBUgcC44j0/z%2BAmCK4hPE/kQ0aclOZZzZk5PszkFxRi889v/I8vXVxEH93XqQZh81QIHGAWhUHZQfmP9x3eAYuXrU1r1t4GHohfpW1gTBl/5imBdiKwTmSXmL4gY5echMu/owuN8o698AxIz9glFpPm7fgG36TZB%2BSnQk7YYm1fPIoS0yrIgE878dlLNbyR/JzwoajGwjERCh93DXoL8cd5cRdH8NIrkEa3zypQDHl96cKciJcg/SA9pSNhiG5wHZ4pXbkLM8xHaqZKmlCn/kAHbQ3iCdSqaCf6oy5/AO3yzgRGITJrFfCdWZGed/3S8sJk03RJzBmUzIBwfHNEF6HgqOx/%2BzJqU/g3MaZC//34Tx8qsImOdH/R5Wy9unuJYxU49ci5Rnr/iSNbxPN59jjWiDmQdXW%2BKSWsGMow15if2JmtpTVFxTAIFLJxe0rj5%2BDhi40iebbCXNDlXjTF7PvMok8MZP6s7l8d1i85RxlqtY5FLUyW4CZZ18ZtkbYxQ7aaftOzNV3dtGtCLQi86pEXYYoXBVEHiajQqpDky5rSLbBVkiwmLVyG9ViYRDf3eFhLybltrTSoVnq5c5m%2BAl8F4NdLi85ydLTb2oklanJ6VLTaCViad7RqMRJ0aYSiTzsvZaDW1stBWD6liG5T5Yqt1SZu02zIo1YV9K4igqx5Esh1SJw27DDIZSEXP92/Y0zQgvRhI2u%2B2RRaZuz5p2GcHUZ806Z%2BNxr0YDEgv%2Bj4v7BeM%2BgGM1H0eHXb6SX/nT067kEqHhDcalCui9iESHt6cSY0FlPXj6JfBpDDkdHZxKw52yGUmzeUrkq6o/YEjmZCOuq7aH7TBhjSW7pBEpCFwepOArvZVgNs6RhRqCkePZ0S6PIaS0E6957owivT6QjXO/uEtVpmQXhotFNpdi52Q1s/Ylx3p9QzsPoQ0AQACJkzS%2BNNH7xw70sHFLi8ipJt2Gput84E0dO51xRBzvoGYpV0%2BvnmVohrj/eeIL3p3IdrYe9biszuyVRaBVeXqhZ29c1NIop4Mm8P4e1jURpsAc0tI53Kc5R13L/p4bUQlKvZqY/AjSEuxjUJtUex%2BmsjAvBGQ32dUS5iytmWLsJY0v0rk08Uu82vXQ6t8Y/cQ3pLrLcjuw1o90CmXEdgSrSWdOoPJG9iFWpP2Fx2qt8GRRevE8wKcICk/Ie/HbdLRFdiXHp0ie%2BpgKWnxz9qL5hxP%2BRyuBVFn8nwBjq7qi1Ykm8Ot0qqpv2pZWSfXOAFZkWZtToQ2/VfRxntESULpWC1Ugs2QCq2TPEZ7uWDxBkGS/a05Sh39G6ATlHEdI42WlQ2WlmNUK42W9Q26uiTMWhxLVqDTPz6UjafNCU5BjuTqZ%2BIocxxmvWJSrVFv%2B%2BNOZEPlKDm1bi8a5HSULJWj6l9SjAIktQLbpl6pi5FeiJF5CFOFZkgc0HsKnxoqyuDqKWU2rm/IpQJkEJc0te0cNYxDrxbKvC0nSpTsB7jW3KOTtUzoJoowgvPrhLxPQ3zNYYZwXl4lY7g3P1lQh6AoDBnuS6/dJ3Sc8pVFelb4EfBVbGM53VOR0uqIPe/qhw/ErdzGhyK3HsuaPHjIttkp3hxK9o5n%2BseOMzeb8lNhQ3HCl5xyrnhzDLoD0JZV0B/nVrfD6CvWXGccPzW%2Ba2mguB%2B3BSkV8XfPmR1/fxQO5yJCY3vbW4kZz4Qtx4PGpfkL4KGpi2n7ItemHzDKtS9N84NkHMk/dQPMW7Gw3DiSebeqUzv94fUb%2BZOBbWX%2BLzgrf5f7X3Y6waNCnkecYrl9x2P0z916ddGpWDNOH1KM3BnCt%2By8rjmqt8U8dmcN%2BQtr4gsSslgboj5kQftCF1GlSfAu0oVmbipN3PAEG0eiZy5P2eFiZ0dP%2BbPPcD7tTf09GpY4rfrSg/cVfYKz8Z9gcBCoivAmU0k3vuO6swu8xzX92QltnBhc%2BHbOZ276y9V54RhylKrJGZIu9pIGZ9D0oA/cydU/mgd9DL6LKATKKUUMkLOnrw4pK2ifbn6736jg3ask9omvpfw/OOeE%2Bvt1eGJiYmJiYmJiYmJiYmJiYmJiYmLiN%2BIP1YwuQoxAYBEAAAAASUVORK5CYII%3D
15 San Marino 0.886 9wrPcK4vkE8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPiAXKgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABVxJREFUeJztXNmS4yAMDMX5/z/MCoFt7CQ%2BxmriqlU/7M7UOLgjdHO8XgqFQqFQKBQKhUKhOIGcf83gGnJIzpv4axpnwXStIdA/zxd1zsnFSje6RLoRjPs1px10dD3TbfAPFfWKbthwfKaos/tCtyE%2BT9SFsk97tPLTHAhTDgcPPUvUOdljys8S9UnKBGdOPYbHecr0rPVYMudQKNvz4ktPEHUgyrseY4Ns7a9tMfhrlF9FqxOIzBnk4GwJJdZa72P8GlG2H/sZ6ZBqsCbOFe236A6Z55/E8hwaYeN6gpkkz3%2BIB/pix7vqEAsvyujXlCfUb7QbzP1gp1fcm4khxy%2BUK4qu2%2B9/jwbC7QtaQnRAmZ8kr2Lil2fcwPyjUI7hlXfovD3%2B8bkwLLxwqM4lNpyizB9xn2dkmM8j%2BXJ2Qf9feCMp0ocAP8jnFZkx12ucXxzk3ydmiM8rYs7th6szS9/3TdgjfF5oYv4L5xcLe/OpaAVY7SOZlpb9jTNr9lpF4D6P3ujvcWYV8T1NdEpNTN1dzq9uthgB6/MWprc4F54da6zPE%2BO8YY30eSvOd4XTs0b6vLkwImu8P6FhsUagz0sTU%2BIsYTlpbtTgfN4sGRE5F8wzl1Ck51JfjHMZqTpoWMt3aoDLcV4EgXLUaco3BDkXtrEODlGPPOV1opyn/iOI9KQcwpybgjhIaTsphxO3GFYQiJ%2BeDEaec10LgJBuuSOCM68FIMJ4a3w7zFID2SIiYaom7k73Cq6BHBNAGlXQ2xpJDqUdIj4oa3RYV0iSyAYQEH11pbji825B8QG1GELm6UlePVjG0DKOylzpIdkMoVW%2BE9%2BtUnua0CaQE7fEph3IHmG00su2bIHYvre3wr6pWiB2h4P3wkKpw2FX3W0Udk48ceBmGzGWlQq7DWwvtohZ1jtx1oht1ZfiRbRKZGUDr%2BSU7oeoAvJgsAYQo8lFlHQoflRuwHdUdyo5mUXI2HDYWmKSFVfxG9glkdZRkbT1skMAGg6n3qOkCpL/zNAFVd96sZKOmsaChsN5cGHSyHC47G8TJo1MltI8i7KkkeGw20goStogtWMRtKj3cAYYDnNXhUsqYUK0rCb0XVhJvxoMLhz2ghbNPTLuAE3uN6uIZnnZoBxe9v0cila2AUZ63XUU9VFevs1WQS66/1W0RjQond7ku6JhF%2BY9VvuBpKvQ%2B7tRPmJj4MIdJkDvuGDj4oTrDPKmCKXeiFa6zsCsHq5dnHidQTFRdkDGWh/kM0mP8B8r9QAchcoIU1z5OEQVahGi7oXrAQehEPlHbymQgg6RnvbHEDEFnRMXdd8eBLUK5UXdHxhHdd2SsDDCqmYBdd2ERb06N4lrbyZRre6tEHlIX9JXr6wQeVg1GLnB48oKkQ17KzaNvUKAb3BIUnVXrxDok8xUDMi8oKtoMySBXL9MZL9YXxzK7NLffZu1EmGgs0LAfqs3UFi8/5bO8oA7/RbQxN5mnZfUeQhnDmR3WS%2Btf0nHvweKZDd311Mx2JiO4lwSyvh2lvAS5qQjjdGNgmCNce7v75uSjnvf/PprozEfTySfQkv9lzONo1CO2h8eyP%2BMZoXp7YztADDtP6hITTQ%2BHx0fAKZ9WdhshSTmwaqxoJikvTbJxQrL5TA/vFaH78i4RCCW0GQu3mcjjZzM0c1hPShq/9F%2BZcG0dy4b2T460jfvgG%2BWOxR3TvGvXhKDStv4L5cA5eCme4JGM9sF3wHj2/VFM/XlesrdS/5%2BB47tM0drG9fG92lsZ/BVO51sifkTpbtFoV0Ee/pyrmcgHV/IpVAoFAqFQqFQKBQKhUKhUCgUCoVCoVD8P/gHNVw4Mgp0uxQAAAAASUVORK5CYII%3D
16 Kosovo 0.881 9wvQky5vrlEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4vJx3QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABjNJREFUeJztXNuSgyAMLQME/v%2BHs0lQwd7UbSI6w3nadro2jSHXEx%2BPgYGBgYGBgYGBgYGBgYGB2yN67xL2luIQ0DtB7C3IAcSi5XwnqbPzcfrD3cRCMCzGHJ0LfYXZA4ScnINZve4OQiMfPg/La%2B86CrMX2QXEasX0GzoKsxfgcvsy3uIcokur1352I5dGWjtmzJ4MppcwexEdrN9AcNeP5q9HjyK6z%2B8%2Beh1wzvEsYkwuXdq0I3tqNgeMGUJKnpASBZxrn0j0HiFIlkfyBgJJ7srLcFHRUXTtA8TV8WM/IoDrnUoEks3nD4IhJyb%2BYmLHQP6NrOPLR8DRrwrXMZIo%2BV1%2B9tRrIAUbdt3XEJuyaLZX8srf735KJeJcIFCyGGKrYavACsUhQv8jiYk1h5mMI218NE%2B/qqlv%2BiBLFJQKYFOQSLVMhFzK3q/mbwrSmRgobHmOAjLnOWiGbpZNpiEK21umAGcnkxVBJxOJnoyUYorfXcMincA0%2BZjYJScp3wrrenYbeXaM8ptPBsksR%2BroXV6EZsd%2BstRFZlL0UctsKuCzpcbJWyR/%2BD%2BbSgH3%2BBw14FTG4vE%2BI7anFs/0IUvIjodTifXvjOc1z6AGNPIBB2tXsmSAJfuAs2JjXN/ho2YdV033zTxLB5hal4HHG2CYY1hSvZPMetW228yiPyAuZeNG7aCD9vjn8O98jer2yUjCCb3K6TswQmJd/WKRU1lg70EiyZlFXpfCj/kllEMI1mdxmrj5FOLvN3W%2BaZtFz2/gGiVlVDLCecaRbVWdNDv8i4bRW6ga586RanEXF995PFncc/U501cdpdQghfq%2BmhssQTKjf4S/z2hLy6Sdo4LUVdLS8poaoQvGmIsTitpHcSlFSWZN6yiRXNwn3UjlANMMX5VPeQ6QeWrg5yGCHtJyyOPR3Hk3KC0/XLh9RT19Fp6pfokoBBUCrSC76WwHXW2s4LkE4q6xlqXMtb43TMfKgMklmTSp%2BCj0pTlqmK5TqjfztaKSfQurQN2Zrr%2BhXlyrLOCqKluWGE0TJyqxtqS6AFPiyWJ7SYsIIB0lS%2BdRT/k/ulbvUZobybTAmK%2BuVjIGMTiTVH3B3Mt0WrGxHGdLN12NT407WXpX5witlvCVLtA5Qqs1FCabPkNoNUbfNKs45SCqtfaw0NXOcHmKjRsUysMZwUWzRcacHn9CGFduRlJ%2B/s9W9M7rS/Kr/hXelDIvqal6Uc6GbVoEIIIBfUVfD%2B3F/SNZKEWrDHoLn9CZzG8NmdxUf2abropqd3qN7KKR0A%2B7lQoyaTQSOlhZtQQVo9GLmdNjL201L3JWcygujYKRRvIrGV0FZB1gt/iQbZZukvTWrTyT6tBlQbaln6KFfZhctIU3iLXmi16BjS/pig7WQiO3B3myo0e6pETJ2Dzmiug44eojyEcnc55KoQMVtrcCeOnLKCttMPEWEVRMpFzNnuk2U9xUTKS0CU%2BgBM164Qr9t9uKzF5PGMF%2BUxQXBuCPUqOrMKeM1f7EDxk2pUi8PuI8/Erg2ol63P9dQkNRsBohagfiLPXuptCTcDwFpsB67mLAIvXLcu1bYH4atJG377YU8NhH5Sl0vuaD5DY7yFwHqztYIGUZB2oKyilMn4dp4BRcNlU9f7DOj7MzD9wfhSnbTFsTB957n/6hSt9vwa/kH19rf6FrLRIW5kjsp%2BciExfRH6kOyPRf3yqVHTy35/s%2BlEL4em%2BPIns5l54rVhCCevcnaeA7roOsL79720vlfYFnluTn9erI9dgriZ3XtBNzq3qbhwjj2HYrDTy9W1pGWdOOQiH0xjTvPeCqgG3bBaEs51ffgLzy0H0heIXi80iVXh4rsJaZMvzyvhZNUAuLiUYoxFGfygMc5lc/LWkYYTUcJjNg0qsgBYCraXjGqi61JSsooomJpjxJVcSWCnhB%2B32PGi3OWMVSQu3Ghf7Bbi%2Bq/0j3ETougflG5lEnl3aLA%2Bqoe7fHl257oZ16XSDt3AVsR7kXSDt3oX32S/9SaifamQnc5SBK56Ps1djMdC0g7KYg4oa7KLqMuuRRpuaDTEVIVxSkC3MT42BgSCDPT7xNXrrgxFHEwMDAwMDAwMDAwMDAwMDAwMDAwIAJ/gDf5k234aA5MAAAAABJRU5ErkJggg%3D%3D
17 Monaco 0.880 9gvQLrBvj04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlsWAuwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABflJREFUeJztXNuW6yAIrcvr//8wR9EkJjGdNoDpWYv9Mp2ZNiJuLirl9VIoFAqFQqFQKBQKhUKhUCgUiork4WkRvgQEa4xJ/5HY4KIxPjlvrHtalg%2BBSg6o42RN/F1lg0shem9tIUXWcgzJFWkhLPL/FsAFj6Ja66MvP71fRM%2BchmhselrGPSChmDFkvTYmV70CpID/Ci5T2/8OtaGIZSPyoGdy9w6cUww/Q23Ua5Nyp%2BQ9IMXCmF%2BgNqowtkUvSrZvZMI328fdn8siLOTNlL1Qcv%2BBiJb5oLJL0FhE/kPJGwDFfora6MOq7X2k5P6DT0X2tJjU50peUZboAWpnbSEx0bY%2BV/L68VAscjJHXFMzmG%2BVvACKsqe6v2BsZUa8P2xWtl2tQh5Z1Law0VCyibxcaVZkzwvb1BtMoD3JmjQnaS0j1VeJPBzOf0LSmmVu6%2BkYAlsxCvmktZfZMugHpS7ZgJFT9iYzWA6ZX8WYA7oSmnm8QS8zl2qguqBohLxItht3fMX1VLaVOyIsfiOPw2g5ddWcDEGyi2uvaEHlBECbFiHI5uLYrcYVdUgQJFOiPXPTOBuQeAIEWQnNEVSOqFpmJ4hb1CshsxBBVnIASyA8Q4IgqZGDL6gcIEAQML49WipwVS2zEiRUWTkD4Qm%2Bhhg2zwT1UcAcVPaohOYjSKhEFkzFCmIZhY0gTdECQeUwTNEJF0Gqoum7q7%2BAqmYiCNjiOmSCyg4OTYaHIK76faF8twdqh4cgPosrlqPvkCozAp0gxT4Eg8p%2BqOpa6RrK0xcNKj2ixR90gmR2iAaVHo0fZILkJRMOKrvB6khUgmRXN03mvKx%2BGZVEkGikstERgln3oRSC2JmKbvHlRSRIzqQnKnolNY0gORJ6Hnk%2BwzYagSDlEotHnM/QPPWLRJAoeQg7QNqGc%2BbuGvvbn7wHt5ECbuvLzmVHlnQJvoR8ZzI7NvdBkBmM/ftNrLDV01FyNMYt/YeoPo90Ai52q3AJzD5op/Zzkv8exVHTcuH7Xuc2stD1nu42wiNCE1M0PzMtrYiWGM/yrmW60OQiuGDSbEN0hjqi926y0DmpJOY6OaTCrH14HTAYb4nRLG/YYGa%2BhCU71AFLcKJO/AuUkpUXdWlx0vM2Ww6jryMKjdt5PyvLS7W6kOquMHUJcxx1McF2RUIab7lNmHJculbNeRod65ynuA/YNnXE/L3NeYL7cFsCTHQei4rlLTF1Bb5EO1xSpSRsiasJ1lFpR7zWtIfKknozwToYC6XJ9vweWxEoguqrVgOU9NTusAelpu/dmatYopcOl5NATBo6KkulH3sTLKDqp3OYQruXvQkiPPH%2BcHd6KRFfDiZYByI6qt49S%2Bxu02AvSDb5/gECVX5ucKBCNcMidPcLlWsnDIvO6Pf4sU852FU9OtcE%2Bp3DPg4yszqNlMBQMLHnF28CMizS4fBRhzSaU9XjuzaGEY6qBcYKpuFBPYfZnHYQiS0DCaMnsZQbnXNErivy8S0OyzXJOd9gIshYpTw%2BdbDJGvqpbzG%2BaWOqRdsFxAaOSqYxoZnquuJgD87w7CtC8xj58OCAvIrj2ny2uq7xbpZYbwpDD8RXeHtxrpRIUg8JzVh4e7ViFKmH9dechbeXpnFf6qGjZy0Wvrbnu1IP834a3Y5449zSvYYAg0B9PkOg4V2i4c776L8xiKfZmfAW7L9vLuK/vgke%2BIjBGQIRpb2PDVc0WNo3fIxzWCpfF%2Bc/A6q9Wlr3nBPSd9fuJ0LnxRL6XsQ7ub8a9UjoombB62vs6WPiqDdE%2BriJy5HQyYp//QRctMPGI6WNyyccORAaO90wync57IXcH4m9y2iha84zAa50svJHEV3XhukCXZp0o70NGVDldgC7P75vAbPm/W%2B6YQkD24jVDm0xhpRcnkF1MmHsHBuhm0E/1uvKhRSwJ55ZkGeAv/mzlymEdim%2Bc/mzAeDScQa1X14oq5D/Z0sPoDyry%2BD6MMoMgre9%2BNhHLPwfXSuz%2BLgCeQlmfLdOoVAoFAqFQqFQKBQKhUKhUCgUiin4B0fRgrbaFqfsAAAAAElFTkSuQmCC
18 Andorra 0.879 9wrPr24vj04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAN0xWAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABW9JREFUeJztnNGW4yAIhutR0fd/YRY0RhttN22gmQu%2Bsxez7Y4SgviLuo%2BHYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGIQLkHIP39IcJKcWMd9v0HszebZC5RKh/D3/W8s3iEAExOg/tY8gp8Od/xG4czEA2zMf2CXiXxm8h0RMleNwPe5biNoTiyicrH6Oz90%2BGp7oLpFCIFLclcP3kRXL2wUTM9HA3Rwm4XExJ7mhdhb6YHgWC87eaHR3Wl/7ync/OLmaHG632YRpwR8jZk4WY3zymNkhd02jL7//VykK8z9nZ0Zt%2B5%2BbK0kJ6lHvSH83U7j9urpCF07/Dk78rDLrT3iJnT2kEz7wlcSicT3fKKeY4HdJnP7canPukS4g8ZZLkgz73/9xqsjl89hs81WwKkGZ%2BNh9%2BbDWQAfGL30PSfDT18xjeJWx8cr8e6H38KDoWTSAvF7zz3f0cPWS/kI1Th4FStJdqqbp/XzBoGZ1Iqrkk0hTl61F20ysUaXYGKJxBakbDpwGNX42UM914j/RapV5jHqfGrBUdFBykoMVe49Pzy4yUmczpVjK/DgGiFB00cMTX1XkfH1lH%2B8FCsV2FB0n9KZ2XMx%2B1/%2BnsfYY2FqXy6IGkIt4xVA9HnQVN0HD007pefqmOWqskv/mC12bSPaQPhP9HxCGBCGcncrTWLNuHICdVSbuzpgbrLSOQZCWpKtNX1hmGzFGAYfxulTET9Zb9ixQdZAa9nLSbSZNUQplRLyuUnlnIDpFoRNZ3SuljKfC8QIDQvAVyOvqIH4Ma68JRIFvxskIvf4z6P7UCw3VX01jJOjqMGWoS0fmtGHJ9CIWAUhl/Qc/UooUnn6JiVRnbJCBbLHNRLzh6%2BpC1mRagipML%2B%2BQhXwAGvSRdKDlPutQOWmJ6I3A2lS6LRV1HF6NBWJKpLbUabHQSHjU6C/EBMlq8hvALo8UrTF5IlL/uIInXHyn30yCh5Zua5ZTspIc6SaW6P6KV98jiq/s4E6wWPe/kaFlN2kNc9yJgLQOBxHpiAaVojYlgW3sq7cWTgtTwRgs5DBqHTJJX2XDZPUFWy/vaB/FxyPSMJC0RHlvykG6UaQVZjQ0deo1zvUaCLme8%2BBKG2g6aBfuHxn4fvUV5TzBdhImHH/tDSa/v8SGenShzaO2Lt/jgTC3aMM%2B2oGR0n8mFy6ckpPUOvXH%2Bnw8Zf0ceHjx4TGpynYai1IG6MJyiKTOL3uFCVqgirZM67xu0yQW14lU99S8TzdyOL1ccoJzZU6ps8oaTT0KL/JLfEGOoZWilo8l8USEAHs4cfc2e6HMGFfFf2Gs1MiNm0AH9uIc8%2B6EMiT7G2U%2Bz6L3vIoLAQB%2BqMhLNvWaXSwIB0oezZnAwsSuPqy90V6GKE%2BHWQXPKZe90Ya45Eba%2BUvvh2lwQu8TVDOjWGeydXbG6LayuPvwpelxc2uhqyll7Q%2BTQ3YWds3rrrDb2E5s5V13bVy0Cph5Q%2BpnNLD1aT18c/YNUBQyjVn5dMBx3zp%2BtYEpctLezuommyLBtC6eWdfXIP5/47zcRdWqYb2wYzqm8v%2B62G9vuVuxfrG5z6TLukPP9pkX3mGLajZ2usdxxs%2B%2B5Trg6HcoLhmLt6s7Ni%2BdU5lDc5IXjIfm9KeWUq2c3XKCcKrLHO3CvN3w4S4uf2j3FomJaroS31PBSA9YsrWnaa5Z5riThehY3Lb8vV/Tvu%2Br%2B6mZtPYub5suVCKVSkG69L87FvLi8zbbVMUrmKLR7ZD6p3X47DWw5eE7BfPU9DtcNywPcb3ABAcbJLtZrhJz9whbQWLnVyheMM7Vb/jcOfxfSRJFkW7xj2jAMwzAMwzAMwzAMwzAMwzAM4y3/ANdHRRS%2Bx8QUAAAAAElFTkSuQmCC
19 Belarus 0.876 %2BQnQLq9QkW8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANhEp8QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABtFJREFUeJztXNuS2yAMDSMQ/P8PqxIXg7P2bhIJO53hPLSd7gYU%2BaA7fjwWFhYWFhYWFhYWFhYWFhYWFhYWFv5PEN0twdvwzoW7ZXgXToCYYvB3i/IyonOJXMH/wpLgHCsYRXJgllCA8PWiU1UvYv53LFz5brFZwwELPGWShEeSv%2B4W7AhEnnyK4J4RPD2IzUm6W8KfwCYiU4E1LPBe7Ef%2Bz8Q/ZrY8fAgU3HeYFMIwqPbHD5P8FHymeEa8n%2BKUz1oipm4K4ZAGWVphTvQBsvYvl3IHX5QMv/8WOIButvFeA84ig9iG%2BIcMbLGZILH9Ikvt75JaREa2a3%2BoWVCsN2Vn%2BciOPt4SUzUJwMWXfn37EBbN30ERD0Vp/s3N%2BfGIW5ejgJNEOwNrDIq9Ta%2BwY/fRbLSJV7jY3zQ1P4Seb%2B/NDoYPpHuNVmbApubMjvc/T/x46FpO85Y92BQLjO87Zi/O5kJNMxkHs5xKyPH%2BKs5dGITQk6fm2O4Tt0xXWg%2BW%2BWkv/5nO3HVS72UuQf5n3JRs4SKp426fGvJ/xk0Qqa%2Bgddrzma0W%2BvChEeDHxJH2fLPn9%2BEc6uJiyXcBZkvN8dy2RcqplebpiqnmPybXFzg02zYomZPKO4Rs3nFyBJIGxUpgqVMRVusepx5GPyiW9FleszpTab1bXJ%2Ba0uZa/ESCjOR46CM07EvMIwiNp86AHdidOMGsYnYcdWsgtGSJzejjJFXviWcgdA5j6tObdRb3/vajdOUHxNYXVeCUyGmv6GTUUqH25VnVFus9Ycdojs%2BMOLjlEzNYTXuHbZWS9liGJuSLOxstjSCbZYecJ5nHqHtDin8XSV8FboeDzN2i3w63ByydH6MtevEjWB/F/ux6S8XoaUJTNVrzI7ODQpRuVRRN21WHaBY/8nq1X5LEdhj2H7pvDbYBSGYHC5oKlYM6ZxmxRSAG9qN0F8oyckY8dotByTCvo1TF9mpXLum9VLtAkleI6ajXZoVUaKcnNbkOcC81sBSbZfUYkJpXiZgIMYvPdiPNbEfJJuxotcvAtgLCnw03PcSG6i31UIeJ03ix24/0J3EoQhsb0GMwp0kt9BBAwwVdBpQRHLX5GILRKzpnfNYTqAdweonNPmg8AJRRkb%2Bb7L%2BipxJ6qr0EVnIAbai%2BHT/9oX4VEXIuo9D1VjO4VGjSaXoj9aVCa3PmFiBdK7RU2hViN0d%2B0UF8lBBYamWKSlBzLxcKnYVNmv5zbEbvsrEMaOXIz4Xesrcr3HjGVo1UHMaWCF4SMD1a/gy6nnmsB8K8jHKCfHgkHQAFH9tTsi%2Bz7UEPn0eLcuVUW1FpT2lWc6EC21CAKAe1xYlYPepkm1cDvEgh5DlJ3WMNLQyYOmtUjNSW/Wu32g7xVPMRC4mDjcy9JznzJPrN/XEyblClSFcEp70HamNZexdupk/023E3iRZgaF5PtNQ1nTUxrFJga//2My11nfvQK8anOAaIMxpmw2YuFz2UW/wMWuZ6cpnf0rID84WanZRzax/SbFZOTxzG4GHmyI7cJNFZ1eMbP1OzW1APFR73NedOR6mbqSfFkpmqJnUv9ezjE1mtLCsxzmolEwfRSD2zfjpaPM%2BXJ3XT2sNJx5BmjbKSA327L5yciznTUWJjDYSWZOJQ13MmtJNDsJgfORm7m0IQn6Mlix72yRpoH%2B0Vr6W3H79cfEvWdk%2BCBkQvdQTtUnB65EwHcMnLvbVWPNCuNiiaM%2BScJJPcpU1keoG6DkRF5JRDnYYO9bR2HXyYo8jbkMFdU3KWg0XdQ0moixhciCn6PHu1XRBXhyLSqAAioyvk1JseRwdPkgQf5DpQBA1VgsEXH6Tanthx3ZXknFLIF8HxY0VFu9m%2BulwEFkYuHh9mbnK5r14JdvlC8wcMV7ZmfyDWgnE4fXzt6icblvYWhDeftLXMcg49/XFDerxkC8zu90TIk1a2pdhyEOPvMZ3fTzY99Vl/pwt/FsxvBb90t1EuJHfjEfIQKn8NErbvFO/9wQcnTPm9pgThRR%2B/6aByfbYu8hTnUh4%2Bu/j69Qi5at84wupzfosjoB5OCm6fvmH5ouHOF3zkQdEuUnv3CNSwwhef365YyAtXIDMvXv8ehBEiNmD3%2BtWFSu7OdrFYwsyF/AUgQKgtzntf45VfWFPfQhNHWTZbnK%2BljqS/mR9VPHmTUXieRm2FI6reKk9yULnZ8wVC52v6okuICXuVmELAFKqOU47N5b%2BlxWCRX5mABa8SQkY1JDF5hNFYy1vH3n2TyVyUV0YVjFofUcjyRUK/AjIOSy/CSy8UWlhYWFhYWFhYWFhYWFhYWFhYWFhYWFhY%2BH78Aw5%2Bfstoa6u4AAAAAElFTkSuQmCC
20 Egypt 0.875 %2BQrPsDBQbo4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAbt00LAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABxtJREFUeJztXImS3CoMHIrz/39YT%2BKwjcF7DK3ZvCo6qamNM4sb0QghjtdrY2NjY2NjY2NjY2NjY2NjY2NjY2Nj498GWfPXFH4Pa4wnis4Y6%2BmvyfwQwVzhIj0SJ%2B9DFITgn7/1CVhjQ2KygYRVKsxdT4koJGdND%2Bv4yzb8BWcypiNIPjab1ydehMP/TMXAlOtgTGqV4KYxt0LUYezwiIq9Qza9Fb7hpoZk7nBDKZqYkBaI0qMYPeumQzSnUuLLtx9HW5OadsyDv6NCxU9%2BIVN0LHy6PqkF0VFLryeaeckUTms6tuedc1fTdBqbWgNQtIqiSR2lCi8%2BhV5n2x/WE4m/wk0yx9c6D5PoQXrrmJTsXaFc/j8613QiPTRNmzx/o2Ms45TV0ke8k6Z4odyeSZMH99zgZFKOB4q1W0cI8lQD9tbXWAATY1J2y0Nlxu%2Bx1wlHMEBPvXwRt3LFzKPDKHTuSn4o0JlzPE0T7wOA6xqcpmb%2BHcTYjSqp%2BA/bGdrP/PLvwVVvw4qGPnr/H4zF9HaWSG0wM3OoizhNkv3ZsjSOsmIVtlVw1e70Scw5Ar1qbbWgMJTTQZpbFBve%2BMI6quijGALOubHWGMqru2BtADiH3qiF9X3wAqBKDsP5rl8vvTHhvV7I3j9AhDdGJhJ7KOgjk/bGAbo43cPsl3TDoBDqpWILRLFW4rubyrh/e7z/YJ9HIFOwogfSMqIr6MOaiHF2lGcBQ3zEIRO%2BJ3KRoEBdJmKTgCsoJEUSrsg8vx2kQGP3XIYFjoRWTH03wUwzi4BOiPwsaePM2D0XAR2vKDuQG2vJ%2BoHC9AoOD4D%2BiPvcKGGuhMeammeIQMH5mmO62lU84cshTe1NRJJmghwP9KTF%2BvIe3FvYAtCu7WVK2Lu9mNXicK5aDID1R55Hqj4pUab7QFUnrj84mmH31jmkpnCLsg3lCA9Lmg0br6NJy6sE1PxFCiK042eW6Ux2UPuRYBGOQ81ZLmCalm1dfVw4pJIwXTEbGRSXXsCMvW8e5AzHQF0xSnkwrZ1weQwsZOmIVclC9OHEGEEhVy8RUg1BynCTAdFH8RtRgXReNiixnTlDbI9o0yIMlQ0IsjQjzEO6LtUh/EfKBnAq6wuyalSXfX1sqVgHiCfLGKWz1aPMFWMfWwOUWIdCZDh9wuXlT%2BpNAhB19ZuwmKADyTrifW4IiBiqr8N4zwG2LIX2elh/V%2BmHT3sQllGGxf7Zek%2BsMxatJfc0yYCk5U5f2godmZ6I4zR/3X0UVw%2BdvHWgMUO2HDJUE4Mn91eM2bBln1eD/6BH2g/rnssTjlrrqLPgnjF0xeUOVElrRKYNY%2BIRRHrdCz1jdHog0jpBXsHYE1GW1toZJRicHsrSmqSHcRxEWmmPUcXN1MvegzQj0wbfz7CW/XSbAyhtQatwnanXZwHFCMqbcX3n9dYHhSIMrc1%2Bx1uuiliP8nI8rReZVnRrGesjWSq5bmXSrOpTIOsrJaFk8rRJX8PqdS3mSBqSqvoa5x4EQCo8y1kzyGs49jAhErSiMFCm%2B0uEZmpErlMIa%2BRM7zh2riBWLKW14icObdV5OcS9SiGa4fSJ4qsxaw4cln7meFzZjJYg6%2BNBzqoAyvkesiUUtCbH%2BtCNTA/Iwhwqw%2BI0NjdPkVcyMI4qwDaKfQc5uQF6FWnsfZ8DuM0tfuxA3iSH%2Bi78x0gDd9nfT33qIR86xhQVPiVq9ncRZaBggHuLvgDJxrwIOkTD4cBHnF7OgqNOD3Nk%2BomImsrAG2bbZ38PFofOibAesWVoIbtOJZxWXMCoaBLMJyzX1SiJXtLui9S2x4o4AK/K4bS2QI5lHdCoWLLTugI5/RNo/C1zAHKK2Q869047TCBcS0GdGZngapCAkUdrL9DpnAm6M2GYweWIPLQGxv4wEaRBL5kIjaOO%2BbzZlSbEfVwnyBqsw/0cG0IfXRpzeo/DEgbOkINAXaKX0KxHzi8PiJhuO3oj7gT25Qx2h7QeMd2za9P3vIenM%2BglaFp5y5BS96iJHA9XD1qL00Npv8A4ASDM8bOvr1SQdMv7tp4kert7Lt4ES%2BPrATatnJubrevlS0XeLlHg7beGdAusnYlhvAHtd8Ym1wtBzPxtv6B8LdiP39HhepWPtda5VG7iCj/v4LcpNju6n%2BmV7LtDOoUYk3P2ftPZpSJcE65Kyve2zS5uS1fScneT%2B6H7gR3ezDfLpVyNp3o81S0j/%2BykmvxHPiz/5Q9XPngSIEfLj6IxpDt4Oeac714iH%2BSWvCTVcSe/AvdtlcqHlfO3/IvJlkpx6ymQLgK13yi03rMRWg3/AWQyNn59x2K5hxF5CcsyqFxzFadXMJGP%2BTq9%2BI8Y%2BQIK5bYrJ07EF2S/k5%2BmH90o9Sfgzni/BFIq8b%2B4nJM9CVt57rI3NjY2NjY2NjY2NjY2NjY2NjY23sF/PtlV/vD4ZSYAAAAASUVORK5CYII%3D
21 Macedonia 0.866 %2BArQTi2OsXEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4xJLLQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABcJJREFUeJztXImO3CAMHYQ5/v%2BHXRtIwhzJJMFmtpKfWq26nSEPY3xh8ngYDAaDwWAwGAwGg8FgMBgMBoPB8L8DMQAjIP6ayhkg5ORdD58y/GHqCJH5%2BpgzBBIyhgA5t99txMGHX7LsgTkVbuFdqqQrzDxV3kgfm87uI0IkKvkD4fKfgYln4h0DZvc3SCOQkOOu3hLNVBSCZ8YCp78/36DBO7%2B31SAVxSjLEIp2Ox%2BQf/yUdUj7lLGIlvhhqoYEEMGT3Il%2BnEvzhdYu5QcUpamagDnmajSQfp1JtWEWx1eQZuRdyr6p8ht4prRAv1GQ8vD%2B35m0N9OuJKlicPvz4clG2o0TOL6CFLWnFWJ%2B8oTuyIXwfH%2Bh1iStXi1D3WqRXB/7wvRNZ0mz57MGtl0d7%2BhI0le8Bk3a%2BbkaAuwgWLaNdXD56hBsBy9/aQTMmRQCSFypEPA3hMasxZntA8gAx7LVsO4nf7jt9kBLlaSp7YLkzB65rC3bEH76rYFw2mYsgdrmCJH99N11DkeRlhgwcjyR%2BiCU5kCqfXc859RzAraur/pbjMjtHcX2XdfyEb8c39wGZSb%2BvmpCDbL1eBPhGwb5%2B6AcuUJUCkZoz90xyMfgIUPJD5LKpnS0DeW3TVk80EpoaHQVx9skwamvvEgonlTZ6Lg4xqTgIaNTSpKgSfiuZz1C1rKo6JvlUCiJgFp8A20Jb3vWfXi12hCJuvyUN05BsaDVtDoIriWWP1ExkMQ2tNhOpJCZ0pSEqsWsWMcWs0%2BtJKBm8ApCHdxLCabw5eBANTdqWzEJbUXSsxAQlEtC2bWau0ygUMtuoBAX9Gj6gUIWqq5YVK7fY0skZEw11L2hnjc3qXB2NEwba7yI6gVlaHbDfylenkGr12mr9KrUDwQY1uvmo7J6EbyzG8MV91RnnfQLWH59hB8l3fbHQJHg4pO6TOY2clWPCVXZuARLfnjT10hG33hs20Yg6arGPkwg3WxeFgjMoChGULd46zMkIuCaCcGEY7%2B2miLBR1HqGaTrvhk3HYzIUcdM0uMZVztbmUdaIONy7Wxlok6P1wtd65qaaD3Gj/qXASbaaTnSEz3ieDy5Gvp5scf49omLqZ8X5QmkG4vVnBdPC3QK%2BXakOi9zCRJBXlWQeTlilnCJvnnXWdm4SDWv1f9n1T3ITksMVmU8q8IkUmLCtlyTanki1mNpRhErZ%2B4hu9KWmtJ4fQm3LhJlS116w31KwzWPp5MbXUsd1tRw/Cm4GQ1d/YiSBzpdmhkVRY0DzTnv6CydZkzNDWiSo23i9WqmGmkHCu5z6DwhqImaRpYk3R/cKPQCbQN7SYvaNxVriZq9rWirB/bHkUlF1OQEEWUDsl5BhhvcQvRvXfdYeiqFvUDfPng7BMP%2B6sizloH70Fc5in7l7u1FBO5QjcTZhwDlmL2lFgHZgQPK9272xdc7Lemx3PBza8DY%2Bhr8cgcw8rSEOT8fV7/3mn79uqt6nP3yTeBLO%2B3ig9YtDNf3JuLV5obdlotWJFRqbijruz75oloftxWo%2BauCLnK8JpzDIvnlZbuGPgW41K%2BSDnQWv97hGcNTgRpOd/Lzfafdj2pzfjy72dOyjgfTU%2Bf82jF3kjUcKPQEzq/JFpy4NXF40SmMn4B/x2ux5sRDj7qAz0x6HG%2Bx48t9xLfPHzlPnHWHsqhnpkghhvXJe9LCzB56typwdM1VFrzYy%2BXOZhKeHg6eX3sASyeB370leTBZcaBvl3/4GnXcnt/is2U%2BvsZCoYSdn4YBP%2BO%2B1vq4vFxE6eIJ4Kvuj3KixPMJiZIQv9/9gPuXnNXhHQZCfaXEKuGCo8uzTPl375xYuaYcSlaycaEsZYczB4ual7S%2BASIAi3ph0N46cfCN9taJGeTO48T7PSZZuWuo6atL5U0qWK6Pf3qTyt/Df/fOmg3/2duBDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwCOIf7wI80A8Fus8AAAAASUVORK5CYII%3D
22 Nicaragua 0.866 %2BQnQrjBwj08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKALYLgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABmZJREFUeJztXOuSqyAMrgOBvP8L5yQgSBW7VRPtmeH7tdtWjDF3El6vgYGBgYGBgYGBgYGBgYGBgYGBgWdA9AJPT1NxEG7KwMn5p2n5Fjg1eJqYLwFMqkcKURj%2BXwhJyHIxi0h8mpwKol32kRdSRY7xl2SDEgdh9SnwY1CE/F2kLCKJ4b8AYaV3b6KKmGQCEpOnmJ8npn9%2BQ6AhvXtaeMiiMrFdK6YCK5l%2BFpOnkQkUspiPIZPnpiwIUwyALWNFjB4lmiBE74rHYMYmY%2BZczOrmnAsdQYDo7ic1gzBT6H0MyO88hBh9pX/qaWUBPiPThEk0A6S7o49Ft4T36Vk%2B2Qd4Qj6AaXQzwYIkCu33wSXXt3c93W6nCV3VthkrmtOvmO6uQCe4e4kWktc8hGw5Nr/064erCLvibgF2bX5zv91Igt2K6woJtVdgUCKuD4o9IsIHB8dkd2N%2BP7XOxtKpY/91w6e7ErbesCLUS7xpJMJs3kqGfC5ffLqux2yo8uEtIxH2vj02h49eJINzq/UPQsNdO0cDfcp88ol/3ZYfeCUBrmdvtIFdq5aC428uZxF5e014R%2BYSptjljP9Wh%2BhtBbqD0Xs0wwEdateIN/iWHZolhzrgF5ZV8IZ4CcvdkEPP%2BinBUQMb5kekG7ItKGYW2%2BSOTpQuYnpIfkHmWkjFbrBFDsXuoZjnvpx/Wsrz5bQbRemBOTpH9xJ%2BhkwqnUyoxWrEI3pwEkXRmXj5Q8h1Ek/AKW6xqPk7BHpWnhJfpHKcO63%2BeEMmXr2AX5SHrpS1JHrSIGwfgMxfj4jvSR1cKVwEW6LprRrwdis6r0t%2BEzupQswFx%2B%2B5dqilPcQKYRl38PpFC/XuAhOiJatx6oejlxD4lXlDVpNF7iYFD7BktUVck6o03q7%2BaFK7SmuiXTj9qZxxFpkRZBbmkfP6oc0cUger%2BIPVRV8%2BYqaWrFSR/a2%2Bxy1ssNpjdt5AqAux0UY%2BpHzr1LW8aCCY2I95Z0qZH1QEzsR%2BSIQH%2BhvYUFXbGwi1z1uZ2ssu/srC6B0rw3yP6sAVnCKtk/rwV/X2JCqDFSy1X6kcWRW6l13Py28S1oYiWBG9RKXuopJLWp%2BohIghxNQ4YLR7XW3eVfNBUy5WYbOvDVYhb/XfF7mSN6rj0sFFkUzsqKAyI14Lxihbivi2wX1V5PZQg45wMYKUcqgk3K3q/TzRUqhb14xMiKYYqyhfJnouK7YfmBDdCqAC0Zu9NYsonbSJfq2CZxPr0XY%2B6jiC921kE%2BfSbi0pcYVaCVF5e707VDeu9CpDs4VjkuTHlmgtTZfOSyjbb9pEY3BNkynpxetLc6J6ZaK2e%2Bd/VYuQfqZaPfMMkt0vCb7qmxRdSS9O2%2BYxN1iksaS2utapxP/a5RQKk2cRKamttvOKyQOol2Nhck30q543Q4r6tJeNc99vbk7Vz5vZ9Dn13AXaBi0bh%2Bsm9T1sWgIPo6o66416oXfJ8G3qj6/dnrbTy8WwCFzelAMDfgfVNdvxhVnJndmmjhbCWwKQiDXZJVddNCxKUtRQcfd6wZGuuy/WqsbDtuPb6W2O5xmp/Kd9x4fWWkuR07q1XnF/y5fw0W67dgZtpypOwlXjYbQb1wCVCtWpSyethLe05ekQ7edwifpzDbogrfaaKcv0HU3IeZtAhdcBOVu5QzgEbEE2YwjnEB3cIRyCJI4qVAeLTq4dnOmU7gLvHK1NJdruXM6hVaKa0f8KnEjH7jDTAdDfMzzKYKrxYk/C1etPQGbKLjHKpDPxz5u66UpnAlhOle2DLV88m6BLav/MqDjf2bnjExev2dI/dY4AnDrjIk1Rusem2/Mm6UF1zPOqj571Age9ozymWI1b3cqWijDzGt3fpoTqcQ7%2B4UNIhBKPktL8EbHJGP8yF/f0gR7JZE9psG9XvmVAv9lMhZvi6H1gSvgmJ0dM9GbZaXsUAj0r1K8Sq%2BLci9OeeEBlwGRzeMPXc62GCPK2y6kYieuMpQdq64LuGJz8HgTL2SQxnRCQJsn9uiXYn3KmliDhshz9MhuU2JmcUsgj1AHtbn2KnlcTnjDdm7l8B3ozF/RaJ8T%2Bl87m2oVYmfZ/90u6uAtxiUDlFKY0Fvz7mHv0xRtCMOjWtwHN50rlE9zMJ6/VwBp5f/VAA%2BThv6N5YGBgYGBgYGBgYGBgYGBgYGBgYGBgYGCgh38k3kQ5pjE1lQAAAABJRU5ErkJggg%3D%3D
23 Nigeria 0.862 %2BgvPsI4ucE8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQ6m1dAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABahJREFUeJztnGuX6yoIhuNS0f//hzmAmubatA1Mu8/i%2BbJnd1J9g4D3mSbHcRzHcRzHcRzHcRzHcRzHcb4CQq0lJyGXWvHbgq7AmlNgomiOUf6Tyu8qh5KaQlhIJLvn9vEP6sYaz5UhFP7tL9mbJJV8qQlZ96W5kVCUdlxHBsTmxHD9NNCr5aeaJAZMVZcWZhJq5LY5x%2BeKJn7JZ9bOXFIOWVnntgqKMXZWklGz2PvSSiT7pFHa65MtQlXX2slRFGISySIn9M8ugEg%2BIglm6b8Yx0vTTy%2B42ke0CmoIq/DLC58Vf99/EbGmsPCrZlZsVhbglVf/TDSpo6ZOm%2BJLSP2n2kRtqy9iUFZbKOdQ25C30Lvxh/MzcBGun4JUB7nGPqikbandydmLmHT1BL8JNQC/bteFw%2BzL50ooNqIz%2Bd5BxABVDyxC3kd%2BqotvzVrL3Ah1ROCqdAvRNdSTeEmt/WGWGR7PpYVB68JzEWHdZClO%2BnCsn0UL/WppJ25/yhclRTLpstWfxVuy6GHyKyl5AI9eaP35eRlgkPXe0iwgFoRtToB9chmPB23/gLT00zvU04Aj59d1EEqyWj3tWZeNuyx4lxzU0ijl6%2BMmy7GskuVt0qkrvg/GJ8G4Cdxb9ai2G5z3I5r1VEUDTOzWZzGtFO0MKkfIuYMo1pO1J0RwEtaKLUpjGcVmE076bNBLUjkUbdEnptYTDfqa2RAHpt6Nxe%2BUX9SHBeRyG5NClIm5WvE5qxX2IK0TiHInXgJPpNSHjXXdYfPShGanm8QO2g4i5c5E3ZwKYpGi2yVOUuRCpupAaZSN%2BqJhNfvVXfborWiwRvjwD5p%2BqpY%2BUpNeNpp5pOqivHxQe8nJwj9GSlI2NE0n5B9ejFEtd1r2L1E5Nc0ubdC/xO4U2vPwbg3Qmouv6K2oPcUYeSmZrMTO2VTZ0j0OUTn5N1okVvUtlzKLNrC0VWebpUCI%2BmPTiU1RpQp10SzWbM9Molx/hJDaEK/YbD5JzgP1ZMqi7fYmSbTySlgrNnEHbrIbwqXLppF6K5Kl7TRPMi3UL5ZEH%2B4N6RBp9mmQlsTSZrvtbGn9wmWObJGiG8FgFtdFm3kHdS5Rf%2ByoPUneALvNLxVMj48A79oZbNNGU%2Bew0cz9lVmSVl/0HvBhO4typ35Ix6RkKtcq4cWQjVqRXNoqElOwOgLEoo2cmveAbexBoWLl1BQuNi7Nk4piYw8w62p5WQlMyubZkFW0cCY18Y8UklkybacTDYI8muWOSWYtFse4KoWh1enBtsB7uOV3CzRMpV302Ub2x3AU6ltipq226VSQZx%2BW8Z2ZoSle0qRxOLEiu/FQjbbHvPvM4q6p2cseB9KNDT310SPeOcGEfFSdD/Xm3ge%2BdlL8c0ZXW290i2xW7kuidN3YhkpWObpX2H64MSJbrEHIRAjMRv9zhS0QuXU/k70%2BvMxHqI2dY%2BzTHpx2fpXNDhO0kiydQ5o2Pi6J8O2s92yUNwPQdqrDbILfaH7BTlgKjXHeXajAvSfg%2BQFZC%2BRaR3nHIekbu5Y5P4psg5wVeONcIR40i93VkFMVMgaW9T24rvpooefvNXfVfKHohVxytMhfv6B5ZN34SqrdZ7bFlZG/hcycseXtiySwe0C%2BaqfsGWKunrWfStieagHDvZtr%2BOrKCx3b5uZLeenKpR0y1Lzs11eZUa72Gcu6ojn183H84p0gfdnMDbxcEX%2B49PPrqn%2BJDNfysfkSO3M/84R8q%2Bc3JE8yp%2BGLUQd6kPU2Q/MV7KNHvgVvW8ol1FiAz90sbjD1C5KQf%2B2y%2BxgNYZkvz8JYasDxyW8pZuKINKzlMU0Yf78hpPLCmOrP6WPUnKaF5sHXk/IZuNfau3eDw5JqwF5vsv9TDHdZ2jr%2BA38%2BpYPp9zKE4ziO4ziO4ziO4ziO4ziO4ziO4ziO4zjO/5H/ANbDKPWj962VAAAAAElFTkSuQmCC
24 Gabon 0.861 %2BgrPjq8vT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFsXA9AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABxNJREFUeJztXA2T4yAIraOI//8Pc4BJmrRJ6jZgczO%2Bmb297XbNKyJfoo/HwMDAwMDAwMDAwMDAwMDAwMDAwMBABxDR5qefEWkDBmCEEEpBTKVAKTEEiCnnh34Y/gCYMP%2Ba5wbMNwIwz3dAWb0cf010DRaxfqfEks4Zc0mZWMp5/TkSf%2BGPia5AIZz8EkU7VEMg3EhBTkmvkO5E%2BhHbSMf/jzTPR7iTGUwtZgHvxbmJNN3M4rWSvpWgHxCJMmJRsKHeZRfutAwplx1HyE57S/1GKp0nL/2Ub5U5KHNc0Sw3UemcJCwqmWCHD2H97cwb7uDDCZlTqrI8WogkEk9VldMUn/wQlNazf2I9iBU%2Byhv5/X2onTFJK1tw6hEJQWjn31oPpbyxBPDBjXOICvK1/BEWifx86B0z2L700bnIAkhPm4eTXQToszhZmePbNDd4RJmeSprUHCJCZd5B3izm9P6YpoBJViT/dVaqmjtCwR7LE3fE/Pis04L8zBRXn5rcXQ6rBuzOZgvpRY/LZojGpOdrsDKWfQ1sUg9eDEmG2L7amPR8C4qHjjg1P5knK71IemeNGEDypCKcD51DO2lZjxuWTkuxhnG88EOEmBhR/9X/RwB95S9z/MK6NZX/EyRNoufKj8p%2B/lde0df/MiKzXv8YHUStksA/MztD2axG%2B%2BSRRBLEy4djZ7t4Z1u1icYKIsqaQyrGsTBbvpVaJ%2BP0IMrgrLbp81v/BIpPt4jWMSsHkIjxwA9eQV7kYB5nk18kVmaq1qXUxdI5kJ4VxLyGIzGdW8zLCoIJODMwXi9inVVDbIedMJV4zNe4pNzBK05XV7tfQbs8cChOVRaeQ5cEoLCJjk4bgvklh7ECem6kpcAZosMcwhTEqW8xFrgmh9FBHqLREXQzsBQpJhqOrXuK6FF0eq06mw79EKlYG7yHxEv4LJNH0whEQzFWbPulyL5FLHUCex9Q41Gyr/8K47r%2BPEirkMHccZVlB55eS46XMQVKxVw/wLFtINVlna2f4LkvnOeho0OQZzviE0vlx9p%2BFPvltyBWvyWSsSUNx8W7y6A5mCbjZ4S3EqchMGUUxTZ2ihzSeO9Xyt6iraVG/14HMs9Ak0uMvsGk2dcd11zs79KfkYkwhMtLp8YEJRRHI71BlkddHEO3%2BzQgjX32stnmXW5QeNbPO23Ac3R6vatiaZOxjgqOEAzaV2ZRYzfS0cCHgXQg8droRhoMnKLYOrbR/Uib7BRJIMMBWDfrYeIQch3GPn3bBRmZqepXmja8ryMb5XR1F7z08YholWpo3GGfKO%2Bi2Oj0oyqIdSJ0gGIS5gnk03N23%2BOsCkQwCs2CJkKlR3QapavJZCScuyXcW9Ao2HV8TLue/v2hGLLZNsayV4vOClJk8VhpYQ327OzREdjvGnZWa1ztWRlTSIHasrVmzgYMm1PegRJRWpYq5hTGM0SFaNwNNGUwnktRtANMGz7EgCTfRm3p%2BrDtUpGW54t2ms4DAZJEI5s6g2qqL/hErZ%2BcdWXmGgJbLpqpefhrlQ7TLvUxbRBXaHssgy7u59e/PdmDFMWQ40i2sQJcEjXUmOK4rxsCRfuiEF0S9dw2e1SbF0F7hGTpyj5%2BmmzZe1heuw9Eoy2qS2/AC%2BpBs%2Bl5NUEUatMtehXBWeu%2BVY%2BlM/o1C1RJaGNecgoi6XuHNZPO2%2BnSzgaQzl6/ncrYmFgQrb89hOs8R5sqkmhN7dhn0vZdrBUfvNqKC4stp8kekByvXMQonrVUxc5qjuo5UEpe4bpaEEqfVrn6z2rYi56f5MR4Xn%2BTmwIkqmUOyeagDu0j6rnK/qlZsV7RUOqGjZwHXf0uAtOcrqUQRUl1PM8ocrk74lS5eaaz6lE%2BZJInq49hHtKe7ILnjRcngmmbaf1UAfLH4S6D0iLr4zc1J9V5ikky%2BWYYFD9LuvXsWPbfvp5AnyOnxqNB/TjXgsL509pOfmBHztPKP9GOdHTubw3y84EHD4ynGWNLusDG2ucg38kj05lHn/3GCbJ7q84e8KRKhunklKWAVcO1wnYIVexDYdPZhvH%2BOeguUBWJB5UyOvbLu8fN%2B4GfDge04Uir3y8i6A1WEY48YYd23Dcfv6f8qBvDyPnMm10Oe0ZY0gLzRuYvICcIKUN4Fff7lWd6O0yD0%2BmBmlNRqfe7bC6meUqb6u0w3jtNzaA59c96o87qKiCRPydVuWjCdR/GiqcfIUw1M4xyO%2BFy0198SbjugBdDQYglCWVRiFRe72C6Cd58RS7TQc5OnU/fgF688twxCn36Lb6F1ARmgrL8tDZ6oYbWCUuvcqrFJRF1j8aFa8jVXM8ZDQS9AujnF1t9gFbkFoFn9/qLDUTGz7XHvrHcXc4PEXVyOOjmDJKq462N3B7cG0JcgP%2BddgwMDAwMDAwMDAwMDAwMDDThH8w3XzEtEMKAAAAAAElFTkSuQmCC
25 Bajo Nuevo Bank (Petrel Is.) 0.860 9gvQLnCPr04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAiwfV0QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABKlJREFUeJztm9mSozAMRXF5/f8f1khewGEJoSNhMqXzNpUauC20WbanSVEURVEURVEURVEURVEURVEURVEURfk/gdEC/oA3brSEyyRj4q/Z2puYjB%2Bt4hLgTYApmDRayAUgGI%2BuAdH8joOg2OIYYOyvqAY7u4UzYaiUj0HNS67zv%2BHWztguP6On/EC2xvQcQrSZGHxy9uFuDSlYg6BaIsb8L7T8Y2WDjzsKIXlSHtIDdYNDxdEHKimb36KhD%2BAfJhuSNdbDnJ7XP6Nbu4B/1JNC0qFk/Pyo%2BSC9OWqdsLLvfYcxoFaS3JeUDaV1ItmPcBLAFJeDzNl3CTmUH7EnseN9BM1cmmb3vsvAz1B%2Bxr9ttLFdc4l01hlBWxGgsceuDVL72P5cyLIiOP0DRWlSS8d/Ruhav3H9SJNaO/4zuhUBvA1aSXyVelRSNnQrglGqfW3v36XnFd2KYIzq1Hzjytu7FQEM6Fjdkp4vWKxfEbjbM1%2Bz00lJOfx/RLp7%2BVircrpsrX6he/PYzJV88UFJ2TDMrcvbYLfjPyX0bn2jg%2BT3fpyeV/T2vdFBgAx03PGf0aUNsJFN1QkBy/GFkrKhG6amu0xNUfi%2B4z9jcevbYhENfa2kbJhXBLeZGoz/uiGeVwR3eTU2d98X4MWt/R0TbPRCjkHAXGPgji0OxzMFWFYE0X7/tLOXWSbLzCsC%2BVBEzVyGaTVc3D9QM99gv7l1lM0f5M98wd5WBLL5gzr%2BYPieV8uhk3Tq3PGzfsvi1pJOnUsK8wtKjbFSXXXt%2BIF5gy23TlKZunX83P6X3TrIiJ47/sQd6bQi8IzBvbB0/PzpKVHTKJDzuo5fwCjBSKwU%2B46fM01XqMqyi37p%2BAVEY0ZiF/06RJIQPc9fuVjP%2BEUCPTF2YdPOEEmkucGPyfhY9LZV1RbJTmgJxq0j2ot9jRGRjgwrIutUb71Vyd17ZKhzZD01tNoXFmkjbWA/NUSbsouxBdZGxRDMA7J5%2B5sQSNQ1Trj3YLpEKpA%2BWhrlPplKB3rqdjx/JM4eF7ibdd/ikX1guMQ2/9y3JT/2mpgktxbrOQ3H7R/9ClHgwHWOR%2B6B8mvm53brqcYjs3%2B8Pq7bI2CD4pH3E64/HEjsmNMRPE5jbAa9IjvmGI%2BMj93JcjIHrpn2AjI7E3WhewSO7QLLbioS2ltED%2BH5hvsTD5l9frRF5NjiOlIn5dbef39o9NAPhO4RYOX6/tDo8ThMxq3pqd8eGn1XpWROZeXK9dWU5a0u4J46tXcG6BYHlznwAHDJh3whQiRb54EZ/DUeN2cQi9p24cQ7kNmnK2M%2B96f9/U4zwIvaJKS2UVT/xdhZ81rtTTd46sGPq8mPrhEMUNuoJ9U/Tn7ouFWtGaC20cZPZ8mPwqxd5LImDr7L1cZPR8mvV5ttm8bfvpiykf1OPOYUVtXG2ROecc9lWm4U1XjsygOG2Yvf0qrnAWYuuCKbNNnj8vCou1tEKlf3kjkqD/nq36MkE3R1z/p9f80XQu1jHKMn3/zEoFvf/MwO/sibn4X1Hdvi4TE8945tBZz39TZzvKEBUhRFURRFURRFURRFURRFURRFURRF%2BU3%2BAQirQsZMAzgaAAAAAElFTkSuQmCC
26 Uganda 0.859 %2BQrQLq5Ojm4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyCS70wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABttJREFUeJztXImO4yAMLeLy//%2Bw14YkJeRoMn1utxJPmqnazoBjjPGFH4%2BBgYGBgYGBgYGBgYGBl2AX%2Bds03AV75/y3ibgJdi4491usFj6nh3Px23TcgfK5/P42ITcgfCZ5oV8iWmgO%2BipCTd%2BmZQGHkCoC61bj9X4r8lyQXQxf34scUo6iylp4n53L7R8tND/0%2B2/uxeApK7k%2BZiocVgjH66dC9sxS2X0zzcJp91mx1sNhOdM4FaZRWi22EE1RniOEWL7Wb9dyrP/WroIxyUqGkp2VkFzfPCkm72cp8WmmbkK790IVoI/INbuJQ8E7X9c/Trp3fiKfBSks%2ByxkijFOT9mMxEVE0sMeajbUueucvjCL6qZiUb90wDtOsf%2BSXfafOM95noSTdzHPCoBFFJKueD4jQWWpeyZ58mBE6hNxmkNJbmYrQkP0UonJtvTrHZvtOU2V0SK5fs0gUXC6IV8bnEJ2a0uLIjInup4IaVdyyV07mtv/5k8Y1ln1czzyO/ga05oBnmrHEkGF4EhBXEZaNN2HlIdDnAfC7CpJH9DT3Bzfb46Uq3YM9jJ9cnb8YayyZOZEM9RyD4XqaGyf6q5HjleoNtbTagthd41SrYaUHdl6CqKHV6rpyjn6V2SX8K5GUGVk5wuQ6A2UvmuQhGKzvRiUHWL3w5lCLlkZelOYk/GbRlWSmKsGFgjPvlzE2zdcfUq8iNBMazRYSZE8Z6D3wizK0UQ7iViLKQI2nBbhMArQilgzo7f4IhxsdAzoSoLZ8WSCt3IzhC1y2iKlelGjBgpvAvsYoKG9sJijyc5ISJqFAbLkqeWsRPpR93rE7cUnox8Gh/iCJGoPx%2BrmOClHQLCJ3wurCRZO4MbBKtFCZxSpQIarabVkVIPRFlQzTnuILlq9F%2BdIQ5/APbMgw0Q69VyVE6CG8DHjtyPDbIS4F07iIAKI348RxOpDMyYa8JpAzv5GOhZY%2BDCgtNGx92ZxOmL0EvtDJRENop0EWb1wSNnr7MqfpkNo6nT05AESpO7BkDMxH8gtm9AMEmq/LwNsFb5HHIp8EI0mKxMVMfDBPsxmZnUAjLy7DzXiaxVPZoBOoh2ij5OIACCIzlu1GbxlCg3hOW81HvUpcSjYAzjdB7uZ7MT5UR2u9zndWR7CiNNqjjeh/taOQN7FmuglM2wE3YWEJpqMadZgL5roZFz651WVgok2L3gu42OJZrMo74xid2CJtnBUVuDivwGIrnqaS/raVqDDVB55ZMDfQBmCawGmpUCLbeBiJEwdRVH1Ftmybhq/lJEceB13oFaexjeMaW7isMfe/2WkSvTb45xDRGMm9chVuoMgHDAol%2BjQTMAAHaUPbl6C1oaqDkMWd8bTVLt1MVebXwbUUNQKc%2BMCxZV58L7GSw5fs7TByjwA5MfFGzyO5YGwLhUDTOcNSgN6rLf5nvd/E5pAzLaXI7ogN%2BAQ9%2B4sEwCAmhwtoxFHiyp9xDhHCH1hO0JLl/xytFPTm7APYq5yl8NQPmJnH0BW1dcLmlb6Y5NpAugOPVt0ELNrKL0z1Ce0/4I5Ama2FXsDASGIy5i7ieb3sUmeIuZZJM7oKPed24mYpjHHTVid%2Bg0OmIUbCQsGUp36dEICMHpVxYAvit1cfmJAKj91FiOa1ZvDEKo6KtD3HDfnCiJB9Og8cMTirdBbGRAB7N0stIDQeukQu3DDabiArC0aTFuVrYihBcQ38sEY7bRzOgVsnraVP1Bh/d4ViwQV68aWRg28u17QmwbP4DlsCXf9HkZecVn8blyNzn6gFJkrmk8X3K3xIxcLR/U8A5AP4Wgk2ByT4Ytcu2O9iZqlsiUgc5MnN2kZU6NSwjIJWztyEkjXKxKQOBAT9riKZ2kWyGTZzXfdYXiRngUsa/Qe7Vi8qp0M71bYaH8MdLTtpRvB79VfhT58AMCVcu6wbv5ya/jsPCAC1o96Jd2pbYD%2BIiO1fZBBnu/akGfdi87%2BRx/Vw4nOVxPL2ocp3xASvdVTVwd%2Buz3daIehnPPX2F1aR80CBc8vnBXmB1%2Bm5fAEaQcs7clVkKafGWn6oP7V8gGc6N1b1qw1H6G2YxMS3NsAE71tIvPswuZneqk2H9QXkl%2BUS385H7VhHuljJe2WR7F2/ZOV0A90PYi0j16CR483bIgzzVSubemy7xWDJ4pug5iTcWFOnbw/EEsEVWe%2BMDnLQ5Egy8/UBPIj2IjHL7RN7ZIhfGqo/jeY%2BrTVN8m4JA8FvR%2BppXLljeFVCyiimxp7Vs38EzQ/SlsTJwZk6dj2ibaSAHDSfodc7lr/WmdrvUX7OUWLQvhAy8CBgYGBgYGBgYGBgYGBgYGBgYGBgf8A/wDwWHaZqDT88QAAAABJRU5ErkJggg%3D%3D
27 Montenegro 0.858 %2BArQLbCRT24AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcPERKwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABs9JREFUeJztXA2T4yAIrQOi//8Pc6BJG/PRTRqJyY1v5m6z3dZQAvJA9PXq6Ojo6Ojo6Ojo6Ojo6Ojo6PjvgACeWwtxEOgEpFfeOU/0BPkRXGDnRNTgROXp6uZgcC6ovI7AiZGQ/nZ3ROdQf5KYCMgVuNYS7QA5iOmCOZmFh6bi7IOaB05%2BhweYtIAL10MX24myHyI0TKQuFX9X8DhLZwRwT5ipmWmqXZm3HT1A21y6n3wJ5%2B8v9tz9OIJMhXe3EvD6P2OIRF5ApNHm5lJHF6J3CaBCA6RrT%2BGOgqc4yElgkRCZP39A71R0fyszEX9ToUDsVy%2BWojEAo36fG5k3JfasYosNxDV2hynscPC3mQR1YkuTW4qBqtXle/wQdlDfdwNts09GIQ/eJ6HjKul4vyp/bx8plfUPYpAIpo64SkrpHeJV7Ka2LWbh/fjAhXxImhjXBZIHEqefaie10AvvPp4nWt9OsgrmGpopmyWB9YXO5Dtsvz1Mv5Aou41lg5pGoTD%2BRvzLJEFT9gZSR%2BfhUMo9s2RskSZoODl0V/FFmH5AiOzlUv%2BgqVBayPVS45eZYhNURh7210rNRUK4G3OpL9U1r9K5HZ8bEjDEcZzr5hD2vxhH%2BqTyV0/vj%2BN1wTGeyKEwpmxmDEPhJzP75b6O4MytGPkTH1cZeH2IIeK3gL1rjPej4mvKfuQwnC7VxTGM4yXpuhY3KtQXh/iImkOcfGx/I81SFYTWFC0hsL2qswvV8Hkm8WfNdMmaOw3hwFd9omCcFIRhbaXq8gQ6sFQ2g2d%2BaX2jqmaEk9glBUM1ST2%2BakhAF8ySAuUc3lMkSbTqxjHwLyNdK9sxWv9RV0ETqYPzVjMq6xxqIjUBmMWuNB1pSBfjq2nbQu7sVgfzVBoGN6%2Bn8ChCm4UAfusjVeGrKVvc23DFe7qajlAtofkxmd2JIlzp3FopsFeOKCWwjC3oXR3Gul4wrwSeDy42UuN2ZEp8F2lnHZ59sOJ4ePS/X/kBWo6uMMwGaNFBVKWn6Ful/zyWbLdG/GVTmSUmzoTmKjmdM20Bm855LOwXqoQFtBZ6fI6ofQBAsUYXANqm%2BjwKraXVal0LaBrGP0KfrrlNoTmzoaq13SzmolNVoU07SGOi0pHrCi3PzyzdShwhJJpUt94klKaqEmaDZzePPy6MbCK1GRgRPX47DNctfwgPYzPOBEZRQKuOZnXZaDRw4mFm/bpgU2HKlMbIF4UeOTAwvcwOarDclSgtfMmEJ%2BQ07nw9HdcInNJpsuAJSd7TXp6bteY61dzKpBik2ghnbToVonk%2Bij5FXu80OwmuUPseOg/mnqG1vNpF7wFwtJ1mbYg0QJyNo5ZhFF7gdGkwDr42K/ykfNDEOqLwg7Pjjh44q0akSq%2BFpvMS6zn/Hn1tzgY8sA8WQkcXAp11w8EqZrOHcAPYalM9B2UdfLKAMnZ3zHpTyAnnNZmlE/WYe/0xvAN1mU2wSzzdgi%2BlXOuUqj%2B9S5M4EqK2sFu1MvnkJ%2BF3VU%2B9bxyGh80aVivj2QnfXWl0mNxMDZndMJrM/JY9hZgf6dAK9EORrCibBHBek2/gYFrXBPFwCpg0zscnqFjOGAzZLNi2NY/dCPhhVl1S/EC6gmVYS8n3hVFqonjQI7dqMLbGoVCj0KZ6%2BYfH2C9uUK0L%2BjY5bcIJyRzpSDlyq/LAF3TZD1uHIqc9%2BPunD95oBbio/ZFJ%2BxsCTptc/8ZGQ%2BmFXd%2BDug8sG/n1LJuN8qt1xGOhd8Ogr5VZt0ZG3F%2BTXTeCq2VOwN26XvVYNF2z3kTca9ZrjyRU7J45gjRp79iChcsoxLHZRjlUqSEy4zcBeEkusOWZAxIbhonki5ksyIWouY1pjPcfSN8XGjKv2nH7ox3UqL3/Vg4pjYMT979AsG/Iu9px%2B8iDcu9kPF9XqwftQnW04o%2BTtITTBuwbnS%2BgDFNdciHTWIDhoEW15puvS5BILarMfRofjWtayBjz6zdScgZjbq3OAqYzJ4gob4TX3%2BLXqbwZPksE6XgPD6DZr5dc8p7yZvDCZE07JithwVUv2Cp0GnnZavqKb7I5/BhwsVJAN4olW9BzdUrDbsrndmNu2LyLcjfGwvns2lrqYVksu2zr7wksFGtdFa2BeWXgCYrOdbuJbg33xtREWW30TzjC8jVpdVU84tzN12z3x1M0/ZoK/YhjWV%2BzktITqJ4iFJXJhxxxqpR0vPz1%2BJLrMdmnYbzPpCZ0BWy4fEIUzwjuvZ/wKdbxygfMgZacjHf0VAZHrSl5fsahvR9oiRSCSbedKaIjy93ERogmjWvG0B6l1jJ0dHR0dHR0dHR0dHS0wT/C02DBoD/%2BtgAAAABJRU5ErkJggg%3D%3D
28 Democratic Republic of the Congo 0.858 %2BgrRLq9NbpEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOUDL9gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABmBJREFUeJztXIuu2yAMvRHm8f8/7GEDCZCkaxKbthJH2rTdrXBqDrYxj7%2B/iYmJiYmJiYmJiYmJiYmJiYmJHwV%2BmsB12GVZnPPfwhyDda%2B4ADHFJSN4H3//NHnPXE5JIHOk/%2BKWCmYkxR2YAf3qaKMJCFATjT/DZHB8%2BTX1EW1oowJMwwLB26VDgJplbevYBIykTFJNnQObkn7igml0AHH6BcuD4Tfi6Vs6GiH6X3YgZ%2BK30afOLc81iNYLeGT9kOcsdAMxTixQ9xZqCsc0eBRM9hxJQMkTjmQNtRpdK%2BMTmSJY0jf/0cbRiJ/D9AWGMCZs3CIXwyMPiO61S0PWTvuzMFAipaOV8ns4oE0Ts/8mSkiDShwuhjiMpnV9W4NsbYh0dNI3bBQVbZtP2WWQsM2C0czmVmyg8WmNPY60vS/F%2BNlaVTgmMlJA66V5BVHZlURgjKY5Sj9qwVWJVrS0f0zpv4i92Ke2gYr1EHmI%2BKjoezJVN0IeQaYTNNnWI6JinDdBpCHMCkH9dO8kkbsDKFMj%2BkBV0mgEQ4ErY2ZVwwvFBcEOfHJ2QrPkvBeHgl41RhlgcWj6PIjj6STLAORCzG5FL4rYPgqHAlDP8aI4yHvINqnu7YL0RMeDco8swsJr0QfpXQ/gqplggwc9kNvwkgUWXg9YTVNbFl%2BQlIcnTwSKmWluGyRJp5KD1ZuKeRSDoJvG5DlATdUlEBpBsxQXbbWq1j6RBcl4WFy0UwrjaJLTEPV4ZXqgUIbeA7IxrGS6tM7poDMVS7NW0E27lbTOVEQTSj9yzW8ZQWleFtkUKLo9ZbbGVPTBvoOWzZLBq1ohq/gPa3N5U9IgldQkl0NbmyFvwkmibtDI73NhtIlUuWNrs57UQT4oOirtCq%2BKTGMFLz8TwyJe2uwKvCA/E60RX8p1UQrlw4tdJIMKo8%2B85N2H/JLZ92FKPiaK1yb2ZUwr7fNQ2t0d7LOILwRkU47cYjd24o5anjRN7XZm/wLpnag1SIsXCfEXSf8NIC2fz3R2EHd5KhvBHWnx4KJyBrAjLRsJeD9L4Shau6MgtXRBzI1HzgqWbouCIlke5g3JtL2gkKJ3%2Bni6so0WzmdxLZfqvUqK3pUyn5kFqQCdSYfi6zQWy62jfuTx1vPOgHxMMetOZbFcy%2BOJ8%2BAl8pI0sVRbfEF%2BX6RZujwp5qXDn5jORdkqp1GoADWWfiLp00MuGqKuHfUjSZ/GawVPDZuOn9nkNJtT8NS4ido9aJ1Oy5dAuOtBXh921ceTcVxeQtzU64HERxsB7iVpaVNvs/5ZSZ0TOuSLS0jY/kVh8eJK7vh0c%2BtY0AQQP7OzOmqvdhoI5ZPqpWzk6Owi/iV9yJuaBlYl7804OQOD54p6p8mgaeh8Cqb5ifOer77dd7J0Q0Bptzaj99VrFvsgMqCCK23QL3Cj6bOpM%2B5ECO1zyNgRy2dsqgtFNxpVPrHJ9Kp1XR9u3B3S7tnlgnewNB6kU%2BOdPTtYrNO%2B3odptYvOWIv9UcgbmubD6l7b1M01yR3pq24AOTcVPgd6gEKX5G1bC5mrnWOgo6uwu2AkDnQIhvuCftL3VfL/tUQ37B74yovAk8NXVzovmbu1fvftdXDC%2BkpChYvABZ9riGrc3za7NKHckKtPLdDv7XSFNAzR8Q5ud%2BUM306c6PrncDszohNpr6q%2BfdwXx/iL475Da%2Bx3U1SnUo54G62x3zujHL2zhT6YDgWLs9B%2B56hC/oD/6NsTrJFC2/5vvb5%2Bx0G3as%2BxPRfwOvtI7wrkW3GflEcCRAOmh2DORx389oIDb5kN4vYCGCnRKx7HDgSBXtao37e5nBAqAfMbKg6qOkjMBT0/VRLcPZeuj7igKTWFuLKxJv3NhH0edzGLVQW/VQLO%2B0APq0S2zh3nnR%2BNLh1I0xFrlfuM2DcZeis5rWtIxKMi/xdJ%2Bo%2BHPUqZ1o7IbvmkhKN7DfgqXB0R92t2XA9jKNZJnyEdujBbxLY5i/4qSR%2BiXL/H6rWrL7Z0Rrtjxvr5b2b1BcDiVUwRRrZ5DJgfpvYa9MQNpLIwSYNOmuLN4vBwYIk6pRT/aUJvAfl2AV%2BZXxaV4346oNe8DL/7Z3%2BHNCs6%2BbxfIo15Ov4U6fycIUhejB4ATmKXH4gxDcyPeQ8GHw/4/hxkYmJiYmJiYmJiYmJiYmJiYmJiYuKr8A%2BEUGGAzWGa1AAAAABJRU5ErkJggg%3D%3D
29 United Republic of Tanzania 0.857 %2Bgov0E%2Bwj28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkUt2gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABrlJREFUeJztXOuS6yAIbgYvvP8Ls4CaZHNp7Ip2f/jtTKfntDWEfCIg8npNTExMTExMTExMTExMTExMTExMTPwfeBc9etSX/R//jwDR80cx0rfl3LDUA74tawGJNB4BwHt52f95eQVVNvjI38N/omwW2lWKAvHfiA3LUi2Idyx2T2GqIfx4FpsIZEoG/nJkznxb4RQehCbA4E6zki3OV0VnEe4%2BIohOJcRVvcTUDpjuI3yP43e0Jq9swKNGwfFdEH8sbHHxSwq/FFqMxZ1EfJtOrbbel/uKvs9CqzDxfjVRjlDVVzuBjkIT2zbn36tP5m8WWx9KGCw2HVZoFrlGBErUTu%2BRtT2WJEzL7R8QWMt1v5MZWe5OxB7Kbb/E8pav/USMPdBtXgDz3I3jCD/ncmHW3WdPeU/tz3/9Z%2BDmdYqaP9aViI0btYcoG5bV%2BeDL/0lRPAvWmczKrpwQLeAnmheQhusxtYvYf73zT%2BDXq0HLk90vNriRvBNYRUHf%2BMZL0RYi%2BOq44o/wmc/Y/lCF2olf0Flqlx6rgcyvZLVV7M5SQ/bpbSaPLIvKMuorNTo7mV95sXn1Z8jKaxvkkAL62hCqimzrEZIR3Tk09tB0jeWAIacZsOPa6IwTXmyvk4opdEukWev5tZGNXKfJiMaETk8uv4VOtC6ruB3EVhdaYBeCoDE3FGHN%2BHUhCFkTOgFWlw86JCyXTisArf51NJ4xFwkPO2CmCFnPRUlc2I64A%2BRsPdobp47uAaXI0VbVEmr0dcTS2mhp9jTtbDbaNZQiVqrmscbssQlFvJEBYUvHcjvrtfAKEsqYeHskvCAYkVVJ65cFDb2Ka2/2r1ECsEZovtHc6t8jWPgKOsYgdrxWB8dHaJn4OsYodqwue90m6y2c2LohtiNfTvwQahSao3seYxQ7RMWioUahmRreD2OHrArsNUFrMEoLxh7O/yUkFeQXaBZabn4YpUMi49K8yMSBdRua/xW/odXXoWWklebXEAzyK71d6RWkPjX77i9qvqIbKDTJrqjB9TpGtAdIGIqtJnobagxEWpuAg%2ByTYfdXykI3T3xaRvmlUUxGWExMrBsltNpWt6BF%2Bi0MiwCEiGn/rHkoHGg9/MsvNuZj2DIuJWeUdv2axxpp82R5sTAfEk2MmoouSW1wuRB6pabP0GpnCwctOBonttSUWKTgotOxBq2LRnlDFLNJNlm2Z0Sb1FiKa2lIlZTAZGHIHBvmoj4VlleBBmy6/7qcydafi2U0g8GeYLO2JPMhCCP4AUZxdNkpiyP4YcLo1zoTNa/XHVaezuoMjIjLs6PTPn8KqWmAqnXz9vE8TQV8WVh9d1aL8QgmpVK01WT0JgiVU0jtzzSUydFd1SDRuE3EtfLDYIK8R1zAKLbd7cl1XmBIFA1Gbs66v%2BX7RrkoO/Evg6ypYJuKfes%2BXLCslAqllAt72mpYTAtwt01bl4opeuhbqtxMR15VXSxph7SCGNRgmWXZVc35ELromhlNxkb1YOzcgjZzfIOuBmBaeXRI/Oga4CztX3bHbJ/hoZSLdEIaHuOMaXzbeudzBavmZSPauCNl2QLbvNCpxJmilUem5MgqMZ7jV7V%2BHlXfzeSO69jOtgjwpsRZ9d1Y/bz3acDWlbw9kKIswZjZ7T8%2Bv/NrYOtC7dvKfYq6DR%2BIQGtMPpP610ko%2B%2BpyvGcvlkjJfRp5HKI4%2BwritxmbWMR2n%2BSJTodcnLWqnxPVeh7%2BgxzAeUSTisKHa5y%2BoUWTtVbwYjxnX0RctynAPK2S%2Bmq0HvvxFGrkqbO2lxoIXRzfWHOSskbo66PcOpftQ6Oao9MV2Sh/fZTbp8SYedxfcXI8PjlS706Nq603bzvw3IDhzTr0PAK4LoHoYwOG8FbTjz8Hi/K8i2HfK/vtulbTKaNP%2BdT7jihvmnpJB5ZHvn7ud1VCYpfbZip3iqKqbmnYxewliNJuJLieR3UN3qhzXS7c9Va6eLqkzd2eFRg72LujKPIozx26jhORpPtfeGrNw%2BGEeLgDGtqkFlzxl0C/hCbKzcUeR4opAuog5NXVtIuiC6zx3CYlm1kCr7HY%2BVkcEEOQqCeM7ZpGgDGtZC7EKJKG3D0vxDtWQC41otJmb9hJjz1YscgCO%2BdSiR2i16jgWuiyl6UeEj%2Bj8d3SjoCtHoluUjDCBt2z%2BFJTuitI4ARMmpyJz5bXUzmalWtI8B81Qt1twDIDUqUgZUrIh7LOZAvzX7SskH6QvgQiyxmdG78YoKRzsNiK2r51XwWTg0qnL4LRDQonJiYmJiYmJiYmJiYmJiYmJszxA6f0ei5BgMloAAAAAElFTkSuQmCC
30 Algeria 0.856 %2BQrQME%2BQr3EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA24fbtQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABgdJREFUeJztXA2zoyoM1YEA//8P5xG%2B1b7boom6Mzm7e6c7t9XTcBJCIC6LQqFQKBQKhUKhUCgUCsUrgfQPn2YxBVzXFc1KP8Had3JHQIQ1wdtlgfK64Wl%2BRyDihqHrP%2B37SKPfkPVo45/00gAWRSPxfo887IZv44XRxHZ4W4i/fYDdR2SLOovfIkR8o7mH0leEpNif3rquQZjMLyhu96tQ3yBpt85xXl4QO2rAaNJAtJDwf3PI4/KgAGaq66ENzmwnEeMD7KmHRx2xTCL5PzYQX%2BNCAIogmAyev4RxG5ubJ0NemTaIjyVyPnzSQ%2BROqvfd4OFJT8TifgiRsTuoYHwnfSkTyjvco55IsXnBUCbpv4HW09RDL3%2BN50KIfEOl8h309Rw%2BHj3I1G5Cn0Q7hGctTUn95P3RPZuYYpiaBwvc5ODwIubOHqctTSuYOLk8pA9rVjiR%2B/jV1c/eD0jWwmnSJkWOOEoPSCREaSyJ9KTJIHshlgvciBgCiqGmSbcgDTezjpzr7DAfPaCmeDZnLXehc17mYy4lLPnj9k5bh2EWDvMThW/B/UbWQEGrYj5QJ3WZD5eSxM48ft4Vh0ViuCdeo9m5jz%2BR0bfhifH6jrnRtbtgDXrzpE1LPw42kAAUJxwLjCfuSgU0KK/EZY1V0FTaMudJp2Qvfy6IC8SlJaE3vsfns7X9mjOJC8QmcUCuZ1y8la11BCu7%2BMpGmU%2BSPqONlRMtKEBi65iqFl1gkr5Y1LcyLaZ9G7AgaGrIfm6ZFqZN1KKmNuUmXKW4/t3lTG1pOK05HZkP6NdBsQBCTp4mQq6l9JCWe6FYHYVHZmY0CfYytRXK9iBtXrJeu4sajYwrem7Km4DPO8HQrmD6u3KvQ%2BMVu3ktW9oU18vrtRT0y%2BX7JdlCddvnNikL5c8gYQj4jmXviEqi3tkFE1k0Ens7ppsaGAYS162GZcL/sGxhCHp%2BL2E%2BR9mgR2oGq6z7MopQdjDo47r%2BDnkcj58c0Nf2DHc4kPYye6xDsSZczncPpEWCx8bSl8OHPey4C%2BUGbox5F13d7dN8qYTX9xG9HJ/8niMKpY5mnMgv3uJQFpQiPaQcl29h9n4oRXqz5LpMepeGylm6rwOu3gL3RWc5TfORTjneeA0p0sOak%2BMWsG7ScqGQNwwoS0qGG2ELTS7QjcGRUGdhty8vlHsMe%2BtceeQgbC%2BT5W1IM13TNmE7mcMwA2k%2BszRh8yhuf3U/hDxOr3FZIiIxLw4kyNQgc%2BwTSfPGmjHzIjTXliTCx3guh3sRSrEPRFa20KcC/vDkqN9DYiJvqw0J%2BdE%2Bi8icaNrhIIG6yomzjr9dt8haqEThZY615gWX1P4WVfcEIkhe2Ymog3DqZOlXuFSAEyqrJAcXqFLT3IUyoSnBGzx1Yulv5IavdvSeG1RCFmgWq709QrL2UdKWfcOIZlxEa4SaX9JxEmR3x3JKxQiZOtcLDbOwyx7zserJgzIHBNY5HaoJvFAMKUVwTmG3A2ibfUVO1KNdyOfsvjIN/C5e0DbRuFKRKg7KyMTO17RdEp6IXY/bglicJvQjrRyxr8rNC/cKY6ve4%2BXYVyzQT56KAbu/uIs6dPWgn/zR3uHY97XYF%2BoMe0fT3NDtcWUZFmiYnESS/hFjj8ppiUTOqUX3praATcGCotUJiVCvTGqzu7HXxY594iecP8aNQNK6t60Zx0Y3PzvI1CYnsXj7hk2j25xEkBoSbzdzu3Uz9kwGRV/3CTNnRGt1Y/8qEfI%2BeMbMnUBbRsMvoYD64h80cyHhejX/hz4uWr4%2BpOYtD9%2BKFl/mY7KyAfuwmQvoeQHeps77P/jQmBhAuHEK/BtpanP5AVEff58eSkFPH%2BBdE18EQnpWRjpivT3ShxB8e1JGePwhKjugDfVIbciPfwnO%2B/xMkuKrTjzZPwPEVpnLx4G9AzuG8he44GdAecDKvhXtzZyX5HhH8Zo3PH7pbxwOnP0DnLcN5ZgeHPR6zo00gjcyLQX8oP1BdJWv//4cnjegNQ57qc0UCeA/xlehUCgUCoVCoVAoFAqFQqFQKBQKhUKh4MV/Q51fuM5BQSIAAAAASUVORK5CYII%3D
31 Lithuania 0.856 %2BArQrzBPkHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA5oXozwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABm9JREFUeJztnImS4ygMQEMhjv//Ya0EmPjAidtI7p4tvaqZ6UqmbVkWujheL8MwDMMwDMMwDMMwDMMwDMP4H4KF35biIogxAXjX8AAphr8sPIYMVdKUc2RyAs8P4NPfFJw0TNKRXg/SYSzPAsdvHmRkqsgSDwTu34dEGk9BU64PBBLPbz/CCCzQN0Xyb7r8vLoxsoHyH8b5zB/CZVnKbz9sJZhJXo8vBE8eAljYhLl4iVD9xid5yvsg03b%2BKSNBcgV0T9jaABbXBoguFS3yz2TeKcFReiwCJ5ejd4OvNWQuEh1tILKuX2whCOQeypuo/tm7uL1CFZUfj20s7q8kT2QdD3xZWl51qkqmwQb8bMktan8tzia7Yv8v7/gj0FZ27rffy%2By77snal//CMiI9IZIZ0Ftgm6evEmm4Cc2PycpWtGyEM5nD1/tmt6JdIrafcG8/kgC7ixHx7IsVufqV3Cy/fVZ1Ttr46GwmiPtA8r73FatswXMdQ3G5IhmOktTgxteduCF0xxlVhiO%2BnBt%2BkSfCMbaUNYao4ERCcVujbxa7vAf5lpz8boBKEShEDDURJYyR8r6Yz7Ryn9DiwfFzuZeK0sExjP0w%2Bu%2B%2B7jpOWOo4FJr8q2gsy7JmPZYuS0eydCFKXWeoApQeOSXbkpPaD4IhnkWbCdA5udg4iuBRI80Jgv7aHw1BwTgYClZShg1HAbNOFky6SELO3x/yDpwK3x8gZWSZsuAodJIfhRUkUzzNgn/EobZQU3QNZCJRC/Z5adZSdKvSJUb5vtLHgTsRgxUiEWzjrmkXNLsVSCklCgSZvBMaJHOEA%2BBrx2qyQwlboRWHIVNzSm72tL7mPfw21x1nqmJgKzkiHFrJPwG2xZCak15u10U9qaavXWUjNHpV61g71BmhvVt7alXfweByA5wQmh3Q6tejsnWQgturhIkRz43NVcqfJDKDj7SsMszk1uQ8cDX4NMNhpRl1mrBDLifw/dB40gQRpPnUMOHxaBDGsBZafcah3cLfz5uaontAOencSFJf5oTv4AkAKGVy%2B0DfeTT3Ee77DigThpk9SBVWMZfulPB1f1oDW00PvbhPE1HqKuzz2DrurhMJuYwGVnh1G/puumWnyzKR%2B84KXGxN0ieELvcIyfmUDqXeT8A6M4LPCV2hWDx1qTYB/qjQfMu5a2GeTMyv0oXmwCbgrILMZT7T%2B3BS7UiotZeq4B5yoHILh/3aO0TXV6OosUzTgVRvlnKP4Mvcfozex8ArqYTVTi6aRw8kMdWUaitm1yct5Scue6oktnKyp2BFVAyQUVroMOvmjtRiHPO7AyTdYc/ybvUYEieSyCEKo/yYm7KtCOomy1vHqHRJqyJhBgQPvCxBvgod9h9FVgbWbBS8RgwYpUycTE27EC6fg1IeOa4S5ydK2oSDTid53Pk4WxRyndZPVir3B5OhEnO4vQhVScZGXXWc6Ra2qxZpteYZBtedH4jo6qy40gT24A2iQNLUQopaf/MwFKe6so26qkSxZb9foSIRxKqmFaf79v7Ni0SWl9Lal4WdVYsI7aVXze3ZORABoYt5qCqaVb3yTCK%2BNbmotMios3mRIkOehE7aDfv1WBRIF5C7QPrTOSu1CKQLvH/qgW0vKwOZnx3gil547eqY90rk%2BZUwVBuLr10d020QKdcJU7ckBegbdKUrJ/GUv58oE/PJHhoFyAyr1HUT2f2saclLH6FLzf%2BG%2B71UibL4OovUpVUYuNt55yqc2WblpS9ruq4Z7qTeGE657iJ9Uur0XkOHvHX1xwOq7v9Lj%2BxNXMDN7i0uFq97EfrVuncVec/Sk3bNy3BXYrIUV%2B9eW/KxbLxA8f05nwl%2Bs8zy8mpzdHWlY1Xyo/bxKiayVvbVN932JzYdK2yN%2BAIpG7rY4ZsTCbwZDJexV%2BY/eC%2BxsoxHcL2tEz832eMywVQfE9uk06Mm3ShiN21/1BoH7eKb%2B6vhHX75l85H4Bdez5T4uHagNM9/7QyHI7zfmg%2BdOO/I1WMnfuH4ho%2BEuplzJFY7rCRp7rq%2BC4Z2jkrOMdQza0LMdWeqp79Reg5PBt5gs9o%2B69p6pNym1X/HUXwDW85G6uWTYHr2F1yZpn82y7gMV1/5rWmobf6apIS/edbO633UCh%2BIEUPJP%2B%2BkrU8TNltV6s72vy7zkX/m3CvDMAzDMAzDMAzDMAzDMAzDMAzDMIxn%2BA8GN152cu7FYQAAAABJRU5ErkJggg%3D%3D
32 Cambodia 0.855 %2BQrPL5Bvr04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA80DP5AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABlBJREFUeJztXIuOozAMLMrz/3/Y5weBEGiXgs3uSR7pbncrIIPjjJ3E6evlcDgcDofD4XA4HA6Hw%2BFwOBwOh8PhcDgAIgN%2Bm8gpANRUwrQilJT/NHeohXgizVzZ0LVmeYXwR4lDRnYhVdixg5jpZdJZ3rU884IQkVbJ7xtDryF7n2ED05T1mL1vpoYThNh50uerIBLnB0gT5VJP9SikLe06le0F5P74z9w9Ilo5nr6aaC99Ukd%2BTXI0%2BR2TCOes3N%2BBTlDizLG7mf7K9qTJzIeUI7z3cbwpZzEpqUrmfoKQIvoG/jR2aerr1S6A7YrDwtzLeS9//X3EDpoLV/n7lSwNHXPt4l4JocwRMHUfo%2BVIELaYL4jzG0HB0Zj5w/oiFznuutuA1AI15hh9zJ5yCO1zkTiy%2BkCiXVvbB/K66UXXgZWduUvJos2GaCwM1yCmg7TkSYCWTjvSgfniPWm5rHMyG9I0vrG5eKYbw0TdPmjxbHt8ziLZGwVRY7ppEnvyHGe8Cq2aRJhXYWw6lw/iI9DD1VGY7TnONFyBXlOUrOVB5E38S94zLCbRMFCD8NUQ72QmNEmUUZh3kjxZWDpS16LZvrJHFM0WjSCk2XNRsON4adAh2iNRV%2B%2BaOos2BkMbbrvXh14LdYDeiHzz9cdK3hE7tRwdLUzatk7URLzjdnGaVi%2BRDwa3Vg8v4tC34qyMys69Rl/TJp0pTtxwjgX9W49G0CZNFtJX/8FB9snKHQALVdJX/%2BGRQW8kknDgyN%2BNG41HD52nJ3pJZoLFItvN0%2BDV5d2VX4CSzsrziqit/PL8wdT1avDaPHPJ2k0MvTf1l2nCEWixIgRKI8Fozjk%2BN93v0FU5s9UyytCDVcELmwbZZOiEYaxo9GgjrTFAjgFhIxhRQT/aIwwCS8PW8S7nviuabkKw8o7BPzTSD5jdw0akWxudQarG2Elt9my4BJu6hEMlGswJR9GIru9QV4voRIM5WzQTPELne0o9mmmaBYYu3Zt3kL/rKDgW7VRammhUs1Y%2BHXmN3nQrZBmJUWu%2BhYnpZnwbIDeqaqRJ7k3Fo5cPtUkiPkhrfLzBOmTUJomUUlsqHnnFuuqkZGpaHrfdR%2B0UVWHiwsCXf4601iI1TmufI62VmYXJZLm7Qx9wtUYiJKsNvtZAT1ptOc%2B4pGFVDw5lSqC6HkNbd6mNWkwU0ob1AV1CrbGCMCOFbGnqvBpEsZmsv4fTg/Ix2nQvkBQ7NKpv4WyAqU1qNSB6A962igsDbmq7jZo%2BGCy9I05zvUIsqhMkU9J1u%2BelhqSyQn8E4EoVkyloNFKPeUPUaNpsFBInriC0cr2kqx9s4SDlWXYLsnFX2nMLbS%2BHtlTt5nKg7B%2BFim24XstyISjrpqdlCbFGu2YMmDRsDa0EbnmW7fyTs4NPxd1nQMWDQSqylsdaToriFPrKv0sAqYud0tJrdrtmgjkRu3w/OxjdXlst6sva0E2mLrfRVWjmEINohkVlwxbpFmm0b93ViNsUEPaQ6rqrpoGD8VAfOLeQbznIfnERpgeOtcC2%2BPlblDH2WY9CRuyG/QWUwRmecI5G%2BrJ1hmXc%2BIRz3Ba97YrgzcrE07jn07DxLNh5uBUkdb/aWOwOQoFC2c9Z0BEG7tb64wGy47tbHbL1jsjQbgEq09vW554FUIU%2BPM2Za%2BBxFhNpT%2BPCLJpHRYRR/IzBsiUHmNI3KR/kIj5Mo8J06ecAUmIEfJ7ip/2jOWOmnD8vWsmHtx7SjQZaKMyJernA53qj7hAAI4tMG1T%2B/4jlBEiVszefrwxFjpMlykkD8i5gtQb2CTAvI09AR9w%2B5CEUSsomgs5rHQ8PQkYNob54fsuO%2Bl6r2XegF8Ywk7adFR4itWgMcvjxHW3xne5IYsSOkSPxzx9%2BL/NUj38SiTe0t8OUTijKiVwUv%2BdJg2zP0Y4G5jwyBdsfwKcj8KvD0xH%2Bc8fdrQAcVOg/iCR7Jct3CmwumtbchL9ZoPz2FyJwdCDfiCnyvKDSdyEg%2BZV4nUU6ZlqXubsupQE%2Brboc2tucBmZxDok8Pc1fOjH2wS8B5xyvZeeBfw2JTwWnWnryf/HrPYT1EimEKIZoqDnDm2PjfwGx01xg//6FwHETT81VHQ6Hw%2BFwOBwOh8PhcDgcDofD4XA4HA6H47/GP0VJcPUP82rmAAAAAElFTkSuQmCC
33 Antarctica 0.855 /AnPL26PT7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJMKX8wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABsRJREFUeJztXNuu4yAMLOL6/z/sBcw1CSQ5xdCVmIeVtu0hgxlsYyCfz8bGxsbGxsbGxsbGxsbGxsbGxsbGxsbGbwGYWk3hPRRjN78QjCk9hctjwC1p5qHkFDojIFkBWM3mHiDYAeJ%2BVNZCHgiDtoSt/n%2BY9cnIqA5YShqczYxofn/F2blGsZJ0oHFyCIxp7cR7SXqxMqDhD1SiV1DlzPwAaWAlpYK3NKwC9gHATUIFqq2mCYCaGm98zoz7bCnTEgdy0dZH0j8QTECAHX2hHRM05NHW5fSDPmlDLnAT1Zns5%2Bh5zwHKOQvvLYppyEToV5M1/TAcBl1%2BwNsxfh24QtGxKJUmMWDUCe1Rqtmcje85fiY6k5CcdNKqVAdqAfpAOhi62yipOqAiqYFxZX2zPI491KSrkZiPYEVzZ5nC2ij5hfEP/doj/dnIp7KdFzppL2f59vlr7exTedQmaC2VQSipRbsjfLGgMYiADpkQR86c439kZK5ZsdiGx3oiAnfLJEfYqMq2AEIrR13FqB5ZCrVY0DjQjMuGFkA44oajs1BW%2BsGF8HWckcvNLDxFw7Vm9v5L3xFIkSdR7qwcqQHyEKobSFylcI4aVqbQgluNPmGd7Mv44jWKVYalwJ8EQ6Qs7DKQvw9CIyHw%2BTpmPz1kLWNPF8GqGR9%2Bk8cjCtKus4squtZgConi/Lr7eenn7CJyiUSAR54Pfa7zi0lFucczYTkHXQaXZ52Y7Co1%2Bung7PR95j0amXNVqu3RyIUEbGE664JzxbpLAwrSdiqyyawrzn6kays2EIcjrLL4VNZ27tfqze6sFxdZBfs3trfz9oTUwcuqaLh7Q%2BsYGXFUji3R4WQfjIhes3eW9v9yFIi5GDMqwFmJ3nahVNM0nQgxKOoDS3x8yjrAGuf8GBAiLUZaf5jcooqdc/mpmLJKlC1b3vmP5BbdxDVx8mo5QSDtXXkVtv%2Baw%2B3IpSCU60wTBHIljoRQIO/8ImnEbxQGh03t90T/CZ5Cz/OBW00m5j5M9QZnDExvLPOQ971vZI1zllFXbESXTg53d6aTxa8AJUWVqcINHff1qR7d/GnSELhEq%2Bd3vkIY1B4pwZ6VFIHVuxqcinSWbJfLsyWJOm/FUDgRZ8S6cg5HJaTMmt/nQUXojBPz1N7fEdtxzQpdWNoULiA926YgIbl%2BUSbI6fig6Mhj91naQQtz7aAVUwyxDkH6aZJfLmoGwERvAIFSoIMnBrLjCsIpTxq8iRvJ1r0txRecQz2UB9KnzfiMk5BBPw0bMi3Cvl8W6GyrYvTyzma1x/nNLAJnEDhMkj%2B3FVWmCsX6zkjtChjZ7l8Wb7n5RKc6LFX1mjP5/yI7VYARibxKici49GmsCS4gkesQUQeA2wUizSAFmuTbuVHCL56/niH9J3jBycERhpv7333zCD8vhrgPhD/5yWlTdbTJQHn47hMv5YwjLceStikYbQXL%2BbywozumQZ%2ByE5OWLow5GQ7LTj1p2qKKJz3ypM000p%2BBpD9TSY%2BS4VTSo1qc4D0S6VHhAF0erZ/2aR6MVQdMCS535aAXwI1W6jDumh94UwT9kKFNmJyWB8ZDPzsgri2I4Oa5Hrlu0b4p2kWAth71bnvsFSAcOqf0eTJcIxpnGG8AWp9nsHo1cN7gnKZcurj9p5Eh/BNJU4pahILsQLsYclHHIvFAs%2BBWPeXFXj4yJw3ABhWZPp7vILwAmoFOH2VtexhwQ5Os9MEGO47cLF1Q1BR2Du26rWySqWgG%2B40EPGLS3UP8Mwg8R9kyzTa2L8kTtPtxO1aSZhgl6eEJF2bHm5r4iriXx/BKghyYRF/Az/LRp3ceHb7%2B/gEDBQJxa5d0pS/H7hixiBn3aF/%2BTXPv2OvNUITwGn%2B4JtZO7ultHAFvFdJcZPuzYmNI3UK8k2FTT/H%2B5xy8SiVFq4eWs6aXc8IrS7d%2BbDl3zx2Oho%2BMD11reYCohOMsaINhDR7eu/BkNspr0v56zjzn8Wm/H%2BUK7DIcCc6MfNjtUXDvwmCP/FU8e1N/quNdSiJ%2BDQDWCx/fUa3%2BVjGDx3kXvJDLl2Z7AxwuLB/8o78Q2Jqf9MBldMvYQflQZ/nhNuKMNKmBdFrs6vFxAkL5ih0VRLGQdD4sdnGbORpYRXUInbu48D1c9UtGMm%2BJbyXJp7pr6PpU72QgHx0LtcYpXJvoz%2BLsO5H28XvdWxDciVN%2BRauogcab5eXl1qVvm4iAWgX%2Beie4tzdI5ZfDqtC8c9NLL2EXkM67Ca0OFnfvoVh6Hb8LiPvQIIW1sIMWv0t3Y2NjY2NjY2NjY2NjY2NjY2Pjv8M/Mrhok1g5MAQAAAAASUVORK5CYII%3D
34 Germany 0.853 %2BgnRL5CvTm8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwTKyEAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABrFJREFUeJztXOuWsyoMLYtLeP8XziEJKLbqV4Vg5yz2n2md1m5iboTA6zUxMTExMTExMTExMTExMTExcY5g4GkKl4HG2Kc5XEY0BhOepnENRmBd4v1nuJsF1hrjnqbzFZD5%2BheGwv0PSFtIJwkTa/A8gNPP/8KYmHTSi/wWzPLy6NPngxoDa2yslPmUNPAIw/PCRoRalXF9Ffw7O5stdijBfThmImGRaQGWlyvr9Nq5bKrhGZ4bYCXpLEty2vQ3ls8UvmZz9UH4ikiKjZn2RqZYMX6atfivyGSWaxTWfXbZRT282eBJpQahinZRaUKkl954tw5EiGaTfThuYqFld4RHwSb9cSHGHH7kgyb8SNR0nzyy9MUdrgGlGOQP5CjxgzRfAdaHiDXH9Mb/BuvPicBqeclTYM0Q0f2CrC0bF8kaIXofLOHMUdg6hI4DJgML2Q9XPphZBs/ItIOHD3Zm4yPHEPah5pjUNxa5gtsQRIwytDfefM0OlDTWjPkps2VZ72A/qUBHYwqb4fjBovYSiW00HlzMxD1TOuaBkRLYijbHoxF0Bcn045rzb5xu%2Bpc9KoEgBHJ%2B1YWhSp3yiUVKsPUQmzDy%2BUWfxlTnqookd37diBEt6r24XDhP4FwwdvmsGVuYYh/nKNqBvWhRzi46AmNzPbailPfQXC%2BGa8pJOpKFPVg/xP7K03XXHG4SNuSbjI2JZHy3fzGZQhQPOVY/jGkpAyQVCTyHHJkz0WSq7ckCsR6qHjwBbLyHSy57pCHSw22vXLjTONQd3jRrx0umDeO0A0wMHeoWQyuRzvikH%2B0ywjwTGwHsNungsDrE55UUqcvNduoOKog0g%2B22lBWGxMSk0L7nPNoNSE%2BTciCrYi8DGqEgwHJB1y2U0ZRY2e%2BhlTjYIR5mJDlHZVFH8VDYb/nBU%2B1dVdTIt8eehVrH5QhNZy0Psin9/0BiXZROBVnQffMcp6zVwGzb8/8NqHKNeilItaTW8a48k%2B%2BRf%2B2jMA5d14iZtFMLi%2BQzYFND7IDsPdVMUSWPzOvoWvqBRmVFW9IYLf1IkyyNOR3w80OlqBjsy2q4psB8vU5abX2%2Bf2dIqQpUlBqT1qnMQwNn5zpKDYaWgVTEQUshOkExGtSaOnN8UfHU3jq1Jh6aJ6pYYrBBjbRNN44atUjNchDZikp6qrm%2BSqQ1fB4ajdQjyE0l0dNIbGL/skpujAOKWRqOGnuWlTY3zTf%2BI6QRSzOAeUnE7Q2k4n9Xjxdz74LRS06TILCj/wAuGEv3LDBbJUPsR3rbBCzQIP1KYukVXqJ0A2wvquSmnE73EDXuu3yViBgCTT%2BbsxrRjJ0GAJWEKd20WalLw9OeTIMG6chdz/enW7hUe/YNzmrMbF1bdKEOwzRmi7DPWWfmgm0JkznvyNLxeNwd2vDtuqNsD0rV3rYK778WwlXskEtBLdnBuefRqlA3Ng2cfx20ll1C3R92HbSCcMhMqSrGXUdtK9nHGqJVf6Q7h7aM6fjbatohLcgNDiQcm6KS7yA01vKOd%2BToLbm0euqTfEtvcevVnE%2BHg0ErLiPKoniTlR8MWlPQr9b848AonHLLGG2zaGlf4qLB%2B8Wg3VpTMsybzHEnQQX1JqZcyLodGp199/XY1NL8HZZK1u0YZreFKnXlIFCPWzDSUWhvEbe1hsCYxk0vDWNC29/4SVcli26AchASXem%2BQiQNvWNFULQL7ahm5OqX7m5kyjP7Mv4RWJ4p3DVH2fyMfuSOIhDW2JCqEm0/dsc7s25sE1Vc4jsAsW7j/MSJQmCakieg/a7jz25yLcm1PyyeKsNst3FewugNtgvI%2Bu%2BFM96PhJ/bsvUReanV3PhpzvSeOWqHm7BSSAsXw4uc%2BzFyx/iKMkmFshr4HfJRJc9wXncS0lrxt7TzuvJjJ3tUP03Sez81YA9OpPzgEUy2TpV4970/3WjLBwvQou%2BDh129d46ho0nBzukS/E%2Bg8yf4YSh1yX2HnWKiUDMhgisyT9MEiMHWw7GPqvSS7YBdkrXE0b%2BfSJH0pj4940kFWeX1EZBJvBCj9zEmoX8USPptRrqMhXQWLMC/yjdowks2nDzmPkhNbdye%2BnL%2B2HORh9V%2BEMl3wIauk%2BOgkgjLTL2u%2BLmIPqxFnsYiZgvKUW1rmQvLQPLSfQgselweB8QyvKdI76FshKn7DVC0AnPJUk5efJroBnQiKx/xkgKkbLUs3NePPJaWniLrwlJhfZtyo/9BzjKVYg2I1oZfODbxG/yc1n4DvDIrmJiYmJiYmJiYmJiYmJiYmJiYmPif4j/KwG4Z3xT76wAAAABJRU5ErkJggg%3D%3D
35 Kenya 0.852 %2BAsuz6%2BOUHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAj3rK3wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABYJJREFUeJztnIuO4zAIRWv5%2Bf8/zIBj5%2BmkSQNORuKstJrddpobB2OMoZ%2BPoiiKoiiKoiiKoiiKoiiKoih9APu0gqtAcMb8L9URFRP%2BaSGnsR7lupQS/v20lpNYGmQPH7IQE6yFpwV9B1Cyq6YMZCEuPCroBKjZzWZfyIb98rHGoY2L/4ieRjsYn4J3Nr3Rm2w0E9HMSQ/IOgTamsCCjQA2WNIf8v9k4MhuoutiVTuaV2/BmTkbeOdTy71Angw9jAm%2BrCUQ/aA0xJhHOqZAyyb6l6XwfGve91macDHZfS0rdiECvWv%2B5MEmupcwDmsiyXFwnjb/ZkyCUQzsPlGLj9unIpXULO0I6HWHN4QKaegj1M8bbUnOwHfskJb1MH8hLgc7C6QnkaAupgNpsHv84%2BVEO9PweTSp0lqiN1sdNNybm8nvFl2fBuewnFRpK5mw9MgBTWU%2BB61ZrKcVJ%2BxH0sr8MHoK7VGCab1B7fk9OW7Zvj8Y6eglzj0IDnNr5MqLqHBy2d74SCaDxrT6Fds0GVbcTDRa7s4wz7FhWmryv91iXuy7JD5mosE1IpEdIIVY1eG9zmaBFzeOPDDlJ3t1iMZQBK1qdC2xy%2BanLhy3TDFW1bZPNO6Gy9ycPkW1bcW6EgSyittTPqvupjkH/XDfTUVDU7OT5rJq3LfE1IoJxACe1BJ6vp5Zk2hYfKtsnLS9GM/leO79FPhYLc/lzIUl9SYRNx48qQLaJ/YxEMDtKBxsFi9gvO1kIIk8h2d5rnj7octQw5CNYfFW%2BZn1GOoyNCz2QXmP1CFlU0eGZXkh0T2GOhaxLD4vZ5g6WLUrmazAZR4Y6Un76vEKLA52yOV56QikPsvEso4PoqO0fZTzFeA51hpEg3AivlpH4EnSlo2il834puFJcqUqysckWfsoY%2BKZAuHiP4X9R3bOiS2dHAa1skYNdJF1CvIG1cpEjTo/Tsbag5qxYVmp9sgzhnFjV32QqKcOLh8zs31eFW0lIz20Pce5g55EC7oP51k1j6JBVjTv2fe4rkr6PO6T4V6iWaf5JFpw92J4MgfT53UQHblzbx3M41sRwnX%2BtWhJl%2BekREsuLoF5Hn5qRCC5jPPsZmdU0ZIBk%2Bc%2BEDacSZQdAvfBThUtuQlwjnkRKOYhut0yjnlIimjRyNQ45s1%2BES2aQqDTBtYxKaJF97V4Dday43KcIJtBcN6yJpNLua1sAjLXHHPaxxA2yqZ601iGxEXAjxNPqlPdIGtpF3r%2BDscXq7pLjo/rcCYXDBWWssm%2BXL31E2CCZUznAfe%2Bsw2dViY22fTgOpSqQD6ypHppBtl0oN%2BlVCVmH9UqQL4MeAN96mugnCGSacd710t4/536v2DMK7s72wKgKl/jukzEDxlIGn/63bTluwGWhNF3UKH6j157EN2nRYcAN40PzcifZA9dDIyqvrEo26QZeV126t9gtyyQxcXYX5yRsfc4E0vV1HNzKY6Kfe25sipGzmvkWRG547Vf%2BeP8yqv4A86aNrgH%2B0U3jQx0yHjCtHNIfnMt/Z1ty0h0B40vhdSzbLrBtjknb8iOZOf2SVlVX9m2QR0vNpZa4h5vf240nOVOv%2Bab8RVn0xu%2BQqERWcemBVA/FM4//44vUNg0UTZKUUsTZeei%2BkMW7aqfTVHI1K5KxwlPz8OJqTH4szyPXjUGm5d9vUZpwfaB%2Bpl3WrB7NPJdBWwM/qDZ/aGI4xRATVmtrxV4LOQ4xaZ1fOCoXf4FxFakCtLFsHdpdHjZd1tHJq1mHVv7lCirkaX47t3WkYFFCqpTWvc%2BaT4f/4FxDMzmI7xrAT8kVEt%2BeJt1DfquCaA89H%2BxjkzJGbwvVDrmgcQdA9EcfimToiiKoiiKoiiKoiiKoiiKoijs/AFfSBu1mugDgQAAAABJRU5ErkJggg%3D%3D
36 Lesotho 0.852 %2BArPsC%2BPTm4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKDdTywAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABfVJREFUeJztXOuW4yAIrkcR3/%2BFWfEWk2natIGkew7fr9nujPmK3ATM42EwGAwGg8FgMBgMBoPBYDAYDAbDURDdzeBzJOfS3Rw%2BBAWXgXfTOIbkYwzBZ8KJyLm76RxClq/3IWTeWP71q2pNgJgyy8BcnYeJJ/6kfhDGortFvFUr8s8hNeb0c6ZIkJhkSAhIlDI98g7yp5E/jkhM2kX/QxpCzDikwghdR2j/CUw8AEX%2B8E6aMyCzCdhkSPwzy9fPysD74POXig5uobgFZD2Oy67HHXMjDOz4/C8oCO95mnhEF3d/N389z5a6/xuXgNKa8gPcS2fMu8KGeae0wc%2BKwR%2B4d7uP3qVhojcgi9mv9ZcOyDDrk/e3iTonQZOYIUcQ2jPCNfL%2B3BVmcuyYGLILzt/iGBfO%2BW7xfLB6Ljtnd9zA2OXcoCDd4ignFsQpfmDx%2BcN/fwfr4SWgh%2BxPKWQX4tOlvFecMaUQP3/8J%2BokgcUbc8b87Sro/IUJ9pQ/nJJVcu6LHfoO2eK6dOOpTLOcdi%2Bincamwif%2B4gmyq/fX6DX0JI0D28kQQTn1zs7yPKl3zxkKDQLBGF26gnWcFfp8shYcobpewyJdkbQnKwh7kRA1iYclXw4iSQ86pHJg1/PZU72FZHSx2ggpVnKmsMJVDZE1G1tSIz2JI4nl8VXjSO2460csQblnQJEEaZ1moAs6P0GufEE%2B1MV1FCT2kOtEj0upLkbncoIdLGonW5Hr63oN0jhyG%2BHyeNtBlTpfqJKgKH2Yxrrc%2B0rP52g1ceJCuazJ9Go7yleeUM9e2h4K2wqjaR4oRIFuLfIngupOg4Y77QFAvApcFQ9UqstdqY8UMD/CiLYaiW%2BoFojS9lL1Tol0rBYovnhZN5/6VerhzRLFvUf02/KuIKo7FdeOonavukCnAK52GaVF4iPpVQypNkvFV3cpSmbRa3BRXqM3wE0ptWM%2B6OTSJU9SWLgiyRsLQWnFK/Z2orQnpVJKOdq5%2Bg6y6kFlPiYleqiSJsl9LI2RytZrtuFR0C8lt5hf0OxnS0atxG2zJoKo5TsIeSxHLhbOmhaVBnm4oRAEj/c0l6CTTmih0isSlcgUBUHHT8ciFlmDgZHFKE3VldEP6ZLpEmC9hvuo1Vfp4vQy1qrhPtrpDaXtJXVdRgWlbpWfIC2PoW8aSk1NO8Sj7ahKi8ujF0oVHNOQsIKnrgKJCiGg9w4V9CNxoqTSIxo9rSB/RPQ5%2B9ew8N7JmRpFcsjBSycADK9H8stz9q9TABp1dPGNJOCDnM4hv68rLeo6IKd0jhsDE6Jtdy6EBVCw7gY3RC32iDYtrniPBDtrkNpM9OUsqzpuj/0UJ9OhZDGj3HK7j3G9IydQ2xwT7mIbt/eg5vfw9HN4Vr07fu27GL3ffnJHYbmuQTJjUK/QczH6OhoQco3bhe4vjk3jnwJP/dVB7w83lS9cULsq5fwyy3Ze0Q5gDHfDUWOEhATt4hyLeDV8d3iVUwDXizcHRy1THWLPYuYy0mZc8BrOj6n1eYg1TyVh3OmlaAx3PMc4mR9i/co3XDLMWzCPeuDbwfoXLQlKl3Eu06wD8KZ7%2B%2BJSyPoukjLWQzV8gWjv0RBejKC/%2B7rCWIeVJRxv8PJqO19Tu/QO1PY4B/6psPe%2BTPuT61SjgFO9OI%2BKsbDxD4f9m3u7m6MI%2Bnvlia%2BgbmnHnQbb9mrrRSD0aZsvgd/ewso6/aTsx%2BndxZoxPXzrF8o95Ti/QODxh3T%2BtrdIeeDJCEWZMIlDTTajjJB3Z7lYfhOyHv/xZ4R8HcFHfvHBcsGScgod3Li8fyvgqaVRlqhvLxTg12O0f4R4s4w79nM0Vl6f%2BWaEGBPCbxAuSHvZEP3yW172Ruh0BnuEsCtQqfsvGoA9t3vBEft7cBrxjLVeFVQETydL9G4GCeHJVSiJm5XKiNujHmkO7wmByut1cjjpKqEwFKiA1OJ2s77ffanVGsTvcChFupTwSSb1u8gZh68y/49IVxD9ymuWDAaDwWAwGAwGg8FgMBgMBoPBYDAYrsQ/EtBBQkNiDWAAAAAASUVORK5CYII%3D
37 Bolivia 0.849 %2BQrQsS6Obk8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA13tXAwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABu1JREFUeJztXNmSpSAMbYv1/384Q4IgIi5XErWmOA9dvdzS0yFkh7%2B/gYGBgYGBgYGBgYGB/x3gJjVFvE3lGsDbqYB7m88VmJms8npCcfu3CV2AQ%2BE6SD9OExx9%2Bhvw02RKmurz6gFeTWotWT2pl8hcA5AqQ/27T%2Bt0i/Pf9jefgmlatw8L2kwabVxDpt8lDfuuT312H6pJg26LVH9Ip0Frpa0DAAoz9uOLoOnmQV6HWCILj3HRAa9p0s/ROkbQYuNyWGT3P2g%2BpB7BW5MAyWYcsdKfCk0V6cQhYYT/kqSDglyyZR9z4/YaG/Uh80EyPF14MB7D62AfldbWOm/e1hV/ZDUo6dLJvGhEzBmVdq8y3xc1GIsUNYrWLYEeQLCT9Af/Gm%2Bz4zeMXfEKemRLjoG5epG3auwxTF4mu9IA8j9VbuA0fkqYXxOw8RyoDBsZAmlELVhcD/0G7crsIeWm%2BKBZ/4CgJi/QXpk9VAy7p6hBrA1nRP/l47pdmD2jD8WmqHxjgslbfQhpu6dpJy%2BNLz/0kFAUylYkQ/qw0XdZ6NlJhzefLrOPhO2GuH82PoE5MzRXX4tUXXSS5W8v/MtsgNkmuN8WOJhAVRmTH5/QA0erHBb8dznVwg479CHj59B2hLW9UWKkfamLiAta7lUCEIS1Vzs4RWoUJKq3H/QjDNU7bgsI9EpJHmIdUq4OzvgANO/5AT0C%2BAHBCnQKB8iOAGbIIfZ%2BgjVL1qoWT2lBtYqYrEiupRNlJ8yI22vLU9OAAINf0M%2Br48Sz/2X87Tby8KImxAaxcBcXXaMDwgkTkhT%2BF/jjemYncKMDfx037BMnpyAumFQm81ECq7BaSkEAF1HxLyU%2B0Ug1eW2QBjST1T5QK8TKiBrQ94qYJ0VqJ7IXURYyjSvq4YmImgTNb6URHvVDRNQoCSkvQAZJQNQkCCl/S6QN/8M9hr1S7jaafs1ul%2BiJm3EUnierSNpzpwNAawcSSq3SYAD7VnSRrJXoW4X8LUrCMutH1Dcj4A9j/5q%2BYdYPiKGBkmkgp3AXeAOQKIMrbcRbUPNzNavrsqlQyvnQ8vFRLxyrUGYRSEk6KbPhVOqkbE4oLfKpt8Cp1NnDCulHTgEUo1B8UguheqFJK8jpyV0SMMik%2B9kXOsaVXFyVFimtYBKntLI6rKShyR3b35Ap7CfUrRMOxI7MGt12pNgfXrJxCX5yzqLAGUhPJWnJmUzItq9/5ywK4fhrNSWSoeYoYy2kOdbt/E3b%2BYzfsTgqKz0nmCXd/aRMWomPCfKRToum5U/dZNL9womP2hvyZsSyEfsdGJk8eOB0UzJ5miGcVDNp8cFXk7OB/ncJ5wALcmrLwHoOmNQDpCF/17uF5oiRqYl4/iIEtf57XjcLAMRn0NdJQN/OL9ItWVGv062%2BMkt2icJ9yiqx7SxZpCxAtk9ZlxA6G3W5Si9WZCLUxRrTJaGlNCgq6U1ZrKvgWQancpnLtlbTZ6qzLeKIz/ewKfWavrHlRdsESW9KNZ3zTcvKyeVb2/ZFrypmKcjtxI12nBxQ%2BeGJckqtttrRaV6LcpsQ6U3zk8En5K0o5ck3bWYG0nkrGhnW223IEQkvkrDchVPjlFaTtdbZYrCwumHhFhZRYOWUqQ8F4LVql0t5eiWF0nE0QcHYeKZOWechPJyQZ6SYQrNF1N0BiJ2lq7WLp1%2BXwSszH/vnqCIg3JLg9wkhHpHyiy8pR3sxqbN8MXB6dHd5zNZSXA8Tejx3yTZ4NAfl0Nsjr6VYB/uUibNFC1FBDi8VuIC6m9CY%2B%2BbM6%2BjxpreMUmtXY9KUtJ6LNY6Vm8bxyF9QV%2BZ9Y4cAS4NreYPtLKLUdqE5Xt8rmApucn3%2BsPqX2wcZwPMO2dC55ftSqO47AvmqJr2GfO9dBamU47njW3q6ryDrSyAeOlA0v%2Br%2BmpakH5Mzvax9l9ElFKTNk5wp5bq7FxfS/rFDlBFg7so66zQ8eFw1wdwcVnGz3Xn0YHAGzpXcEFU0y/DwEeyEEOXceHPUjucPu8/Aqj0cXyvQAIYupyf75WBROfECh59oB%2B145QKHGXMXp7wq40KQQ6cPX7y/JpUHkbbCse3z5rnRL11KkuGyOwO8zdR635zZoxOe%2BA1dW/P2BU2rUlu8GsjSFROOzqLOfyivy3hgYOQMq0N%2B4F09DhiDe7f8qDqCQzb4gnSsFxXUVSQ6zXUvM%2Bv8%2B5eOrUlnhTCephhJX2xZ%2BpTsjF3Gcq1VczwBSzrrDsTprXUPINUI6fD39s%2BYUX9Btmuk5d4r2QvPLNzDXJ81e2muEjnL0wks6dFVZzupucDJ536k%2B713ja/0LQe3YHAm/kBr4fVbCQcGBgYGBgYGBgYGBgYGBgYGBgY%2Bgn997nvL/XElbQAAAABJRU5ErkJggg%3D%3D
38 Angola 0.849 %2BQrRLrBQcI4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaocPjAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABwJJREFUeJztXIt22yAMjQ8g%2BP8f1iTwA2zcOM1V3Oxwt65tltjXQkhCEjweAwMDAwMDAwMDAwMD/wl8cJOC7ybyCpRw8EL8biLXEYWyZ5W1u5vKdQhdx0GJ383kOpzSFc7pbiIvwOsEVJ3%2BIjk/uJD%2BInVWCGP5CnfTeBGq019HWkye/6ppqBClpi8kLV7820gH9eJRfmAfiYiZIvfsX/fFu8CTEOUSgTwD3U12A7MvYZ6TPyFG5zaabsGUX7yb6opwUYzMf0jUKsIU/YV3/qGY21%2Bmwn%2BH9CNddYh/ifTjMpe/RPqyR1wMesbNhluG/co81Pe5UNlD%2BU1m8F3c/VNjJu6ymEahSaSCJoop5UdwiW4h7n90HEzJKV3qvE2fRv8zzrw/qTQ/kPZJDXkRJhetPrwlD4M4U6IlkvkE%2BGQuMumid9Pb6cw81iHK50j3JM0kMUejsGdTlnOEqwruPxeh9PyGUg47ju6EdVmxsSyDRJnyVM3Kbazh6TCo/ki5rN57rGlWG6XdwIBqzaZNI3DaKcb6vq5Wb%2BqlmZ%2BgyAGt8ZooNPohYo79oU09mx5rmcpn0/xZe1FvQlExn/lI7hFxzZQQHZk/fmpsUNhEzadiVsROQirtXtKB0u/mERYtN/ZPQpF1LcCPKLEIPzqWUMZKVITszd/MRcj/LB5VEIk6UrWOPEpUVCTIiJknCUstID7PoFJl0vz8/fgZeXhnn2/TCFUElJ6rYVCjJkTVd5SYpPcu338YMLz6M2DgwGf%2BE4mIDna65hEMggdoZK8fEX8L88KIwbzRuWgafTiD8F38ebTMpSWLSSPBlUR9dhbExKaqHNg98bC/x8mS9U3kwfNmi8ZwsiR5DyX2SEYKQhMlE53Wf40URNal3F%2BQv4U4R3k2ChJ1AE1cS/khGEzystTCVyf8tq7AizplQeBD9i2bkuCiXta0ePsRlnlylnb7PeIsBoPq1eqy0KJepXC9ZHQZflm6M1iradUKgyL5akgD1laHdf5ZlK8W0gSdML7SZAOtntM24haRK/NYSTfiDciar47IUWwk8Cy79DpW0h44irtpDU8ZRgtTvRs1uFZvcRjQVIddMh1sQHjL8%2BHsx8Hog0mHLTFcbsWASulhejgsac32es4VI6188En549WL7jiClwLajlPq01tR/e2Lpt0l4OuXKi0cJsJ0QoXdYMGT9zkFxOxJvnQmIqSyn4eEttNU1Z/0ZgDSB%2BNhl6QQqHsB2FTeGw/TDl%2BXIEG73xt8uHrU0AkEMHkdi2eZ5HSQheg%2BXrTtYouTOq%2B3pRKn/e%2BWlb9CGiDp5lfjGkkhDbnMButqlN4NcIeGNBtUig53g0zE9cdcYLXtKdG7hffvsVkP/4E%2Br6LTODutqSDzOrbYaUQWa/WI4RNbocQjBoDzWhcuFsWLA1yAOK8lYCKbfgFPTcuySxiPu/Qa2czBtkfP5b%2BAEc35pWRl6yaXUio9esj%2BQg28yMwRtrM7mypEJ6deKJk5wpZ0QhkoNR92lqN1JLBkry4S7bb2NaSBFYwQbGr5GVObRoZZ1TgFsyVWu0oGZk3ZMLZrU9IOeBvDQxCazbvISsBWVcWjyfxAay6GOw%2BoEi62umXQ57GgJg3VDnUtVu1cdXsbtmJruNsgbuLA1sZZW3mNQo/qwtBpmMudVh5xIw3u99Dqk5Wot%2Bti75DXP/i%2Bl4Kw7tjB3qBk74xEvZIGX78sWozy/wtp9KSZk5g2DcPzxeEdkPNKiy3a/TaJYL3XmocwmYslQEAf1FIdDGShIGW%2BgJUjVp3eFh3lmTS6EbnZPGPQMKykCe1u2x15Hr69Y9LU7oVtVS9hF0rDhTI5xme99z4lwndBgVteMnYLZE5QE3K29fnNq%2B7XbVjWV0%2BzePWih/MYgHv7tFEMb/t7Z02UzbGQqxsdgtS7KF/Yr3oFulXXJB3bz9PQ%2BabxyyiPrvoHV5DKTrPf9hTJwL7Z8ScxQd55Tgb2Y0tM89KFttzzHRVhWgXs8Uc1kh5sMVHUQxcmIhdWuehtf0u7fWT4ZKxP%2BsnHcWjihtc7/2pgtZWh1uPeKQRvQQ8Q4WavuiphTIEo6lE18t2T54yLlGnam0x4XfXIhcP0DG7KVcHgDn6od/ZKEQ2UdQdaV/UiYNKTlvSUpZhIvlIKMSStY86lzEPxVRWjp1KMKdNeB0eR68m5GU0UkE1mOtED/7kTgyo2rnsal19NJOX3nOt9Mon3fkTh1DlGjPTlUqhPP58xZrAn/TnKSV35BLRyXhGL2scYmunZa85hiiGgCvm/APuY6m6C8hDyFPWrIep8FPLsKc3d6c6lJwPxAe5qWIiaA/OYRIciTTs4F%2B87m%2B4yUjaYauTi3cJ9CedHqwwMDAwMDAwMDAwMDAwMDAwMDAz08Q9zx2uR91k95QAAAABJRU5ErkJggg%3D%3D
39 Bosnia and Herzegovina 0.847 %2BAvRry5Pj28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE5cctAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAB0FJREFUeJztXNFy7CAIXUdR//%2BHqaAmMTHZ3QhpO%2BO5D7fdTc0JAiJgXq%2BJiYmJiYmJiYmJiYmJiYmJiYmJiYmJiYlr4G8TuAFv4m9T%2BBrRGAN9YSMw8OmpQPQeMcLu45UIGEYrbPTROWtWWBfiyZPJA%2BtdffMpSddGIuGNCcxuYYSe6RJN71nSPsaQPwv%2BAeKJM906OGO3d0u/RmJhI9gkY0RnjOMLHD1B4taRKkJMlxmnzhuM5f%2BTZO3m9sbxf94tIibaET2JMyJmZfIHpUrfxHSJ01UUqLqK1qwM3PIzRlf1Jiz6SxoD%2BYNQv7T8kyU1w8Q7q5YScNHlhT5pselcGbK9YSGfZsEmwYfyx2ypbCA2KbrnedEjXWX1WkyNPNzhushqwVd4FzNvrPODySLSMyTLcMhGG16QaFslVxhXVxaLLeJRzkgKsSUAJgT%2BIHFE%2BhZJp/LT8u%2BuzMfh6QWAduM0fHYQfmuS%2BSpXXEcHsDpxCFUjsh9lH6gga8huosDzPaxpb0Sa4V%2BniNkqWxBr0pT0T17WG5UuBBzsBH0l5quR2evRPARxYe/0l/3wVvivtLhciPkteDxh1njQ31UxGX5wfhHlFfudecdhMSVPAutdJNh3vFuDOK6QjpbIutqG5MthdMijdjQQ4JwkHdiYfV1Tm4DxFi7/PkpsWMjvIbNOlGO0HNZeiuotjgvJiti6w7tgS3TbkN2/UcoPRjz7CsQcbIrAeYdQhxuURjyfKZB2r%2BuAcUyn08Jx8vdNUCIDqAJ27vrCN3BnbhpPvxlANWw7ZiunLs8Prd1nCKwXODp2suok1MOToxmbwRMgq3UcJZ33GXtVSM%2Bhs%2BWgVBWOri1L2qNlraMchECByPgspm2cN62CKClHGVpqcGw3H1FlZ1fHFtM812S9ZJbvPt7FlV%2BNZdfgKChZYbmP4DTaRdVUBZ2s0IoZTLJplIkMrpFu48VEnWy6RI4oJ4kDKIsjOJPZXdNPcoI4wnJWR85mEIpdO42cUIEtsYdgBYfXbtER9yiz6MZ2Ww1Y2VTNsKizl7wH6YekFA7wmbTkbFL4paodWBeWwa3LFpQc1fQda4pWUAe5CqfoO6p2EHu50BdFYt2L8evmTtjp6RbBQ1U%2BQaV%2B7eu20gCqtCJAYi836HBq8B1KVcxLemo3mBn8AMihmaQlRn3ShORFJN2H4F7o8jZW0uCVDXG9jeTuSNt9FMChv2QAyelr%2B496o9FqwHYsHzSDjxVBTtSJ9JvSkRSC9VK5BErCWhMe6P0KloUtsZoTaRwvmX2ARJrNUUBFON2NQhI4vQlV%2Bok0ld0FPF8JGVGjc6DCs3w5zAMZtS4LVVDUEO5dsaW0KOJAlhKOXuhEHaC12izjPtbg3Cr5a6T2D%2BSOW6m5DIt8BSojfVBsOl7g2mKzTfZqau1MBMl53GYQvJbjQ2tF81jNtAWt7DrIRUuMLU8UK0TtIeybmr292kYGZcP2Vtn2bYVSSOYiybrdJkcl/QjUTiu4S2zaGtCqBCGUpkbJZr22IILjfXkd8HQO9yI0A%2B5r%2B/Jb3ZDrJHIO9TAWiK%2BMmFVQsj3jsFiJah%2BhLLuS1exj7hiEWeeiH4p2sR8LibKswUSqNwTRVHinrUaUdW5AQtHlpduR5%2BVY0x7cuaWqLYVeB9P42khLIAKdqvJYzsMMjrgbvyNWNyZr5N4dWATsjPRxQOjYCA6xRjpnxKnSmpmWX2e7fp/OyXm456Yi%2BbdAB6T0Usn9HrdywOmOjLAkUlAjlKk4EQji7QMk2e40e7ou%2BjbvpoIdVSyUDxifzuPtCjGdTNNUDoI/iRzvZyzSsqqeQj4J0u9kLMAFG1A2QurjpFf9hrRKvjE%2BQLo9dLvg%2BwIxHcmBV87v6tdFumcZvvYelPKBciz0iXJfd8/yXRxcHTuv4c8c4IeOhvS15gwhnwykg7CafbcNegzTk3zsbnP%2BSycRcXHXTiboi04nfmg63vHsWymS7R/u%2BHlikgwAx8673kM8Hlj9VK2R26WfqbbvQO%2BdaIUNH6adUoB07yi0ADDshR0/y0xyqfDX3ncDe5J8AP4dHZA/ff0ViGRLG97VIOgNDr%2BizhtQCNGoNl6W44Ev/wW/sQPR3r4iBU8jPn7hSnChc/7ueeRXpCy8e6kGYkwPV3odH2mZe4f8Fpv6CqBD2Ible6rZ0zU3Mw7yYEka66KHjX6kjTq9YsiUmVDMb9wFEczJT%2BsYNv/mlrcw6W8Hb4E3UY5YE/GQ5L5Nzv1R0jmu3x683wL%2Bgt/ogRYc2pl0FxmtU7rj8CTO/q5RtCIrj24PjlAjmB6g83KrswTVnwGlgPfb9odaVkfQ2QX%2BVZ%2B3RdzL%2Bs/rxyuXZFp3LVvcVML%2BlWnCLT9KIGFv3dw/sEXCbif5H2zxxQv7RrP/CencJ%2Bjzay0fOukjAa4nkwkG0QM42uAdF%2B0R/hFnglN7/aMmEAP%2BN84TExMTExMTExMTExNf4QcfdJ%2BVze9xNQAAAABJRU5ErkJggg%3D%3D
40 Mauritania 0.847 %2BQrQj24vr04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA47xEjAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABi9JREFUeJztXImS5CAIbcsD//%2BHWUHTOTpmkghmU%2BWr2Wt22n6N8ECDfj4DAwMDAwMDAwMDAwMDAwMDAwMDAxUgPs3gBqwJT1O4DmOMfZ2xwYAx7mW0wSBaY%2BLTPC7BkU/H5CNvcm0m/UFnDLzHR3zxjOQj1j/M5TS8magmH4GX%2BEj8kv6gf4uOBOMW/4B36MiKdDK8fYOOoIH1v90LfASN3X4n%2BYh/mjZG770jAMEyzAI/r0g%2B8nQZhaYKpr%2Bnzv7pFJkcwMeEEPB88YxPl1GbUDuJkHzE/f1jWvgJtZNIKfI51b5LmuXvqRUCkUYMsWiI8z6Gk979nGun94VZLSa5AxfPsAkP%2BAgGZzPDhXHJ7Pw5rAt14umneHagr48kxomZq70nRvpv%2BOUNP4LejTR6m015EIg8EXabtK0BC8DOnyeoF2deQGWvPVYPjD/BBs8k8VWt9qfkbSs7/0RW2SxBdkqin1e4ZWW3LVd7ICXg1XSfIM205xLp1Cskkcy8KdBOUlh81t6kt2a%2BQGE2tu1LOu7Uweftlj4xZ7%2BuW6nJNXb2iS5Mdqo1KB7j7spAB%2Bkt96qbKx6aPzb20zy0%2B6XNtbCKlPVvV7NXgTVPvKgFIbHuJR9VzpcFLLHuJB91ztdVN3Sq6/CgyLk%2B16FP4e8P3uWGg/oekRgPNMrfmesOpg61Zw95tXXDakZ9YwxtZUFFyykT7zyUpUWwbiz6favQo7ZzS%2B5fJC3STeVh36F9ywOrFNhO00EqztEmW8kQVaeTQNy3SFsk0YpL0UEqC7rQqLT0clDLi5UoDI2LU6o%2B1ExdLX0bCzW2slMyta%2BNa9vekLVDaTFQH7b6ac4hr7h0TF2Rjk/V188ix3dQKUGgqhFHdd8ZZPWpj38fB5ZoNVIO5PpM3seBz1WS%2B2nkFZdGKNr6kNgossUeTjyXH7pAI%2BmyYSPvH4eydjALZ1DKg9YJ%2BwUcperWZV55vbR%2BHFuhdcOlvL4xSc3w1tKTHDAOvHflK6YvgMh/dw5sq6XLhk2Qcup6M8QKbW9SClMxpy4LbMe/4y7an6NNKdXKPICZtq0a9eHPd8lsnUwk2jz38mq0RiEtFInlyS8q7wKVSI5SpPnptUYxs34b/kNIPtKEBba2LumvfIhNaIfmgCIfkqHTLsR/YSpuJeMdtd1j2lERFSl1/yjyIboOcNqmLtWHqKVvbfFfASiQdtqky2avJOmgLh95xSWZeFFf8%2BQ3bKw%2B6SwfYquAT/YO7QYHJi1UMDGItHZ/FE%2Bl2CLxk9O4NmneLpZcjhNn7WfBjhxQcn0UOvSAUskkuz7qcIyQzpNIigcPqS8fRjQOCaDe4JBIC%2B0gfAHqTp3kQ3o2g7p/JPmQtguqK7U3VtwDrbZ/aMS6V/cPBauElBRVTa3RVZgylm5%2BiQqk0ThpGV1DQ1QTadUNveR%2B8jOJ1LSjeLIe7FHD301QF0nU8%2Bo0tMJBDFou6/VH8cjy5Q1vTKg17fAcystH3rdSatrJniHeSV0qMFS55QLznrp4x9jUM61yWKIEuJce%2B6v8Ch2W0wO51la5LWYDyyvIPKKsfOAixVYbqO%2BOPXfry8qHW06ccOZa1GGypNfdgqIBsxyssSlxjbmxCjG3pBupLcm4PE0lujoCQ%2BfnAcL67LFA2Kw48z64WCyuruig46nIN261%2B7bfnloTfEzCZ9XTr7mJHp1xvnWDjwbZDiAWi7jHzhsIbPT7w8LO1S9i7rFLms7lNZ2pD3unAwVr6v0t0/B19RtD/p4pZgiWNhVafCeHubULHPYPjgpWNvUdiWiTW143NZ2Q3/%2Bgcukl1qODjlKfewQ9X8KE8ffo9gS5RI5H9zvlhLP6AdxTcDvxSaEAgZrlQoj5xhW6sekb1VKk/0Dc5HS7pygHNzQtUqztRppvm5knnOjlxBYKFe/tmhrkGz18ubGpF88NCjm%2BKIVPg4OxcWVcYkkn6f6na9vomBxdOONiyK4RvlqI4IOPdMASHr/7bA2yqkemlszJV7mwy1Cs8Tft3dOKmmD/jaRnxmyKQgv%2BPyTMmHpCeDlZ5Izj7Glif4AqV1RvHBKG75sfhICbNPMWvPJi7IGBgYGBgYGBgYGBgYGBgQr%2BAY8aPI1Tlbk5AAAAAElFTkSuQmCC
41 Senegal 0.836 %2BQrQsC%2BPb1AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA44Tn%2BQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABgNJREFUeJztW9u2qyoMlcH1/384JwlgWysWa2LXHifzYbXdW3EaQm6EZTEYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwfC/APyawGlEH5yDiqXkf%2BEFANwGPv413iU8GBUkuFIN4Zl3/jvES6fnQ4EHX1fa/xNRFjy%2BgE/xl1RXvCmCcwnVY3sZMYaSkHr5A%2BJOyHGB4H2MGQnnkShxElCJoOBc/H5ZJtcoRFSQIykCCjtOXHcHgq%2BU0kcqxDrTF6L9U90G0g4yyzOTjhpdv8xdroXCPEjMM6JLJOpIZmX2DhXg0gNaY3NyI0uDxCMqSkRhl893qMChRse6wKbwcDaAzH%2BjIoCkCxrgEzes/hJQRdIvWAdXigsnn4yeB1i7l3z6Xgkg6S%2Bfm2kxLN/efQmoot8%2BFRVkIdZJlNDck7%2BWVGRRo8SzJKEJFOe%2Bnl1ocWC62fKhffbf3%2B3qzWSzpQjNIF8QNLtHljH4EybzMs44lT30BRFvVGtUjmsrv%2BYLC8n8NgW5phwIymMwBrlTQcAJzGrLJctdFiRdsRwdHIRwtnaLqOGqcrRhgB1jvEfUQWrJOw71bhG1kKAXNpz%2BJlHLpR2RTAgakCA03hiXzd0T6lrM6ra6OMHZBBwtpqgdo4ITFHQvrAUBC3r0EKo1io5Ya5ia%2BoH5nYIHK07CWY1ARY4iqR0d7GVUQEGOh6QhFKe0FCMmslQWVzGqRUOt6yKvdX2NqB1ckAgct4PWnRNAJ6ay0HES5VmTw6WaFqisQ1Y6L%2BoAGLRTgUY6ZB3SIchkFhswV0wNdYwT2qQoL%2BmK4ryOG8hu0fMw7kxt9wRQ67ySoKtB1RgbSSe9EkjQmcVCpNXipuBV4gQySqCle0xaIU7Ijv8orcXkoY0MkpX8aknlUuZX4DxWebBnF1s6LXaMTiXHxRWDs1h4T1Bw4YRKFrRIx5YhufTeJPE1fF0nSnk5YLbV2zzkOPeA1ytlMGQ7xEn3gNfrqAdrHyq1rL3usWOULKpsxm%2BSHl0Cp/tQ1sRTyZfTTI7Vo3hP/SgYDJ4x4rD6K6WoiR4AI9K10cAn70%2BpfK%2BbUtuNliPnAsieetAz/WoI8OUmm/GaSsOFTeAPIEtNG4E7C52l2x4L3Iw3Zw16WSIoGY%2BmgM%2Bdg6TBFVX4bcsbf/m1MAAx%2BOESe1TVtTKu1ti200fYtgZz3yIsiS8jVunQ3KydcjSBSiH1cLuhunV8LkUljQepKVP2caQr8BTrpkmFOo/j/UoUKKxi54Y89Bi1U2JfjC9VCap%2BeMmopmOv2gslFY/GLlXFZq617zSvjYZ5d4peI7uuduKk37eGXzS8t3Lyj94UBlAGkn6N7OSDsY43rQbqRU5oHmJ5MKBdA1eDifhYp1vA5l%2BpgYXmSZ71dr9ymHHk1TSGtO9p0pYegFLeRbXqhAoccs4p4%2Bc42SVNP4jd9hs%2BQCHay/sW%2BguMOidGluYCUA6Ph9EZi/htx/%2BoR0V454%2BAA0aR2KYMw2cQN3s03vh58zh68yCt1q7Wg64OCkfRcxauZMXu9N70cTaArhcfpinSNXYKatCTvLHmPGt6FOR8ZCCysE47ri9Bfyw8wv4TMdoHzuL%2Bpfs4ajgvTVkWntCEsRFMhWjxA%2BclCZMOreO8kIZQWOdrN3drWTtEy3Do27HNlC77pkY6vPKhhurISRY69xwCf%2BSQQkJfT3/4A33%2BGo8cPUS62DQW5lwjOO9H0iG6fHAGTdq5cKyBQkN1iAmoWOEfRxQ%2B3g2toSgdZ%2BvfxzOj8So16HEynX%2BjIHQQfb4A37FOBs0XvWp4zA0ujEi/AOfBCys1begAlwWcezo2OXMGhE%2Bcte/J%2BzqCa%2B8R%2B1rtkpAkHVeqge0bCQgV5ONxG37LzVUQa%2BrrYgk8Kg%2BMF6G0ZYPTQOU6F15OYJXwQT0gj16MjliyiMvOCUw57A7NJZm0W%2BaFSCp/dPAzCct1HnwmFWchx1VimCCUxGbi92c%2Bh0CZJr/xfUj418c9J4DSRe/HyOXvnL02GAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg%2BFfwn/QpUWqy25Q8wAAAABJRU5ErkJggg%3D%3D
42 Ecuador 0.833 %2BwfQK41Rb7QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0QKSSgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAmFJREFUeJzt2dtywiAQgOHsAIH3f%2BFtAJNYY5KWQ4sz/3fVaovrupzWaQIAAAAAAAAAAAAAAAAAAAAAABiEivnvEH5PRWzjEcPcdsB3ryGijceTMM%2BzbTrqq6ZBWyeb4LvG3YrZI55nH0Tc8GGv4WoqkSXimPau9W1NbVJsDHRdinz%2BRUPXZEv10rek97mIrYmTRb2E6nScihOo6qNckir%2B2yNpMs5pZlaFdvZ6Li9VNYPEgvCHRx7a14jNSTZVmbbijm9aU5rzmtI47DznK%2Bd5OK8CzWG7qvFfbatrxRj2Kpk%2BRR0qhj/aS8/f//EJd1UAKpdPF9mDjgOrLzhApd3k/P%2Bc1E7z4yuGp6Bt0ej2%2BnOaxYbW695Tpm1ZbaeYzz9/XeZ5n6An1ZiTkuK7faupqIvjeytGGtTEYdXOBRPm9iZhjITGd40s5lgLjyB3eTTNN5cHHyukX9BFMf1QWUJu9rvSXPT1WND05C0PGbP6FPRZkXSr6Cp5xTvZ9VSGTPSUN/H3m2Jaw/t3Qn5Pt2Pz4Znl0eBGrI5oP3HtNN1dvK04Pfalr0dy9TH1xquafjfbWi/XAL9eDZczZJcNvAn9FvRynMn5XWIecRY%2BmKd7gG4Lhq27LveWF5B8qA6P6l5mohm3NqZU06ll4KxOaTvR2MobvAOZ%2B9yp1RvbpS5m2w2d5nwdT8ux5kaYCb7kOvG3ZF0u0s9texzdpK0lf2Vh%2B574G1rbVLodrj%2BAl9QmWG4w7bsF/WjesmW67DWNSI9HvQ/gmrdH/4LqyGcNAAAAAAAAAAAAAAAAAAAAAAA%2BxxdfbmY3byTNVAAAAABJRU5ErkJggg%3D%3D
43 Niger 0.832 %2BQvPro8ublAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAblPvXwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABadJREFUeJztnFuy4yAMROMCgfa/YY0E2Els8AvkO6nS%2BZmp5MbuiOZhIfJ6GYZhGIZhGIZhGIZhGIZhGIZhGD8GJf5axUmIELxzU8F5D/h/iw/Ri1IWGjER%2BQukV2J4vSL%2Btb4NFMCJOlyHNcWeY54i7/8n4RRZFGwEv99fDPPfCCcQKTvOjaw1IMcbfBEenlNXRSTDnghilSD/CfyXkUI2/kPq6oo4irA7PIih5z%2BgJJvll6/xklZ4XH9wB5KRo/ppYo6zC8nknvLnp0lX4hoOnNt1p3RAv/pSrJODTSye0tsPiz4MM0gH3LwqX5WSbdI3elY0HoSZjTvF1jshqZbPu%2Bm5GZN74Lrhv993Hx2w8ibyfJT%2BD0ufVIfbeNcadWfUPh4mN1TZzk19o%2BVnIdNB/LihZtVPmZo170zGu85YWFQ/JJobd0fzgTMWYmmM6ZmeGHc0Hzvj4zLJYs8MH9j28zlnzEAZ84ao2ie0x7qzzihw1wjPRJpcK5R43hmf17r6oTtAI5bXnFEILBhaE%2Bc4Wob215wxE/lDqD3oUd3Q2FxnHF0vG0RXNdR6TW0FehYxCE174343oRZPvGHmNxIGpxpqXwl0Z0ciDvWt7nCWSqDFGn135L7oNVX7jQ3kUbtzbuC%2BLa2lNcOETX/hlUb/ajiyYFBz9WbowCGzGYnpvJJoWiscNZdJMLREx1Wgh3Ufth1p2cN95YJk2BjVeZx3SusP%2Broudc0oK6LaRI6fgQ1Dc4hBTbRfBreUjh7ZnKQ1j4s7KMR5R2XsCkdrmI7v3R%2BIYfD8FZUyNvJgUtlTGQMoiVZePf6gaGeiF9Tm2YTSOB20RWv0cHXRGo8uuskJNdGaCfvhU2xGa87KmOg3utvBvyg6/KJo9p7K6BE1U98w1fJt/aiK9mqiFe3hJlCZukBTND8lqwyoI5J2exdXMZ/SOmy5uEauhpSWNBmti09Ob18EtZpxck6rJ0qSW%2BXa/Ixf3dgaADsvqlhaCumCju9ICj5VLi0FHpuc%2BhBIMpmgMZzmR3EVf0jyQCccOT%2B43SfqJyU8ooo7ymp3fB/3aazTGDuW7PHwiGTNo1tQTIxL5fBo75Utz%2B2W6kWCB4DIIGIIUSrmP2qN1/tbfWDWXC0SuHidLe/xiEauT%2BeCiduBjj5wOFMFd0DkQIPg%2BXr0Vc820tUlU3rf0UtUDzSRu1uMsiHm3t2u4zpCNgVBznUcfn6nJu/yLVOAOtrufHZx1BPofLjh/oB04aONyqurQK85JHznv%2B8Qg1BZ9beK/M4QrmSldkt6z99Q/ukLAF143skVol3QVFZgXVa7IrrLiPPd5HbUWcdwSbSU8XfdzaVZlrrLea/tiXW2a0qRUn%2BiFK/Vb/TFWnbCB2hOTXZ4FTl4St576lQts%2BGQhLR0jv1jIOkAZznBSeVU0E1k6TioZkueI5rhey9a04lCJ/rvDrJ0vwi4dq1Wd5QKFTnbVg5Wy3FIXjzcvPV0uQx/hxTMuoxNORuvuXkWvb69Q5RPrA7LKMX22d7adCInznwONsS6r2hTNpQd1in0E98OQPU%2BwI6RatPqqVlCzMeAHZsfYhYfpqHWSPdpNlv9MVymUUrjiZejyl8GwvSy4wc2yCfePZVOMzxLFbLqTVs3trbKgWqXniy/BK2OWRPOB8eVsqOepvX%2BSnPWTgV6mA4pOxlgZudve2g57q5TUBpKRD4diu02nXsa4fzTAR7YE9/TJQWpmGQLea2tSJ6m00H69wsnSzQp%2BneqpFiDWC9k06ufz5K7L9X%2BF1YZhDH/zIQMGa5M%2Bc4Pr5es8v65BVpXIB9DAUuuB2LER/Tm%2B2bFkIZUnYy3AuXHACSHM%2BQ59hnyA1HaeLqSXvhb5mdGpze4KlAmRfpO9f4K9MRp0uHgX/9Ui2EYhmEYhmEYhmEYhmEYhmEYhmEYSvwD7doYVH3tHo8AAAAASUVORK5CYII%3D
44 Spain 0.831 /AjQrixPjnIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAoiW02wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA21JREFUeJztm%2BmO6yAMhYvM9v4v7ItZ0qRtAjNSxq7u%2BX50kRjNiWsbA%2BbxAAAAAAAAAAAAAAAAAAAAAAAAAMB/C0fefwsxp5RyDHz6F/q4gheBnCkkkq9UX51PQVvcZ9i9QMXuojmSK2%2BU7Nk7VJNm/6r8gLbII93KUT4V4T4we3oXTaaM3UWJpljsPbQxj9cSorkOCcXp5RENOEsXXMgtFD/xYvpYHymRWohuDpuvTRg%2BeXr6G41vcFc90VwGppJUUrFxNBCf7X%2BHuauyd80fko%2Bu5Jpie7pf3mckyphpIT28DtLMhO2HXgmqcHDipOfTI1G3KTBfj83PZ5M8qJi8D/lgEozk%2B6egPE3WkGrTnjtP1Y3YTc3T57sdXwoklsnQzRICVzeOpF%2BN8ObKxeT%2BcmiJPqblwL2TPH7pNP/RWXxIXfFDioj27lcc1e2qKk2op9slR9WPwMrm0n5BdNQPwUoYLhoW9Lw5dNZ5hvgsqKcCYlvkdMpcw0qG30TTVECR6J%2BiJfMtPOgtjIwX5u5avJ430aqLx2FpnlZtLEXsEO3a1shkMrqLzT2mCmTAFrZLFdZthGo7WlAgmWMfttNS5T5anl5Z8smAJINqdVVLvfvlneDFK8J0BdDcQwaPIs8rFiGp/uIL/pkleeRtAa9Kq%2BwXMt6j1aQ8X5fdT19E0dzUfcFiogDJi0o2v9jP5VrU/LGyADBSlzYkFOeTm1fcvfsAl1X4fEq2ZWhx6Dj1D3YWXHmPlyLzOhBtOYdQNwauNGUy5hxCut4Y0N2OPkMqtnPVVfJky0wBOS883VjPekuUS9qO74mxnYkzrXfGqa1/kx2SN7ERdkI7u6V6ts9cxBKNwzhtaRewSC52JZ8PW%2B3mct2BatMQn%2BfkXnYN2LTmurHRE1wOwbjYDVmaeEnJX6K3Es3H3SfCN4peW%2BHag03Ofj8hKu0w/o4YqaW/qNds8GP6YWFZ836Ri5MLfRvpq3I2AAAAAAAAAAAAAAAAAAC%2BBcOnbKe3TheaX9U4u3JnumXjRHQyfdzNrV%2BUj42jxrpxX6kXUdi/3Ivwlu1cGV1fxKOLhxVvdqywu/TPQ2vtIrV7Kl97heudMOl17c0m1ptOtgbn4ONjL9r04fbh6iYNV7asWDjoS8b6ygEAAAAAAAAAAAAAAAB8Ef8AAwytLLkFrosAAAAASUVORK5CYII%3D
45 Mauritius 0.831 /AiP1zNWpW8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAbH9gcQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAJxJREFUeJzt3FEOwiAQBNBOCq33vzBaTyChkaDvXYDJbjb8zbYBAAAAAD%2BsZZ8dod8jmR2hX0va7Az92oKZAQAAAAAAAAAAAAAAAAAAAAAAGHaUfbkiqjNzGr/qyKN7Um5L8rnXqEZ66I4Jc27XflerdLvWm5yzY3Rp15hXq/x7t/2VxUIfSW1jl/h9NVnwEGvJgl8aAAAAAAD8iSdNnhKQbytGUAAAAABJRU5ErkJggg%3D%3D
46 Colombia 0.830 %2BwnRLY5Ob64AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHKtNUgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABSlJREFUeJztnItu6yAMhoO4hPd/YQ/bkKRJ2pSwGiL5k9bTbe3pX2qMb9k0KYqiKIqiKIqiKIqiKIqiKIqiKEodIfRWUAEA/2NMZyEVLGLt3FdIDY9a4YVsHsqPeeI6B2Nbng42dHjTsWUbgjeIuGyY77/kbJimz0qaSIKhw1LfJ6k1M90%2BRjTZBhv1U2IWIM3BPEMzOLQFh1phSibtegv6ArRga226AZLeW88lkMJAm71c2nuO9uHgQJHrgI5%2BvN9b0xUxay7bzj/A0y3OIn8PD/AauM4OzXhef9BV0Dcc7Bffw%2BDAieg%2BSipIni6%2B/AAeENq5vavwuzcxIoeM/Qn70O5WGsbfh3DIqezwC%2B3M/sTGU8b3kvMdGNitOTe4wOms8bMb9iD3q/1C8CUEwXeCX0Mqh1hMAxzejTMvOqaz4GaPoXVDQv/vJMulmIOsF2b7qs5mTw0hPcYP40twXXMsiglsfK0lbYInh78dRPZaiQnW%2BIMJxE3iAqeP6EFOVXCZT/PXl9LSuweJk1MVa8532u6EcWMsdnZvb1YQ9kU8XOzOqoPx7IvfObSTGp7rrZoz7/ihSnASfyQT6WrYuVT3PnuFswAEbM8cHdAuPmlmky%2BPXkMT29FCPAZEVxUkQ3ZvqBhZYpCedk1O%2Bir83ERPa8jtOhbLviqWZwdjATZtDN9xM1bX6pYQqp9Zu2rRUIIRMpAe/cm0XNUZN6a7EGP6ogRBPiMLVG6sftLZzpQj2ulGg3B1JzPIt%2BocN9uq3QCUZMxP8ivt0wseq45VzxfXjCsFpqGB7Ix8pyAkw7ixETdY%2BY6MjRSwNbys/EIDnRJNw03yPUbHdYOmURBx0YE/2pZPWF60Z6/RMn4ib9OWwrUmT2uly%2B7LPmzob4o3R4Ferz42fWHfD/tPzjaMo0%2BWE67bBvLLw%2BXMn7JoHvi5bZjwy8GKkwwji6aj%2BP5uEo7yimgsUDf4D9kWWBbdGPNguia41Msp3vSibc6nmuTykttoMmj2mKJnouV2S8vpID8YGduTaSedjZe5sKb/JAqrzprbYgcbZ8mdyCWXxrJWCrpA0ufhYGZjRQts4Kq1WGXMYq28bYnWStM/aboC/d3nvsU70GNEj3BlzImJttzVupNo7cqPFCfKZAIcRIc7pyHu3uAcDtBairRaCmu1L001sRtbaFXI0YugaBr/SZ9s/VbEhhibQ%2BQGhmD8QQeiu7HUi78oDS4wVi675fmw6sTU56f16hTRyVCZtgAfpbZfT46uCWHRX85VlTDL9ux%2B8nA6tzW/fDw2tmLX7vhyPdmXqvN0MvRs2E7rBx446rtYP6CdezG5IABOFAAUb3IxfedopS8nF37PMgcBfFXOJ0EB%2B7W%2Bv%2Bbt9AY4exEfo%2BcYQTNNJS02elFHberh/S8paVoPmflDLMFX%2B8mIugQPumWx38tKb86PdGnUZrHfZelA8b5gKHoNLnZ0Jaw/lstQMpXf/UCit%2BPTYV%2BE2Q5Qj/bHIEhbnFMu5VcngRcIbIfBRxM94RFNlwHEdBsSc/52MwzuR/F5L%2BTLAHIQWi4QWIjjXrMDbwMoO5x1bFiauXQHQlnf8Ux6Q9qLYZ4B1vJXbi2NaNIFMEdmGgLqrewTOcJOR0oKWvOo6edx6xHAfbjZihwtxXFCjy%2Bh%2Bd7eIirBP34z9D48gS5Ae8CFty/45DgGSGqroAmMp%2B1DOl2GPsSPUL10wLj0I3na%2B2HOYwoPuML5hPC8lZ54UFxRFEVRFEVRFEVRFEVRevAHcZ0bDDQaoPoAAAAASUVORK5CYII%3D
47 Libya 0.827 %2BArPL09vj68AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAI1O/JQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABvpJREFUeJztXFmS4yAMbRfr/S%2BslsDYeGExwiSp4n2kZjoxPAuhBQR/fxMTExMTExMTExMTExMTE2cASKW1NgY/lAT4NJ8CkK2xywXWqG%2BlDtp6hpF4ndD9e1j9dbylFssiUKL3X4My9L2WY1n5vsUtK1DIyKYIb7%2Bikbhv4FVoHGZ1/qM0FYw9QCFvM1jcblodWcuHNNwrDqW9LIC6KbxU6ROQwtMJBjheZqCSLAv2uZBogSS8NFAmEO1htgQWQZ9it8CicaRxhMQgHZGoHr5PZTUqp2MvRJPMpEAdGWFKUDM28aCV0wCgiHZLW2p1li/TJnO1BE%2Bnt%2BEFchrPutZLpGEvmhIQ2I8J5MBG8x%2BcktQ7O%2BkZS297HHR/wggS8q6AOBVjYw3Si6yqJTjohMIBo2f7Md0hd8Xw/7uKVce/SEOcbDS1BXWPPoNEQiLmfGsvRI2o9UUVaNReIO10tsgZNahM2tzQ82Zf6K7mDzlrHXNOWCl7DaVumrp5dndWpHSq2EoNjhJMyZnmVNEG3M2FP8caBa2dwDvZbh1LEJKcUamLTiZlJcB5VTL44iaObAFEHg9lkpaCuJdj3FLKtEEsXdHmYo/Yu0JnkOElS0YgTRqfNfHP%2BKLeu9L51kxCZ29aukDvM%2BLWDTzFJsBYHLdwOSBm4imB28xQbIMoRQdBqyAfKAehsC56JJYLdEbUW%2Bs9lGN3V1mF3vqWRtNqwXI3ZbP%2BOoxjh0AEIuWoj8XcmsKNvbW5916FkjNQVaAoch2sCuU4wDn/c/9Zq7j2YEszJ9%2Btig29fjylXbR8eNOMzSP4sSz8qNAnZdubIYCW96eMPXIUUIr2vXVhWbzDNDaNmiai8NmUXB24l2IFqjL2362KBiayPsVIiETDUg9qQu3/bH57ZE0vrK/T8gqSTXE8yk2EfzFSz7DKXmN90Oxx05jNZGpWQy7KrzOYbvYzuvrbuYKoy7Q7wLLzxZCMqA5hVyUkexEkqLJtW65r6lKwYw8/kVnT8ClykWAdPGneNHwIYM9E/9a2Q872pE/mrHfPD9WOukWfHMA9P9B2ELjexSeyZpztIBRjwQJ8xCGYE%2BMpBIs02A%2BoNImKRdpZPDlWpUkpWfmWIz3UShOKyyt5GBE%2BRgJ4Ns8Zu9Hz8LDi2QBN78z1qo/BzLeES9kGGw8maZf/Q4eltWdgbXZ51zTc4vEWPowbJjXa4vHWTf3C24%2BRlu7ZHyMdAtMfI018f4%2B0%2BjnSf5%2BSNGenCFaT9zt2GqiqlaKOjziXxsGlGh3pygWHu/Fm0ntKPD5gat6Uk3sgPjyebt9J3Hf87LBl3oBm0ruoh6dbf%2B2Zy1ZxMNxQM5KALVOTo82HYuSIoQLjA4s17aS30p9xGy4elpMjqnUuMvYQW4B6yZn66zANVmpUaVY27iXdvMXcBiM4pLflqaEL1CgijmfYFgKHRqeojBxJq5BBDNUPnPaWo9Pblt5A%2B%2BHrEDgtYHwKVLI/0H5Q1RFL0mvRg5AVta%2B9QJ5M8/Zs7WIp7RLPq64a4caUJ2kPX9bIb6cGrvSKp9MBcC3lfwe%2ByI2pHhuYq/O1sGs5YSdj1aM8uAjlrVS3/TRTWYTEQagM7Ua6S/l4ASHD6%2BfL%2BBVRJWwBWr%2BsVL59DA%2B2%2BVdVqF0H8TJrzSggTsLVcb93ojfaXO4aCvs67iRv1nUH8QmawiGPh8C0QKd4K9ZJIIgL7zuvLlNJJNCtB6e0IJy6aLblB%2BGqztbVVye74%2Br7H935Uwxg4XxCshrqIITepMMwIr/QjY4OtjXqyOm4YPfNBxBH1s6m7DypMP2xjpyPC1YcEnyIiLV26n0y3s915HLE8YXsLmLdxY5cj2U%2BOQZUi3AAG5K3MJil/qYDdVWnN0jTbHRs094Ean0%2B2qHr797ZUIPy6Q9Zde4%2BvP752XcWh24G9Qxd1pHE0cPXlvFl%2BVoRcpO5V4sugTh98VoWXaEizlUmzZ8Uqe/eXDtUFXe4qJRqk5hT0%2B3VXR66w6V4GcCt%2BaNDlhkP9O4qrbRlg3yj2kg5exUJ91RAiRH1X5K2PHhOukAqqRkeL5P2tIvXv%2ByqTeFKUadeJ00HmKmepUDEXfDlbumysugqe9wrUIYP97K8fXJTdyXPGNIkbn/3nL6TI35pxIMbjEaRJsB6zN0aukbRQWljrPsj3SyUdTYRRpImkFBtdMuSf4dN/Elnc8Bo0isAvKSv0evtlXsnfIh0BlBOEb6P9Oojsx7xC0kXo9bvJO2j1qT9%2B1bS2WB71AZgC1RqCfabSXv7d2O2v5u0W8q80v5y0uvVJd7byN2NfphUGRttuQiEtawat2FwZlu9tkjzFjztHyO9Jgm/RtrR/j3SzE29iYmJiYmJiYmJiYmJiYmJiYmJOvwDepyFhB/9OSsAAAAASUVORK5CYII%3D
48 Afghanistan 0.823 %2BgnQry%2BOcFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJyrJvAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABQ5JREFUeJztm9Gy4yAIhpsR0fd/YVbUmJiYtumC2Z3huzmnbVr/ICIqeb0MwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzCMqRAuy0JPq7gHLZn/S3VcFueS6vC0kDskvdlF3NNCvocca369YIGnpXwNO3Tkf9hH/he3xqo5j8YnbU0%2BhoCIIcQFP11bRfNw/HixEuQDuKUDMI67nUJIIWOT%2BkzUowhFpKfSPDbhgU6CaP2Q2uv%2Bx2bcgk8SHfpVAmJMPQ7U7A6vTQWle0gf8D02Q3ei6x3lvw605PskAH1r0zUrEux9pVzB/8Ucnl9bD/id6LjeaN8Z4pLdvjtTo5GSf5e3srB6G%2BzKTVD3G6G9pqJzr1teMic8oTOGP09vyfjZ47MiN5CyzeMcBql4BhU/kQ8r3h0kX05v1VN5EmEH6r9UX3vXPsk91HxKEk4ajr8al6vJzW1mO15RLF1cIkfO1BvBLRqi0zg7mvltxE1SLm4ocrBgzzjE%2BSie/SXXiOd33w4cf2W61AebXnQhkleZ2f3ZNUrz776U3Hmoeo1vyhmIH3U1Jeu/T42TS41UU/Zg7aRppDmv9z5NBmPVoDLojk2fEmAq09/naTd5yOkarzOJHBruzQXBl2FE3xiLTp3Et%2BvVcyToPLdkCw7jl9mNP/QHTlkC%2BN4B02TnzgH7DbGPlVpZUUfJ47zH2hTcThCgU5l%2BTn81jnWzohqI7ic11DtI1I8c7Bwp9wTkBCHkJcrtJs8OIqdvCLQm6jTm7g8jgi6CBG2v3sXUsPw8J/jO1KS9MQZbNkxusGj9%2Bmf231T2D7%2BgSAOdqdsOiBIoldh0I0E36JFYlhB3g4F050QQy8ZoF91RN3o4Oe%2BD5hHKqTQI5pBxtW7QnRADb9dJNUA1Ngt23hAQ9b0SP1BZ80v2cATzj6knpkF0wBSnDtpTuOzv%2BzL%2BtI%2BJZJdyVJzZKYsGuQ1j3kHifmtHXGoEue2J/a6d7kAUy5ZK9Fzyuk37XAsEu5Lvf8rhoaT7wYTNu4zo%2BkI5H21Ii55SfCC7kpNZt33kYkv8F/LZ1RRLo1B8Wo%2BZpxTUDM4If6IeAylPhRUS8kLeV6Nt6aKMjOi6jsUp41BKdF1nzpkQhYpJaoCmSYVtIDLga14X1TelCzKnI7W7cNI4xAUEWiqiaVatFS5BwD/mekeaxg9b%2BD9RY8es%2BkHkupi/NlCuXpgVO9Zjzt92xigX4vn1NGzWMMxNl4KX%2B2NozZFiOV%2BZZ%2BjSunPh7sRYTvvbAvw119BM5Lq6W9%2BgbaOg/uNnl3lnq31rJwp1Q6aKLHUK58oLdeh70WV3JxwXKWFWjO6lfHeh33aRfPf2/MJj%2BnJvjIhLDSM411fpPuAcOc5%2B02ypvRy8LzA/3SXH2WNxzMWFo4sIH9LMce%2Bj6vESMGme/lBLqxf4rNqNVu4PaV4H/ifVw5X7E5q58ri9uK7fLQyCOcEDmvut3nGFbONs6Q9fUIGOISwZDi%2BNfXIPCuOSWmX49KJr952O40lbMvP1HaqSc4mDi8BVSfQ%2BeoyK2ueRq0p3JuMHKoYrmX0F2Plxh9mUhL6XDV12UZc31T0oPwfz%2BFNwuVDapQQkk5aMLBLAIUZqD%2BQUryGP7mYlqh6HRw4A%2BpcsmCgGfvvqobMnoJjxnoo3JHtDLYhkSjUqoH5d9M8Q5NmdjYssOAnHEP9hwYZhGIZhGIZhGIZhGIZhGIZhGIZhGIZh6PEHvSEMjW6hlvgAAAAASUVORK5CYII%3D
49 Ireland 0.822 %2BgrPry5vTo4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAllTIsQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAACDFJREFUeJztXIty4yoMNYOE%2BP8f1iIBNiTeNI0FoTM%2Bc%2BdOt7utjxWht9i2Gzdu3Lhx48aNGzdu3LhRAeHbDH6P6Jzz%2BG0WvwQ7wZ%2BSNgcPzpFz/G0m7yL4LOYkaOeA/gBvcg0Q1tcRBto5yx%2BTjBm9fr0u/CFjX77F6XvwVVIvEJADdJqh306C92FVpUb3BKGaXiN%2Bm9r/4R2oGiRzgUFtnYgaq8CXRDJxyTKLbNPhiw7EHZJ%2B99vMXgBaehzTH5Pol7YbxNF1Ms2uxbuFlaM3cQrhK158WeXIYuWWn9g5hv491kImDf130pn0Kxu7jcn1Kr1B4sxiPlaGnMNHsfLK2rFJ7Pwo6m150uHZemxiuZfWjhOTJ2%2BybGi3aV4lTuRJOVZ24DW6a5x4shzer6zRye0FTMYj7qST/cOauawJ/6QFOXeJtGzgL2ew1QJC0eVIsLTdUMOBoh4A8p9j9TMU1xXzVlLtBlv2jktHHZsk2zWbrVm3Cv7btH4Es4amyY4wp/MXnF9aOyoIVJk5246/wXnjHFVLFBI9/BHOjxWa1cFMsSsseYjU5V7bYpI/CmGRMFk/TyHmV4DDI8JK8tfwzieH7WuXwueargjf7yU8%2Bqbd5i6aYIIsTm4UWRLaWjXQDwFI8ke1hrPpiuOTDzlxQEpCjUGEXATJrSDFPx6qkCNt4QtfiPmkjNi768Q/JMWQQ6YesX4IKuvjBzVPF9nPV%2Buw124ZwWf2lGPm6MB3VQ96yHDVniBP12p54h4ObRyTLJ2URakR/kGJoSOd3i0pSQyz9aO4Dk/yCSc1CcVbJ26khq6Pj9Lb4H5mpXeRAhIJpqKfehiPJFAeL9TJHfZAeLVipKwR%2B49KbF1OxEQV4YMzuCJDbHkCdacMk4ORg4cRd3Mo5ZypxWrQqq0HkdduGX4gEPVn6ssKqJKGKRFVPW%2Bhbc/H1wrKUDgf2o6aTzLOiV0p1/R/%2BywWA9m%2BWtBM0uVquzHHs4ezRWxfzX1gGC3sPVa%2B/hhhre/vn8slpoCizs7k6LOX8YRq5YchazM4o%2Bdg%2BlWeky8dG4pw9LGGHga/DmeVF7KPk3gDrju1MKkGnENmdwRNl%2BDcjJQgWSgs4YSFJ%2BYppIN05gPm5xkcIJpAmvXkSKWRoo3hg/FqHeUJpUlh04Sl4a0NVp6SvQSr9jwOl7QKOv3fMIAfnjFiPjTeVDZucHKeBZ0siOVTBmdeWaNRJgQ9mjWswtiAiZKEea97mOV4Y1mnfK7EeVKmsQt1Ro6%2B8V6RsZaLH%2BcVg9NqHJonRyPrqAAlxjMmHd24sJpFHDnV4sfZiEvQZGjQSVTboYIWzTZM%2Bzna/r4W4lmwyREdBJsz31XijQEalFI7L28Snz1P8tmBqzBIKopg1/GRMC/AmHIkH2q3dwptxKM9pDEnEQ%2BvxaVr0RYUL9gTOdg0xid2suCi2RuFvcN5QcHlWA8xH6H/ANv%2BllfJX9jMkumsIT4x9pJEV%2Ba4j0bs56KO0uy9Ru8c0HFibcznhieXePVzSbP2FgYA2t8ajrYm18m7K0bbzyDtD8nu9u8KaR7kXTrSGi648rjcOOErhnYKaW2r6dGR%2BJ3x8ujJKNKnHz%2BaufIhpOMZaasZYxwU5oUzemYLqINmQM5CGpkqWJo0njgPbxVTb4NSl7OQhqPRzs2oPWc%2Bo%2Bdt1IMN61U94MQoGQlo3OJtfCLIVkMbflhi%2B5xctFaa4UqQN2x3hx/idIZG0JdGu3lg2bRXam6TRL5UbgkDu829T8R2lVOSAPhUQeRoDCtAdpaaZE5jnxGr4zYfHafons%2B4HZrsghyUDnFIobSvzfKPSEN6fzOOT9jtRwqmm9HukpgTfpgH0NAppuIUdepIawa%2B4X2h2DK2/Zl1zz3i4srQ4K3QXFIBHwjFeJB3/LFSHDAYdnmJ45hHs8%2BURw9w7qEemtXBJyxni6g56AqA0bMmTMpyts8uWlVmx09ObGJUya7ZIDWaGUNuMnhlNsGDA1tELcQZblYdEm3uDSbNHOUIuosTreE4wfFShfgdaFBEeZLwwkHM%2BY7OiZP8rrETKmWet%2BBzWZeGng7IMo/0h7pi0RC/MIpQwyxfmr/D9CO4Zi0E6XPOHMqgi/fXP7MfoBLBfKVZIPp43Zf3%2BDuPBYSR18LUNj4cIfQvWWMMzVIoJs6m8xdn2LnW7Q/6jS6yXtvlfH5lSS6n3NiFzoekF1EX89Iz5QKM9yMmZdyQ5AuH4vdgCvtylhirN5/8sNDF0c3bzM49rX02hcO7reX%2BWjE0qrW%2BBTV7XXL1xuNl3Anb%2BPP9V7UAnVgMXaJ8SVvWbxtjLAsi867O4Na9NEC5VO7Fz6m9iFWF0c8Uc3FjZ3%2BTZPd4WWkKB/PUipbpoHxAsqj9w%2Bdiizwd1a4mx8pFabfXUdYFr/zlfs%2BmLGpPvn0ONCTN%2BsFlx21/B0Zo7g6opPP2bV7T12X34S7wEbgHN3UYudeJeq2AECvDQvIPk7XB9lqBychUGUt99OT06eUCsh8V68KRHMHn95sIVgJ7yKNLqCf/isIRU2m4Ybam8SF0JbZEezn//4/5YrFseL3KZ4OgF33mw/WfuaUQL2e%2B1tB4iTmprz/POorpWOfikZJ4xEZl%2B7/NEeti1z1yqXroKsOzShdbuNjtZ20J4cmroy%2BvtJScS7kGOdReVrkEhmMy36WrsdFyt0VlIWbOoBYwqTVX4w0rXyOW73OvPiQWvu76oNtI7Pd41y/kitjFjt8T8mUI0hoP58Z6RbCrvUOO8dq85kTQYlbtxo0bN27cuHHjxo0bN25Y4B%2BDrMKuDBmQxgAAAABJRU5ErkJggg%3D%3D
50 Syria 0.820 %2BAvQsC5Pj28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7JJ5rwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABlZJREFUeJztXNGS6yAIraOo///DLGCSJo2aNIV0O%2BN5urebxCMiIKKPx8DAwMDAwMDAwMDAwMDAwMDAwMDAwL8G4rcZvA90Lv4c7eAIP8Y6Ok%2Bk/bdpvANMziNpSLqzTUQAwItTCbMvmhGdUyZWbw9jCp7bLPA%2BpHjAffNnBGGcyhy8Qakhy%2BQJIeVYkFMoP2VovMN9dNSzROMC8h96eGHqbPUDIXF7FbGK8EnmRGv/Fr3jqZNhGZq0NnPeVNKihaljVok40cubB5AHJk0/gQ%2BRZ8H6gWjJGYhQOHQEGJnjU00yq03vpcgGxAhknRZ5HT2al0f5n6Gl6OUJOzkz5Xz%2B4zNtOOwoBhc/JddA3DVO6h16veBeso3IB19OVpxJGq9aCcUIhM7QAxvirmY8WOOPevUu0AvXuIvDmHLG4iAatGTWuiMxxv4cvQIUg7oTM/OZJ0%2BsskYx5pGHqKvSYGA4ArkKUYJVM4n5rJQZJ2ni5FMwFn9ZHqEJ2RElWhg7kicpZng6WQzi2TYtiXZLFJKy9Ih6uvKXZIU7CnSk8pdIAzeJzIMdIfWgwgDJSITgUxmU9GpS6KXdO%2BzyJV7S5wwkZF8ixxl9NxErYYcEHi%2BvhdfhUAQ5iKJznkaebEXqu7YmXlnHjZtXRlrmyYcieWGtb5tXTenNE/R%2BbW/sgme2FHofW1m%2BYGEzJrAx0AsL4ClewwVhdOyj9b73VORgli/g8QTVfESaPX8I/QcvgxQaJfTQM6WLWnureRjFM7djuGvfLApiRRrdvG7WdFqTglhZPFpOMGFlP1sMNBpZD6DA0mIVlEXbjBayNAtNSKNE5sFEP0jQZKMt4oMi6qAf%2BiOJItjEurzofGy8ow44bJR1yBtJjjeQRZ91tRqxJAac1eYNitYFVdJ%2BWu3ZhTSpJNE14zxaq4Bsgih%2BcwtgqwS6wSnRTR4tt8jYiYOqaaK4znrThvUja7bBWVcwS2IWsGqoWg8mnYz3bGgktQXtH94qRJ8RlHdYOLIzXN4XZOX9WThMIuk0oioX9DfsreMmC6sCzbRBA169iUqKUxtefTCNN3xLE/pfNFcP9WmDN9SLqJOGG8yHegISDvaxNWBBWveDFfwoaeW5fgfprE3acqU1I/4maeVAMqoHM3tk7TasUppr6FelKAe7FRiU/3jzgCnqBwrT5iEGs7jJ608bLpiKUapQbNy59mpr%2BuYC7W8LgsEyA13yXL%2BRjcK97PQXLvOGGS9xTbQ6OIsN25JhQpuad67xtthGnHLHkqbWlTVwEapTjzwYS4oJdaei1GxlwGwyVRadS5qko5%2BWRDa5wmVvQXGRi0s1m8n%2B5LpaR620ZlVea5VJXr6bdUivzafZPgOspqKC81q0Wf5jlnWbtoG5APnjb%2BGmaBLtUvbFlHJzH%2BtfdJuPmBjpAmRRJwUz/RoMbMrztAEuZoUt/fxak2%2Bn0YygsI1BU%2BKlBNhQoxnwMefaAZNsKWhM8dNoCSqFZuplHivg5wsXPuWyW1OZzkIpbkufxB3ga/liS%2BVIU/B/OU3IMWhl6RptlQPnti9JJtZ9Elgm65%2BR3SUdxMaJClOFFo2ejw6%2BL5zYKNi6OmwnIcfbFgrvseZopToR0OxUWcEm3xHPHkBkyLG46uPWnB9b3/uGrCG0gkLibJqJxdcCkrOsWasa0jQ8JVmw997to1drdLYfUb/oYIvasWI4brTqtefXT3X6E1SX3zS8/bpT6lZrvvZP9ukgVAMOTsC1pbUPm5/odEcP0Eg6UuMtYdeDIwGJ2Vo1BC3dZGHXajk7g4DxDjEz2vXpbIZ3E7LltR9lBO4Q84Ml3Y6iOemykTbW%2BlH%2BEkN9ZEyAvfQMD/hKsrHptblc8M67c3x/vSKHwYU3Noa/XDFxk2JMOFyFCynPF3XsxDyd9u1eNmCCM5t8cheGnFuWmzrk3hq%2BS0V%2B/MKVSi1DvYVskMoNLiucuLTGCGcqJ3CJQfn2mQL44lVbZwS9vzTjy5BrcrpPYNtrfwtlLnVI7fKg/wO9e75Q9ySoHrBZeoX/TptXIGnWbMEdBZ3XUT0YIOnmr9A5iXKN1uanf2g09oBNYC13MH2PzGlwvpbjCHxULzT6p5j3A3z%2BETEXUKBZ7vmxTNKaACD/iGoMDAwMDAwMDAwMDAwMDAwMDAwMDFzCH8JqcXTIaa1%2BAAAAAElFTkSuQmCC
51 South Korea 0.819 %2BwrQLrFOkW4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZGLqbQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABlNJREFUeJztXIuS4ygMNCUQ/P8P65B4GGdix/I54NTSW7UzFU/itmg9EJBlmZiYmJiYmJiYmJiY%2BKdhwYymoAYaY8JoElqgcQZoNAslyLhg/GgWSnjjycBoFjqQMbSA%2BQ19UKJJ4oX2yfqwDsAZ78GBMd55/iGRwxs7mtsOKFI0Jv3nnBFAIvtYVQdjnGjCBv6BSERVyu6Zqo7qxf2r9ujiOATjji6bJ5rat6wIQwLa8qJ7oKqjOLLLYcg%2BmAE%2BMe9paoBT5Y4TzhQ4djhfDcyPwC95G1XterEmNtbHv0J5Mhsl4lZBrJ%2BBcgG7FXuWLXfij4DQiUHfQ4YAumUYcp9vFbO0jY6Gh8PP49BL1mzF3YvoyMdaWTT0OQ5zxuzDuoaF99cYPk5O/Bk2cdQ65Zi/jlWBtdY4aUFm3S2GbOFKnSkVEilIy9gMmXvRStFmfZjT9TKtlV9XNKSLqhVxIerjMPQRfn0kKKXsmPjOviP6AR3MvmQk7uG2ewtvAp5JPw2CQdrXdQfSIccOTfjlGHpQh8C3oyKxC2pJc09hOahD7HfdNApagp5XBl8XGftRc4LAA2k9nSqqGkSBcN/pNGu8sf9AKTiT9f5c7VEB8RkVheqNFQuljBLUkVoyKSkEYu%2BzNCbrwgXS8b3IArmNy2m4xNNeIS3KCv190ZqQWzHWSbWnmpbwI1L/XvsqyTwJUPUYA6c917veo8oxmtkKa23U6991wqSGtcrjlZXzlhPSBJ1dMd3Pmi3OW06qotC3AZycyNZ4Z7UBRJbpOruiZRs12rBKQ%2BcFDei6QCAxFouWbZ4tqj6AleG6NiX5bqWBIDdGZe1OWdQ9gx6Pa/VCktsr7y8dQtvTEyktWRV58CtKeUrM6%2BuJWz%2B8Em19otvTE1G0QC7XpRc%2BIavJdUwvmAVsL1s692J7kq5ef5k0ptqlZ8wLRRGpV3Ohz5ULLj%2BCNKzxQ4ccN/paOsvDqsv/DJflMcARI31ZvFJ/AA2JHqtx7RXSZS9FzzhNTUHHtdLVD%2Bhbm7YTwnOro1tkS3etPVotWmVRWt6UyqyeVV5zN20lnRBDDlLXML3xRJeqDzpYBfuLGD0cLwl0ndluPNGm6ZaGdJ6edW7XNDYiq1lKzO%2BRt/TejtWIWts9EJD3xvWdIm4iLJsM9TsMYp3XvZnX9PLSwovWarxxtnfbtGnEUdBKmuF0Lct7sLoiXTH0cq06/J9YQ/VV0gNWAghSkzRt4ghadeAIQ6e1ACSCa7vnRyiaIVGDV40VjekCGkWajexSQlYT%2BPoS%2BC4sV0pwpV9jh8SOBM8bCkxAr03i1%2BrZexAjx5UdgsJ53Nb1axNEftSRe3wvJGPhPCKzVOh7NXFwYmJRJ6MbAbKN6hSDsigN4rzfpXVMhINdLE1PbDjxIohYEIKNjzrs2At55LpjkTrio7G5JcwTM6COu3v/oCzIcQrfN3ZpVEJdJ4VLXdabUBc%2BJbHg%2Bx3ftZO0wbgQXSnkQ1qyhX5rbj7SwPEYN5RHBo7KpLxAyFVq6dmAISqPJNLIGzxh6CnQ4POMtnlNttDz4QtTj41A3m%2BY9lqPTCmLpMLkWyG0fkXot8dcNhh8qAj3yRDtUB59QJhe4kHDGl%2BIQvP72EOJxXJ/SKPzW87jSWOoh1A3vNZhT9waWcOCvC9L7H/qiMbtnEtF%2BUJ602BvB8DwG2KlRLQMS95rt4BN6Xwllw/ItUrg39EDiFvyxePzRt9DqPMNCdFQDR4s4Kv5TY7gl9Zk7sR6ZnZpfQzFmq0HkhwMTn8JI46IvIcxa9ZL1oSkZSdy4cd43qlaEkW7FCCCmN23p17c2GngDoi3TCR1YFF2K%2Bcw6JDWIfjMH8i6lq/xAuRILY7q032EFHTGsw82kS7JmB5oYwGb1qdTyiWNPNL3NoCSUrB8/QHZJ6p4i6oBIUyPDBa7EG0HGp333oD240GaAJIZ2jV6i4NzyCj7CeouhAd904s9HvzmqxueFEHoLJUHyuQzuEidmJiYmHgcHlv3vweR/uDnYNi8VQy%2B/hUGt0EaHUG6kvZXZgE8E28mMD9hat%2BWof55M5d3oGY5Qnb2jiRzFlhETIg/44esaHDxH9QeyA9g7e2qdqkPBn8ZYZzQ/lg2nJiYmJiYmJiYmJiYmJiYmJiYmJiYmJiYmFjxH9SsQ1QsXfCBAAAAAElFTkSuQmCC
52 Switzerland 0.817 %2BArQLk5wr48AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4pS8RAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABeZJREFUeJztm9ty4yAMQM0gAf//w6ou2LEdkiaxSvqgMzu7qbc2ihC6gZclCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIK5EAAWAYFIfv62QL9AWGo6kFuVv/6t4KQC14asYf2ZWOPZZK//UmpC0WiBk3C0qfz/SU2s0VwGcrVUl6XrG%2BbL9QTCnOpZx0rtohZVdiNqSGw1k%2BUbASLy%2BL8yC1pqxoVN57A6v2ws1FJ%2BqLrVlchn1E%2BI4k6e3DIDEGUOrlNm1ZYuabJLBVGusVvBB3fNATedUcuZFkhNpWmp69X%2B2X6f50X/n9jKRwt3Ajx0d8CkJmseLrMJ8N%2B0mBnT0d2tt4hZ4RfEXtW2d8e1f2xyFTiU0zmMo3wfQRbwZIlV5tI/8mSTKLvyBY6HMPR/K7BKTdNDjllrFnNV23jj1k3qtjf3GeSdGYj079y7Sk11stRVlJvZBXAOmjY7eRFYFzBODe7myMq6/N69HfvXbDM1vSYVbBkNywcDN70fZy5FYOVeG48kFC1T3Ue9niNz7JR5chPpV0RNcDWxL4mjy5sL%2BOJ4dDmrl5RqYkQkHozWAPE5U1ehKJpHvKwlmCk0cZqULYBfoswMhygryKEn0D4ISh9Tc3FxVZf9z1tjZad2QHo7Z/mYkq47DoW9Zn0rObw0lNOk8mLmP2lGzdXcWkVrisj1zkFw8v8W1XPJU64LSN9y90z094TFd8W31B%2B6XSHnbiVJa8DXt6LKB7eHQk3oZ4Fmg7X5eilSU7hlIUVL5KKlpwtSEPZR3CDTgfS2tVUlzUlLbryeL04VnCvRbDoF6ckjoRl3dRRa5hCdI2/drBm3lkQvIF1QoYu30LeYKN09a4f4uQ8r6IpzVdcGgby81/p5RtWpaxOEdqx3LQK4Cz14XnbTNNijZmjazaTXjH2CTYOTdfDC7pHw71zeRvHZ3%2BU6tvZA6N3mzAehqXFcpNVdX4Jl3mL3H0VEpfWdMGjXDQT2Sdff5B6GbHjZWPmqEZ4aQdktARP2E6cJqu2JXNZ0PSajvrXoLisg2xjdb5d%2BDp73Ad3yguXg8aiHFCIuNq6OcSojXFaiOIjKQtLOTaBfxrGcSxXyqCr61hhrYLcD7Zfb7VubUHKrOAq8D%2B9udeRspE%2BsJfje1nik5rRdfsu41iXy%2BrkH2zAfyKGaIA6Gh9BS3arm3o/lUJX09AyJ539xbbPVwnDPzSwhp806eOmhlkVOpb7W85B2obW9anxySxkGIw0efRqo2gGLTOTXpkE9WYC3ZtWrjV79umOhde%2BzmB50p6yJYy1%2BPZWa8LgL9WLXFDRYtOGskIpnNSHn6ZLVcQXut59BesxkfwVfaStT75/l4awUDX7rwqb%2BVHDruXXr2F96wajbeghobEr6AJ6ElktZT5rJU6uPUVdR67n1/6uqIa1t56HQGqDg/JDq1HosdmzqpGoOuL/E8lu%2BkgdeHfSZ%2Bbwyis%2BRVD1jQAsvxMMA7LDuRjyBq4OkdO/HVKGDfp1PN91SckrHLQZZ%2Bndze2ZL4%2BnOJ2jhCn6N0TPq9M/dYjRX9nzJ7GoPOLhfSTrawDjc6E7pJB6bdC70vLMJ%2BzxTvdlqrkVM7Ze7L0GNH313XI0zHT3R9lhXcPymtPfHIi5NPQV0E4puB9XuuTtWYfme/L46ojLznMcmQ7Is6pHUD5yz5KNJc4wvyGzV0mNdj7ue2ZKkSs7bNi9DhGYhmxncjp8TDLueuFpH/ZLMgipu6z2xMLk2214bHxTS9xyWgTOaidkAz3VVD8YySx0miXwZRzbN%2By6ffLqIuTARRUsxW2RPj8qW6wfjrqLJL1nT0KwUdp8HyO8i5G%2Bax6Y4hLp7/eJh0iNTIgJf7i1eBGs2YUWg%2BvTchtTwzfpKf5YovY28T5HagwPqIG8UtV5//1mi9BHaEKmnt7cIUJcp9lfQCP/D60R7CERAdn61yeuIrVX78RsvWbwFQWFZrcHI4ab8e4GDIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCP%2BMHFSRISeTxlJwAAAAASUVORK5CYII%3D
53 Sri Lanka 0.816 %2BQvQry2NT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQSb6/gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABZpJREFUeJztXNty6yAMPIwA8f8/rIO42NDajg01KDPsS5tOmmzEohsi//4tLCwsLCwsLCwsLCwsLCwsLCwsPIdzxjgLGizNpnIXpNUGN5vMPSAopQ1aiKxn07kHZsqiwC8yNe5MMcjETCZ0B0nPcQPSl7CmtAO18jY3/Ai%2BwIMEU8PmPaTbOkmCCZtImR1JMLtYY2PJzQbS6D%2BB5a0pNsjYSggm7khyyeZCWTNpqB974tmdCBU2ewosHnsbR5EASA4zVGjAeKbg92PMmfiRXGFnsChs%2BTEIrWAnEuClQr8YoliJJORAXsEc/lUO7FFWiko4azwgbZR01gC///bTK4rDYdFiZNcyqA4s7W1thYbGgBNyJE7VaG1WLCl9%2BBQjLZ7HoiWGPTyjRsJUnSsttjacStcJ0welJNqxCs6eo%2BS5vVBsORuypWNYgRGGWcNloWLlmZo98XUOKrKOoQ%2Brb7hYP3aIE3HDp2lxttafzUjqOMrPw63oIS0HueXRpNVepyG8gpMWzk8jSwktKsaYX3IlY9BZhkOTy3QrKsZgRZqPuVI/L7WalLZI3AmRZOqdCxkmDHq3L5G3OadV4IykfG%2BLiOS4P41HxMhpUdHcpAzP2DPGEeEjSekAQ0iXOG1yl4ycpBYwqDuUY7IXNuanJw6AVzQ3dj%2B3dV30JVrCiQwXLQpurTlpAEtMe7a/dn7Nnyw4b0Y9t99u0D7cWqFgdFMl8rxojQWjuamoN/DzgOsG%2BKQx/pjFOhTiD/%2BHYoo6jXWIF49L1pRXe9YzdI3quaTD8FCes5gQ1AmaSLutG2XG%2BxBKMxNP5aH3vXuvTvtLOD5U1ubxRgS1N/5Gl%2BhGWZ%2BU6ue7KbRR8%2B8wVNa8nahJ02Ev5H8y92riPwJyXNNNLi/EpJyuuIECiUcsacLjOWDbjGdnNW8gGsi1dvmL48Vxpk7tGQ4PbRuJtiYZwShTu7SToLnTtZsaB5l6s45urkF2V3mzqdYNzFzbtxHucdGNSZz0FhKg2Uqg9k8%2BIpgX72Kb%2B/scYpKY9YhDgmLr2OalVXtgGqIPuycMzRkP7SfU/vf3WwrldtfNWz91ycLvA1x1aZjzM/E7r5M7e/b9gw0sJHg0bnUb2yAtvi/q0i5NSV6GyROp5n1Rl2ednemOjqQHeOoyoHTaKHu99hh1%2B50Ks3TaKPuPGwfVfai9al%2B2k111e2C9iVoRfTbSSR/ubZ9XH3V22ghiZTyYdOfbGW0nkO6OCyEpGEz697n4U3AxMJh0f4YGIyxd0%2Byv8Jj06y6vjif9kwVM%2BvXgUsdc6EqZGLxU74fxyiy6ewzML9yALkKVsvdPGgfSr6emtWvuPTPm1smAIqBOPtrr8QS/Ut2v8Rm1ArurDlBDepBVc4V6N6InPaLFVPU5bbfLUwMk/SO86M539GIb0har9NHb0/LLNuY0sdRH7wm3VYNavaX/6Gzk%2B5cadX5RGKczBKPSo06KSqZ9Ls8NHDAsYlhfkwkGjo4Vpu7SB3Vntk/g/uI0YPStjGJ%2BoCP7oIvrU29gnx/oyHc%2B3ev5c%2BwCaR81aT/9aMQ%2B7dU8tIHjR6/2aa/GRZ5ygX%2Bb9mrLP/xSzbiug2k6tylA0PUtxvfgIuuWG040MhbWiKwbhhHMzOugcRL68Y6ycy9iIE9CPxxl5OHJudcZDI/XP8pPp23BkoN%2BNuiGEu5fPPvGFBJw%2BSIiMPlMm8ITp0tjA5P5RDveKJIgjQQME5z2It0LM%2BIfP9hYeH3wPTmw5ohWuKc48ZrICRwXThS%2BBlJb3JkT5S/iFKSLDX75w6VUk%2B5LAmid76tKk8WO4vuLCNFZzZBMOACzCrYxUp7uFnD98BqYvuHPkAnBWpBPvoQqIexLG65AGmy4lto4ET4PX0d4YWFhYWFhYWFhYWFhYWFhYaEZ/wEC6BVc3/LpswAAAABJRU5ErkJggg%3D%3D
54 Estonia 0.813 %2BQrQLq5OcI8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlM1pcAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABuZJREFUeJztW%2Bmy6yAIjiOK7//CHMAlSZt0k/T0B9/Mvadpk4jILi6Lw%2BFwOBwOh8PhcDgcDofD4XA4HA6Hw%2BFwOBwOh8PhcHwAUvw3Fa%2BCAFOKoSLGVPKP0065KLmxYIqYM5aU5Drhr9JNWQgsCBRCBv5IQJj7TOIv0k0YmcGglDHB2OQjJKq/8oQK/C%2BJKyhG%2BZ%2BJTNB5qRLSqQ6IscgtRW75R0o3yCGAkrxZ/RRypzgPhkOIrJ/pJ4QExUQoeXKhNClPeS4hLrSI6aBhTfiXX5BtElEApVotBZJe3NroHPkXJhkK333/lpS%2BRK6CgKlJGwlWeUY8vpuFBeWB%2Bug6LZ55/NoC5OpAqvQKJ1EN3znb5AGWlVjnmQrb8swiJG%2BI3yI6rdwt67ePPKCISFPN4TfFii8xfMGysNAWVsKSK6ffWF3mbG73EwBkNvCFRKHzZcQ2QGOS0LDkt%2BURbmZJyESfKIId6sp%2BPsyeagrvLdaHSOqoJ4bZUk3pO4qo47wvFhuASHJ9VxBneakeEg9QA87J5cxduuhqLtOhkfsMpVk5eGDYDVDDnyiBskHowwEi1bdeKRriGJLaU5jn8zLegrOC9hAYINewLdrYJ1Qex2DxrjNAVx00WlCdPF0r0jVLWQyHySxrYOm/IdwpW6zSZ8VoRops8Q1FOt7ZYlZE%2BUMmWlgBkpCZvU2Tv%2B5q%2BQOCBHX6hSGjhdWGgZKYZBaQrL62%2BxOQEIFdotkoOo7Zu5g8JrdWi%2BQvFAnZOfQNZKo4NkRzLtRyCi0OAWekZcmr8w6cexgqTp6PYXrWx8lb6ZKmlYCRF/EQhmooC2qwcBImAuvcOnsQVrAbpGpOwFI6mCFAcZ4J1ERhjdBjlzqpJYndM5MOVGNk8kJKZVcGoD6DrF8a2o7qVuyCvEYoRA3361uVejI0q3X%2BZCZvlQm9YNvWTzJ/CGAlHj2EMRDqiqTcrR4Fch%2BkWRCjvLnLRbLKtsTQteLGoHAUh4xyuhZ%2B8XqavG5RUyF6DZuMO3ZTbcTqMhTcSODY8NGthyUyZTSPUYUZzMzHKJQLKCXS8I6jj4JWmxBdEe3cFeVUxqq1GSQOoiwrbi05tLN5UpNlq5wASapJeimFCkuiWxpuQzSh1F%2BH2iWV4ihhRzElusmFxeqRFuYDQit9t2qS7EzJbpUh0S1gnOJ024oSDoPqXSq6Aai1xpxryd60ipxazvk50aDbIEriTUzUcwD1Lpa5VrXUM9YDTmuLzX%2BXBYTsOTpvhszLpJ1GSUv4H97VFstw52BK9KLsmfOIUcr7R%2B4urHJhS3SR0eYKkKQ27uDrjfM2yEM3UCaXubAA2U3fyhdJyJFLbM57v3M22zSjxd6peJojjAPhUKO9XqbtRRxZzYeQYtWcbzkO4G4repub1HTHGc8gCdeU8chHgbJsru6bHVS%2B61eyNQwzvFb/OqWH6Yjm%2BwJQCaOcqqnHzDaPJlxT6T0TWEY0Shw05bKNqdfbUCmXRL0arM8HLZreT8V4ZRhjGv0bB4mV5qE1XwRdn8/FQzzi7DYRQd2feJzB5p6oI2wqOZ8NyEyZL/6g9P1JMFdY/XCTu%2BxGqrEf1IspDyk%2B2KL%2BeGvi7rFd0DwX9YFJZq8ZwBO3Sm0HtH6ei0WKReFY7PLTEsGqsdMB1JQed2io/2zyIkQ2HQQce8xnFeoVn9uDtEriruMKC6cJ7yhWCvN9E1RrBS/c1/OErSL21Od1zZIN21lOa5/fC4yuo%2BkT%2By2DVI6ytVPI3Gm2S0y49KK3aHvDrc8EiraT5pocv6xbSctBk6wWVX6xRtAEpBW2qvfEqqLS9P1SvJpbWjsn1PRGFVdLnuIc2YlKD2Z7LoujhCrYT94Edd7TPTrlDS3i1EzWd0ROO2hH6eNlp94FOV07fiPnY3Jr0enoaAg8NSM0FF4agy/v2BzDpgeUEbLFRt0zPf59bYiV4v0lRMNR36BG3edq24KvQyEZNNc86Jp%2BoGOxo8emBjDjsasaNJN2iF/ULHYiBpTCYci9ueOI6DUZzhbx0hnwRMGfNxUeUJVXu4qX9h%2BfUvZMi/KtCO1W5/I20xNAfCwiFHexSN40A8MbcYox5GjOI13aRjOQtuLEZuNrBvoOTEp80Es9yjn1vtUV2VZg34aQc85tVTc9RId6YqFXZr9wduExQI7BnbBbYmY5RIejXU6JLVfauxchss1Cet8OUg8qRpDgOUbpkZKARTf5/oPOGxDonqkcFAKQOAoyorbLKdU0wihtfsF0/SGRF0EZx5m4mhsUZX6NRLDFke0Y7v8Y6RMIjwWwP1S2d%2BlUfuNw4kMA/PixZofD4XA4HA6Hw%2BFwOBwOh8PhcDgcDofD4bgMf8eYjMio8i/jAAAAAElFTkSuQmCC
55 Iceland 0.811 %2BwnQry5Nj28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQMcLFwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABchJREFUeJztm4mO4yAMhoMMhvd/Ya8PIMk0PSYJTFfyp9VqmrbhjzG2ObosjuM4juM4juM4juM4juM4juM4juM4juM4juM4zrdBzF9r%2BBxKJUKoxIxVOhGE%2BJWPQah6IZeCOcSSoyovlOpDpL9W%2BAAV1ZvMnvxCrhGacibzP3sPAXL4ArNTYm15Y0kC7H8W0Ywk/4tUs/s00ViQSj5oLkGA8lyG6i0o0vmVutAsT2meGR405QD40nLiOCHyo%2BFSxF3iOJU/yE007q%2BzlhdWbl9d0ALK0R3GQS2O7dsUM7/va/Fhqk/N0S%2BPk7mnibZR1a%2B%2BMTOJL/CHdOBh%2B/680EGwkb1e%2B2FminIhtcfSIdhjNHE3gYSZOV5deKhVW6t2azQ9JAz1WcJmT/5K2iYWVl0OB8YIYrVYyqHUbhYJADVdNMNiTySmWvxi5xDs2MUGxnDNydphCRyOyboZpZ5QLaVZvkDtiMjvylUbgLvqib%2BK2gOj/Rqb%2BWJs/mx%2BktoTqQYLZ/XT%2Bhk40Maqk7w3WPNirtzHfr9kflk0ikURDZSxxplkPXCgTZxKAvfg4tUCQIseIJfUay3coggQkzaJ3YuhfvgHSVyN5BFHimaF2EZUVUZrCNGulhIuyCBVVdWL6Elky5sbjSLVmNX8Qw0Ea6tSUshn0mrXFl6ObyhPDDmMTIxcw0OVXWITnULGNsqIxYqX5tV2KbwMD8iuocrjoCxTxAMzQmgRWu0TtdUmISxr8DZei2YHoe5tZYDoemsbVBwdsFYR0Jujlvw2ouH15IpCkYFo84MB45EHYXwwiV2RrpVawwTmrWh6UzTnGjHLCFOTTDhi%2BTHYaR2RQcOKGmu3bPCm/kyb%2BHj3LGZfI2mazjrrQxuZks%2BlJHrsYUqvex1qFY73106bIjrWGBJEelyiOnm9eJRC3oC1WL3fp1PN3sCz7Rw2oAXqpaacE7YidR%2BbzdyrupX9EMMeDszSnkQ9dZAT987SPbkP6PvgKkHySTUyJxdNZEb9QyLJqeFfepwcEalNcA8N1EVvMvkJkvRPny3cDZt7t6qhfigOofJP1w8kBqaIcOUmHzcmYcNG3jV/hLjOIe8S94S06U6ZmJzvWR6J5THXDkGMG%2BtCAVwyUVkr9MHzRZkoQq5F3LXpKacXxAznwvyviD1sL1dFJ5vgngzzn0OQc27pRV5f6VcVnWDoMOR6r2xy4vUsluoCyJnK5TP6vsl9q7U6JcuDvIMwUpvT6uoLRHxTd36EiAYcEzo21R0nxiT13T0JDO/yswNAi6SYINtGIC3xnnbKwBDN0/268sGRQ4IdlHta2ixS3Q%2BPlLYaWpPuPUMHRuZCvTkWDiCpxbw7UhiJGcblwsy1aW8q1U5lD79mpXQ8IR5Cliwe1fzXWhy1TnME6drhpfmodVGeUEd3NmH7/B1q/p62CVpzApR327RPkTpgVPp%2BxuVqspUxtyn6ANsEiGd31ajFzXm7%2BkrLM6fMrbPvFGefUtltvvz2u1LHkK0fTIXOm9kWBnUn4G5V79AF3jOlTlsjTdMNXUWfMHXT3PfUZ2JT8l83TO1J89zDbraFb0enfu0gGNpm%2BlTnkMJjwbq%2B8puyOtG6dzTbOXqw032th1M1T5EilGqMtFMIE8Fadtgr%2BjiG9FX5dt5jJiIzdoe0ivh9V9OmKOTkMlmzWFosRQlD2yfm%2BWPG5/aO/dCSraOd3Ou4wvaY244nXlrrOeC5ji0/TPeNpRV4KUOmGBFxSdvlyEf0vbXuRvgDzZvzdp3ywtT9xJPy2VnJOegpoePIu5v94vsjqTPREwUHu%2BPSC63S/yYzG%2BoGmdJOlbmNjT85fPFNZlbayupW2Jo5y%2Bsj4X9Gj4V2QnKp%2BxJovwmIdyxn3049ENSO4HBYthMVauxvNLKwruf3Y5KqN%2BMX/0aHdmeFiEr5H35R9B9IdBzHcRzHcRzHcRzHcRzHcRzHcRzHcRzHcRznW/gHzXY4HVASylUAAAAASUVORK5CYII%3D
56 Saudi Arabia 0.810 %2BgrQL7COT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4cEgfgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABWZJREFUeJztnOt2tCoMhodFONz/DWcTUEAF6yGo3155fk3tFF5jCAFDfz9BEARBEARBEARBEARBEARBEIT/EVpZh2%2BLOAVYNWHd21oOASbJdeDjJ/11e4PVUaeF%2BYoja78p6U%2BABJuVQ5CnQPv730Ars72I%2Bts%2Bgkr5xmXykek6AjhvI94BfuJeoK36Z8jY6JLLKx2JH80XAqNXqikCk1pTmRcxGJ0CjPZv%2B7xVensRfbRrUxuScP2yvYO81RWaaoxD2w1%2B6IJu%2B6JssujiQhQbBfVVpxt7TTasnIAk%2B1lMiCIN32l98zlSdFjMLaAX9qPh2NcVZOunh2QKELWohgqzuqsl4R4fNramx1t32ZTgd3MRus0nVNvJmHYdNVz7Ybv9SX09KMaQZg0KxMsR6JVpa8P1Vze/Hp6DB09OCfTSfOE59yMY/UGYG6MvbdMPNO1UgJE0l4A2a817HXu1YhEJ//hjBlQzG/2rWwyZnkk5k17HnAdUNwOvP9mpiXcOuaWgeqRfY0u0O7vCcpOXlGbNyBiyzjQI6MWNPlrFBLtcQD0uXsPWIS/3h4vhceHOT3S0yZPt1SdrFlHEjRuM1rqVh8Dlzlbp1OWbP9hXNdTvOCMt28sd4zgH%2BcXHWn7wN%2BwDaWYt6ffAuFebGm/tJ6UtwDwczciMzxRftDtJ/hFUvY12fXgc62oy9T1D/6ZwlB3M3DTBLm429V1DU9ZXZYxjTa1ThL1t6NRI8ZChXo3pmTqW0OqKaJ4Ge0A0tW6kqefBMl0hT4s9yKuRJ7BWokPYH7nODSEWmHqASjSMTqyV4XmWtaVRj3z5EQMsU4Cqp9j7QXSH/l7ueeqgNzR%2B%2BEXWcJM6fgx36u3S63pjs1cMdeqour%2BTe5JiAMPWZgtUhs/UkL3as7XZ6YdPdFwwxvbGTi/A6R5xmzKKHpt%2BhNb39vnPt2diEIWhosNzXL%2B9uEcK12NjXhgxMVgz9kGvUoeLjjvPnC5Cq8/hotPMyJgDa95Ht2EOqLy2Hi4acz%2BMzXLG0S1uFt2rRLgGsLrbtvUpoHZKVS4ybbhThYgx1np/est%2BjzLMt4UIN/AK1q%2BVGKcbzPZFTj%2B0ZemF4Jz31nC6X8l8WTOnrUdbRi%2B32bzN10fXwNb4YKz1q5JIPv9o7iEAZ%2BKeBwiff7jWMzN8/lFtP/LF1uZqSzOOxOzUjs2nmy794wypeZHBtxpor1s4Z/ZiFjafbm4wAevEbrlzpvYuPW%2BRQo5Pnkl0eynOOQ5/ZVedaQeks6fOmvqWV5/Ik7q3X38ic4adTcOSinVeWTvuBNsVU99/hp19GvZysmwcez9UdzyaMfGYyW5IOy33PKRZG%2BD0iEXj/GoY7%2B6yQyNG0wbFiCLaXKaBjVKhM%2B1sRiEVK4%2BqAanqeMwN1evCGqTGxtWFV935y0FkVcIEmu/lWROsptmr%2B6jLYjEqv9WDy2axqpa95iC1Q0dXfqCEvbbTlRCSn9V0gm1kBVahUn3B1EEzpPMvcW9pdGFyxmXV5zfJgmY96TXPHtqB7IbnAghO9lXmhfMjFKTSeD%2B1i%2BVe05ugMvlYQH/c1DEaPzPqeszHXI5uKKRXh%2B9ZeWI66XLQ1A/F4z8hYzsaWwe0wBfMnAATZB/IGzB8yXzAzBMwhd2976BXHzuqjdP5d/ocz%2B85b43RJk8/LpYcDK3ruEK0pPHz6f2Z%2BPInztTIvAHDxCw06rbGOVfdAXn02wI3JLd2MB8gmi1tPQCmN%2Bqf8mgiljeRQWNxJx14d1CddN8/EPoWqdIwCv/ccOsT/4sDZ73hI1B0gMFr0zH8i5oFQRAEQRAEQRAEQRAEQRAEQRAEQRAEQbjPf8wGB6d5WnPkAAAAAElFTkSuQmCC
57 Chad 0.810 %2BQnQsC6QcE0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAotN/qgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABdRJREFUeJztXNly6yAMNSO2//9hXcTieiGxAwi4M5yXTtPaOZa1ISS2bWFhYWFhYWFhYWFhYWFhYWFhYQ5YIdRoDj/CCALgaB7vgZIYKwVCyP%2BENsIuY6ciwozm8wrqKF8t/hPVFuLwC6nK/6DaJ9JBXeZX7QtprzBCD6HyHjfSwQPObZEg7sqAziJhZouUWaFObpFWQPbzqYMNZpQ6wFvknLTxg6QJZlZH8o20t0hh%2B5F5C/WNdLTI6RzJYyY9Y4wkTg//MqMj%2BWhsGLCFrHUuR2JvokZltQQQESC10bOFdvfyD78p45cy0jG1BGPcA0T6E9E%2BkFGa9NfYqyqgMtozn8b/iej10DoZyxvhBEd8Itro9QMdJfjIOELNQ9ux1o6yfhNEPO0pog0xkW%2BZqDlqJBSrfxGenYB2QcHDDI42LpN7juT3q%2BRI2u7bDZRYlhoXbVwyZHMr8hcIRcABtJVPlstIR8XqTlsFJ1BImuxRd1/bRM7lpJ3j0U7ePdeRmJxtOWmS9daTNKbi0qfSxysYYTuSdsYfHZ0%2B5dO/36YjabPbD1Q5APfCupFWf18lMjXIH4CV1//wTfCX8VTYYby%2Bk8/Th8hdT7qPqNVRD6tJyxpLfg95TIfrSdseaxl11MLPxd6XcFER%2BCtQRysk31cRWwhOOSy/LZ6/Qtb6WUf6LAYWyJNooVZKZIbsWq3OLKsdlq%2BaALMD0WeWtXboSTvLYNUPvOhwG9LIu4K5ql8b0hdDaQ19uXs9aX9Dy6kfV%2B1QjSTNqh/qph217zXeQDL6j4uZQ32KFtMlTv9xFghUy3mX9PUVtsRJpRvI2d0kiIFRqfEYDptwTpLegG2tePTSbTgnSTN66oO5NOK8S1rX%2Bs6PMPudW3HeANKtudzHHg9ls%2BVokjRfTEwerwVnNKgAZCLN5/Oi1agWnNPmedQ4xbbmCn4JG9TCFW31g9pQxlshM%2Bn6hCPTvcBImtRDVmd2hKuG8akHGWILhc4UHnlJN9ncwZuK8XkP56erS0oe974mPj/twpZoQTqjYnwRsVGjic5sTfPlHr6DoPou9Oi31RVflodN6vb3DrONM59uEleyj84XWxoFlpwxc9YgTQPSvtv3fmO%2B1Xh9ccZvDd1L/5x10waWmM3FeSuQsrppKmvLvLVem3GxvyGbcPFWTbG%2BGzCzh89cn3bhlrZ1al5mxgMx7wRQsVfkwvD76%2B%2Bv6lpAbg9JbdzlCwHI%2BB/%2BPVu/xCjehs/Na7Bvbm1haxxKWdNA7rX3scfmuHKmjqVqHXrtT7R7CJoCDBZnIfS0lzqg6dJR7fs9ivt4EM/Pqzp1MZlgi6UO5DTxhbJTE5NvG6jo44GDUptufZvulaItL4Achv56KQfBOsLlfYCwB8UOrR4HaGErKiApqftrpOwC37Rd6l%2BTJbqFV9%2BxF394Q%2BnFzhxIK0z3nm%2BsSKy1f039OdctB/yw84iRAIrH5WY0aPrCBZf8hP4TyBz0oNEzR5pa%2Bn/1s0qHTa0uHaY3eJU2P85YUyD1eV6vtukLQvFTwS/C9gVugODxRkAH7%2BEyzcfxyR2kFnrkAPxe/FTyNY0wITxysA9TyoQWvozXHjBwqE850E/Evf5JtJ8k6EeHhw1iR2OKw%2BzpU3JlYD6pCdrg6UZps5OXDXPgcD7CA2nSHbRRZ4mjIyzDP7PtYD0h1pc9sZs%2BYHgcoCoUQccBfWnGTgQ/LlhoIF%2BmwwSIvaVzHGyTPaZSYFGa1GantxwFrJUdFrcTfq7T%2BNaf0RPu8PpsFEy9SqPH28NxDU8kcD%2BWZJpjG8zj%2B/4jDEoNF3OAemBNWpEOrZkH%2BMBaDvZxeeD3FdPDn0fh6xldFZU%2BXnwp4asplYPwWdRPCj8ScG29pINOY649K%2BctrQ1VSO5jQcMtXWG%2Bs9t2qLB6CqmFL2i4H9OKOIHmPuVf7JvTX1yQGrchLACnSDAegXpfJfbZwWyEyZKLhYWFhYWFhYWFhYWFhYWFBYd/Cp8N6QC9sfcAAAAASUVORK5CYII%3D
58 Rwanda 0.810 %2BAvPMK%2BPb08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACRrJtwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABtxJREFUeJztXNmSrCAMbYr1/384NwFUVFRsA07XzXnoqelFjyFkI/D5CAQCgUAgEAgEAoFAIPivABBf4G0eNwBaKe2swtffoe0UsibKSv0OaY1cwQD%2BDW9TaYe2%2Ba/y7xK5AVCZdPgd9QiLgH9G1L6wGT9jP8rZF63ei1yasdJj%2BPwx0pCwedcpt/pf/425CBCctcl9RBdirQsT%2BbBVYv/%2BXATjbSLqfEjwLj2A9ehOzM7IgVXmHa75/sERORRr7aM46ZTdfWYmq/0GjKMoqEJ4QogCdzu5vuZhIFjic3Z3Q6NAT2bDVqtfMSCAQtT%2BQl6ouzGI9vjdFW37in4Yq3QpZKjyd5M8waBqF0ryxkzE6b%2BWHPrpWshZKAGNzDIjUW%2BuRokbGKnNlME7HZCDrUQUayMBvniwQPOzN8/y5rYQWcjpiEGGGxJkDM3xL%2BlBhwnbZHlBYqEcQEqhVnpK2rDS4vxu8Rz0s3PjwwYf5WO8Sjlf0ol461LUQPa7xgcfc3bhyTHVv8cJwNgH6JWcttYrUUJBWh/GzOkK83/R%2B/RlneRkbF0bZ9JI7MR3%2BM2vfV/zBzThaOirCTVMTNEmn6bcZj0M0NWMZM76SDJpJpqtDd9jzRp6BqqznI9Gk4wYhaTXbmPFumd0nYNgfzLyJsbQLdPKFF/rORGd8saEi0inubwYFkX2/XTaT5kU01RflAKHsBNrHHkMMQyweTA0i9PjH5mjx7fgdwGw5OS7sIUHtoMwYJkeukceE5TuUMpaDFGPQgj6uh62FGdg5op223Hzdp2CmtmBU4jLLJZ%2B4foSK3nmUgj0y%2BdAL0x5LUjPdD8UxpqTNPSMDWC2SoY1qrZdl6NmUXtO0exrnqyYtdpx%2Bpdu0UzGJGHO4p7vnnYm%2B4wzh/GS3SuFNk1FxpVc1ylqLJCnIrDpB7qp7tXvbKAdl8nDp9f968g2iphNp4M6S2O5EOJgskV5VrOa/AMk%2B2GYxIOCtiOWRjQpNTCZKRSzHlH4js6QK1pAyzFkaZV0kM3iacUbeh2B7uK4ZrxTI%2BZhmomBS9IYK41ZotTOs3neoIYYD2rKovUAnmvh5BizrmotLWPwaCKMWuojLWQLckY1dnm19O09hhtHms8jjGrbQdJBKab1xDCOtGdr1%2Bu7WLaAdBq4Gle4Iq8r%2BGSjmWImxhT5DJk008AOIp2jBaZIbxBpm7SQKXkZRDqnGkxp4iDSWZd5nGLXKm95m%2BgOmLQjsK3PniLnR0wZhx0TMWW2PNphMAkY4V1SqsHkyawyQ/KtZDx4kmhKkMOQClNIt3t%2BK4jl9BGFj0mln5lXEyD4vHhoB1RN0y38I9KpHSV7qf6Vj2kwn90JZeznJVquYuYnNonXuoWmRblH02cTa90zemAP0w9IbZ6796fayqOewk3bXbh1rbDro553vVBje2WtbB7KJzUEv7Hx9yLzoOLukcLk2NhrTbaISG33yIGbijTm%2B2Da7Ddm3rKfqJixOW950Nz9O3VfOKWLkYvfpXZJuu932mGqO2DNHVOdnrDo7ERaH6%2B1XWZ2jmcgLbRYfCZNj6W/5HzQy3xH2bKHmFnDXgj4mQ00HqTitIhtvqd83JB5R9ROTb%2BJF4NaWZG6r1XWmjQyD5r9Dv3oDa2ePURqPjxoAAYfqHU8mOcNeYekbxiQxUPEXqqrHz4Pko51t93ul/ElOH/hTW/N8TqOy43Q3Ep4q/rXftmTaxynsc26dyvq4VjDP0tjWxXkTiTLoBy7oGOFqu2qfO0Gj4oJ/wKnjrTtFjcitUYxXMGdWijTUqm3zdkHcDWlnHeztRiG9uSdr5EknF6pYfm6mTTj5oUltwLrnN2EMXDNunWFN3CtCn2KLCXuKNNqszkPLpfoGi2eZ%2BS8RA5TzOt13rCeQKxP79ZEGlg5L6WHeZgj7WWbELI%2Bbf9uSZloWwtnWWJ2L2UXEJjglm1vu3MNVmgowgP3oTU%2Bb/jdO7Zljc%2Bc%2BKCGEOXs51%2BCskTnzL6AWRRDUFRHw3u5G5x2V3aoWLmUCe0Su6IsgBOpntJdLqnRyTV9qmxAOcf%2B3VIVTV3YZxHXJ4m542pILZZZbemg2suO9va8lDXI9HfdlF%2BpE253spUcDBnyc3WtPmV37IMFoh0dJtXvyH0elx7j/B5OebVTc%2BZCB6VoT85Cq%2BNjM%2BI5GaNPa8i3jmEreJ8rRyadkZKOpjkstoCJgcDF5uZ%2BwMk5lYZcrIEqnc6kSW7ehQ1zcqT08XuMP/l4CRuCS8y9S6c4eOtphcbmg4xcQj7ciD57jzHB2ilWCjUVReZEVlMRlMi/zlcgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgED/EP5oR6slE19hMAAAAASUVORK5CYII%3D
59 Equatorial Guinea 0.810 %2BQzRcbItTo4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXfCsJgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAn1JREFUeJzt28ty5CAMBVCr9ID//2GNhOM8eiYNvZhYVO5Z2OmKF7cJyDaQ4wAAAAAAAAAAAAAAAPht/O4Ar3Mm0k5yd46XRObB7g7ygkbqZk2I707yAqbRpX2r0DrCOu3UqSNtHpX63UmWeWTOlu7E29S9llXDR9XbJvORmbOhdaNReFUM26lIK%2Bk420ajMLt0duXo0RuVu9Gnt3vuiPJ8jcWteHSOfUYhAAAAAADAI/t4pfEmykGl1Z7WkTHNd2RiHS/AYfxQOTe9zTAIE4u9BXWLjyRlY0dLq%2Bcbu9rXjNaJq74M25gVIWpmHs7jeWocjT0%2BVWvyRqY0o3enfBBtLDH8mvQurbXeWxI5T9Fr4lRuoidCP5uZlJxNK9fSfQzEZ7/3o1xLOz1fH/D4TlxtkrhdN5fvL5ByoXkW%2Bog7e7HQUabb5JIoHsVC07Shcw2hVvWQldWjYivqvnSzs1KhnSb17rqsUuj4uy89fxYLHRYqw3yw/hwfi14rLV0odJQyXfrD1wntcQO3vllozhItS7sp6gzEUe3aypponZJ3PpL69MnjGFvN/n%2BeFde9kBfy9Cotfd2aFzq1LzxU/Yj3bTY%2B31ER7701ukc%2BRueuFefpbixnLRLaz/kMX9h/KmRFQmcTm1xzMc8uzK1PVUKn88k0D8LatUtQzqN0HR/iRCTCRarHMObo8qFpOi92d9JH3r5PVXgXUab%2B543R6mY%2Bzv2%2Bf1U%2BLzxBPXgMuP4lYUQuvBTwJkNeC0S5YPT4JYpy%2BTS7zuVb%2BZ3bOblebr0CAAAAAAAAAAAAAAAAAAAAfivfZ%2BfFh2r/z7Ok4K64Oam8zQwAAAAAAAAAftQfIu5tHZT5Zg0AAAAASUVORK5CYII%3D
60 Luxembourg 0.808 9wnQry1Pj3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAM9QIcAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABmFJREFUeJztXNmW5CAILY8g/v8PM2Aq3VmMWVxiz/E%2B9ZoiiAgX8PMZGBgYGBgYGBgYGBgYGBgYGBjoCfi2AA/gDb0twj0geWuM4bfluAUQicEZF75h9C%2BLcwlOLIM/bGz4Tt7AvSzQFdBkGCIteTLGwl8wb5hUzGolIjiLzrs379ku1Jwnvwf970nc2fAfENruRLTmFUFuwBvY/ojEAb4hylWgjbgKhI5PGlbpICIe9%2Bv0WM5uH9WoN72GT6JmOjCCft2HPT6u7W5vdoLfMyXyq36FPozmuNuQaX8QLn7V6z70x0L7bvdhwkNAr%2Bbhj/fhp9fUi1IxcyQc6QEuGefbPpOAfTi6AJo%2BNU3JiFmCkh59HqTD/D6PRDpxD7bH0PRE03OC3hVkq6X/4GwlmoO95CsnG41624lO8pUzkc7MpzmSPvqL7lKXK5vMdZbZ8qVoqDdVU%2BzkYPQEYAMFaSxAMqB6A1tVsyOV1logH0Bgww8IuxF8zeSyA1Wt38rHylNrgaAPuWHhg1FJ9J3AAXK%2BMOoS0OsuW0%2BWHzraqUhHmpTEl3F6LXhXbFRT/YqJ1tjU4ouJh1yRvX1VbAmUPU9yIqRFVjOy3xfUJTlckeqgmaBhb8zZFpNV8Xf%2BvhZmZ5fgHheQrfi7aeXLGClcH/g9ViStvUJsiCHhgjtz7xQYJ70x3dAZLHy6KLt9MXdSm3709XV2S%2B3K67bejxy0xglaOvZPa6ratzbsoLTb7MCGjHRtpRad8QNGY1szwqZSa/HnCQuzzXFbSo3aHwEP8tUd%2Bd4wq1GFJXj0BHY55bPHPIGcyQ9VtPMYjxbsEcjEi7MX4LZxBzfjgmUT2ocK8tu4G1uZtZOY7XGKrUX05TnaqA7NIc9%2BzuCu2xUaGYjaNOWUj9d8CbaIneRIyCXKaeXpWvCqYLKDeC0P0A/b3qAlRFaTsmN4cT/mNzWvr2qJSk856VPoa7Obn1Nd1Wx8gZ3DIZHHOeiqrWoJil2xgGFOIxJtDGU%2BBkr6KP4eNHWrSdq/UbI0yKGX1pHs7nrKDtZXtIziv0y28sGVKLPgXKmsCTIyA7CjSn0W047h8hWJkPQW8KWHzw5hcWHaImjjWg3nNuZdjmqIJbUynS%2BJFp0MLKrzruwnANTqh1s14JVN79Qt1emHWz21bMTgROg6ZXS32ihFEyXVR50QxK9OlaKqVnuuMz9F671XVNUShEQLwNmA9UMT3bz3YakSjbrNZs%2B6au4929UhE7ZNVFRQ0wCViL2t0CVjEAmZ6nTDbYWW/BTmgadcyH650qhzHzuGZmrrKCI1iE1XiT1gv35O2yJKPNtSWLcSj1ojvvHKBJRKelcxj2gzLBb5LInFbJ2%2BoWiH/71q4hEkAXjKeZ/AxYQuYtKSVdSqdMVIFS4gtLZTVCOZYlM4BUIzbVwpebhuEPF5%2BUUTVE9fsc06EqaHYkaOPbIehIlJqmzEAjEGORYyooZAnVaK8AKOFJJTgTFqX1SzWnRAb%2BZkd9qVVZdWPxggy6ITROK6BHXcPjArPBOnWbkUABHjy2v%2BUgavctElUrvIJDvJuNqlZt47irwajCZZ1aeH91qJWcx1gHHlKk9H2KWfeYeZM9SipL9VdRZtqL1X9RW9s%2Bqs0FR8JUd2SQWsNZN1rug/t%2BlSWdaJOCvj0DJqq36gxV7U6yYefygH42jVebU0EHwelrrASbeaEVi202XM4FttDmg32fW7qDkctbVte2TnT8tqOQdoPFbuQsmWs%2B46OB8bLQ2VOjsmbT7O4EO3w/PlZahTVU6DslihcGlaOWEuI2c8Eq0pXF2/CH6%2Bk5xypO/cOHB8Z9TJ/4Whnrcu4QnzfbeVjTa86muX8IjK7E1li5qn94yy3U0grvpsHJERnScIk82sVPT3JV%2B8OWhqUUuJHS6EtIqpWxx/ft5Gwhj0XPxeUxn7LaLOXEyBil/Rwi/fWshu0ndE3ZN2P98BbcJFqpO%2BOKYJwkCz2U6NezUcZtQ7NexkyziHHP59oT9BnCA4OYc8R66yB79vM/8Zfydc3/MeK3ht5fZg1rDgNxM53tRm/29gZj%2BDk9ObELTSFlOnzo%2B7doNbaayrEInxv8nl9CG0rDg6dKJmIrWSRCrGzr0ziL0Dm7kbWs%2BSly8%2BuAxxxeo5%2BlDhVfwtaQcGBgYGBgYGBgYGBgb%2BD/wDvvxHiuQk0tYAAAAASUVORK5CYII%3D
61 Australia 0.808 /AjPrjFwT5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAnEqt%2BQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA8RJREFUeJztnOmSqyAQhaVY3/%2BF%2BwIti8bEwB2BVJ3vl6NjeWgP3SxWtg0AAAAAAAAAAAAAAAAAAOtCNFtBB0IIO1tDM160nK2hGS96toRPEJFMCotSL1rPUnSPSNCmxUH0wqEWRyxnDcPNWBVxRiovPB6Z2dpqSKh8aJM5rOJIW%2Bcd7vjkOElfJNgkhwzHdqP9NF/QUbMcK/q7BBsjG8J66HycMkhwtIe52shvHkW7ASrNMb4qXXVivb5Y9TyqT1E6Jr2aao4zHUUbkWs3hbM01CD3KO5zosgMEPtDqyA3nDAribZ7gOlkf6pME094az%2Bjmpqj8SEJs2yZ0uZjFaa5CIgPondnp6tOPDRuUq3BuMkKVFfwEPYVbE23Fbqaaq0yBPH5V%2BlvoxcNvsDAuin5qlIlZ0JtM1Y1vy6SVq3Jho4FaDjUF7axI%2Bsjcs/PrvXGOE7llrqhmUSlEZ3tyAUyxZrG%2BoQl21Dj2jsVZYMMXSzTOXGpnvw1JYFUCaDd0hu3uee%2B/6IUCOpbViyzx2FQebs9/XDLk4ahlEps%2B7yp5O0o688pok2faCdj3hvqkHry2iuaBmcQKm%2B20x5e9OgVa1uyR7enh4t2pTjoPl9KNVw0FdHUNXmKd43OHrJ0ItlXEe2EXRiTp6eqZ5wWewJNKC/7E7tyXkgeE/a78ohJdww%2BKPTDbfxawj6aTgLaiA21M6a36e2%2B%2BIOMvCnQKiwyvXfHg22xafJxfMvVQml8%2BMXchO94OyV/cm%2BGkifLhCsJlipP0%2BnCBPHdVMOlU7vUkx1U7np0CjXvqvA8m7fm4j%2BdEzmFM6YSPdTcyZUuPp4XR21%2Bfvhby9dFMFJeY3gTef1vimiSoWPJs0nTKsPJutanDi2mff2R/LpveZ6tSGk1h443qcY1y7/F8aNzvjjr0BcXojnopYHjYDn7Zri0r7HLqvMZr1nP/WAlamVR9Gal/CTaa7acZcapPJE%2BOIi541p1NEf2B2ue/WUQ7%2BGzICnMdeeilJF9ArT89%2BxPsCilW3JCXo849tpodvF6pW3bzb4JNtuI13fV%2BEWaG0Kwr2SnMpMYvvb4mbAF4877c3Gs%2Bi6ZL0Esj8pZHrqRNmHZLuwzhpGJP1pTtR/gudoP0rFjQltoZi28h6wJ2GKV0ACrlxZ9wUtN/wV%2BUnSY7q7t6Qso5I4fFL1son7PD1p6m7TnCQAAAAAAAAAAgJ3xHwP9AY9%2Ba/AUtNomBgAAAAAAAOAXGfpjPn/FD25jh2/J5/9kAQAAAAAAAAAAAAAAAAAA2vkHeDG8odJ/iCcAAAAASUVORK5CYII%3D
62 Burundi 0.807 %2BArQL46vT28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAz28AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABypJREFUeJztXNmy4zgIvSqt///DXECLbclbEojzoFNd1ZmkR8KYHaS/v4mJiYmJiYmJiYmJiYmJiYmJiYmJiYk34eLTFBwAgj/6yRrE4a9PIiBhsPkGoP5iA/76AE2XQNKQbOvaF9GYBH8QLT9MMAFO/u%2BH4A3%2BQTSqifUMS9SC/UWqg0XKkL2VNEAGI5etr6TG9Wv4ERjLf7nMWNRL05PoUBuj%2BynCQyYaZYSp9mY0c47l55eExNv6wZgQw76Jc8GkL9J0idRsmiN%2B7mud/zFznVbv3cW4S7P7LeEgJl6r2KicD6Mq4gnAhC8Q8gLghobFH2E0gIvJI9BcJDTCpyJ742VoA8n1tjhqix/yZxvSvhKSGj4coUL0hUKXgzlr%2BTESP0dIe3IQHjUdgL4Dg4oNR0PTMXCJf%2B4pBKMqHRhQnggnII/twEq7MQz8IsJWTqKqdOSY0h74B/zV77x827s6SBjipdUaVlM6MJpPKQW784aJ5A0hK5JG/wz0r9uje03pgBI20Jb4iu2KrSQY%2ByRjZHoUIFkWCtDNXFaGyYUQltgH4jHJLZwel8sZS%2BSA1QWrQ3nsRA93ZXrOeeUOwzd61kjOkG2Oklynft1sqnjrY5yFS/S4Rbm1ItPB11Kyh9J8KpLnNhiZjT4T1ftEvD7DaAYSseh8u3Bhg1HGIiS1rGUvfEznosFqdrUslUVGEyqEHQLdcU0rxx3xhn6RudSiGffviXZHCR%2BLu/XB3iIHuaHF6dHXuj2dh%2BzoUo5Mb7mNaLwW1bavE1LxhYuHUMsswOU5DECAg02Ae5SgriYli4dmYhPgAXkyZD8wU4N1wBY3hBL%2B317Yk%2BlQsh9xW0oGFhf%2B0mJKFXJuwjU5wP%2B8/7qB5R7upOxvANAFNLmum6BnyJtBOAjyrlAWArX4NDV2yL3OWFYCoxQytYWPo6DX16w%2BU3DNLVL2imAFuYJCTWbSpaRV/MheWXZ5KkuC5XKDjoCwKkq/SIoG0AapNbpo5SieZVCCXpJ5DQnJ%2BaF4xl9sqXvFKb0EjVJydfgcoGcbiG5BkOvXIfL7gFIB5ABRcB/S83ReA/0AVGziIMYmKyiF6ME4ClFyX1xEA0dxmKApQdOR63FyS65RU35RmktdXy2%2BgUKsqLb7sphaw6FsYAXXr4xAw6dEdCm%2BOSuXFrR6Hqg1K0t5BYwYW6p0KFbv6xZyJq%2BW9cGoFYWq4IlFC1AX8mrFtyZ4ScqAtMLpUFAQxDJqIcPqNgWhSXTljFSjrnWqvGKbpAi1lKovbW5NossuUlMri0fxmsN0bKlBKh9Yui6qjeGsiXLGo35ycv5qBMseSBG9SDJNAIosubsNMgSu%2Bh63sbSKFDsOPDZrjViVrA0UKM4N8IgedbykFmz9rTsjPm8BmGRRfWlEaxULSVWc8KCNNqchR/6gQ/SfDtFlpFONaBXxKMU8JfHYmzyRQO6KyOafywxVUHItPpeSRYlu1lmHaMgj1v1gyWdY3LhGaEqtU27xDoMlH2FZTSE0dW30TZYjy3tLwkQDee9qM2QnTxdbJCt2jkc6lUzT4ghFieap%2B6XkLe1uW2IraZUo4EgrdyJdJmwqIriw60NnWeOxkgrB8GCo2UlPgINC0bTPkeXrsU2o5VLEnmj5yneTNzkN7xshXrw6US21nFlyXboJ8gFkFTgxRRymMDQONRT5EON06mmUl45GrROrDnbCoJN95rkJqY7c0I6U9iwZWeaECpBDaRSsTnbBmhNkQtOhUqXVU%2BVTKVLpVsdpJUYXVssYU%2BjPIaoNjJFUi%2Bg4JBP8ZiHNY4nIHomgxho6QrdmrdLAKQNJFuA0P7gL/TdqSAJN5nGKUnSucm/Dz3kyHo3T08KMPjSTWEFXOAifjpDAUO1XG0VeED4bbNihWfVQYgZm/R9I4NiF3LmKQh4YBn%2Bg62MnaAirNYAS6N4WQjc4Pr3DWxtEE96megjlkmYrdQ10iu9S3WdUX6OZtiZev6M%2B3aFstUNQOyAj5d6ZQ9uWkOC7V6hQIElbvsqmjbt2sj3le7tfHVcdsQ6aMaRW94P99jb3oszRbRK7WA0Zu/BFcW6b5lb2S8fVlwAULg%2B76qCkGvGFyfWanVAD7vts5p1LgHl2rcAWNSSlawWeuvKlVe1vkp39ER3JP7i74htYdbmOrspYg8/I8FUZz5Hc1QtJs%2BzZcZKIxNK9B0HtyMk99Pek0BkVH3ePBJNRpikwtSHm2xhvdeCLdkzwq2uM8vVG/PXzFP8tp03XoIMwoV1pZG27iPBhqWg4nNAj7ubbo3zi642%2BkATehr1ZTHj8gqg17g5naPRS3sbNfsOYFz6JW0MU5C9/4562jDtdYbo444ck%2Bk4blA5F/pJsEK5SvNdzmy/gov0Cgsfd5HDY6HKeU8gfu/sz42hEz2fffRWtPoMjQ20N3SL8c9I8MTExMTExMTExMTHxRfwDwa58H4EWTkgAAAAASUVORK5CYII%3D
63 South Sudan 0.804 %2Bgovz69uTo0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyGKlfgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABV5JREFUeJztmw2T4yAIhuso6P//w5ygpvmy26zYZud4Znaul%2BwmlMCrInk8DMMwDMMwDMMwDMMwDMMwDMMwDMMwvg86RAT8thnXcIVvm/EuHmNM0Tl4UP75I0B1MuQQ8d825l0IXPSUeaS/Y/SDgkvy4S8ZnWO5JKBz9GVLrlCMpr8jHowL8g/cVzyIfGRy8rVD1eh0S0%2BTxyZwQgD0bHmNi3S/mKYUWI0TFoHL/kY5EpBSkY/o4reN3EAxu7j6dXNcfB9KfNCtjCYM7NDeWXD1bNXrO5CfvoODj5%2BnwSV%2BDolupHl5LtR1csaD%2BDd/s5DY4x%2Bz6wXZj/BycHYtkH3OSrjFoPiDmx/r6ShhjhH3sfkHP9dTi9DBD54La8Xg8A7zs5GWgeLkVmzDzmbc%2BRG33zZHtqSktpn7m5aRLbljBlHY625Ouu0h78L%2BW2U1nx3Y%2BfoyhWBV253KNm/d6nlAhLWZ/iSCo4Nw4gFNmlM4TLb3P9icfzcHuIh2Nfvo53r0PEOU4LGsfQ5bq/OpvRND%2BV1eqIit1FGKOHdV7lYhmpVi7TfcxzM9cy7HLUDqazJMNnrtKr%2ByIm7VhGRGujor9KZHh1BTZbfUQLaUfAhBJOVpFJuc4sqvsgDvXjb/7VmwK7F/jMim8i3rHH8x8dqcsyP7OhzGQdaQlF0YWbOoVQTiVd2VxzQpQOjEGHnoFETU/HNZdfXSeTSfFCDd0ltzMSbElH/g8oLEBT9pgMGOB2k8IANMWuWeRYeA47cLIQfXhAUj9gbbHNHDF%2BfBE9THcl%2BKs2doFAJS4OtoCwiPb71BWCHvQ44whdTYQn0Zo5G0J4pcTCjpopAb24v3YmPsVmGzDhr6%2Bick3iHp3HggDXdrN%2BUqqqyyIJ1kypB7ZCJNy2W146MVPw9m%2B4Gc32eKvn4QArjj%2BDLinb0TJhUkj74eGBKOs8EwZYLq3d7ZA/fxUqxeFz30B0WBdqumkTxcCj/Lw8NJa8WdYg%2BFIZHfVqu05aMB25XRiHhUKCwPL04yOm5lSkWlsr%2Bxfpi06IJNMVfHN746YprRMmFYUl7HaKqaNM/oons1RpSiMJYAmWh0NTuWu%2Bnchrcy4lyjywxK9YGKG2apR6PqteJ0gVNl9rZRfqCBNCfu8RONWF4iRHGOw/V3tYv1kHskzTnOB4wWmdKcLpCbvPnykMxBVZWKvyhdXkU2izSX0GnulkAh8gijUBRrBJi7%2ByJg2bXQCmqfZ2LzjSYf%2BiW%2B6%2BShpVuZ1SUdVo2/RWp5MD8VGa81kJW518U9pl8TdPamSkZzf1OvPquJjry2nYCyUfpT28gwOtkD7SK1rjDbao3wiMsg5UFKC7ON9uNzBlrvI3qlh/caGB5%2Bn/3frP3oP6F8ozHYtj4p1S3f%2BdO9kvIDcV2DI0pHLUZwnxlj0B3i%2Bn21LV05MieQOpCo3uv2Ph3iXlvJvd27lliiuQ2jxfX5psMEQqvgsFxha4Z7x%2BpYVkArK7PT0%2BxmPYHqQFZbf7gl873Gj8gP5HKPiBK06aQXt7/javymzU%2BrSWrOrAfpxwkgd9rTY3oP5GsLFoEtRqQffJ2/J37Tz0J8KkA78EpxvXSYxc%2B1I3fN2Ka9NJyejzscQ/68AfXDcIhsbAhN%2BVBOpFK39LG8AQM4Pm/RgJ2924h1CLWH2dUKT/lfOXiL90a4bT5s%2Bx%2BLdMvcApsk8jhN3scb%2BFmQV3Oe7i5G8/GEdcsT4jf1oofn9wZavylRK%2BlQlFeh7uLdA1RTjV/eYiImuK%2BTV7Bjnz0/AdLdDV7I61TmE9UMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMw/jv%2BQcSkwQLF8YmmwAAAABJRU5ErkJggg%3D%3D
64 Iran 0.804 %2BwnQLk%2BQcK0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA2TRsowAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABU1JREFUeJztm4uyqzoIhs2EXN7/hTmBxEtsbJeKtHsO357Zs%2Bpql7%2BUAEGcJsMwDMMwDMMwDMMwDMMwDMMwDMMwjP8dweG3JZwGnHNxeyDkX78IdMzmgO9e/iQkMTnn20tMfA3%2B7We%2BTiLf8LNMchVHtv5tB0EWWKTCREuymJ1f/bzoMLHOSqpufvx%2BBOa7V1VDR1uPLPZgJSKE6N2Kzyl8S7pzuYlK5R/9EAbugSGzzpgCGzqExFfg01dsPlAYy7FtrGbFPr7YtdiefpH0ZY9CBaueX2DyZNDBRyO7SdGdR799kPGqi0uopsCdX10A8%2BredFW6ssM4k2A7GsZ6ZsVYk5Ev1o6KToI1zA0O0/9xbEJeqqEGj7RYXFE2bty3O4qkbbjIdt8O4uIoT4l8YRyVaXk5P/TU12WAkBBjS6sq5PG58rhy4ng9%2Bm6qo3stY9dEvqNUTTEOvnFegvH1/dOcVeX1DRmdqWiGaZR54jvPRSBbh6xg71HWrprZeJuvAfInW25rmEd5depZcxVR8zQs1dLbP0a5yGs4yX69Yd5cRbWdb5E4eT9YALsPK4nu/SP1KxMDSc5/rUPRq%2Bx8sI8HMIgOZ0SgTprpIm%2Bx1M1THtQzwuRtFo7385pOuOZmRy2cYFQ/nURpO4%2Bzpe87x8SW/hBjZJjDVJA4XfFplSKktRLQD2uhk5RspWHqOV8HieqSdhAK9cfi0hKG5npbwdS5pReRU3n6YzJ%2B9o5lLxIlQpVnT0tPR725EYYH5f0poG67UCDevyU2Q4PEMowth%2BeH/cNLesfcMnnaP%2BYCxwt4B0d8zq0Px4/cUrjIadbwKWGCN9QdtkhmqSuRROeH61Pg8CHkhdD2nI8HPa7bhUyT245C6It7A5laKInBEkCfzuTk1VIrp20Bng4frasvlMNiS6xP58SJQ5VQOYnNP56Oee1cQtuk1qBSEy0Sppqj6YgOQh0LXdFCt8W9puj0/r74n4l04xEer6gZilQgYeq5S60hmr5OFHHqEHP0Oh0b2msIdPJmdERTWeblWoc6omnWLbsgZGrU6kKGowmVCxzcbRSnhA8IQg3xqBM8yomoYuKUgMMBjxOAUEXwGd5rcFPrdulE3V4hVR/ANuCW6v1vvD7o411W8o6JG7TLIMSNO6/U%2B1AbSQi1C7dy1dRZcfSzNmgdtxC9u1M9Za3gMc29CmwGhuuxNupNUeybvfGqanCaqlO3fuLVe/P5lm%2BdBbemxeFE0B%2BAGjvV1mJ3I9Fd26DXO6g8K6IzQ4u5i3PpilendS6n5FeNKNI5yKVN4zp7AVFrXK%2BfUTlfFve316POeuymgaiMONcJ2H18UhoxRL81Lpw8626YqJhaZzOAXSvy3FJM%2B/SNWvEatqoDF6p/dOzwMtyLWoMUvepa8P0p4qbXgeSkN80J25HeEHkw/aNqjIMhas0RVPD9gho9k0H1IK4HS9wY73X0ypAioTNbHqjudgr7y1z%2BjlesrTF1U988/r/dpEO3KSuuMZoRx3s7oAsU222N3d3fwNhtynZv7T7iQWV2bDln6h4LCKvK5cdYskeAg1F8uFja3oQMusp2e8KsbBwQneLAfQdNesfl8ZzFwnQ0hdnVD5R98RlB1rU8upW4l5No0BcheZZ/4LNqGXx8dp5Tp4f5APmZywBQMg4ZvBj50G/z15/WhdQ9jsiCq/XzUXHif%2BJhXUQIKSW/2/BuW1IhIj/RRekk6iWVzxRZsN0ZIOSXuFKcKRw9EfMzYCrJBfbKVbPKLbizxhFeZ89iGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIbxz/MfsWQUDNVGW3AAAAAASUVORK5CYII%3D
65 Guatemala 0.802 9wvQr08ukG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIJXLFwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABppJREFUeJztXImO4yAMLeL8/x/2YhMS0mlTmxiqanlSd6edDLw6xvgij8fCwsLCwsLCwsLCwsJ/AWuMcQhrLKL8W9%2Bc/zv/6oukU%2Bfk0eryEGGRnoWfJB3/J9Lum9bjJ0n3Tt67FlRgf5F074L6UdKgS0SCXtJ%2BkRbivyKdTNAlIsGPkPbk07sNm52G4FOM5aMYkw%2Bfbr6fS9rVWKWQtuATfpRh6/cob5K/YD6ZNETiVAiFRPFWzKJtGEIWfKRfpHfUwmydBmSdkL4lXm8ECgFvgY0vfz2d9IN4I6N4pQF0nc9XuRdXfYm0sYllaiFr0N9L55MGjwrLnhWCM/ZJ2rNJI2UX0PJF9t8Q7fYDb/y7a0cA8vyBpjWSrTjkb9pcPpU0ZK7bnQaLJkT2l/u7mb5HFvMhLyHr0x9PJB3M6a7mt1Gg2CTsbf3NCwJ83QgraMeWzJ5vTvnWs8KtvH//2d3QXjvRIK4M0pt6ECJP92I3gSw7EwW6DYkUe06GKXN%2BbaQgOpmOeGTtZpDOAn2/hUFxoLhA1jOS6lnOl9tuksrailZCF97qxo5gBKYPd1PJ5X1InzfdJNpovMzm9MAzCAm11Iz2PcLJ1XkHKxEemKuFrQCwlrPIjETUYBJv1F5Enky8xICA8bKlKwRHoct1F8H3M0JW6YH5GqZyPEg/zLNH9Q5ojvgji8FUDryyZGmAw4Tc6WEKEkTmNwSmr1rc6TjIqXbCcUNkWeBSX4Ixog7iPQCj9M9Xbe70kLUITrpW0L1mENncaRjhN8kDfeDtMc7VCfRFLRZ0vu%2Bs3bySHiBqkKUIiA1vX9xjeP2ovMMkMR3l/XZ0yOUaPRaJKelDh%2BQaeI2eVRJYxgOOBS43qtc4h/k8gTiW8WiYKm8wp%2BHQ/prSrUbVrf11vHGOfskjfdyOqKofp7x3wnoVFt3yy%2BIr/4AvKmk1L14Y1aYfdU11aztAlrL7hDaTp2s/WrvvdC3TabWUZJM3n4pOHLQSAI4TJMBJ8Wl/AWn%2B9TValZY6qJ9gbUw%2BugTZA9%2BUmkqqt7W72WCDdmrFNEixrF2S9V2bfeidfjCHdQzvISRTyuqkiPSTuyfsoy4xtBIFMdjCGjeCeFNH9nUIo/NuyNRBsaqQ7uQmD/eAH493Iq8eb/Y6CGZUe7Vxdw9k8XgPcH8Mh8VjRmyvUC2ePEzsmiruTgvG870WtroHcXw9GDURXM3Mos/Vq9WbmVZ2Ol4CWrmEUnnvQxqYmXhCSzrcElIamQM64xTH3BJSIW1nlLAP0unmRk467WcIeieNnST3ZITWA%2B4OwsNG%2BtSW0QdPxnNK%2B0vZErxCwSuPpO6RvoEvmqhgp/I9%2B1BaVkNePgqqgQBRQ8QtZNK230k6wU7YCwuiFTUxXEFtIMZMauKZJej71rmBnbKxUDyrt95Bc7C3wDhF85ayy6/9oC4s1R6sOFpBKIgFXUfSG1m3jAxAJwkiKGfVsSdjmFpTgxk15iuXivAsuOZ4LY7GZN2inLDbTji23X9S9SRB2EYqwdGGo9yJkKUxzubVOE49CDUfWwi7EWpqRrs4ngPEUc2VR/O41V3qmKYZlfXY%2B/K1S5/YWTkqy7uT1k4UUh/moMNs1RnTT9cjabAaodtflAbZAU1utgTJYwwIKciAwcldGtXxlx28ISumWOlBHX95SxzRllfdgzFmL/u93CZW2bBbWnCAggBmr1TSM2ekvX4dlBIpB6g4OyCLDE3hQzuAgdJJO8AsBXscINLNnpI8BmW%2BIe5K9%2BmUiwjUjMo7ZtA5/MZVazGCh1JSHuipw36iIijkQKA2S%2BAhtYEZlSMFq8Ca%2Bs2wsezyHJgGkh5ru8Wcwzkja7ezvjVXjZNvlgp52APn/ahpJ0p69M%2BR1zFIZm9IeHX2kw3A5tk4zNY9z1b3GUg3pgTMN9772rL5YtXn46i7fIhRe/dbZLKbsPucMzo%2BrFXCYiO0wpbf4qzKd4v1XfA10Yl3WkgbsEd5spi3mV2d%2BMXzOi7/Lt7vEuwHamaqtJmS25znLz4qilq5NmnH1w%2BjeULpcP8u6aLRhSw%2BjMa4K%2B2mK/DesI77DQVuEsZFrJjQY5gsPtUoe8onYvg8IzvbMF8CYvOQK9u0FbvofUqxfGYj89DLRITMzhJpPHbh7EEeDzjgfZA9a%2BBbgFIc9LV3ck51XQH47K5ixH9CzhXl0Vzw%2BOojpjuAzeeu95Gn3wOZ6FmtOXoAxvM1FhYWFhYWFhYWFhYWFhYWFhYWFhYW7uEfg41i1OBLn3YAAAAASUVORK5CYII%3D
66 Belgium 0.802 %2BAvPsC9vUI8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZEKHTAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABptJREFUeJztXIuO4zoIrWVj/P8/zAWcNE87mQa3qyuOtNrdjuoQDAcweF4vh8PhcDgcDofD4XA4HA6Hw%2BFwOBwOh8PhcPyfQSUU%2BrUQNwEpBOC/KTCifJIj/FimC0AUWRMBppAyi08k0udfy9UDsMBZ5d7hH7YTyIuYiVj4CDh9VPBHclOOnSdTVTEbRAxRdFuFjSGzgRR5Dfi63MRWGgK2fir%2Bx%2BKxJS%2BfpSIfJvZJ/gP8TjF/U2xMstcFW0LjZMcxV8JYkFGJRITV1/6a2My47F8kflbOfs5ajroPoUEUbNfLSt8Rm9U4RYl8pmkWJKISG8sD55Qc3/QhLzietsVM56cUCRsUY1jpC/XfLLNQ9OlG6BfD224gjo6ULHJYyApFqpmGi8jNak6kkhcRPLaWiW/D4XcuQ5VNIsxKKyS8Vb0KiogIQmjqYKA/bZGLfCHkDFCZnIlkVIwkNua0FQNUx%2B83QFGZUFndjNKyjuWrSuT82qOSKdZiOuwiYX77mtgpwMZ%2BOqCSRNFiUzGITyd7qVkx8UKYieT%2BrjL1RAi98PoJCK/5lHWFrLqOGbeAmkJlY6mF5q4WzE1%2Bu7F%2BzWAtpRZiuNQfPvSkFJVHrKgv3kl/wcCPaGGix7jDBmSysxJyjPi6mcqtnpZMShGyMxC6Fvo0cfo7QGoEG2ekVR7fetjnxLFZhp9ktNbryg/JSDtJH5RtDAQvvMzoMZyvypbaqaDn09fmcxOTZ4CNg2DXzqwUTbMZJgtVYzcgkpHnTCb90kz7%2BWp9QitGp0UU3w5vsST13txM0auMy8SqexkBWuU4ccWsqVVb3gf2iDo%2BX39%2BSF7957EmpHxt5XBG/ES4K5if2xy0c8Zs44b7WsvEFfMm%2B6IlV402gWUfoGw8BWauJpCzx3nNLrH8BWF7XmO0Lkz9Ej0KLfPRkZF1VAuk1VoG/CFQVc9F%2BazqYsQduqSQ1Cy3kTawtk/mSFsdJ1pFllq1aEUeZW2wSmhwddpci10zk35paVxiSSK0tDzMVqaFKzhTwJeZPrYQR09GtLQFCkmZ%2BeEGegBi5IlbpFoaDViZt1FTvgELa%2BpvSB47wJD%2BqGbqaYThKcjuhGwNYTs7xjtgTDNaTsIHCg0hDhBaPHGg0BTababPEVVowkF9KRrSFZVsNZYYrE49dkhj1p37yDGPaBTnQTMhepxcxzfsbUTyM%2BlJmi%2BsWS%2BRtDfMF8dhIzhzRCw25e0aOZQs2rBed0mYjGryNVQf/Ub1h5jrT7tjpjdqhjCCQ%2BbOhmUxMK%2BsasARjf5Jwyq0bbu1qiOO4L0pzWO94NRxhWjSmMcq7RChZ0%2BUkbX4jjYGD5qOmPrH%2BR9iog0KNZpLP3p3GvUhaiomI332cYveRr3sI6XnIaEqQ03OnvOYTqt8m3iLnAs/29Zqdp9Nj1zj9KSQWvN4t6EHCDRqjvY8rOTwLGMV68CHa/RwfpKcnjkjLypZ3gBzrjgPhs82lrePxg6Gn7UqnzVxSdyw3yV%2BirMM77yJC%2BlOiSOlRcpp8Aj%2ByYBKOJngq52ba0t/D7cPnT896Qqflf8y2HeHD%2BbR1cGjvkcCgeNJrR7DX6cSUMe8RhRwW5y53d5mdFLw%2BoBOBoE1zW3MXRviZDRrX3Ko5q71RyEazahc4jAsdpxVU3FvyBxGpHWth20z/3jIqdNdob942WjnYcfKXz65DDmS1A4YSG5iM8hCO6GJY0W80aHJpiOy12AlrWxRYhrO8Y%2Bw9qXp8ujWpOb5CzaFkVxf0RZVBrkMlZD0UsyFdeC4XLSFbTmHBfSiU1giOl3UTjQ6dJ8%2B9IStKK2SYsmRO19PQ7pwV6hd3B46qhRq/8mF0KuLH3tWWQGG53VNUP/iR2zxh1xigBGNoXvA3lx762ABEu9Q59LUcPQuapyHRDmSWi4p/gjtKzFcsMLhneaLgh2D/waaNyOn6Zm1jayuI46vVvqAxj1ULGy76X3WJdfplrtV8P2AuIP0eNK5S4rU2lDJ%2B%2Btg6beqfk03sBtycxSSXm/ZycjEN%2BxQ6S4Iit555qxpPUcKWG9i58ML4c8CzBaQS6yDa0lRDwhSbRocipRBoymfgHWbiwjMgpdcFYy8A8ekj9pXif8V4CEE/iQ7/RvKkZl/GxbvQA17S83lnzcPinE3yfbjUH4X2/bHkKmDAZimLjABhlR%2BHchvQu6MZrRs9n4BFGq8kV9IUL76O0oegGqA/NdJY4f8%2ByTJ4XA4HA6Hw%2BFwOBwOh8PhcDgcjtv4DzYgZef3hiMcAAAAAElFTkSuQmCC
67 Brazil 0.802 /Akt0ZBwTbAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAxTqTjAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABTRJREFUeJztm9l2hCAMhofD%2Bv4vnLIoq2XECajn5LtpZ1rxNyYhRPx8CIIgCIIgCIIgCIIgCIIgCIIgCOJHAO5WMA5jTN6tYRRlRbO7RZxDM22dArSXfGhqxcR6WX1YRfwDcCWFEP5LITV/kr%2BrKFf5K/BfOr1eq5Th7%2BGTfoxwyZjZxfqfoI1TqIJtdbC/9R9jlUt%2Bq9YIMAag06/WtMKbNCRAq9h9Hf7uLvBec%2B8nT57MvdGdNSE4jP%2Bs7X/soQjamlvdItvakCep6Tcn1SqCOjQZyxIIl/ZOrNcc5cCudAs/EXwhsCdBCAdkac/%2Bn1xu7ChabJKDeMVEbmBIDpSua/us1ht7kxAl%2BgklmM/4z40ZoZ4rTxkbECfY3bguF8Q5UDPhsxmIIzHxdqRBrLG/qcYUnWKQZ5rN/xIgi4B8mO%2Bq8TxfNefva04xUP7TCdV48NpBreaeg5YJMLtgEAtV68rUfTsH5wBI2TsWT0tt7YujCD/hz2U2jHdqperC0v2bLCqtYCrV6v9jcSl8WrFe5eYCgGeT0SdeRzhKdo/GJBfNT6wLw4QebZq829Ywq4IRskLibAYoMs6/%2BWQikpn4e985EpBfm/eOvBbEVniASELPOEdLLKm12nynNLYxR0f9QFmxmUseCVWar2yNWXN8UgilzwgZC4SJySSAKlrWPqhQgkiFpAhTugxu5KLIAJw2mB1mv4X4sptBNdLMIO24Mpt%2BEAFWazRI5%2BAsLL4MfvJT9ZB4hcN29RzdP9oyGicMs5Hae/krrGmJSjQP5JtY7MnRWqGepwRaC33P99iieSMaZWbZEGFs9DKkGZAjOuDmaeiim4YLXhzGsdAD0a04Cn/Ai8P9rskJRWqoOvQ%2BsvNDQOo2%2B/gwbawjDGxx7fxdtEQsF6zoOasBKCtTli9Qf8UuC2YtvHiqasy%2BZkISLacuFnW%2BIsUTzRib2LKOXQw/qyM9WTaTF%2BXADYC2gSOCaJSTrWokBNHOFRHS3oRkd0xY6CN0Lnx7ctEzGBmUqhiVFxGImfMretcJ/Cfdfs5a5NJxZefY8uClasQep7BWm18p62l51bV99Yi3nvhG3XK72M5yfrUqDmMkRuCaV9ujsBooJ6hPpa7lACtarorDtisG1%2BZ05x0Ld5nVBvLddhh1T5fwFm64qVtM%2BlKFbTPl0u1kVXoF4Z8XjomGuUVpy1HUj273mV2VNhxF0Ogc07bbZnPwcGtwrTdtadg55dFjxKEaRNywq/aoRz0UWGzlToSd9uE2H/LpZZV0TusgQ4E4doVo1A4CbKAF3HQ1V1E5yIgOWLfOqs8sihOPiFZ3GbpRfV6I6uXo2bmwVH1atOpWHdNnykK1f8z9PRbdRuteiwamv4BiVUebbf2ELy0ju1oRd0Vh1GDis/59r0LPUPMe4A9RbC/2Wwf/FZS1im%2Bn3F78b9WU7V1aJKyLN3b%2BpkArOypWHOsZ089ww8S%2Bp%2BrIllvTb/3m%2Bi7Azf4yi2hFn8srd%2BBfdPFv5lSVkzezeIpT1PhXiph/zBi/UWZlF/oasL29lTBPSRd9fKZQUiqlNId2Y85DyZcl%2Bi2idaYTf3/SFKr3iCZsusOHVyn5De4hqorotiXsAKZeeDyjqOvSdOhekPEONT88ebTtjJEGzk2UaUP5B/b3qTmHT3YpCp%2BysuoD5fOix6ysvpIWKOLxJWkk7tnjx4vFhwLBs9/jHAHfX3zmmrBDiMjX%2BMaGeKHmz3sSR0Zd6r0C9ULNBEEQBEEQBEEQBEEQBEEQBEEQBEF8/gCeKwEIFyw77wAAAABJRU5ErkJggg%3D%3D
68 South Africa 0.800 %2BwnPrk4vcJEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdzU1XwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA8pJREFUeJztnNty2zAMRM0Bb///wygBUjdLKalpZdDtnofEcZTJCgIWIKXk9QIAAAAAAAAAAAAAAAAAAPhvSK5AzJHZWsowqrkRrcUMwao1sa%2BivbWeIVTqkhXlDEzFDELOhV0ib/pngmNIuZCqVCnA/bezSza6foRDJvUJopq/WT4eDskuG4m7hhM58i3CEvF6Bsd0SFMlNZeo%2BnhUKEF3lPj43iFdLOEkrvb%2BbnFljt7R3pvnCXUx4Xx2hVj1RTqczyz%2BEYqtnd/lpQhL5tAmlK6O/TzJ%2BXPw8r4I4y5F/BSdPF2lBh%2BNg2mVOoHo4C7TWUQf3i2q29cTiM77gHKmxc/Su7PxktcT5HTc9bw6z8XWvt/DH6UXshdv/KzEM3k3bvplZk6n7i2kkhfaI61Fh6qyfiEveBV%2BOpaJojvWpwlcytCFRUYLefDFAq%2BEieTAZD0xlSteout0cuN%2BDGmGuYPJv1S0aKH%2BKOQlkUpBxmCYIbG4VwmvRFji3LUyL0eSuyzTj%2BGL9apopX/p5cio86qdaBaLaAY3tsyu5yej9%2BPifiJIQyZX%2BkUIg7swWaK8tXQDkvzufMsRgvyI6T6Cl4y4p0BK11Z0XVjfUqBlcO/i/F24elxfNIdtGC3O/jLa0NNKivV3d0W7vYV7z0YuXWWoaO55bhv9loEju5Eu9AS1p4lo7nU3OSDz1nq8lWbSnuZKPeXudFynKLkeas1sttfrttY9Emd5sYj2Zm5X%2BnaOXi90RwMtJ9U%2BR8NNdV/j1h/nU02O0H7gtavIz1Pryvd7hKRFXLNoaH59jLpLl/pzz5L7y3osWy4Q1TTCQGdzO18up5ot11s6EfPIZoBfDYalcE1XtRq%2BsYvN636YG7k2D6J%2BEO%2BUVbk4PFC6j6IGQsOuKxWZbp3kE7DU4vjl1n5v6h2Kl71GojEZqjma7%2BLVEWRQh7bv4TN8Ep3m80iCBFdXWea76a%2B62z8SvqBFO0NyCHX9cnGX6EBtL9FNkByCLrVCRzW1OE%2BiOdVh77eq23psGs3roPkb1ezaaDWJ5u2OrLrDWVTIbenNvpv3n2MbOjm/y%2BJtkg7HZ2us2d2wCLJulFW3PPRBQXc7vDzVFmiiMAv7zSLO7p1YHwKZKcxCdmuF8fIMW1EprzgkTxr%2B2VhvASwP3anQBcqzBVnx7WZLU6llWUIshDijYGWN64XlzUzcb4p%2BD/xFz%2BoCAAAAAAAAAAAAAAAAAAAAAAAAAADwRQTzf1Nyn2T%2B3zPuY/VHt3/EV4p%2B4WEzAAAAAAAAAAAAAAD%2BeX4Bv0O18norsBoAAAAASUVORK5CYII%3D
69 Djibouti 0.799 9wrPsC9Oj24AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmnEaCQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABqVJREFUeJztXNuSpCAMnRTX///hbAI6CoI0QuzZKs5bT09jjAdy9%2BdnYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFh4YBRDr8tQx/QagDQ3xajB%2BgVKIsK/h9VG0c6NiSvAfdtWT5D4MVOZvj7qrbECOaF/5XUgvrjUltgBF6c/vbHTxAF5qpYD/4rwnwILIvnwL4tSQdcedOhBvO2KB%2BDqFH%2B4k9IjUWFksw10cjGfFlqkgD0laX%2B7myrPoSXgA4Ui%2B0zEe%2BtyJePkHB5tiA6FVLD3a8QwOivOU9uUxkpPDUa%2Bt5eGzY7X7Iy9lCwTXWNDdeIfKgv8RpBOacV7NDe7jYbm64z3BJIBmgce/WgtHOeET%2BS5M6gMbpp9173rdE6lhfSM8MosNZvsjePYv%2Bub027jnhhrucWndmW74hlbjpz2L6veQg%2BPVEXC9ufLHQIBW2IVRoEsa9tRSLr5tPbEmv5IYC3uJ3d96pU72xFFtlG/aIqHg8nbwhtQ%2Bx7AzQJ6OHYekVFM05iJj%2B4wr0gNB0Ox%2B4qMboAdk2qym5YzQkgrZ0v7z51eUx%2BMJ7XEI5hiKvnQ8x%2B7qaRsnVZamkPNZ7Ax8eaHEVU8wayqjapIcBONpqKHeldpwt5JsD3aqgWYH24nZ8g8zqfZOSw4kCJqdpkMqN6kNqqhOBeSOicGw8zAGWGCAl90Ws3oWsLxcUerdW6VK7X5ynmnGYMGZ8pP0pxIFdrr/cr4n5cLN9TclR%2BbAU4feVh2SH9dDmdL2cFoheXrcnpjZH1LhvCzDfkOTnMcIYlJ0grPdKPnBx469I/WtJMp0dOuA5/tIqMD9PNeB4F0ucJV0j2YjsP1QufKTr//Azm/LjaeahO5FqYpZWDERwNTVnyQM7oWZWSjdUhsza9EqrTAK5ggx%2BCtwYnFwDsbJmzbT7ic6SIdVzOU8234GkVcFo0F/JmyrnpSg5QCRuq%2BaRecCbCSWUOUnaYWedpSEpLeEnb6mcbMCtrb0LGp1I0H0diDeeddtGmahl%2BJMqYRY5fb0konD17X49SBgUc8fh83y7gpItJ5Xeuoe9PT4jUx6lEF5tCDg8nSZVIYWvfh4aL9aPkQG/Z0TgtI7MTd60AjD1J61x0M9LmR5EczU46P0QNLnAFkJuROhoixweGIiYXjh8vjly61R6NLpRBJdId4UyiMFY9dmuYE5fGlXT96WBNDDnQ%2Bqao9bM9ydkgoXGkitOKo6SENgPHRvOGpYQe2SuVNsIDUkIPnErthyQk9Egz1yU3eoFA3jEcSc/NygehmciRRxbx8YF358kaHYkjYlwQnkffRwToz64WGrLkajOxMlFA73CHUXsY%2BZs9i8kCpQlKqdhHBptvLtPpofp2Cga/yOngglr0W7ceC6kDnNKhBW7zxGRaNnvZoUDtPYUkIHfr6avrwZ2G0VGX6W7rdu/oB0RaG7xnfeNnBRaJHNMsQ%2BeyexWz1W1n%2BXuhbI3qfYAaYpepaz0jFzakTCav18fjmMryIdL8JZ8qMq3T3bU3ZDK7sBObxJpfAIhwDwJaDP2arWbNUI2UafKw8KCejB9FZ7MSKYWVQWizZFmbuYDBKngVBuS6vbWSUTWn9MSavT2IOOoc48v1enuwkzK8CcgHVHK9mqTnacWhExwMteY0wD5kO9brhQU/1JrTAm2XkdRHERSJzekKqIHz3rO7MdxIvPwJOLiY3I5BT064OT0UMKbuGiLHjN6cO4TRiKkNzqSB8VLIPWLA3NeSfgtyZ8QnF7Yof1qbB7fRiA9f76mJWbRm%2By0%2Bo7pXEicNTHPOSpjQP6fy55yKrUTDUuEq55rtsNT2FZlPQk%2BQGt%2BR%2BSx0PprTD/3Saz2SRiPajQOtsTx19s48bVpzrw9gJf9Ve83EWzPAeTbWNsqZNs42O5uVwUMjw1vDtJe5iGQcMfuK6%2BDkK2sdR5lPD4Wp8d7Y8jWUyyYSj79zcs5v36DR%2BrRteRpRflbyV5KSzTWloVlzeXnDb%2BM1j%2BQaiVCzgvIMTjLri47Ui6XSfYyp4hTx/L7uKmrtgxgHwtH%2Bvv%2BgRHSe2OON6ZGU/t7bA3why2xjJvcorhhT6ZAIhS0e4udE6osvD4BL6cSwGPyihq2VuNaYizZUiiDemx%2Bd1%2BhBbJdSdCqYTZTDqnFHUnyDA7H6dCojGu9CKS7ej9Hq9VcuobFuqwaqwotPdgm3CufGmnAfb0uaI2icy5dlMtCN8Zs9Qn3TH68k%2BTr8rfleWFhYWFhYWFhYWFhYWFhYWFhYWPiP8Q%2Ba1G40SmmUmAAAAABJRU5ErkJggg%3D%3D
70 Serranilla Bank 0.798 9guv0FCPby4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAWq%2BhXQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABMJJREFUeJztnNtyhCAQRKW4/v8PEwYQx6y6IisMVdNv2U3KIzYIPZBlYbFYLBaLxWKxWCwWi8VisVgsFovFYu2k5WiCejkh/GiGWgVmMZqhVk4oo0ZDVCow%2B9mggXmZDDoyL3Kq0UMLCePGVNCZeSrolXlR80AX5kWZsST3tTHPA22FKe9uMQk0Zl6EHUhyXzvmSaD3zH4GaG%2BExXNRL/QwlrsC5v0H9KE/mCeA/mQOsybi0F5%2BEjrhRqDc1hEzdehD5vBCpwx9zBygCS/GT5hJQ3t1YgPC0KfM4aVOFfqcOUB3JbmvC2ay0FfMiyEH7Z01SkQpJa07sC%2BtrMbryKukEMZaa/JP9h84JWhnIqHzKUaKyu0uNeaWVKC9huaNPkbM%2BTurhELNTSSr8TY0cm7ND2b43sEtrR/TgHYqN/JyzAyC%2B8q3RQE64Kgyvp0xL3EqkuIaAlkNNHPh1OfM8dvY2MOhd82Mo6/j346NPRo6rABRovGNeUmPYnAqFloOrVpvMEfTj81q9rP8W8yxD4yE3jPvo6%2BrPxtZ%2Bwx%2BfsIM0FdDzLuy%2BDHfZ4b88Z6RXpDDg0AFM6RiepCtg6EL5v9Y9FqQ1cgxtraboQ/iuisBtB9iEGSOSuaUio0wCDJHLXOOPQYYRBdzVDNn6GCQX0N9U6m5nkVfF8oBU/fIpsTiD5hX2u7lIpNb6QlzyWpM36ZeG%2BkRc4HuXMVYH7B6dNmSinXdjODT1S6jrwuVrKZrRSA916fMG3TXJUx0x2NmlIr1zBLgqs%2BZEWrP8SOsphuYEXTHOkYY8JxSz/vQBt2x3hz6YdN6CY10/XqibVzjoaymX0%2BUjetSBN2tkNG8%2BxlB9yoZBebGZ4pmd52mp06oViMi6D5jHkRfrfOc3tAxrmtsaTw494BOEeMPoTt4%2Bje7n/fQjUhftSZwjbVLvGB5fZwucV3jM8U7mN5%2BI24RY%2BO%2BKfTnLy/IcW2l8VI76FdneQYHhm0DNRrmXh7xfJgllVZp64mI9PV%2B6KSQ%2Bbm29UQE/f7M1GuRo/O2lGW75S7BWOiNcatB2%2Bxje6HYPrlH9kjT1Qp088zrrsAjxjelLKX3dczygkeEbgksytgje1YTg0eeJY9JK3TvfFqrhnXiCt29EhDeNUI/vGYenAdsoABq%2BWwISdB%2BRPnTC6UqSstICVoPOcwQrmofeSTGHgMKciB4vjCNqvYIQA8xByiWt3W9RwB6jDlAsbwNewQrdiAsMSl1Y8wRlXap1HpE2IsNh%2B9r3Q/kqjwizEjmrZhf45GhO5gSwboFAaba9zzSVkX4iXzZQ3XPI3Fv79tQ36VXijsegTujAL3tMP7qEdhMq4kckUOPPLTk%2BYaqZCAi0Kmx0yzk3CPOpOSEDHRYOpajCt6gWAd/n/sppcOI8aiCjEdxPjwCy8r1mAO1I3JwMkRIo90W64QmtuFmtmMO5KATIhwikjLiG%2BCF28CY5KCjIrlKB6Cg2f99TfWIXBTyyE6koU/GEerQu3i4iNIRuWOl6G/3EX3oHP1h7BmgPzxC5jDiF%2B2W7BSOyN0SOtY3DzT2yETQm0dGH5GrU/bIXNA51pkNOpUQpoOOkcNohgc6%2Bj8DLBaLxWKxWCwWi8VisVi/0R%2Bb7xn5JkPZ7AAAAABJRU5ErkJggg%3D%3D
71 Ghana 0.796 %2BQmvLs9Obo8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAf3S3JgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABnhJREFUeJztXImO4yAMbcRh/v%2BHvTa5SEo6KbZDV%2BJpZ7bqtMmLMb4wvF4DAwMDAwMDAwMDAwMDAwMDAwP/DWACj71JfIfkJga42JtJFVVpAjP2If9%2BmtAOHyB5RuSfuLyAGMNE1Fykt0IA50KI9DnmHPCF4GBy/UjPo12FC7V3lwGYepJGujuQYCOUko78j/6Y/49IWhFi5Odwq9J0VQ8a7rsf9ZuY%2BVmTDZ87wILI3x/eX6a%2BKt0kMeyp0l8JukDsPA2bSLsJtKncB9ndpu%2BRoXTdXHmrpJEttjaZ25haxxk7OnJoFDWxdvctvDbCF97lhDQ1j5MQ0E66n2IHwSADB3094moQSctNzXNCBFcnjT4CJEdIiYLAiwQLQx/XOL1FHxhhCaVD4Oh/eZ1qzF0fu%2BeO40tJycpwf5/Fnp8jxRPv1EU7SKkLcsAp1lWyjZGNnDv81fXS6XWAfeKk8CMH9PRYAfbPdDJ6cbmtJ6GlG1LDSB%2BEPevq4xYzaaIcPgu5AA/JQlti5gUgv/bCVAjvDvIz8os%2BKp0DvS8pM4g2R9Sd/HiuDDSIC%2BmLETupdGgQ8wwKTi/cqTWiwGjxVOig03RbJ8hAukTUNMCAghHOQcnDsSlxjmzyWitcOD3POnPOtxYktw%2BzxjXqSK2izqQfzV5oDi73ai8m5pjvyVUBWDm3q8cCyhUeMnxx0wkURmocUvOahj387rqlpFml/RM1dgy7aJLMq2HWaHhgMsI%2BdVprkPul%2BPvozNW6HE0p6aVUjda1hFI5crVGoJDbM0djBYkHu5qCKL5czR06UwuC4TSSolUfv9oebxrwwdmBJZHNC%2BvlLAs37%2BuWkujU7/E4Gooa3gQS20n7skZtJ%2Bo3jRZJmt1pYfKtRB0rIdm78G/jECuZGZDahWM76VjGSjWBaKBqmLzAMZR104rqqaCqCRJlxLIeKdCzT6jLQmSo0%2B6cJEN2jQuZBlFEvcdcGCzi6ospl2TVrbTZTBNT7eoiFZiPjC0hN7EfF8PnZfeCLbq18C9Ynygo66Oam/VmGCh1ffS4dCGYiVjWPS70T4K6HU2yPplDwmZgqety8LLS%2BCHeEs6OGlzNtSTpYuCRtLp7qUyTGCZpfaiM9C6mugQVg6SwAnGoeajbvJoYFEqerrysus2rkNZY3E7lc1enjQTvswQ1asuxVAkD0meGKk2jhy7bB0hrZHXHpSZ79Ygacz0dTKY66beJqLHukI4FTAPrcRKsLGOZceq90l8TOF9R4w7HcrpBQH0aOxWfCxPAfhkDN36aJSoh2bHl1CDKS0cd1gl%2BeVfUdh1ptlnB6ZJBqcWkIC3M62s4GWqtbo1CPdTN9HluqwQer3L112an0aEqFpQEXRg9k7pYWQEKWg1IhXsxqUAWFslrtVxikQQYqHSpc2oLw2XLmNECxmap1VZYoeisMVoKWC%2BruJZd2CCD%2BhJj1Y%2BgJhM0147Nfuj1W2LYkgCj1YtNGkHPC%2BAaMBnuYZ3TwsYtn1WsCmK1IvdanJZX7WzlpuTcRqJ3yTNY1Loj6bKCGAp6Wf/UXabkPmqrlc/tFqgc93KJ%2Bq2NRBfcd6WcYfDJCcadVyQU5QQUc5usaZcbt4sp29Q4mW%2BpJAXRbWqlUAYm6z5ZvoNiRwlmvt64J5n3IivKZS6rs2I7yz43ko3eVIQ1ugvGe0i83m6PohdbLe%2B8gFr4sfdio%2BpEqULpEAZfrObb934Ll8QXFJwlnZR3gY374w4oW9weOarETVD0L7YAoXhs0ugHNrxQuuglN8LsuwPvh6efh3brJ5IzeZk724ErWCkn3hA/c39i3wj7F4%2BtKpL3QG1zUJHWZ2A%2BoyuRinwtI%2BQN%2B32OraEBzonStzuDEXoe44Y4L2F8sW0c3Xy6Q%2BPGXB0sFSemfYfHsgexK%2BUi2uHjAtJfQ57b6VvtjR6KDQG8Ozmk6wMe8%2Bz764yHR3BwCfl0huphGehjVmWZB1UCnnMB9LzFiJ0GQMznLEY%2BBmbZTdtfyBk134ueeB4PU%2BxmlitA%2BLDdDJElvbLvdr5ViTjlAzU/pooY%2BXApPh8If0PMs5q6eDWz0LvD%2BZo/Ab/MrlSNzhbC7k/L/Tj4xKWsIm%2B8fe38op9CPhj24Jp7Hb/1Fch1pN1AsBv5Oa24gJ832WSxdzxM80tw/pRaTt3pijmG63j6ZxMwhEu7PTAwMDAwMDAwMDAwMDAwMNAB/wBCLUGyJet7JQAAAABJRU5ErkJggg%3D%3D
72 Barbados 0.794 9wsu0JCuT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAY/UlCgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABcxJREFUeJztXNuO4yAMDeL6/z/ssaHpJG0AJ8GEShxpH3any5waYxtfWJaJiYmJiYmJiYmJiYmJoeDD0wzOArxTyumnaZxAYuyDUhae5sKEtkaZQGwBaYefoA0oX70yBfsTtMGonSZr1JTRVfuTM8Ir%2BwgVNg44L0sYW9SHnPFfzcBqfcwZ9XpgBYHskRtYQbzKOe5xFQSMy/5sWAUp6sCgCgIqL%2Bh4RkdUkIos8wr/IMqCRrgBz6JW/uYHHoCv6SyavT5MTiBUD1oYT6ttVY5Vre8PV2c0nq02dZcHo7lF1t7X9b4vWFIcTtQs02AHEzVDp8nBjGVAWKQXN5aoGSZvGc6X80gPFjbVPWKEH0rUTNLrnQwANP6RZMRAUNzPWeeMWmGMC/4x7hzS4CNd42zwCcGmL%2BCeyVJWXbQOSM9Ybz/DJtDe0o9C/3CqfAlIafaUtD705fEDprei%2BELcScl181aAnC%2BPvPuWDnSWNFG2mx9CPkzRnXPwOV8H3nyKrxQ29S0dwDFp7b5rXLoYESJt0%2BtIHpJGzTAH/1zx5fprb8RwID5wx7%2B9Fjb1E/Y3aa1y5KphEwq7S4zyFVCjauSo1cMm3KQe5/GDNG5xXjEZOVT8/06e9T6grkjKMq6UvgPrHWnkXFaArwjkAB1YbwPqKmdeFUaLs96StvWzz6rCiLO2/wE1Kz8aOEZNukT9fwvglbKAlU5gfbXreN8CIG%2BfdwDO3uNXk/SN6y2AX8fynHyTbN10vQWcyEKzAiPRuunrFnDmd1AQWP%2BGkrn4RPrkbnICI0kFSQH1WbHkotctypeGW4ikzxeDoBAMrpBLa8f76hX9w7C7IknBCgL%2B6murQ9WKyBVrMKC%2BuDgqdtnPyIna2Otr%2B4rtExO1c6UsUwVo%2B0qXhkKC5x6cczdK9pXrlVQFwd28QRdVRKpYY9VNxSu5R%2BBVz07D3i4SltyjkINh3LFqKERQ%2BazsLTQpbOpc0lTIVLdpYtM2UxC4Y5ryuHsOVxxlhxch/5Jvjz29kjcHtEWU2jdso09Fmv1yIk7RZhO7V6BjtWvHW8JSu2oq7CRSle7fBDIL2adgOJnQk0hVuhdtyyxkn4ESIL0k9U6nUsB84DkRitQhmGi6q42hF5ZWXiimSTZQBQGbh7Fjob3%2BNsigto9OUQ7MjqBrACVQ8CLSor3G%2BQLfnTW1hCHdwLY/6PKkdftxO7Qe3Dami9CqeSYS7bRwe6NH%2B9F6L5UV7rlDj9hcq%2B8kmFhA7WseKKCVlj2J1mQaYe6sqSSigw2Ma08aGYtl3AggEX1QaCAZfeD67XeSxCw5qYCMBZbHkyiUBorAUy7gvQIptZjRo6UFrBMptVygJ7Q6ZWPljB7ps0TAbkk/pDw5GSaJ%2B5yk0Yt3LQk3QP3%2BUsVVWlfGd6HeCRm9aJZkdA%2BXFjJ60a3IZINoE0WMXhw0CUK9vqh1Ip6c%2BgTkRnStREolNmRIJd3i8rb5PS4KWko3Xuu3v94CXT8le9fBmOb76JSonJfYHtrYVKOU5RtlVduZVMo8irckk4I0FDXQ/JR8y7puKurQhXPbiiKu1WnAtZ2txl3rNf8MrZL2vufYXJs6OVXjeo4Rt6g5Q/dH6/TtjfX91PkNuHfsScwPzMXTr7Xee31lOpzE3MU8fyH8T4crd2bml8Y/H3s6krqoaDg82DguboNmEdH06edeH9j0YkIcDleu%2BkArqdVDqrHCb/c5Ea/sOynVcw8NJHyOJ2t3OHb7/nj32fEsD7OjfdQL9vooNVwN8liTdrtxd8iEFDTq/rA27/DqWYPNXz9ukvF9B8b8SFfEHir0Ni/isPHRr2cn6BnlsTgTXlbP0OseWiNBZEsvfKj4bahJaTzOEeDD5h2V6C3Xp1R6DALfAWiUMZo%2BvXGRo3NOSE0LWlsXaAbiJzjH6TdYVcWN9UBTHpSMSq%2BC/wbfhB9RiT30cC9ZTkxMTExMTExMTExMTExMTAyOP0KjOS/PVT/rAAAAAElFTkSuQmCC
73 Bhutan 0.793 %2BQov0E%2Bvb48AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAs%2BH3zwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABR1JREFUeJztm2uzozAIhk%2BGEPL//zALxFo1am94mVmeL2fWupHiG0II/fsLgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgv8IZkABgK%2B25C3E2prThFzp3qazGZwLEQKzuZvsKxS8q91Qxbzam8eghpc7%2BhuKWAwMYmTNveGUU76bu8XkTEBFpaB6wO4OxnIvs1mMzW3WmRIwIRPB8jb9Zt3Fq0ARhhicmyMRGUUo%2BhXK0rGYE93C2eLmQnNBqOcTqtm4EATXWzgbchK1JlpeLLLCqN1Leev9J5q3CornOKX%2BndsVkDBYlh%2BUqyWCEn/rWrAYkO%2BTums11SutLm2p3rRBvs%2BaV%2BlKq8Xmoiv21ucyP/t1pn1wmdW0puUp2T7nlSWFUhcOT0Hj2v6DWVORqhJaRDkoOXcT9Ax4dbHublFscac6ymi4fkHko85/PZadssXmNmHbVYnUFsNPj3y8XE9e3S/mZxMyD6sL2TrPZxpeN%2BLCHjoLSJfP9k8axFPPWtdXF8HX/8vi%2BuPbcs611OmVgymDPj%2BFgZ6CANMJ40mRBL9ydEcZXOwz2gvww1m4BbRhIGWP0XZBDWA%2BrmmuLq%2BD54/oZCo%2Bjn6oOneJoDcsc528NMhZp6DbcJugeDm7zXaz93ijJXMDv7SBVWh0tKZBYqqnZ/Sl1YM9LasYO6rDpPHd6voBVZTBXrFDEanlQ222QpI%2Bx1GCnOqXGcF7aNFI7fWd7LKHOXAais0E6pTiuujuFSB%2BhtMjQ/Cch/refMebkcc57qtBTAdOxNFm1%2BChqqtv7Da/g8eR2VeDMpxkumNpBDxfI43%2BdVzEFfWB1Rj0jIOqU6beeArPNUwPagMtcNehTOKncBz9e4TRrZRZSHaQ4OhqHjefB8hD/9RH6cYvfcJnhuA/EZcXnOaiya08BnUOeUu1OaXXrMc%2BY0UlOy8uSzV4pKpcLbl71li8l/EjjNbTzFndvvomTMvROP9eBulr9s6p6fK99edhn9O/K%2BdNwHJaO4gD%2BgDkvN1aeKD2Z3gfI5OwO70qvhvb%2BQWXlK/mrnzsXUKY4eDov3YGP7/iWqzp1kOn2NRtLZzLYvsP%2B5IuhXEuQC7G9jnMoKXM3HIaXJl14KPq0u09vdLHsubV6jJlrNdkdsUpU18fxuc9yv4wpVqmb9LF1bzqaC06eQwO7TR74pbX3njjubihA69tIpeCs/pV3V%2B4sG896MfsPCpPYcdQbUMOwgaizP0Tn/eRbqzzyxpdne%2B9JW/XEifAtwer61hTHbdn4eZcbC0HaK1ve6/ZOvfSpJyS0tCS6LozgqEwUUHeftF2vDWjxFFkH/BqBxMSgvZTsPWpiBRAmxBRW1HNFwWca2RMtbRdDD86OPpW2ImjtJGsQtuoae8HPXur83CCWh591vJW3mkh%2BQ2xRV/m8lXyvFcQZg3gFoJkSqB10rbjfHGCqBmHNr5jbbZniNXN89ppBzVbQ%2B9cyCxaoFxEMYjw7LeXDOOqjkKcNCnZX%2BGtbmM69Jzl5cNTaygVjb7faceXNhNaHV8CAfe90jtIVLm42RQ%2BnvF8g7Ze/rCPGw%2BPa%2B/wUR%2B33HxNv2bH203zl3QQbrG%2BYHd3aVvYDaQxYj8Z2TXb0os7mazoj3M2VxbWLOSWv4XSXw2JZV0Vje3c6rTmzE%2BRPM6yj6qJhoJk7dN55Rddt4IlhZukdpIr7fTf3ws2R8OpjcZBEARBEARBEARBEARBEARBEARBEARBsMo/Y54idheu5lMAAAAASUVORK5CYII%3D
74 Iraq 0.792 %2BQrRMI%2BvT24AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB9q6bwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABzlJREFUeJztXImOozAMBdk5/v%2BHvTk4ApOkFNuFlfKklXamUzDmxVccT9PAwMDAwMDAwMDAwMDAwMDAwEXQPFuys3lajq9g5xVm/YWlZ0X6CILZRzF9ktsZlx7CPi1WHzBj/g/RqnHCeQ4/W%2BNeqfGoVdh%2BIvLezICTC4KnR4DOd59CEAwA//4eZghsseGf%2B71QnxAUXSWAyVqOyq480rNomokobfwE3ye0b9sID9n8vY4ffjafjAM26PMY7GeZp2i7/S%2BEuQg/wwUl2vk9uiaEC3pOfwmvYHWQF%2BbLCqR3aDoGFh6rlowQXQAibYK%2BYylizc4RemNhLgAQnoyyzzRP2%2Bq/r5vQRHHBGp%2BVjEHfyzOAdS4%2BwjOy7iIeFU0pEM1K/fOnQf2L9n8lXQNYGgM06eX3SEs%2BPtU1S6MGt7EjKfkKXWMgAv5Jsc0iNLlg%2BS7G%2BDGJfFTbCz%2BDyPayTQhCIwUmPaZtiLEE2rkW%2BjcR16KPYj/kHCm8Zn%2BZGAvWzPGxND0o%2BWt6okWMpI4Z%2ByO5rr2ZjNDuLaVF%2BnhrcztANsm5Xw%2B1xEB29rej%2BhBFLQ7yp7FIiEqDE7xftEtuxhD8MpvBkKyw4mOb%2BRw49jOpo8wTKxGBZRH%2BTuok88Ra%2B2Yrk91fGV8hyzzxqnP7e/qJrgkgl4xY98LNkweGqPv0YOuSnbJMI2s3eq1XVIRZ7sB1Z7Abn%2BXd6WFbN8ASGqlMzlE3fMLNoVjOOsRT5OE0F2PxIlmazpsyxS%2BMIq39fm2OpmOx%2BsgHRVpjEW1whK7Ed0wL2oEt1HHfelB1n84oxamuoCHdFxqrGSLpbPQeeMdQTCNj8Spr0RVXvU/BlB5WP9DY2yUoLnrfibtmwqKh6lLR/j4BXTM3PGhFCLuNI3c/aQlfBWpo1IsbkLVISrZojfgeveclcVudzUUsHEC1Bn0R1CscSNvqbEbDwv%2BqdFdBr1yCwulAXIZuligc9oodwkvRAgrV8XuLWJYfFHcMRQIx6Aktyo9oMmSSi36JRzAASZ1UQt7qw5WMVFjt0zagzLWi8ehdysmQ2kHccJAz%2B9TNrEiC1AjJZKBgLNPdIxcgNcFi5USjAugRxDJ5WJgMI9lVh72%2BSJ6lTlHGSgru8x%2BBnZ0Lzko8iBzeqGz%2BljZc6h9xVg8dowzpmNE3o1uWTzywWMQQHeBNQ9WsWx0WhHTIOKVXWX97nJd67OZQSDmpQRDO8jkk9E6jJNEgCGvNQ0FqoYjgANMwIDyhC0EVhG7miiyhS0po0CM2XNekZgldlnU1FmIq2lQamnh%2BTFno2CduKykBL8wr9ifknct6YXvOPJmRe1FjlC/9bMDTgmTqp%2BSE5skmMx%2BdL4uJZRKhUM/c4eaDoWLF0%2BV5Gtam4edbFV0YvBwpFig2QypfhD3eK7ZFzhAlZ6rHzH47jKUSfBSgraOJmW7E3GWltZrNW0EuNjTN7BuRJ9xoLZxvVWHSoTruK7V7oK67EhfEPlTu4kkH35ZGbo3gtHpDtm0Fm864WetJ0SfuIJGi/ZS60JeTs4yNlqtAqYLylM4hQD78od1rZGUPeAWn7kG7Mz7cRLYdPNoPVG5pDbaju7vxNbJTNIKs%2B4MUookeIabsX6IqtLxj0guJnnte7b5XU3byYLK9CFt8raXsXNQS9r17ec8J7SkeQKlDStqLFakMCRvUiNwhJR65%2B0NaxN7aP2LpkALpyIzKFRj3CiRdTTapCo1M7rAA43admLJXaRUC91O/lZz1o/XKCtMp6CRktH4iC3J7hxp9bu5soWUW5E5llbzuTyt8tH5cV0N7MRwMEUmH7pWe4Xrv6DfXLPb4c8IhzZEzrackNYvYvnhoY7xjtCq2gH/NMwHnNu78ZY0qS0URHKn/nmJQyaIrJ5fo9vnT2skLldS/NjnF3Av8sPY1nXpFXeobAZqrPqpSkcVXXqr/OhSh2mUmvY0HV3GE/stu32Cf63GidNi7ASuHKP1XBrs9D0bvoDNVhgLhdV2T67GJ06Ldv63/%2BxaD9q6Zvg82srYtKoTKZKAgzAXTF9Xc93qoN0ItdqGet7cvGBHXfx95f0pxPGBl8EWXrFN7UgV5MMaG2DT3J6jONIwyHMXGTiQSp65UJ1VQHtKzDRayqDsqAc/TX8JyrBM7KLM1XGP7ANOMwx/Md4jcLg9lVJdjmrTTGm3jiozWBcJTq11IEnmikXHrJu%2BJ2HkzoTNkp9Jj2jrDIwpyiZbWxMFRUeroHUPC53waH2V7Q0iUDvZdAgXB7Tqda6PmDObTeZ4fDnKoIyrXeWMiK0PGh9X%2BqhNeMSwtw1yN1hjnSOXxyc%2Bs%2BME4hC%2BAl2alVIfYPYhLYR8ot5N8DWrNlt3ROHT7KMwHYr9kOOQJrp%2BF2Vetwg3pTH7LwbiXrcINxWQuAGtLl2NePMGc0hhOC3CcxPnArK67oDyEM81yvT4hcGBgYGBgYGBgYGBgYGDgv8c/x9qFsCdxvUsAAAAASUVORK5CYII%3D
75 Azerbaijan 0.792 %2BQnQsI5vLk4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAreZ2EgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABn9JREFUeJztW4uW4iAMlQME/v%2BHs3nQFlp0HAUcz%2BaefTiO2mvIO%2BntZjAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWD4L4A%2BAH6axG8RnXPhBu5n4j4uoPMUkvP0h4j/yCg75//CkWBG53JyDF8/DTGGEGKMkDae9Erv4CM0G6BTCQfH5CPTI76B5e69D4H%2B4YfCHAMxDi59mjOrhgtFkkj8Yg5CMu/ivWHSLxGBFJ%2B/Zf4U2Q25Pm4UqR7qUAETW2tG0etPq3Viv7E9Zl73GaF8I7z5j4sad5pIlIHV9o7LpmOAFFja4eOsoXi6RJxQJN8XdlbnQowDft7vJSZDYvbqFVitL4JE4upU1RHY77mFBDF4uJ2kxAoCKmYFnEXNjKvn5Md1starH5ZXniXB%2Bdr5nkNj4uhTkWRh14FoKkRt%2BfhDEx9QnEbt%2BdrTp9%2BfxcqfskbUUOSZNMZVnEBkd7DwNWnsSZVYrxA1qcauhyLb4zEotUMnGjGC66Ub2H12NNIerdtLxvKIFHdXGvpOARG3l3a9cv36efC1%2BOJGBXb2teiyGGzy%2BaLgBx4Fz2FoowYLkzIJdicqsNbRYQT1NN7dIy3HMZNwYVXzQsnc3P7kNTZTjiEe%2BY4WUGicrtaILLWaGGbPYiYDTaTAvitQvC9LUuo4Wa1Rw0rLIYnHiEULfnvWweNkBdF6iiSTjniNXp2gOO7fZ25Uw%2BTJCkIFSlTiuz%2BG7XRJN16osunwcLqCoKrIHmOwYvrSKWfHCjKE3AOAR8y7qJ/pczwGZbXXvGQKOG1I8v/7QgK3JJrf1JHc%2BHAHqOPDonIoNDKHEXl8nXrNBMeUyPo45lxxhahTiTGjLAgXZHtb72tY/7Ofbo8FUJrDnhpH9S5wQZULJa8b4jsEknvHzH2RWYqCpYh9P7LsAFfyg3nVbrH2MK4uTS5hCmzcwhziBOba9xg4h8DdEjHGJiMbBwktw%2ByQUecDd3uBbyKSKNJIm4nSmZR8RqvOCaS5AzLQDtkS1cClFKa8L8wYF0jCMJh0dAdA3OC4zy/gTuS48o4qIO6jaBWjfF8qhX6%2BzkCDgaaBmaZ5a9LpUaylU1y3GsIs0tlJyTjAheClB/WgV/IeMkvDjxAJaQMsGmZwvoRDWsxATm7RVABlqjwgESZnEQZUyE8ghUylwJCWBc9vlxTkYQ8C7wM5EK6YhcqCgQtDogvPTpc0EbKsQ4zJmIKLq%2BxQBt1DPog83ho7LBcb8jlzd22w3eLAU%2Bx9FRPLWUkdW9VLY0r/adoBxcW1nimwB3nm7fhoZ%2B%2BVEcJTkLEyj4Kac6RI/sTJ6hDsLus8rWsKWoCnVkHQRb3kQ9X27lHmjfP606heOZ0MnXLqLDtg9%2BXNDXjKYeFemUPZ0rzIIgPwfa0Kk3QNUf529X2nXNjem2L5y/LIQEhOg1wpk%2BTyNp3joi4F0H2PLufdvUDf3IYF1i7KPLYINqJMlbc5okjs/A7wdasI%2ByPluW3eY82xeOeoWi7XlMW10xu4XK8Laux1u3DuTL9ax9X/dM1DqPdK3HgJPNjZIaQPmaofp4hYeqeiIOladsWOk7tmK8lxw3FmutTW3pvkk3qQpoeK0V/lF68xBiXDnVu25FpS4jGYGKsJ/3CQ5GXBi6Z2EnB2Lm6ypE/rVOqEhX1u1mq6vcN0za3In1AacIuTay2SDNQi1P4Vr7tCPiYP0OvCwUUJZEt2QcNDk73j56gGWNYihVaGfifu8qwmHdMaYM2lGoe8VdGy6c%2BLYRrouxVfbFeZUFcwFu3J1qFvHxCn4hjSgzKksThOBM7nNhFYXzts6suCy9gNevU7t%2BgUHCXZ4hgX1eGxEfV2UYryLoTH3iuXV2ddaBfHvagOFws6crc9IflxpFHOSDbVmXl8aVnrRWSdrco2cir6wBYl1njvdgDnNSCmWL4yOem1NxdB8HovC%2Bx3f3BvK9x44TF2DJGdTsxZlg91HMvfEtffzZBBlLKIetMNVhKfzwKUHclU/Wp68H6AY5fnyKZEnC5AxVy9RX0I/qO3X2DuaEPKUceYQSAH0nyLzjLtnwAycwWpfj7p%2BpjBx2ycHaL/BtLnpbDwMTv8HdjbpU1HlvXR30SqE6T%2BhvgfBFZxO3wL6ZtsBKtir5rRDsHWWvgq0pzDan326RsSf4Wy9PNdpMs22FdxvkzJDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAbD38Y/rr9xXC3IcMsAAAAASUVORK5CYII%3D
76 Bulgaria 0.791 %2BQrQj68vbVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYK768gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABgZJREFUeJztm%2Buy4yAIgOt44/1fmAXUxCQmTRPS053h%2B7Hb6WmUICAqvl6GYRiGYRiGYRiGYRiGYRiGYRiGYRiG8SdgghyiEDIA/rU8b0k5ekd4L0LLZxdz%2BlnJMQUS0gcSEbsvIUQW/Cc1jpkkDmPRyuuE9G2Z3pBIm/HQCFL4MXVjdD6/lQfBO/8X2k4RtsKQDt%2BLLL8ksePXxU7kUmup4azIDIt9/tc6kDdFF/pOSc3xIyHogdlGEMNnT1/BOcTcx4F0QXH0TBkttivHegiaMq4hS3gVG/HtiyuehTxaSeagnLPIrSrmoi9WjHygjrD8f2VwUw5lpnS5fBGK1Ij6lsLzmthF0zS9RPi4G/ZEfn7hvRzCed70/HdVyTmHqB/EKEjm/HEjWVIR5Df3nXSpaN5BmCxPBSymwR%2Bk2Usyk1M0TS6lJsvAMoTeKao6zc4nvp/dMjM6A7347Ldp6xCZ5vnkFGefMLtNoIS5uhJb5mnJ8zJMwDBooIs3Je1wbhrXggdIVfZzzpPcauTzZnZlKEFRc0Y/9YABYDLI7HxszvUqqdNOj7jJAMgtBqaAFBA92Qm%2Bzo/hHtAckVn2hiDZP4WtongfKOQmWAqEgykE/fgNOdEt3JQ6dUKnbeBAiBJ9o0w9hRigBeMc3SjYpL25kNeZPtyPJG6SekdB82ACiQtQMgt%2Bi1w%2BDBgayES%2BLTROg3XcU/cEzlrfWdXsGUjr6LZHtgHGT/Ib5HXYYOXQgGEEqcT7mVSbGRTevyMeqBp7579GnQwGXniHo%2BYUhMaSmekq%2BlDVCuYhySl%2BZNFnGFg1AodIH27HaSZIJqycqqPfBEM/xRyVDpxuvitsojHFSZqVOCNQ6mGT9dwH165YvQbVti3zztR2h7hscWAvN%2BGcTnuPaGkfl5ZEh9BQwv3ka9NoFz%2B8evMUn1D8RLdV30VRfZnJR17dIkat1S5MoH54Yp/x6s32Rg3aFi3RCfQ9sV%2BB67dOLhPVLXoRqRVypDWyEleXmdQ7e6K60Aha%2BcCKLnwo5zZlzafu20w3J6pmvugVE681XcxTjadyGhQe0fNzQsti/AtC69o0m/PTQlM2GpU1nR8XWmMrrEei/sNC0zQQveYZHXDyf3%2BfakwJeUE9OMlWLzwkNE8umKJ6rpTZplXPFjp4Go9PzFw0hWN6IvEoCRM7utdvnbc%2B1QdQ4AGULRX1cZRddfWFssD%2BXffhdRtGsbhnYh63qnNesW5Xjv2eCR8SPOQYd/eY6Qq5KgGf8MS5UTc8mbncbnOSJ4x6nrJQVWhe2eOyAz3i5Cijc7s7hLJ4eyBS93F0fHJ3nXJkq787uBy8oJt%2BQFmHq9sHLvI6VK7dS3wgq358waVbfaTjtaimBZa1rerSQs4WVot8r7z1AX29lAJY6zDmc6zoPKhvcFIvOjsTEGutgS%2BTFle9tSoy9bBKLWpYdWhmUQ24lb5wbeHRIe41PJd03fZvrljJPkF3oM%2BZwgvjI2mkZ1XfXny2kobcvb/2UfCyu9sb3wFym18fLTOdIfcZFx%2BdBcUBpVDzsNpDE96cuN5bAse1WaUeTME5TvdLM8GgEvAMuJhJ8jMrzhHJlR2QKx1yEpeb0F8z6NdUgDWuBHwD%2B0Mr0Lo4WNeowYqccS01Tv/sgXPJWVJdDr7D11GlINBJjVkcFP3xmE8lZ9%2BV%2BTVleXzy3i3uJg6FqQYN35W5m7immxcRYklaJZk4VHWQcvRrdfk3qGtPLtNGVlhLdaRuu57N7D8dOcG4Upd/D1nENXPINVXr1khyPhr3Nrj4kNp/Lz5XUEowy22EODJirN96WFYSS20xe%2BsfXOBqOsYAbNVxdA2Ka9MkoS/S0U8z16zVHP/b16BEBEzZ%2B26A%2Bf7LqrY885/rRS9s%2BX4dgF%2B5lZjGV/u4pjeKsZAZB6RXVaycV4DXe2FbksZ%2BGgBZufwGPyUyw1bgN9dVk3yBcuPh566rMii16TFAr3EsdaO/dVN1Cam07gvE/gr2zn3hX4J0K5fdSfAQMvzunXHDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMIz/mH%2B%2BKVS1dijtygAAAABJRU5ErkJggg%3D%3D
77 Kuwait 0.790 9wvPry1ObpEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/QtohwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABeJJREFUeJztnGGToyAMhssAIf//D2eToFYtdgUF%2ByHPzN3uXG19L4YkBOjrZRiGYRiGYRiGYRiGYRiGYRiG0QaFENyOgPFpWV%2BgKIJ9luonJuHpN4VT8s4HL5aFSOsXQI3vf87gBCjGZcVApZdRn0D5xacgUcSGToeiIuoVTq%2BICT0OlFeCkgoK8asdxeExOA8U1c1HqTsgOA4Z/n%2BPFdlyJf8tQzPgg84SRcY5b2XZCdS9ScPKY0OTJKKdtRlfLNc7EI9K7jHH5kcN569GMTW/hf3av1LNO%2B8E6h4ysVaNNiChO7hH3DpV2ZnxGjZIxyP/Oe1YN5I4o9TdNmTRnIxYNYJLXXR9AxzW3lVFS%2BzIIQeHRxDWnGq9MovOZRSI/MondZXIHulD5Zvy2OOQx9lFrBzHxj0xUqwOWlH9iUQwOwnJsBjoIHrfUP9wpeqIkhPFSzh4DHUQYCNTw%2BDnoccVX647NHgMdBC2kjzaeiORW%2BVQDR7j0rkMqJzeatEIPanODtL0MQ3oCExNqYE1wlJOQ/6cIWNRR496SANxXZXKUI5j8qIaqDmbybxrDhkiGIZYWnPKFVdk2bNxeXDgkGLvgkdnOOi5xdTgh4jWnNIS72Yk7s1hz9dWt623THqzC/bhuDeP4uSGpMSUc/CV6CqzYZp%2BG5Nb1EgXK2Fp3shPLkPCiNyi3kEX2y0kyZykzxOHRDyQB9tuaCL1i2ki4GNT2VUN%2BldzEosBJbMEkACNmONGaMusVXhsLoLj1A6WNP6uArB/Y0%2BeZmOJE%2BeaQxpM66qpe8yLLlJblFo1dmQcLpaun7RVkxw15RVpmq6eD%2BHStBwwEll0Q02aQ9zBi/1b7Ogbqg6u5A46YBIA%2B4ePEKqbHdItOPAAGZKhf070vn7cwNHIpbwU0z3meVftHfGwkOOyK0H/monqy192jsOwntdG6%2B1QJwBrS9LIbrty6J38SNK7cX2D3qp6P4kkP1lHVFnRFcKl1E49h2JwqTI%2BsT%2BnvELOhSh4V/Ku0NXSrECLvArywjgXSiBD2AWxNbvExku6xmmSZliqi08EiUj7dfw/xqQViNuFi64ZcWpiNYx0zFFCfycK2ylE19pD24VS5TW8V7zivXi%2Bbc90rfKyfe6wS9i4WM96es7FN3jgVnTl0K4hzmnrhntsx0V9AXaWd/1ww5R/syrebxyuprI33GTzEd1celPz3JAL1mm7VzWt628LV/qlE6v9B728Y6v5jtvAu266wQQlCHfR/4bW/WLq%2BpXqc3xsNbghhS3xo1M6DJ/ecH1pmGatDSvVJyh16uG6eSZL3PBJBaJuNkoItJZ%2B3T7ZlTst51NKmBud0vCcN79eX6/MxUAfQ89QBBaftbuQ4PJGr2nhZkBrOmtftnMngO8bTL%2BgFczQPW4kE38/Ow3uHP4UEur6OkcJmRIQYMJJO4/WGu0kc9zh2/JWXWp1mnkn/dklJFe9p%2B8OaB/AWTv6UGrHlKjc8HkXB4/33DoB9W7gHQFF1ad2UnER9tRW5LLqE2tfonnslrwVUOo8c7X5z4OnkPdsPuMg76XBNYeN//lN02ICj8VnTu3IcsreXt%2B3VRAsxx7gqYMBpYWrb1Modo3V9U/soJ5uvDf28SySzbzJ3eM3UC9KUA7drP/loC1AsN9R/9CxACWGrexiF0ok7w/x7OfMYwG/dpKCf%2Bgxuo%2BV5o9aYDB6qGwOYbv5GKXgyqe7YMg84AsqjUtUFvculSlqBRiOjtB9WWQcBVfYPs/JHCKGPLv0%2BOVsV/yIPY8wzcnktGrAlP6bkfVf/DyNP98LlajyZAx5U9XAffxM5USo0AGjNtj/R02qcw9NYj6o6EHBz4iuaB7hz4iuqN/wyeO2W%2BLp0UXpqdniJ%2BF8A2nQoZET0KnT5PnSX4l5L910d1L1zzj167%2B6k9481CMr46Xce3/Xx/x9HyV%2Bx0HQB%2B9xQjrZyGVfwpAyXA1CJv7c138YhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmH8Bn/n3B7TiiZizQAAAABJRU5ErkJggg%3D%3D
78 Sao Tome and Principe 0.788 %2BAmQ0TBQrW8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAug1YIQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAZxJREFUeJzt3EtuwzAMRVEToj773zBLqk3b2B0kI5PoPUAz6OiFoCQ7AHUcAAAAAAAAAAAAqKvr6t3uTvEWa7KVSj1EbaxioafHHdUqrRJ/0u7O8QazqHGvVWnZNfb2aKVCd//ssu4O8g6Z8TmKhRZdsVMXao7j%2BDpZ9O4c74nto1ZzbGPuxQgAAAAAAAAAAAAAAAAAAAAAAPBfWKlJG8/bV5siWmhC6DF5KlJmvtBiQG%2BoNC%2B3px5353mFl3mu%2BTmqt2teYUyoiddX5yPqqDD51qWprF85Z/62NtVTQ1j%2BUg/f5k5LT9NP7E29FLalH43U6x6XfgjVG3ie/zez73p2PQIt/QFj1zlZ3/LKVdqX4Uje017X5572M92P8pvCvOp0QUcXNUt/JNrTqrO4tGMlb%2BkjSv3TH7b8G/T0hd6lfhQ2buuIh5HkyzD4s%2BjYMeNloHfN3xzH52EyPbbFO%2BIUrZB533qh36%2BIq0BvBIu7iSLwbKNI5Dhf1my%2B1ZUJHOI9QLIfgmexEpM/1/3BVrUfxAAAAAAAAAAAQGofboVDfcLUdRYAAAAASUVORK5CYII%3D
79 Czech Republic 0.783 %2BArQLo6wT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA1UB1nwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABRpJREFUeJztm%2BuWsyoMhmVBgPu/4ewkgILaqVpQv73y/JjltFbfxpw4dJoURVEURVEURVEURVEURVEURVEURVEURVEURVEU5SzoIlhrjTHW%2BhjwaT1fQdLLagEgRvrj6R/jo3ta10cQnWe90VXGRRdYuX2pwZGNarI2cFgrD6Qb3mduBJMQaXLUGNfR%2B/5lsoMV5w30h/9N%2Bm1zCkZr4ouchMxsHZJudoNIL3gKvpj0r097Qt8egU0oLs2iPQZyhcA%2BvjnTvcXYycwkx1iP5Bg25oBc%2B0c5%2BQWq0RuJQZvEyHEMQP%2Bwg8NGoXuBi5BmFreooxd8PpRo9OQujXJ6Js%2BqRp/yRNh9N1BuFl%2BB9kMPq7ZJM/xxijNcENnH53KD1jzm15Iv4oETU92xS71E%2B1A0YrLyoVNDyOXSZ61u9vt7gbrV%2BIaj8u5hinMSDB/CYCSWHzZ1b4cfcvLn5cngic/2AHP1g3jSWliHAN7nINQdsyuTazh39rbsT%2BUTEO5zEDMTzj/gKgLSUGy0gzjPfQ538kCFwfnAsXXSUn7xDkgJcNuadIW7oSk2Gc6fTbVYZUgyupOhpLw%2BKGnnYUk9gjpUVhpEZ7qE5QM2doycw8eY3G6qdbzikdQrpVBE8RRbImSM6FT%2BakPbSxkLU28ll0u9K40b4FhdvcCqZIeLjZrjq0C2LlJDi7HKhJ3h51nLPB2GBWpLOSLTDAMYHursjBT6gK3jXQjDjPTXxbKO8%2BfRtusC2MxjnE7SC7HyBvnuadoB5g6wJzJJVK4bfqhm9dRTCmd2PfbyAeMZHlqVy0KnBwric27uDprJtD4sWc93ivec7TnMqRdLxaBzI%2BWK6OtxuLli7RKY7d3n2hlfrvdDHLasvj06mcjs6tvzVIHrdt3tQH5vNu06uDy4q/Vwi93OPnS1NC5zMr9kvJYd0aFr7luSx1DRh6dTDuHmUj5U9MQrN/382hdTD/XpSYzdrchgiZGR2UPw/fxjNvWoPJ1fRJ5673ODqYyShlXEco%2B6e%2B0AZLXXBltbdkaaMQ2hOzZOIedq6PT0NtfhGTeY%2BvZ6aJNX98p5mycGn1YVfiIaayx2isRtbPg/VxWu30ea9T6RuIpDWdcbMsjFwJsjfBenbuMQq6WC/nCw9Cgv2PqCHyh5kkash%2B%2BtuoFhMwmZZSrxF1ofw9FTv1OPmrVKQeNFhy9LnkeA9mGNF01J5Ncy0IahA3vD0hEXx49vgsevpbgxtDuxKPkLcp/9LSdpye7v6dDQ1CeqhPfsXvEfW0j6Pr5dV96A9Vt4j5nlVtbE/fE%2BK%2BJJfvi4q0KcY/YgP3yla8EZrug7SYTXRUUROz5v4Nx8M3IOlGlYDzKQvXHNOZqw3ROWXi%2BHeb9eMSQ6eSc/isKtG/bIWC6uww2htRxGWa9Ix/IFkHepyLd1vAh6945O3tljVk/fma0n8xIteOkP2bBp4eX%2BzRMZUh3aMKJXwG7CCsuaYRkEhiHd/kHY1vPUE8oC%2Bv7CF72HwLN0Sf%2BD25imeY%2BbHFKx8d8aTNnhVs3APkPa5kYeW/a7/XlylDlR/L3d%2BpVg0lYIY%2BIX0WTmlGvc0EHKIXjXI9mQhfylJpv5NYRPvdMCBjtsQfki%2BGUDPReTV5k5IbL2q5v8wuGFvwlg5PcKHkLT/2PgNGjfsdd7HxdTlw1RAJ9%2B9fLSH4xUYEhaTdLrXi%2B45p8SqyiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoij/D/4D6NERqhiYjEEAAAAASUVORK5CYII%3D
80 Slovenia 0.781 %2BAnRsC9Oj28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkrCKswAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABoBJREFUeJztnNuW5CoIQNslqP//wxzA3CsxpiI154H90DPTVUkIIhfF%2BftzHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxnK8glB%2BEOf1rSfpJYQHpXwvTBZYQYgkRckKR/l/L0wOwnLCoN4fwI1WzMSImRPrmeSGkzWX0A00TlhzDhgglPRMddqqNIY%2BV8AgVUDFzYS0LqdRXiPnBdNqp1ljRVFg8KJ/SESY2zJCx80Z7MQ1NmpB1DNd2wA5XPELX8/dCJzPzSPFeIkr8Xudfmn9ZsgxH3OmWri56CWs5dk02UfeJBMSXs6PJOnEzsYfefoc9dRkm6vLI3CmyIO/3Yds0e5pSrYgNbfuxvEzvfOgkPRw%2BZB%2B2G372MBxLEkDNMgjiIQjKb4baNasZHlqcDP%2BqOFQV77MiOngM4hnzvYgfsNoeqBk5mZAYyVcl8eFyJSsxwTGTK3sjjkPdHp4Y6CWwBMrlL/no386JI2di6TYNijHJdE0lZYg5F5mPkst1DTyb0APltCn7GXUJVc3u/BjPXyD5oOu1xUGNMZBemcUkQ8mHyVal7s5I0hgL6ZaZpeOQRx/ji/3G9Sep34C6K/XKfIjK%2B1t03oBnBJsS3H%2B1zQM1XU%2B10jHmhFOwLK98dYqZp1DEztBdGvrMt%2BFZInwsWCV/MRfXuuTeQIiO0W3/MdwIIkah3%2BC49CZvEinYA5UiVUpGbBVTRV1d82ZtQy2bz6l3Ep0/h6bXn5LJy3ldx7b5qNR2CkMqAB5uDt3roCKAKPzcMlNH6LgxkLuR6KHGtnJMyqRsSakWs3mSk7Qu7LhlW5eX/rIbHm4AwHgMqUsSP4drTuWkLO/yL6XpQd4LnVUrJ2ZIgi4Z5Oqc5I9Ol3hpAZS0XnwXCMVnyB%2BxbajyNR6R/gLpVNU8VlpkvSwQc6yZVuoQ59Gq4alVz8Egtl1m%2B8ariUJPkvioqCsnditCawSP32fSZfFe2DVcjxYe6eSWMTy/z5E1FmeDVaqTwXvvNSa3Idy41e/4nCZlwLLjqmgckYsf2WuihqX3j1k1cTZp3gMbD4Hxo578jlXS%2BD4XOGG2jwR1TXiIYpbpfTbRB1BvSydF%2Bwvk9VXansjyDbHmBzyi46yvxif21DYmrXliHr2NJZkxSBiHkQuBK7EG7MGOSadGHmpyG5LmRq%2Bi3zWgJcD4%2B8Zg4v4nOAoMqH8%2B7wpGXknh%2BtDAPGT1w1Bokz0bFnryeSZgfLxX0YNUOWASaf/q0ovFDCfxpTZCSymebGKLbMPZCA2yb2a0Tx2NxjBJWm4ltO6q2NxWftjkS6rr8TdF3T8js8Bl4ktJhKZkEA/n21vcVhK9l6vxDdCof0ZWTsrQvdMNyarpR1LHAcsRp2TLTiUr8wBDodPw6qJClm2OOdh0QWGwckta6dsUicXETVcgGGUfEUyiuALBZrWGA62VW6qLxqPtg2JOJRi27squzdA1przuiZlV4zg3Hg1CF%2B8SsaIf9v0%2BewoMTddlm506d3HePSgPakfUZkdRQN8uzku04fitblLUldja6POD9nmSHPXdc2S1f%2B5P/YmidUXo3WykTX8L2Vv09Exo78Lf32C9/KbhYxz8oFdrerL/O4XAEQ0dnUC4UxBB01LjVLndNjENhPVz1xHTdowsLMi8%2BJlxCEk8SMNCUrhp1NDNev7xM%2BMQSmhVSOIe2lNVd0LQZDPkXCLEpHPp0u1RlIbYhlGT9o6QXT76gUwiKK1oLuZKrcRNfR496L55TZKx1z20q2eq4WArtZJMaUifbifIiU6U8290KXWtnaixEsoC/0pmNoup6Vz/SRceYg4YjX5evPMu49DEbJOw8wifnQ%2BadYirfRw3NnH4cZtLPhavwhpDFrFwOZsgqfd0NC58nGz6mdDHBVlaqjtaYk3adhHKAQt1fdMXp45ODododIzsVGjVz6LVKA3k08EVSZEjHLflSbd4E5vVUl/W1yLDpY6D1JN0k%2BzIKqvVrjTPEexP9C4vBnoiiFJkc0lyjRxrQMMC/ACnpJAlsNSAVk1CT/ZNb/V5iZwHnQ99qhUlwhJtOgOayMNhs30rk69x6nP5mgYlUTzk/GuZtUjanQLTU53tQ7R6BLdQjg9O247n4Hv1%2BONVo5cec56O4Bo1o3yJqjvI/wWwEYsoFRiy6mAGYYYa6EGJGvaj6bLXGOQAahaBWWo59v6/F9hxHMdxHMdxHMdxHMdxHMdxHMf5D8W/bvjZqbXsAAAAAElFTkSuQmCC
81 Saint Vincent and the Grenadines 0.778 9wqwzk8sbpIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/5Ar7QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAtBJREFUeJzt3EGS3CAMBVCrEIj7X1iRcE952obEvUgsTf5bJZnNL43AgHG2DQAAAAAAAAAAAADgAyq99Kb6dI4PaKEXrk9nuat6WN20CRNlKTZT%2B/qjkDyZ5L5G33qCS4pSK7NW00ZaoQxdfQxCYrHGTtAf6mOvW5VVq1j8rtyfzvQnjal8S6li5eYH89xRidt7P3izxB6JQjZV1GO%2Be/0jR05drYN9kn7PqESBZz0d4ZTOA8%2BmkbATiHWvF7RfWpi5nzomjkpVW%2B3XqpaiXJ5IdEPh/alyKWopNhhjlrqRiA3EyQraQl8bPQaxXp6UeRuhrdP/eaA7PNp5tjt%2BUmM%2BYawB2nxB56EXP3qYWqoyf/R56JhrPQu9WjmP%2BS5q6LLoW/JBGDV0n69Bx3QXsz027mX%2B2BtjMOZA9AfiPLRP4FGnPFs2z596o2sWrfM0XzZPf8B9tl4NotC0mmMISszuGGdhs2S%2B%2B9LFLyGAMp0hvMjXjUEYOi01sxU75CS9o8m%2BuxHXyBvbccZxWlArs4TOvHkDn%2Ba2TmWcK4TWbJNYj5Dif30wzk3aLWeXZmwFRfHLvGtMh5ib8Ak/KhU/U59P3FHZw7FUyxz65PFCK%2BcYgu/0fOILAAAA8NfEfQe3Fv8t/pXfu4p6eLdgu0SuizOyqGxjK%2Br3Pp4O8oHue6z5AVlY%2B3FS3FsHU%2BqnBi3ygePJ6IhGtK3ezUVUSPy%2BB%2BW4Pviynyxxojuxm1d6F/xk96pFvmW1FPpVxVK23gAAAIAfIuMiZHkRK7JKFPPO9G8ocaat4k5ss5iuq1vGlm6p9uQvs88wAAAAAADgh8i43peEb%2BHGi9qnQ3yKWTO9wd8RJdx5l0xfhgza82V%2B3TxI1hzj05BkhR4nScnqDAAA8N/SdAuNNF%2BvvyMqs/%2BmITYm/xw8V4v4VxWtJHuBrPu97mTt0apIssgAAAAAAABw9Qv8yIAIA/4RtAAAAABJRU5ErkJggg%3D%3D
82 Venezuela 0.777 %2BwrQT7BuLpEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6YJ4/QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABeNJREFUeJztm%2BFywyAIgOuJ6Pu/MBM1iRrtlkRtd8f3Z12TJgQBAc3rJQiCIAiCIAiCIAiCIAiCIAhXMAo%2BLcJ19H8U%2BkWfFkAQBEEQBEEQBEEQBEH4Isgo9e86Rsrjyq9Iqc/I8hsEUb2glK1VTekLqkcAPtl4JOfVa8NH/4FO9hG/ID4pP%2BifDleKmaNVIMqC4bNtneeNXRmbHfyg0KxApY3N/vPCoMKTMYQng1zOj3msKqwhCR3RTaHIBk4WvhDIokWw7SSvCX9KTyOLRmcPZRx8QnIWAZKf2SQJbTq0h6nzcccna4cAQdOAzsSnc52LTyIYAzufBlay2U07gZurEXgBDVpq/F6dzX8mxGZL261bFhxHgVArjZXlb1Ew4JrxZgoujb4q7CDH69expZtSxywsD0GyKOCxsj6wsAasm6r3faKAnsx8CmzDzyonjK6HaVyiqjH3TjV30vdjvovWu1H0THBZ1Mj9zqkGZqLMR46hu5qGImwbVytyO%2B4gWYrCudZhN0VDrb8Nb80mBDov02bUJnvA3Q9hM289O4WCNHVwhIBWvuFT62DNpepCChK%2Bj/6bB3VVT0fDMWrzJf0ifbZq6qx5F3a8PxCoJVInMTHe%2BZz663ayx9jkl/nphx/6IZxm1/GeW9zDyhffyRyO11kpaEWNERiLi35IW4gqVe3t%2Bc4kd0g9RdmYpf1pWsxv427JzMGTPRImaXufA7hWwbp6xbs1iS8bvWFpmiK1OfwofnL5PeyzdDP8XHeqtieXPVQRJnHKFUOmXbP8GW9cWEWXAVCeJcQiRR9H8WmwJa2rS47CmqQKfgKd2TA9T3niSE6p1TvjZwZ4kJsWrdtXtU81RM7aPS8cnvQ1Eo4XK%2BnhfYwqGJyMUGsE6XF1bTOJORMbrGtqeDg8D6%2B0xQ7OW%2Buk5jnmLLQeUi0BpYdvjuYzzMmq7SgbjGZmxxs1nM3jsRvuoK9qcEJV0Ojxj2tyeVWrXhPz2XVroWmcYuhIFIZyFhoGes3wjCliVdmjY5Med/UpGVMawSIsjwl4kUmazvp54R%2BikZkZTKtw9y4GDi9IZ3litcgyOMHRE6J0AjQCcg%2BaUqozRNeEapqiK3zEwyE%2BT1N7NiV%2B6vX5yAD1BDszU0LeCRaaRhhibEusE/ply9jtlLkeUmCh0HEWB%2B5Ac7Kjb4eUIPQi87BRx1WVZy9PyHEVx6yIHUcJ4HUMxI2m2OhvV8B9KKakes1a7pGZ5lbcqBV%2Bu0y4zqqdFc0a4HqvCFjqgbn5e5pmeGOSiKtPi9bMsXEjc6dp66PPuHLzFxpdD7iXF%2BOaxINpJNRXQ8eGW7fF6Rymzr2Rv3E9ut/mbIh4W9N6lVGf7cPdE5rUwg2gp/WWm%2BYxo7nUBepb3fEnCrvN1u0RorqLcMOf3uyjnEQ9v3TNAzu7xKxbLvNpKaC3E5knHQvFjiyM27RCNrt4GyqWSqKO0rYdHrvU2f4reLp8ehnS5R178zGGjbQ%2BGnNwg1TMKu1gwPLpdaqxhZ5Rc6qPe3lDR3vq%2BWLTDaqNE70GBi8IoTHk/2Kxw33E8ullqGzgm%2B40YfYgnncbP2AcjFXFSmu/FbJvSORkUO8/nilbHyjNujvBZJGFdoNeHTl2XK7bd/ZRH6Blud0ZysQx/SLktHfvt11mczmkfre8fXVn3Gz8hBy8Ub9dDDSF8dvFKccZP3EYihNdP88rFm3gcz54ALxNl9C8q8ezTb5Ozd2H/EesZjlC5tYRh8tXrY0jgsVvNPTh3AJiG7VzwpZ6mGBLX4KPIhpaW5X3E3j5cWVB%2BBcIYvLZ1SO/d/kd1lwQCqjOGkbrfakvIa6%2BYik4WQyvDHzt%2B60%2BDcL4rpZxyMS3SHRjF9QXwfoky2%2B8xFLQhzm0lvRXC92SznyzbTCnSpEAv13mMslIcW5dX/QuZYa6br3%2BGWnthfdXGLOuY/4QP8WA3bbi/BOZt71DYd38%2B6btLtzdQJb93%2Bh5hxYteguCIAiCIAiCIAiCIAjCBX4AMuU8tr1ExW4AAAAASUVORK5CYII%3D
83 Singapore 0.776 9gov0I%2BuTm0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApdC/dQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABIRJREFUeJztm%2BmOqzAMhSdytvd/YV870AWaACVu4Ern%2BzNS24FT4y2J%2B/cHAAAAAAAAAAAAAAAAAAAAAAAAAAB6Ycoheqd4H0MmvlrRDpyCyhWtIQshFvU%2B3Fc4p6gC01KhGF5edoGukrUFZ%2B98wxeYgnyddDdzc3YubjlBeQz5TrJVctgVRFGsPULOIciLlQ99MLp4D2OLmf3RKOPk3B2MzfGAZ5z%2B%2BG8Q12ibjivy5MFc7SJpwzVIkqAURR%2Bl1MS3fLf1PyNITaslL4pVrlbFUtRfZVGezoWqm5olTbh342p9V93zS3yhampo1oT8WUdKWZwztai%2ByK/Z%2BVqgJd%2Bs2FyeADX/9/dUrbUlefpAnmTTNZkvuBykEdWWObFAKWtfGvf6oll2dnmMznckCLVx9nO/PzX9MR5RMskO492a3atHEiOHdRu9898qe3iREc19FUJlD3YQCcJuMz1CchTS9Vg4JLmBslWzSYMpCWiUbPENb1MaWGJ5kGypC1YhpGlvjOzozVIsFTcbIJvEEYPVxXwsf1T2T7cYZKli11jmxzPjsGi5rXEx2HVo/IqOaUfnNztRLIY2846nf8zX1qWCz/a6k4g23AXIq5guO1EuGu%2B1akEwvCB9xgeVFle80G4XTfpnb3Wtv4VTL15%2B7LUaFbG8cMNufDNAyma3t0jg6h2mHWXcem66qOyPel3a2e7GBbf3fu/tWDqlSuj0sBfWsm7vvEMQwcl2bbd3ue4%2BJ6k7G4veeXDUG0Fc1limaXpPNPd27rJg0QsMFZ17AyhPcTxSNPcmPJovYB6IG6J79ymf3mWc8rZskF1n8Q0PrWRbXHK7uHT3wK/UY10Rm7Wjtf19mPf9ZOPeo%2BUBVtlu5zanaLmA3LIzdhZdy16L8xVNZ%2BtvlOK7TtOc18p4sdsJlzneNBLr/RCH/jOZVZYzXLpwdeHC3mDKYlW5DQt5NemTM6hfknz273SOyvfXqQYDo6wXD2zmH5WGSNzZ5rBuHeJm/rG%2BcNliMqpda9N2d4wPFktxzuWQz6zernfCjDao5%2B3pcm6qezOtabNzSA5anBMamTp6nQ%2BaD07t96d199jFnIiSIg8y6HCmvFCbnjlIOfQtV%2B24yCbzRGaV%2BNVx7QyFMYORnIlID%2B95XjDOx/j%2BxO6s%2BsXo4cJFs/p8DIfdUpsLy735o7ddryu%2BGSgVM2ejs8jvSJ9V4OBAqZqZunv8c1TbdB342TEhaQ%2BXL5qEbCyIeHtLuZi5f6F9mtakWth48mJm6Yfa83y/p6H6I0Zf70zDtFdqbqpuHdrxNEJ09bQp1xegdW/XCDRsmM9Tl0C1DMJlFdX4moOpznzTR5nRQYN0m6nvOSGsKG2hD0rOMZZuOaiZrx6efqBGrAzESnn0fhpD1jPjXMYjbmHmCa0YG%2BW7vHPsJxpD0fK90RyXed6bSVbmGZPqdLIect/qlzkv5lmNt7FTXSSUJWu43W%2Bg3uBJY/kBwzMI7//rPjWvrHxD0B8x5DOLRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4T/gHq9sRHkSZUi4AAAAASUVORK5CYII%3D
84 Cameroon 0.776 %2BgrPry1wT48AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyRLm8gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABfRJREFUeJztXItu6yAMLQIb/v%2BHPQwkJZCuNLQOSJwr3Wlbu544xm/n8VhYWFhYWFhYWFhYWFjIYFUA3c3jI5DCx0MpdzePz6A1kzZ30/gMWkUdsXcT%2BQSW9ZnVeiYNAVbqIOuJDiMpHb7oQH4SkFJgo4bcTaUdpKJCw0ykHxat9jaPpiL9iNKG6Yy1Z8zE52KNXjdoqqP4CPrBvnEu0shGGqfyL8FWh/8nI62TjkwEG/hOFeqBDjEeTUOaYoQXIz19N5s2uBB5YDiAs5g8DJyTUmg2IeODjRzZzc6ZOQStDlpspjDThWF2UwRM7pjMTuFcbJEVwgQmrw41zPjOBav0240val0ZCzO%2BH9eVWMfPXeisDqYGd4rmjDQOrSDgziuOMDLrrPpPe/hBQHwY9aje/GmjY//CGBO%2BaqOHLfpmHtsobdFFyipQNoMeRtrNhEv0WTWIdeVGVu%2BwqcdUtY5NPUY2Fkdw9p1CZzu6O9nAyexu1kgPa%2BFy2GNJF8a1yxnKOHoK1lXwbyboa1X5ydDxRkJdkyEzvIZg7U48azM06/N%2BIYdN4xlsAovoPJjdiVRhsOY4AXL0lkM7WzKkgcYnyLpIEnwAF/iClzlfhMajPgwziECYS5W/sftvfAhtcnkTuBGScfC83FOBS1ES98Qx/8n9FWpyBSVX2zU4vua0rCAIVgw8crRnpVx/N/RTvO5WrfYhsys/X5/Xn/OX0p0laszFt%2BGVcaDs1XWtTApemysx/9tF9sJOVuXEx8uAzmNN/KeQy28JbOGmIITODRf%2Bq67bzaF7PMwLzi81egPurOVJv%2BL8eOvtMBrpG0h75Tzn3FCVQT6Nd7Qw3ItIraWS5PUa4AZB182fCNvEhUIA%2B2VKbwEvYgdSbQk33mA78mrRMfbRbWRU48V9E5gUGsOByk4kvWhWFOAhSGlJJ%2BFSiOVDVgXbL9puO98P6YgpxJVEIb3y4b8PKKL14vPVZMf4ylA2Dwgj5yxURCZtwn4CM2gzHWmGibSoqIM6Yn6UXDRgjSMROmbjVlLUYWHlYfTxZ/5CdjV5g3S5oqLmSLiagU5HskU7YLtFgiE1mw5T2VnTvOP0tPGC2a3lUfNKD6B5gcU83yuX3Tp1Oq1BjY1Byq5N7CgSc74soKP3ISlfDuos/24EFpVUIxNSU9fsQBmPytiPzuJyGUWDhFL3bntQYWJElJp642CyR7so4RT7GybFvLfISewmXbzfCZDuLwsVMZWE%2BegfAix8vRUgbXpJl9UOCdJWdU7Gm0rSPzfUXk6uj3SpXwKSZivdWxeSJs15a/dxPyr170mzN%2Bz%2BlKOh7r5x7wD8ed0hznHG9%2BfOhSsxxvb24vWBtPl17JHmCjrjsmNjVP84taVEulM2h7U%2B%2BvkMReLce3RsdrcEfIvPt63qD3HomRnLpVv9ycbeOxcqjLEF8dxtVyFuK1T%2BXqUjPGllXedzfihVqKSKeficqbr%2BR3S6ZLmyqdlIX5eSiwcDBIfGbLekU1tccrqGwnNFulKY4BbFKnkByK2hPtPH9V7ZMSZv7vCkRP3Rn2DXKtv%2B9KFe7w4TNbZ2vwfuQOjO3oMVbzSDcp0lEH/d4qz9WcQu0k6B%2BLMnWEF6lNJuTV/RkTHgPbfLwXCabztrk/0UPT0B2kyPNcKszeXEi7KdbGHL566e/uNsnKwN4breyaDpWxTzfLI7q14Z8cLhh6IXIPqcsTDOYz925tU7rh%2BNC6AUx3/kIKgevG%2BcEfkO0gJFttcEaFlfCICcxtBN9t/kfX6ry0H87WlSQnDJVpHdVgJUAV2kZbxtBrZySJJKHatkPuzhyMcT5B12INDaeFepjcnIa%2BP/uf1bODblROc3WXBhWMxE2qb8cApwqoYh3I1ld5PvOqDcGspBGHdz%2BBJor0F4vSe6eTU7MDNY7sWRdfp4PUSZzN3d%2B%2BQEGPXEoWVgevDByR0gFngUurn/8TWeuNP7dp/nb89WEndgZwHlq4hnsOGFoG88iNfhRt8UXlhYWFhYWFhYWFhYWFhYWFhYWFgYG39ldUgHcDlcOwAAAABJRU5ErkJggg%3D%3D
85 Siachen Glacier 0.775 9gvPrY5OLnAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZ/9B4gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABBJJREFUeJztmo1y4yoMhcsgAe//wroS2LHjQGpzbePOnm9m2/1LcyIkcQT%2B%2BQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP4oTInZk4zWcQineP1Fo4UcIbioX8W7NFrJAcRx/uaz%2BL8Cu5zP4nwjryUkIvKeiIM8JPdlSoxYSxBJZAmvgg3Lf%2BJHrAhNIWYXNv8SWfVyiK/wSmBVTmF8vMOUzeLeYi1B9fGnPEka%2BzRatniaf%2BP8rEaCZUUjpLYC21W5m%2BRmpZwT2NvXiYY2ITd4P5IlLbRTeLK8zZos3Nx4TRodbHbvUYsvQV/atwa7kvH3Ed%2BDFlZLL77Vvi3YQ1X7tfMIb%2Bkam5uOFcNI1WmVBGFTYvRFdRipWpZ6ix9tQfsbzZ9JolYqpzT/OY30Wa9SrOVw3k48vbXCOcI80Ge9SjFVRahscx6UdEu3Vmi7Swnxl0K9HvL5W2z15S3RT1t51WfdxDwL7I6b8JQiuxIkklkvOjmVSinWk6NBKG1FP%2BiO/2ruwJ2%2BKGZAxB%2BaFGNxe2H5pPUZQXchH3VlfDw7/c2AhIOtIHgzgrpI1gkpz8eOU4gfpoDNxVxhZ3UWoMOdIPoyy%2BflZ%2BapLXp6SdcIq2ZyZ%2BdzIbjQkXPCSf0sxSUxLOo8SScb1jg7wmsaoxaU6/zJlRUSNbl5NNNp7UrvnboPbJq1oPG/2HhLt2hpy9Kkv9RTaZX3/njfmm%2Bsz3UL2sP/WEeq7y/BXz62a7/qzY9UW6PL%2Btwa9cm9PrNSiVdtJxv0PfZ6vC3xQ/RdZwy6tWzH8r1s28d9BwwqOna%2B1Ub01X1uhW3i3nW99E309X1uhYnuHPnWKxSv73MrrAo7S3EpxFvD/DOd2FQ77q%2BE%2BVX39LkVbNuadI1E8xXI/WepJVzHBwF7kS3Shba5Tammnq6XK%2BHGPvf21pYZB4fb6ZXBhtch59VFbkcp6qQ2JMxGkdvR9Wy6HXWkN8k9bEDS0NuuIvdgKWqfG3r7MsltzCFVrM/1GtqTKOePBw6arM/1baLnEXKod5diOZ8b/qgI5ajtjF3uc0KDA53PPmSnAZn8XBh%2B4Txr%2BN2AzHPr%2BOQwyO0J33w%2B94DkMMT/frr%2BmltV8/jkMPJzQV9L8eXn5PO5llHE3MeaXW8ZqDTOz3nETCMZmwZkGagekxsFzevGwq/O58LoBz62WKVVDMhqoBr/aE2F2vC0/N1Np4uHEXNva%2BNkBVjywS74nxfmDDtePy82h1nsxphOv8Y8CTUg%2BdE8zylK8XMx2F2bf2JizGQDEqc7wQm71Xyw5NUsoJnhmVN6uN7MZEDGP4F3iGxAxhwc9WOlePPJ7Qloz3vkHvKV8OfCbPy5MAMAAAAAAAAAAAAAAAAAAAAAAAAAAADAv8l/CGvzUg6a458AAAAASUVORK5CYII%3D
86 Saint Lucia 0.775 9grQb46uTy8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGI06ugAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABHRJREFUeJztnNuS2zAIhqPR8f1fmCLrYDlr2SKza0iH76bbNDv5gzEgwH29FEVRFEVRFEVRFEVRFEVRFOW/BRxwSyAD1pgQv0t3NMZ51G0Tt5Jl0MwhGzkF8z2infHFMbxlVrJOMr7%2BZP3lGwUB1tYbEEzklbKO647sv8ald%2BfAH%2B13BL3dOV5ZdfgK1UeXsMZ%2BQYaJxo1/BQzV4l0EfkgEb6THvbMU6ExgULJOPLMqJvXnlRBw5sx/z18Vw3mtkWQnxvNaA0TfinCMd53JyzJwEz8QXezZyR0nWbQzk5o/iA3UEKbVkdQDDEqeV3RCRWPWu6iLnMyU6C5DscyUmK7TR5QoGh36UlWSeFacJZVGFJgSS20B0RV%2Bnq9m6Z0RdI7ogjUD4U25uIoJz1OI9TEVnZCiD1l42nVbWSkRHJrYpXePgISv296iDpKyS7HyeeSAiPZujUhB2SVZ4/1F5MjfaftXOdkFJdl0c%2BVT2IwdpQRqNDP67F00A5eNLSVQuzKauL/w2dgyjra5b5TVwkIwQ2OLGGOg5nK915zVGQmWbpphFu/ecAJavq7dV27xBkuGPZH3jt1NGb2Db2R2kN7rPzT9L8GQd1Ny/zW91%2B%2BWYwIeXYC14dsTxbJzlGh%2Bd1L4Sz5wjlLl3Z3J/pLuHJQh4ZaC%2BJqn/ZMp5UQtUNhqvfbBq2mlvjmWP3jKpl5rkEqg1kIIPNO5rtVTLnW7PEzFXrMV7aZqp62VmvD36V5J2y/o/WmWWzHu8Y7ya30SwLIAMsQOwm8NUYMjVLfrTDvzDfcfxyCjGYqQwV%2BHTi%2BDUzeXJIauQSlDLyF%2BliSGkQvDnVhNdrprcMHoyM9n8jrwoU4jxu/4fPio0ZnYAz24xPPD2%2Bqcs8HshMgsuliaWEEcjpLPi64%2BbWmWPsy2nvfpGj1mywYTDj79fPSIH4W8UTRDnO7HJpKpx1MWQ0ZspX%2Bk2WsQzVFQ19xG7BYNEYNjzNVOhh%2BL5lgMagmc9tl77cFycmn3FK2W39/NM%2BWqRSlN9F6a8oybq6loObF3Hpn6HrVzQdvT7V%2BR1OH5RUqgJV3mnlzY1j62D6bF6bRPDrga1PkS0zoIe7OEbYCBHw20g20LNZyjIjQzydDQh7ucQ7lAK/JSKw1Zh7bEyrS6NPMcES80JbeUwo5zIFcwhDhQavDYtpn4yI%2Bjrr53c%2BkoYAshu/Xq1XZbXBegeVs7WQx7WKYI0bypXlKCkS7w%2B3MjrxHeuQgkl5cN5TyRmJ9buDZ2WY%2BU4hoFDCHZs%2BeSrLFekpk3ksn%2Bavzk2AfGCjPzRt7czcrOHqOFaIycG/AAJHQAm3UPa954%2B5UVcJGSNyBmLygqbaasgLskZL10xmZul6IvlBVwMYu8U8qC92FfnevkTSLvHFsHXamwxwBmbOZu9hX4lMiMvu0r8yGiGW17Rc5TAAu0FUNRD4ncUpY5ZT91/ZPtCCv/f204gjUr1iQyy445YCindSmk9EXhTlEURVEURVEURVEURVEURVEURVEU5B8j9Nr5PS4yDwAAAABJRU5ErkJggg%3D%3D
87 Austria 0.769 %2BQnRry5vjVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALMxVEwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABLRJREFUeJztmumWmzAMheMjb%2B//wqokLzEJmQSHAKfnfj/amRbiG6HNwrcbAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHiGQ45G5rOlfASHmMgN%2BMsr5yiCycfAJlQsnrwKD9fVHZLoW9qVHYlwchSvKTuIkZ%2Bkheok8n/perI5OVpx3uyag3ux%2BQm6/kLMvOoA7HwSG8tXMuLhwl6jZl43Y3CpX2JuYr9E%2BeFs/fzCzLcgqSP3qzJbIslcHD3xmTlFNHcz08IDTNt4aYvLyN78/DCNj4yao3pAt59I9LS0poj1chFLRlfZB8pcyhg034rjqk7OaugVx433f/RnBeZCsyQLx0V0cYO1G1J381Dj8nBS0yxiU0wmWpPyS9HqIdVl4kn%2BEfoTppaJA3n9OUvqTqv3SO4uqk/K20w90KIZuT5v/rNm5yKWTzJ0GpNd0lT84W0Wq%2Be4dBie75ZnXRwkDZXnQO7OcatJ40OyymW36Z6dCM1SnP02qzF5u98d3/gV1xSzKduWj3a9f5FffgibF2vvL9uVjc%2BZTS4fb%2BqohubJLjm1m4/1avNL3RVOLVvi4XBT27Lz7aWF4u1oU2ddzk2HUnLlQ47N1UnrGb9qMN5i31nyx7GlvDzfaa8Mrb7sKuoN3LueuWXt/qMreS%2BHfnJd74%2BvibmFfZgydZKu%2B8a3Y5MHx7bczLplCpJcPHJHLkmDqtY87r8/xRQfPXQq84uciXzqc6PP4TaW3G2WGu6WC09RwjZ05raqWkwHvJvXINox2UV1s2Y6b6OX0RjDjD/qPDTrznBb/9/I%2B8VgU0VNdJ%2B%2BtGGcNqI5UpDsId9H/ITnqlrcT7ROslgfeCyiiXuwMNn0rVk%2BW4atX2PzOrxrAS9TH3K13VUX1l%2B4BNwwGeBSU2ySuFl02Hf8SPZZ7IqRy%2Be60WfuV9ZOyU8852RJ%2BmuxlVAV1PckRY3NQp%2Bysf9iaqF7yt0KOLdkbw7cLagh92TN%2BEUg6Tp7xmEvzu96mfyFqXSXtt94qYt%2BP%2BHiL5xSu4D9pgdbtk%2BPU/4NpM2Dkr/YMskM8w38vjsWfVn2fvTJXvNdmW1Nsa/oMFS48DhkLsUw2Mxc14yTjzg/J/1vab1EGGsWZ0%2BlFaF7oeG5YCqlf%2BcpXrIg8WOHPrSi0tpx69DSjKntFejuu6xWw52%2B1S6qtI3iJH209CB8H0YPby8%2B/3TtaH%2BxX7F6SOWtKvFzTuHm92Hz6vrJPDn/ewNbOyPavbnDU0fWo3%2BzgxRj/HgLXjcCjxmZayRtcRBJPlm3Zj9xjuVKmVY0W29if4ePT8z03exvnOMjvAWnGO%2BdatZjWDnayICSm5k47AbXhB3iX6rbkZqemsMZb7RGQUU2lQNXvPraxbR6H2PdUYQz7dwQl0%2B%2BFUoKj5sFrarttZ3%2Bka%2BguZLv5V0N25MDLadeekLlMpqrnH4mzFHMkcpRpUFkXjm3dyrajtSWNvpl6LUrrmXmgohq80SOOeelmW3%2BcznN9QV5uld1plaS7NjsFSUb6tSU8njeTsqKfzo2ezF0s2CVL%2BmZ71R/udoh0xXUuK3uLM0OAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD8b/wDrSkawdMuqxYAAAAASUVORK5CYII%3D
88 Armenia 0.768 9wrPsJBRLnEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC/13pAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABiVJREFUeJztnOua4yAIhuOjoPd/wyxoztU2B4em%2B/D%2BmN3ppNMvBBEUZxgMwzAMwzAMwzAMwzAMwzAMwzD%2Be0i%2BRE/f1nEAipggMN75EMA5%2BLaiOhRHaxKCd4wX0W4Cn2hrEmHDkAV7SDH4ROVVwpREfEjP0k2U5TnRxmLB%2BWJrL/%2BKZ6ADER7iI3SLNUUOi0s46c6CKXkA8Wm5LP/IJf4Ov644%2BVGhGDSwW7DnongzO8X20gRyLaJna39DauQRhjGbWByVDSr/Z5dYjTWquUHkWyGWDdo%2BQnM4ECPPH89SPgyzhDF6F/OtemVjY1bKBkscfMMU5OCDDqJys2GcapSNHV16lRQ%2BmBnkubCBp7eysYOmairRYA0b7kNIKL7kVkpR10VY4fbj4ufP50gnoXCKKewsQ/FvLaJYLK6//5wMiUOL1DJ2JSbya6qqKQa3%2BMMRzflN/CVNbsK3kFUrj8bJSuRPJJ0lEQkwjotT7%2B0ATd4ZTj3jUEJPFj/IvavGEH7S%2BePhU9yog6NqrMTPP6Q84VrQPkYqVQFoDkYOvf6eU0p2RdpuLQHgjp3ytM7hWrUO4xF43TkEijnkJd05hovWe4/Wy7AgF/oIOgS6a5FjZhyLqqaml%2BLk3NthnErJK5o65rn46pv9ksCgoqnhuuhcps2PifQCCA%2Bgy6LDNskCtcSJ65Crn7VPDOPNEX2c4C8PxODyOsPiIFpDcVwEuwSLzvPhXLclJf9Adumrojk1ZNGwLiR0/EPq66vmYcXo1u/Xih/XPXookymudQYVp6Z7c/h%2BYlIJeneGYWYnGhVEy1LAvepuNyI0RqJ3d58nbRelSEE0T8M3kqXMLo1WKHDpVuwopI1xvULM44F41zTk1hmphujhvqXlcS2L1EqW7vJL5uVWDdHhdZH6CnHeNdIQnTq4h0A4btuo%2BLTvleJI5QWcqWqs6d1eP1gg2R9QyU2nZc8ugFQEKuGjm4MMo2qFOdG5nqsVnMr087c2XNd2TNy5CEgKa3pwo0Z8QYKHxpIe3C0D1sjCGHSYYz/B3tGvv0ey8z5z7HtSx4FIPB%2BiSsyTZprUx9hcbGHHsP8Gyu0zXfYBlQLe%2BFHEw7H0TMQAFDG4K30cHDvU9jBykiOyAyRwCydMRg4wcspE97aczhDKpqs0OfKoZCOLh0tj1UFj03yrvuv0%2BpbFPLTqqyE46ukg1%2BWWBgh6u82NxQ8OLIdUSyadMCl3oTYXO48VNpN7KHeOpdaoSwc7V3K9pduqIo7Q%2BEA4GMM41ik3IrzrMjlmP8o7GZr7zEKzy%2BTYwln2r6aT/RnN1pojVV/Jkm7uV1%2Bg2cQkPcgf5vTJuZJW5jHTbK/b7hZUunyXPVBpfdPtvm%2BrhiXwVabJ9b6tJLq6PbPUbDWNoxBZz/a70gS3oVz6bHQ7x5pNvVxiQz4dwGbeFMKVtl66vjF5CYJGvB47xPM5gPWQrd4mag/H1toerm5mCW31q8l9anbvzZHUbuyabF4a15v8KsxLzW8ukblEcrtWeJPfIfcVk5rJl4qxAc/5cs27WxMXkiVrRYvnqqU9S0A%2BuPM%2BsOUcO3A5EzAFpYGZT%2BtATTchjOUgrV/0O8tLIMI57GhFborTibP50FyMqbwm8VqSpPIDnLrWa65AiHSrie40ReR0PCr/yzcxlINeowVnV2p32QdV0QJFxARMQtwcjYs%2B19%2BLW7Ra5Ui9fHwLberZVnNAlx3WjrC1F%2BNXe8UoO5aipJPUyq0ow0D3lMM5agPx4gEJNap1rfq6wkmqZe3DIscLHK4rzovPO/y8Jp8qfpUnCYFunnqSUHUG7QNpZwmudsZZYxP3DhEqKR194dzzOWopnSw9PDpe47791LPD0KOn8pdVSJxPpn9L0QH2q9SRq9%2BeW9l/wv5kdz4QW/3bBE9i3z6Cnfaw/5SXpXVSXpG8RNxPJZW/BfA8XrbKbjdpK/Cyq9/c8HsSYecOD0%2BYCruDiT/h08OuTTb9hOidE8MPhLxhXnWX1T/vIz48nR6hcqg7lfU/%2BImBWKJeXplMUcqCR6d4C3LsZ8o5ZPP0y3KOwX4cFvP%2BhHcMv6PTMAzDMAzDMAzDMAzDMAzD6Mk/usFifE3u3BIAAAAASUVORK5CYII%3D
89 India 0.767 %2BwrPLq%2BRcFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANOXhugAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABxBJREFUeJztXNmShCAMlOL8/x/Ocmo4vACVqaVftsZxsQ0hF2GWZWJiYmJiYmJiYmJiYmJiYmJiYuKfAQQh8DWJS1hZAiUa7Esu1wCGp2KwgJEyUT9BmkRgCyX8a0rn0EytJhtQrShMS/trTqfQXIVWEkm9Vhh1od9SOgc3osYAOb4BIRnF/Mpw4ImgDenROS%2BpdvwEaemMBsIPqIc11NEF%2BAHWxkZLfAHU%2BKSt0RP4E8efB4WMFCS487FhSUL8cXhHniw7reJqeI3WpE1YB8CUtNC6MTxpbeCYEjSOUKmQI2s1OJJc6jwA1gvmJagYVOJgLUesw%2BYKB1Bauakcj7aL/XM9sLT118wY7LFoGynzokWG1eqZe0airX21IGTPYa/pi6E9ipIAJ5wJQvdMstzeRysRHcKUKLP64CguYmgSFI0jqk%2Bgp5yD0dz9sIhFQZQW9tearVVDAKN5yoKQKrtMM4WXAVRbBiBZwhLdk5UR2B3Wvd8PJDVWjh/XkQplSD0151xAK7/at0mV4M6bnA1bUh2gp7IWa/DSM4lg66iHz4fiHXCmIYGzOFwud7FxPikysqK0mDE6u3CuCpQ2/aqjqG0KC5dCfFupzh6sDuw1nr/yO1cBbPjWdLdcQxXI70bS6JdnspKi7gMKuu8Xo7b0iUnMJMs61V7Ly%2BsAnGSFHGa5xa%2Bj7H2x4sD5urmG26QXgMzaSGcxKRqJ5O9mlk%2BfDQVB2H1TxANrX1UwCmLSyo10rvzAu5UhGNHOsMJ%2BciKNYANJpRec/oBIpVFMmJ42uuHhpkhXKQC62gMtamU3wXTUpd2Nz9nQrW6952XvGpiwYEtIbv%2B3DLotpWGclBwQwa6Rh7BD0WpDBClPC5oGBTft6skznR1VLbMmeEK5wK5ire9DeQfVKgfGsGrk3x/mcDfBTSzjDG%2B7/TQlbGfW8u9EN0k7n%2BVKBh28qw3zJSsZUNXJ1Pl6wIr26AushjCvaqYVYP2q3zL0i0ZyyvpEjG7iAEnCT99hhn8PfZQiGVBLWgpEO3zT7UEkDcLaAEhxwWjHur/e03YErYA%2Bc6eH4zgagLUc0W0ZGojgvPrEi5G%2BgY%2BmQHXeoV7tR6dlggI7CMPuuZtqhBXTq9MHpVvOP0pPuud6p6TvkKgYvxoPs0vTtbIUZXH3svIixOZE1tipPoDcAceeqpCv3oXclod3McD6KZ8HR6yhg6ZIkuqHIt031DnfTCgL89kAQzpYapMu0u5Od7GkIdHChmTZb46iK6vd6wlBXUi92A2UVkFH0Qa61MYxgyRu4C3paBlth3Rv9ZBWsqt1aiHtwqMS6VaSKXyG6DVkYfXqsZW4E5L995EgXnf1YrEbTLK7xy4jWtpQH15Ly1W9003GsbdqKFm5soZ4p%2B1XYtk0LBplJ4m%2B0xfOsFLXm2nXHMle6iYDipS6dsvMLkCWTNuTwKHu8bb4Dvjm/flbpwbwlNZ4Au9LpR3qtUYKtHhq9iZRkNU3PzmE2sJddjv0ZciZwIvds%2BhZ90un2N7IN7tn0W7r3WhaIBcKrx7eQU%2B76cYJvv81exceh9K66/9m94i2Ty/3g29dJndI08hA6mD65V4mFqR0YxOUxL1O6v1%2B8KAgl8M8SPzQu6vQP9M3T13dzUn7OuFK81V3%2BDaki5JOKw0gvjngwGwr47WCfeY45Vfdm9LXks/WE9j2qejV1HenX6SR9WkaQPOEW33Zbyptz8NhMu3rBFEbnmwtD7fBPP7IvShfu8XXvu/rVYQeuBdXCo7VVzvCz9vVGU0VFsEVm6NLaoiDUcD3l2KWIWjV4EP01y/7rNMjlWqckwzW3RXJxI5b0VHEbEDtKZcCbZSLmQ7xgSg7V85Mo2LS5bu6eHsQKv32a1j7YWRJuERHy2ztGpi0h1jHYrxs6YvjR7mQSimm9Lrj1FahRzwkhyy1FqygqAmM1xCGN94xc4oATKO2dcoN9zTzvY2Xqi7aMHFPnzjfywTqJO1DsPNjJY3YYVcnrCf25DZsWlcOgyp7p54lHbeYZ18fRtqHw1qz38LsePQQK5cOq9bux1jS/KlsnSCmhfpHbdeGTXaeIQ1EYlaQx86Vgj7KKlphxuYoZM7OofL6ZfhYgQFccwluqotvqPw9tMIGf09w%2B1NR4VOuDXXPhud/kgzJN9t9qRSYeLxihuqPsTqkld3reFQ7LFD3R7xnVK2atS6pEvF%2BSnXvybs/zYM9YH13wstARO9v5H4FGfYI/TGnj%2BlcQ1hCqtgCdmecJ22eyE/Huj/mZzNE9ZMrk7SLyKTp/Evr%2BYymk2yngLSgbxSkw5l6MBXk94wPQw0oDRBVXUbV0IajQzGXkO696s%2BDkJ%2Bx8wg9dOx1MEI/2x2tB/9FUWc/RvsLeDmq7oSfJA3j7XdMTExMTExMTExMTExM/AD%2BAJpwaNzzpT1SAAAAAElFTkSuQmCC
90 Republic of Serbia 0.766 %2BArQLZBwrlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAxQiSqgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAB4BJREFUeJztXOmS2yAMXg/ieP8XVpEAx44BH5FsT4fvR9tpNlgr6z74%2BxsYGBgYGBgYGBgYGPhfARPDI5ppMs4ZwKdJ2gdRCkRwRPpzCk/TtAecJkd/u8lGDqO1RLh7mqo%2BDAnG1//F3%2BOVEoKWSGVx9pVP30m1m4iupvzayd5N0S7QThkNhmKN/48C2EZgNG4GWj9jWC1fBLZtOyRB%2By08gkhP2BiMDUiCXPNF3A5/0AyHF9lrrBjmOsBNRpmYo4hEH37r7jWCfYJ/Z35BZZjj7PPR8rlXMNsfZx/7%2BVcItjsRe5K7nzSJOQx7gHkYnPUmx9fGeOvCo2Li9tQLnCdqjY%2Bkuqi3kfz8H8%2B5m67PQKAswNhQkq6QXwtCSJ88ko2RHWuRjSTDdiUIZvlaMFB8%2BIA9wZQGVh4M0cNvGPmth/FVRJ96u5gkqjdRfiTZVHhot28FnbmfbBaCLwNCJFftA9ZMHob7ySYjtiKQA9G6pDbiD/rF780TzBefYy7TVK5mwhDJbmc%2B8kC/euWRzZ2nu7YfhzuTsrUfxw6bGabp9e9kNi7zcNh9Lna8EZjbglfKx/Oz3IE8phdWR1G7LSeziY4ozkekssfrg0eIwHMYUfEcVZBh9y0xcvdRjc4fqH/MP207gfVtVEN8jq2XH%2BuIwt/8YXdP6Q%2BplB7txpm0hIxO3dVHqm/QRhaNhBPfSu2CqkRZfcuHmWDjTvoGxIW1XH1wIsW/ihjsXH5KqEZQaI7q9GVEN3j5fYa6qwF1Zex5i/2v1t%2BR0xbrH5oq0PqquoD4y0T3IlVdAYFajnj4m00pUBWQkOwd4Hluh14BQbW9NDuW87VF9i/NSEOT1Uyu5Ub4edYE3%2BnkGTVWw%2ByL/fmKKEa0tTiosdrOz7Sn5w2w2zONHysZEPz4FX/6bXpKBjp5sFMKQT7n4nm3uGfgLxx5BAtluSKB5FxMh3Kv4hZhluNLvhxTfb0mV2z2dVRxlg78oQVUszqObZKOfMzSAYez2soh0cFgWIaKYPPwiFdohuEsHSc6c9tTTHGpNh1CkQFw4SYo2I9ZOn6rDGHw3jGzp3waZbwpXZaXD5vfnlDbG9P7Kk4lvQFxVpv5dBnfBazNs5NFmvCTtnpFucX4wYnb3C0jbbTirIasfXIH%2B8jYkmhhmqGUth9FD71cw3uaJ3CIYOo4SWuiS8RKTgvCXHTKU37iRGfj4TRGC0rt3UiHpzkY1Sli%2BSTN5wPeHWQueBWiQ4qjrLQiZusMKnlz1hQrLXpZSZCHN8Rnu6nMh0XZ5VA0O82bikcJ3HRXI5qiBqtgQnj6Qo/oPyUbYidxTq9sqD86wHkCQYHTK6JRfn6NNVza5K0NP/ZqoJdA1Vhx5/Jl%2BPFCYawLstTibnyjJLWVkR9APBC3pIu0M1WniddynCGfKF9EgFmGZ2K/Z4N%2BgOWAWrxc82FDGSKtNzOvHO1oQDJo1CBLrYaaVLl0IcSYMuynUK0p5oOTZiySLQAWZ/qHuPFYaqL0qlMZpFVYDPwItXCzsgxlq5TVP%2BVp2UygJEMaBcglJ9oDdxeQQ0adUu%2BnqF4KcSIoc7RK/a1Frw/lRgFLY1xFOtZtVbkefE5qmzPwPx%2B/IFTOhadZMqvUklsdLPcQS0SrNT9Xr1Buyoun5RQ7%2BmxSEa1ByY0yyoIUZyeI1ZhHEeSeQtGM5pRKlGSfOq%2BS2RZKphPV48lCBdmqvfaKvE0lMS%2B6RHZqcPXa%2BeJMwV6fX%2BQBVwaBdmCnoDzbG3haTPZEp6yJubcqSDVQ%2BcRenvc7CKJa0khzGkRmSXWniyZ7pZKAOTLnXTbN22OCWPkRF2Nnweoumzshscb15gnq8trt6w3ucw2/t2VAd9Xc7TSLjtiYDc13%2BPP2Whbtd5q9mKq2vCU/PbEGSYivy4hhRd0pu0PVBFnqzInQV4dvDvCkcntfq0KjfumVbyPgK8Xi4zdPT7JqOwteUZybbQTlkC8tN29Zk6cNuVdQLa6Gzs6o/qVI%2BSK37wn00iPgnvSG3d3VXMEyUBO8UL0Z85ptGXr/Ldqdpe2/30ZCT4CIWEfxYTW6t65o7G2NayQZVfCepJmF97sxyv2UTJLdWXSHG6/cS0Ouc4xpVg8umoqBr3noHCPfB%2B4D2WpbdilfAo7eTAi0yNhYpJzhFXK5HaAvpmR9WwL5dArx9y/3EJz5O45orrzJXUbL%2BFxesxc8OYjS8ch1Qm5yUboDX1XDoMtrAmDNli%2BRzf0zd%2B35qZ4zIXTraMDS88jtMBHOhJauVa8oSYB96XkIHYE9crvTMzDVG3rKZ%2B9kdFqwaySWGiNzIkBjLAVPULn7KryVaAbWbfZrbgSsI9Bs5nd80TEsb4HfBkXvJ3rrffRX9H/GVoAlO2U6qAgwyE74KaA2dEG1iAdIOYzG/NOrjV5rhllw6EUerSjDvFk8thsnaUDltXEezSNuZJfrSRV/8xqETwMrlaA45bWoXP//DWUfNeRcl4quKYN/sUdMtxele7tSVQrS/sI7biJuIMZ4/lN%2BFJuw1UW%2BGPVpMk4CEbrFvIGBgYGBgYGBgYGBgYGn8Q/mqolwv1FCPwAAAABJRU5ErkJggg%3D%3D
91 Hungary 0.766 %2BQnRsW8vTpAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqEUG%2BwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABT9JREFUeJztm%2B2y6yoIhuOg6P3fMAcw2qbNh9kL254Znh9rVtM2eYsIaMiyOI7jOI7jOI7jOI7jOI7jOI7jOI7jOI7jOI7jPEOIOTEZkb6tZQTKKYYNMeWfVk4qOJackVgoEeZc9FDa6qYcYD2CCcr3fhTlKOreHYJQfkts9kZoQ8CHSn3xJdWUQoBjP6DE6qq5%2BQcA/7QmPRTkP%2BlzSp80ycXPP4OlymbN9TuZv8S%2BsSy5HZJR%2BdgEyBDihWQBIw9GenIGWv%2BjeoyIPuYrVIYkC%2BrPO6JkXubmMJ9wFWzOOoL40d4PhDY3xdaG4g5IAQbNzNBSDkwZQ6y/nET0XA9h1xiPslTUZS%2B%2Boh8ykHYsI157oEQNasEuhCyDE09U02S/Zs358jNhTR8kGQbVlfK5auIgPu5yN2EZ1%2BcWs8o0k1GP7eC5apncwE5kIPGNATsTkg61%2BumzJ%2BeLqaCjA%2BbzkVI61kwS2jiA9cKCR3z74XzutgkS50lrW9OZKVY/lnIjH1m0XA5T7sndiFVWPHqz1k50Nt3iVb6Gg9P/M0mH/WAilqH6gS4mo9RRpk4tNQSPLoeFvdHHMWfM5w6SrKM1rJ6Rwp7qMni1cwcxjx69vpQC/s1F8qCN6GhEeC6QXY0a1xmG/YwSgddJx1cqiVdWEunGplDZ1yXjB1bOQTXuIkjl0w/2ddMTgzbaNXW5d44rNDI3XY9JxOs/YBOXwkUq6TJq%2BHrpXVpSwdlqw0T8FyDVAG2TrOjNB/gieBbeb4PiHsDea5df42uEiNZpUGab%2BFq2KxzxJVbj/mrsb2jRFu2MQbAZtDRl0ZLF5Syrr03Uk1WvdTnKoTiyYLQcwc3JZux51Ch9lBL%2BjU38mOAbUnFKCI6mFePz2cDe0qka4j22/onysG6c4B5UwxFdr8DvkLvQCesrPWneXMWEHqlpytbjmqx26oW/0L0N7XPhosFD5BbjKd5Ew5RtpVLTVTE2SMuJMxJ4DXmLdcTr50tzdtOpzu45omnGpiP2TfopomnKJlhYc/gk0aOryjvo2jjW7TjDwlSBKtq%2B7ICnNeGM6EGjWyV3eN5tTLY20eQCU4pSKN3WxmlcS5lgW888zt20mq4B6uninMTyJNq4NOVSZkqMVh57PmBaQPK8hjm3VxbNLuupbWMem2DefcPHGJrWpuxsFKYUpUo/tenSJekG6bzbyrGlWjBMuXFys0QPIIb%2BQW17exqw7vC%2BbsD9gTS9KYVai4lZ/CAwv%2B%2B2c5GoNYjZtimGMl90ras5hRldafY0XJGN9cSuaGJqXQ7NyoYbitwMMIl67NHwgYYlvZSUZBd3WwdIiXKIn%2BiyUuQm4vXt%2BHP6TbL503BF8u7g/e%2BTU9SbhR/rMpUKB09aVLYkdtwsN3NRuqlJ5gPK6juHlKZ1Ku2ggzvSwLQ0m/ZO3v7fVRuTPdILFGBke0WmLSHwInNtQS6Fbcyah75tDYu5thVh72HSl1S7JfWO0yddowEXI4zS83qU8EYa%2BmaQz3sFWkzbDWnf0ry2C%2ByoZk9A6Utnnz9IHd/TzCDt9Fhteit2x4Hgi5qVt3agGiNyOtzJwDu9y3OoYYxXTKQBQsIF4snWC5UJG9G3IexNQFFaLc/TOwfr8b6bmVDNePDaJrTzyfJ91%2BjoEyOS907NTOXO0wMfQATFs14N0iXPL0kW5Jkh2HkISt9DffPXJAv68BaUl%2B40wiwbX/F3H5UjFRggliLPI3JFpy/L7ypeoZyq1qr%2Bx59GdBzHcRzHcRzHcRzHcRzHcRzHcRzHcRzH%2BX/zH8C8MD/v38JIAAAAAElFTkSuQmCC
92 Namibia 0.761 %2BQrQL2yvTo8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9i68jAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABhpJREFUeJztnOuanCAMhvXheP83nBIODiIeoqC0zdv%2B2NmdcT5DEjASp4lhGIZhGIZhGIZhGIZhmH8OUPMs4GsVNOaA/lrHJcBaZ15AvXoW8yx33maUsloLobW2ysgvhwT0nFD40qnWpR6QKrwLBaPu8EJYJcwXmuUiOXkz/sapElY4dWIW8zE743IEgIRH4%2BQkwuSOkR9FhZPAf1G01kpba5V1LuL%2BK2mMNFJKi38zBAFgf0YQN843Cax81KlWqASM8wp7dOwwUOqCbBcSm0ETN0Xred8rpYvLMzOq4EwuDMJo1cbdnfsSODqYAGSI/Hui1e4Hr0ie8qDIzQdKBm3Wxt9atc43Zol9OrAzRjjRXHRWMNbYSoiKaF5t8UAuA9l4PLBzzEYHw3zIPNd%2B68xsaQFu8CQdmeVdSjfSe0fy5vRO/1e4n%2BpFLRLNDRu4hB8SvBOJH0YHSfnd21tjolrc6VGCrzi1c43N/HIFs%2BR6K0SW2mz0M/czYPhZd163011QuDlpZ7IrOayCTHPN4tWrA0mfaOYW878pDuMm8ttDlz6Lh6wkPz/ZtlmzrE0NVSe/CoS8X49uHNW780mJzk39THNSvSO6OvXc/J75t%2Bxx3/ksRMIR9kS3RCy2ts9SEeLGCt4Q7SIkxIe6Oa%2BuAMwRzw9zjvERIl0KbYBsF2%2BHAK5dQDTKR%2BodS/vvsU%2BDMAFtZpBz3MqhhUMH5jZ%2Bdgq0rHk8XRARvqidddyq9JWqDzRaynjcResrplYuuzYztUt5%2BgVTg7tSuVXEqOJEv2FqLCWYZnU8nFx09wkGBOrVrbwaRZtm47ZHGEzzoOqzAkVD91xtfdjA3Gj%2B9WsP1XlaTFZpNf/6c%2B8dijL5n20zpmGVJ/r6h00G3is4EQlHsX39Qyy57qggeZ0gWnbNH/Bb37UxdaxCtls2VshN0iQU45l3deo8OYkWpo6Z0/acFPMZt8kKJIrumqlFvuZokauj6K6RuPY9/dxBFtH9ppcyyh9UICNRNHQVbYrXT4c1LWE65ryN6z1eWCfRHXPeRvS20E7kC9FY/X10xE9Eq3v1BJH4RPTNWPR3b/399Ci2o%2BhaZrp152UTvx2zR3U1Jm9MjKXorsu8qgPfWDltRXe84Kq7Ht3Upeiuaw9dnUs0OYOUok3PVV59CUm/iClFd11P7xSDyDNMKbo%2Bgo2oB4x5KrrvNWI9EukF60J052qNrRWT6TWyQnTnuljVqek7jArRou8O0Kr3GXr2WH2gs0vXK%2BD0O9xr0b2rplX/oN/hXrkHdPaOegVcPhP9wk2X2lg%2BE/3C7a1a1DwS3T0MkUoxmT65ZIHYuTgd2Ho1/ZIrs7R8w9AV09xIeT/Rze7uHbMx9RPRLxkaE0iRo8i73RbRzfbonALlkJIT9SK62R6dczYOQl0yJdGvOQdS7nCj1pmiaHi3L6kYVklMekEs7iZsquqE8vsUbXXqI/f5zk8qZdjTQtEPTIOdn1Tk2h9poYifbbLzk8patST5h5qlemlHXoHMd6rst8HUUC03JNKQWZWXVvC93W3TgKyTgWRp%2BdZuzSpgU88I4fYt9iB9Z2jEpCaoy6KxB%2BmTzJGB/UHy%2BvLUt3pNn4XhgjO2Bbg04igZW73e2st7JkWcRyIoEdsMBxDtA/K0dIotq3rZazaA6JgS7F5jIkhsQf31sw5h6clHIvbyalUKx6ZIUbQFt9lq1gDsn41thUJb5cGe97xnL/F1yluwsQlemig1tHSWLbOejyeXjCJVH/WMjeLTpLsYg2SPiSRaDOMehDv74/j0dL19zI4j%2Bnqh6fsF04/LosfJHoQ19UiiL29XGWZGnAjb9EYSfTnrDZTyJnSQS5fZ40wuiLpWPh3KPYpW393ncgwmOrvAVfu9qGO5R3hgkP8BDh4pMlKe9sj4JCx8BMHe1e4wl1sLMlQTZt9gXp3Z9XCWDte46Ca6usYOzwd6%2BcbFBeIzcnwpqbx/5V3920e77YDKfBEY5eePPILzos53gF0qwOF5VYBX6eHBaON5RgnEJ/38GNXOJcHHjcRKzt/xEMYcQ3ykF8MwDMMwDMMwDMMwDMMwDMMw/zF/AJEnDgzyJu5RAAAAAElFTkSuQmCC
93 Netherlands 0.760 /QKyOFDSiAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKQ1TIAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAI5JREFUeJzt1jsOxCAMBcBYELj/idmwFSmpiKWZzt3Tk/lcFwAAAAAAAAAAAAAAAABAPrXV0xG2xaOcDrGpztBxOsWmSNh0%2BYe%2BT8fYExm34064HVPJVjSwatku%2BCminY6w73lOxzL21/RZr8e0R6T448ZadY8cTY8152gJjyUAAAAAAAAAAAAAAAAAQC4/IbgHjVyur28AAAAASUVORK5CYII%3D
94 Dominican Republic 0.759 %2BAnPsS5wT5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0pOEbAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABaVJREFUeJztm2uXqyoMhmVBIP//D%2BckAby0VpmC1X1Wng%2BzO3usvmLIDZwmwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAugYjultAOYcDgXcYHTPAw8UQREiLM/wGxaPU%2BMpjlhwgHJ/kxUMbTBR1MSjrAZZhDOYgSBv4tPWW8WYwDIhBR0WO%2BAZqi/uricqDeTnyCbLEEzB8J65hnqSyP5IZWRwMfEm63ElipEtFhbROMGEnKf81DTDL6N4%2B2WkIGvMMdNXJbCPoU8t3xR3/vYMcq%2BrMUCsXxOV/u6cPt/Qyq9nv00AnY7yUZ83IIxfkG7oCF%2BPxPwxNPi1TxLfeNtqpNjQOXaohJ2WDuUu2cSAiNl8%2BhEtmnJHHa/lptH2HR7ZrFvEFjJeQJetNQBwd/0JyhnD1R00S4AuowTX%2BXVdP3z5jmJOvXxI7ZxJNhnVD9DOBA1/FlxBvMmrwP37sAYpv2vzeQ6KDDb8l8SD83EHKYeiIEcRaL25vmSuFig0HXGSB4nElrCJBUnOWCRJ5R8nbh69UU/%2BszyFz0oVY8XrQHf6XFJCeZcdcpqKoFilpg5rJ4kMA9fNB8umv6a402/wao/3FhIgViGgPCWpKiBmNtnHTE2AbyvKcep6fQ3Cbhn2zinRZ3cq0yX7DXBFENhOeH9zIVr8yiUo3A3fMGihFrlwEuddMlKnBJ2ztv2KhjCD%2Bpv4JOehqQXla/N/uRy7QXkw4jpg0/tATopYIMXNXkc8YL2sPq8Kau1GOmTo80Dznk0R/tsJMj4rJ6SGZJSzJAMLcxMQzvM0RHzg2KA7TJT4ko5r5l3PS4B4B%2Bmpu63fjXiUF16KXRMK7Lys4DxPK6sryKPxhNHvZhDbTs8dIYAwmHJjCuXVkGp6NEXHEsmlUPqiR/KXqY6iI6DjHqM9E0yLeGKnpEInkmmr3JECeCOVr5Id2WN5f3jpS83ao1i%2BbHNqSea3H37LG7nQhHxLdlwm%2BhthjFAbLPY5MkOTgoxELjrbOJ9Ex7yQr8INvIT60JNseOoc5rs6NWjLE5Be0KCxxZ2690SoPzyFBfhi2N6VFpDDVbam/8TYMSvGlV158f2HvJ7ipcUuWAMcXg52BHNH3e9UT9sbzRR3NNtjtf8%2B6Qus2Jh5AAIJXPesCrwBFLeL6t2Ir7BSpWcURzl3f5EGT8%2BeNSOtKYIlpymIbHhS6l9/YcLsGNtHrlGC1bykQcFP1haZElGWQYkpvJ/pPD1Cvq5UF0bf%2Bw7ozG/NC3ixgRpOnBt1Kz9mWXUS9hscCtpqTbwnIxLZJeRM9i5PNRfchX0NOjbgIYUwiwCwp7hqYDLOaDeQdkeBEdV7d67MZy3B7ashZL3DmdLA9sOhYvLZe40nDmxtSQx1jzcsq9cdKl57XhgOqPPiB67zfZPJ6Nodc9fiPbTPuuU58mrduHLq9gqeCNf4ezyQU5mxzbG9utJuLrrajW7ON4ji7fIH9WjJRtqyNXRGWNZ6eYeE/GaHdPMs%2BJMzFz7/prje%2Bw4e48YGi8Rkv/oTZRR2VnkzpgfD9fYwaZWpyC9JNlQgxcxWXR78%2B4MVX/y4atg9zvz8gSD1HYjnWDpebv3rMXaNJN06%2Bq21L12zRPOSjKj7iOcQ1fwxs1T2LWJI3vqqGpyt/c5R1kkXPJiA3zfGB9%2BSUlxkq6SdrcOxvCfOS9xGLD2o09Lxxl5eoBL2HM4U/3pB/rAextIo5hlaHrKy%2BfX2YhLhkc3vs%2BQEZW9LGUzbLHnutCH3dWtQn0Lw8Y5Wl%2BoUiyiBy%2B9TUd2d8DRToBRPRlsf4hkFT%2BaiJze4uKygW5h8cormgVtw0rBCnFiDGmx70iV%2BFiBW7b4/8dFKTwumu3/Jeo5H9Ms26iOOwUPRF31%2B7%2BHuApUcMwDMMwDMMwDMMwDMMwDMMwDMMwDMMw/v/8B52KOw7p1zXUAAAAAElFTkSuQmCC
95 Trinidad and Tobago 0.758 %2BAzQL69vjlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmLCWeQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABM9JREFUeJztnGGTozAIhjcDJPz/P8xB1FZNe4t3t5Le8HzZztQdEYFgeOvXV5IkSZIkSZIkSZIkSZIkSZIkhki0BdfhAp9ltTpZSik12o4LCKi9ULBwtCVOhNXDBdRsxNKirXGBamyhil9SWT7E0019jI/s44KRxjjRyNibSWX%2B6iGt0M5K9TrFGeNEw/lZlyupzdPnodQCz7SzGl3a7Cuiurk9TRQqlXlyk83NuwzUK5g/mqU83IwouhxCndzLCmw9hlj2lU/okyw2lg9W5BrA/F0SmmvZWg4q%2B1ycmqqdhiw1jj7EZFuqa7N%2Brsxe4fb0ZQQ%2BIff2CLOW5U9o547MvlwnSZIkSZIkSZIkSZL8t4gg10ZQqPInbCtJA4Jl11w/2Kepd5akdefanrn6d90F46k0BsL1uDtnA2%2BgBodwEJhpp7Tv7RtktNbo5eZznWfwLVjLAVBemSdzTN1MWUJlUT5IB2uzQG6vXNqmyEKB1bfH9OquH%2BeCkfoTYRMb8TMkNN9eHDQMrvQKoxy9zipX9Q4hv3UftsMcWSgsC/XUULlSw5NS4xWHiX0N0/lw2U6tn74fZu%2BG9u/vyA%2BjUbk6V63xjS2xz8ARMWzMidvoT0PDOx3WQ6uE9hxkpYKg0oUWwm5KaRQnXBMym/s4/oLj6gytnboOLqkHJtCP2sImFYq77Ep52YncydZeMjhq3vIfpUW3pG3zmq2NLlOkVIwNkN3p2W00PS81gsOzR3OuzASxzyyHZw9tRFxWm1I3UGIscHj2cD6KiIUUwc%2BY9D188pfTEjssThhNp8h0PqlaGkpYm3euXM5S1gO6Bi3mw3md6dUvdrjim4Bz3jmN5i7SjEnF0Veu8NieGGLiA4e0O1eTl9DaEcbUj9FVLufVsvyVkPWlDUHpCtPHxhJEFL3hpFIuGR2RiWMe%2BqL0ka1bnNzJGJMuRz/XwimM9q7MW3mPqHmD0d6t2y2BeQajvRv7m4enMBp9Mf1YgmLC41w9wGf0VhljEvGUd%2BLdz1i3psfF6Qbo1OSJd8NGlp3LoUm8g3O1EPevB/vudExDPWQ/Fm%2BU2kxgbBLvYFwSwWu0tAIxE7lxBbzwM14b6v5je3ycH8avjAY56uezQ1fn602NGrbfK0PR8hqtVxe2xXReiN1buFruwjbzzqXWfcu1UMcNXo6nbm4tRIPAab4Vrsb2vgURvPCTwlDx0lGN4p7CSuiAiwBAfdyo2lDf/W8S%2BjNPgj%2BSmrTI9zLYbOgP1FMcGR19J9Hd%2Bj9Am47/jEXfn3tVTlzV9Zh4IUYnJlppYZ2HX0urLrgI2MbrMqqd8gAvRMgiErm78UCTM0I7DMI1QnydhPT3biG1W3tp04zaO5LOxpBrZemHLWK4G/vS%2Bk7YIU8N1lv6MXbVVePrvsVFftMyfOtstANcqrJ/h3T15W/uqhlE73RBPXfZ5BV3Pq8s6uImwrgymmcCm5OmVPphyxdm953KNnMRsCAduzp8fE2mONW7Ubu4u/ZmletyOCxq%2Bi72vdFmXvKv2mnr4mruGmPqxrXiYLmS%2B1jyT918WvmegnS9CQwaANxl03pFBKb1JlpMRb7/VRhit/yVjM0W89LGsj0FfUG40ORPQr7pJEmSJEmSJEmSJEmSJEmSv%2BIX0wMdojz4nM4AAAAASUVORK5CYII%3D
96 Kazakhstan 0.756 %2BgrRry5OcY8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOyPlmAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABStJREFUeJztm%2BuWqyAMhWUBgfd/4RwIooC2tsdoXWv292emWmE3hISb0wQAAAAAAAAAAAAAAAAAAAAAAAAAAEAH%2BxCdEAPxr9Uck/Q6a4yxRXT%2B17hnK%2BeQ9cbgF5HsKbp0Mfpf6noNk8vidoyazJ9%2BywPNzcEaG17qKr/oYbK9NW7PyO1XojF0k5xPSL5si9Oy98zWdvLZmPKZnXGPMXYyc215M9PcTZqrhZmeYuzVzKKvsBqUc9hbYsdDjJ1kVDOLPmai/Me3trerajL256qTZlr%2BqyYOxdwpnohvyI1Qn/A/V101i5FNbfqwuEm6HCfxeuPqM%2BnDT1NN0iz1F2dewvTq20l2ueQb1WN4uZdiZx77XroUU%2BAL3WVubf1LDwmGchQbg1wl5m65fOpV/yyG0OIDB8mwwIuv5Efj0Dg3UT2X%2BCPNVbW32cql485p9PWYRZ2w9eUDsmr5qTmaiK3l8X3nugT/ypXfwBIEZ8Icc%2BRKvEbkWL%2B19KWhpy7Rx5Q1m59wS%2BgOxveZ7jOy6kliCkswkfbyN3VKTt3pW5cW/BLsgjwrP6CJhldChsLJNuW1lW4S7Szz2V4f6%2BTA3uPSyUq5G56zj58HiFY9eCTf5bCZbiR/PK05ly1/nLadlzw9TPvipBCoqDzv1vSuALdjzFa1z7WVHH6q/NIVvWbAK5Jdk3DzxTThDuUDf58SB2b/sGp5nH3b/rHk2sX0Po%2BZU23nJtex%2BAXrmNpJlmp9TeTGuHhL/s%2BerYzkeaWE6HYUuWrjlLoX6SfH8r5OexVWQ6oTdBdDce9SF8lqwYfj6OOKNKJHHez2V5NELi6eRw2sEltTRS5oFcXTuzFuVIuresN/L831ZszpHiiajjqzUxuT6Yk%2BTBkPFH0c6jVFKyXw4%2BirKVppT8Pe5x6sNw8PR42mFfJIK7HMZdl3AT%2BoeGJZ0Nbaz%2BBtDu8hjalGzrmkOM9i4rfNxgrmyT2HNApqCNXUu45w3kDSmkzKazQ2lzfvo2x2iBXCh8SoqCs6b5LwugA9eLhKT0zW0Av4c4l1PjuP9ru7Kj3R6AXpGVqn4N760dSsURufXoLY0iwb8GZxVMUZt8UqsHrcxiRea1Z3vpRXuG3hVqELXbdXRNaFneih4I7n13p28X7ZMW4MS3vx5Es4kCxE6B%2BkMA1zUud5tSZa87%2B7rt42xeovS6/let9eqquGX8U9Lhv/0fQoS65rSt3AqQlS9NW4UhzYzpJdGhekKT/FC0Lezk59axpnjuc4Q1FZePmdl51EKDV1PtCKZON8d/uNCidHboxttrau2mXhMFqy%2B5wCQJhVZy37q8wl1oz3/IVbtJtE29ftTF5fd0042JjPLbe68yCXHlMZnbb/yFZUtwPCYSFVzjDJSSwzPHeZ5P5kSWYc7SWLNXugPAab/e0UVt/O6hkX6Ue35X7aPk4taS%2B8rAfMLqIkg1XIRsPQ0rw5/LiJxHx2o%2BYDvGlr3hqu18DtsSW/N0K56YBbDiHsy7Ht/dZu1v6aLkc7GbM543ktNTi4aX9pNndFar9c/nNm2wmbo7QXY5ZhA79YT%2B6Mnb%2BWd9O3Ufs2M4sKqV0mRy/GGtnY9cjXOo7r/ZnpNjNPuZ1LVSTp48WX2NW3FdaxUXc/HixqXoV9OwDm%2BrYChdml1lvkfvYCxtGkTrTZSJ7XgydpbJffGXnzjsPVHB9VrO/mxBgSUd5xMW73RZJnwZSUl5GfdZH48YIBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIC/xT9WZyCgylzb5gAAAABJRU5ErkJggg%3D%3D
97 Denmark 0.752 /QrOslEtbowAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAiPHoSgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA8lJREFUeJztm%2BuWqyoQhGEhl/d/4T4BFYjR0KNntGav%2Bv5MsuLEsukLDcQYQgghhBBCCCGEEEIIIYQQQgghhBDyEyTaTHhahxpJtvG0mCEiMUUR2%2BOeFjVgsrvI07oO8XFPcoC29Z7g6CdfnsRJCIDm3vOKFN7e%2Bqc1frDEnF/0vV6mD295WuOGkPp4EzEp5b8Tqmhrp%2BQORMnrs9VVgNyjy8hx/4qQn6gkFphIFMXgL59PN8r6ymxGEXFfzPh9JO7HWsWwv5K15rLbUCZgQRItI3fur/vmQXey5uGhnJL4JgzV6qohQKGYtJVuqS8QXYxoi/Ps0yAOonRpMzuHx3AQUaqe3ePlThCmjjqvXq4SDFOb2dqjfmqdfEwoybpIGlyRlvHwGAkkU/z1K%2BJm0eJw5npD/6ieHzFC0ZRqPpBSRQeY/kUrWgxQ/gjjtqSaGsaptTkvmzqBrDZpZiB1DutBIlEUhbw2twEkU/9AtMdJH9qGq5SXPyTarK0LiGhVJyBg1SUNRYdlSW8qryECMQxFu64BBpnnjbqAttyX6wrGjCmMGq4mOl80QZTxtWocEm3nHWY0874HN%2BptpfcOpIz3dRGytzRIHA5Fu5CaaIzOdt11O9TSXNrC9ABrDj4c9XkkSmcbQFZrapQdu2qztBWo3PEte3SiQcKwr9AHdKJRdrh%2BJhrBo32VdNyu9pohCsvLchJj0ro0hKGNnWQoZ75iwvFo39WNQ3J10W903IDXJgUY5zDdGswApEMI67xitNTlgTSbgUvL/IHDCcLMqtntV%2BeXaOegSmGmZeC0N/qtZ4HxDdNE56Olk/9Qtsy1IabQjWZHic665KUJl%2BVUL5jkWfT6WsJc9VLMLIfyIpJfLGwyh4ivJwin5HFq4BsHUzdZP4RzjUwR/ZnuyjEJB2pos18Na6YDdGizv/bYTtZDNLGf7NizNo2gdt4RLU3zY6JGfATirNn9Xjf4CnC5OIQfGc/9to3nbYdVdjwzEdsqvNRUqSJ3jRfxotvA3P0K2bw/LVr3r2VuUI7v2537a280bd6frYK6Qep/9ePyfOeEf29Ej/e5BnI0N2ycDMjNfS6luvyrh%2BGxijfRJ2/17g3uYklRNGVLQr0quv6nv6N0F1e%2BKLpfxfO31EFbfnxySXToiotsU8mv0BbiTt/sLeSvObSW%2BmOf819RQs%2BXh77DOUydkl0xzzpa7sZlUbnaxrXNrauPfye1pt5m6P%2BHGs4Q221arqXNh4h/0NDd6dc/RbQge4SEEEIIIYQQQgghhBBCCCGEEPLP8R%2Bl%2BqBBCRW%2BggAAAABJRU5ErkJggg%3D%3D
98 Thailand 0.750 %2BwnQLq9Qb48AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJo5BzQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABhlJREFUeJztnNtyJCEIhsdS1Pd/YVbw1Cd7ZkyN0lt%2BF1uTnaTyhyAg0Hm9FovFYrFYLBaLxWKxWCwW/yOo9QtxtoovQKW0YuxsKZ%2BDqvAUWzvlg1qPnlXPVvMZUasLrxANiUZitqo3BEdWYPgliU7OrTQ4I0%2B6plOHNuhLih3rBeestc55%2Bkh7M1nlgd3hQwOkl14bk7wDjQuuo60ce5us2GtkI2uHHPr8LoigBTqjU6VWwi8fbDh59Npoep3%2B9xT5TPgxnAjZwaY%2Bv/RKZ8/FoFpTPNl/slcgQTUWYwYzH%2B3oTtHaijB2Fo2umrlyTowijG2jrqDl6pRdJUar9GTVwdDwYs3u6u347gEzW3UUHTRfV3XXddN01SFi0D%2BXdt6c0j1TVVvlyGttQzNF69NB5CRprtxmEJxCNLbigVWnnwb4K0JVMu%2BWQDW/QWgV/FAuMLj5AgaaX/R7%2BGLVNBrm4AHZTUhurFZwnoOw5drJglJ5cCL2Iso8Lov3dz/r77m9DbJoMiwb19dLGE53kOZ7HDyocrJcQGV7E6S6FXN%2BzzlAFIIwixxe0kfb4ExXBf17eS1hTUtTatlcy3FfnExsjlilmtktekTTnG5acwQ0Nr%2B3e9ezmdQcweDR2LRmSDu3DoBzRFuypO91zkmivYr/qq6uBswRDTEXq3q7/YY5JxFTkG4fxltU52/ob5hSxXW5tb7JTL/DlvZBl6X15RXy17gilfzja9n6JvX8DldOv%2Blp/ncehT9SRXMp8fXv%2Bq5y%2BRkb0aB6TlWI8H50x72Kxr7ZEOyK7DFU0XBXz7UBwN502k0JeZ0x76WBT8PQaF2Sy8t0nSjOqH5wDMFiI%2BgqPtIPPdhBdI5yrW7ePdG97OC459Pho/Z0z5ez2tHBOp1E1xc7UmU7WnR0SugMtvFI4OiYh%2BzUNzfyWxyrHV%2BB8Pft/P1iOsZ6dAGCdACP48IPyVF%2BfNXkFfbeqkHn/u/oThObC3p8umQmPf7SRfbCb9wSabKLoGOFZ6fcBAx5dWuMdcKWSf%2BGKXcuw6n4g5SIB8kOx5fTWQk59EffnN2Bp9Ih7/Onu1mjl%2Bgg8D5ybZzIzBsDJBzHrIup4YFNg332oLm0dOHNabTl/eDbszWzavLQ%2B8PoSo8haJawO4a85rar5g8TN4p1ySWEaE4egqreCSLV8nUuZKRoZtWQaxCokbi8T0N0/rzLtaFZ8ApkXA1SUeFuGJOOXjCzmOU8BnURnQcE1aZ8iZRl5gh7MZbNtl1BQvt7TpqZiTi0B2uKaLN7M%2B/8ioIOYlzphdTPyMnEOJhUGb0nro5xg10Db/J6Z2Ms0edtSCHEIQq5hfWHKpTXwMU5NBMjc3JpksnOwqlG22kD/DdgEp19GePOVVT98fVmNCr2QU7beNlJpoh6Bwu7KKyj6nkbhLdQUrxqziVTywx6yMfuoqyedu/%2BBL2r7SpWadW9GPJrTEN03H6UmWA4uF3fb%2BkWINM/6gXlBOVxgc9DpSDRfFOi4leKEbNFfIkRHNZaUI9JalRrQYXzpFW7bqj0HD/0%2BRsUOOh2KLQoukbH%2Bu5RhubcYaVWzC2opy%2B2zG9BrbAHin6eS0PIhGJvrg3ihuyzRBv25mxp/YxgHYs7zuHonnIeIRZ35CNacIOjYJON6QZOj4HCE0SzYyQvxlh%2ByI98NGTOJ9DmoZZwQzPZH3LLrmdHbzQ1XKALRu5caRrN/uT1LcsOZ9%2BfecaV66hSP%2BFCflzL5QdUpeNpDmR2H0vPLjnSbXziEVHvOFBpP1cpiHMe1PIDSJ5wVr%2Be%2BCT7p9S5bP4fJ7%2BlVwbJ%2BcYCD%2Bg0xeW2%2BigUyp0ZVrDWePXVXEkfw17CfxtK7qDzhC1/DcM8wT8yZbVYP2mOUQLfA263Bcy3mDQzQhC6TrOnPplYFiHly%2BYOmeFltvxHC2fvd78BsaT0/LGMZekbSGupQ5xPNfXo5w2/JIl2WXdSrWVnGvIGQOo6xSVf4FqPHnIQ7teFzbPkwj1kSxX9kP5NhOcDHvFBlQgNRGNmfE4dwl2bZ%2BSXLVzroXtQwUf49JTAbB3f8TC5i8VisVgsFovFYrF4Kv8A99pVNNCCL6AAAAAASUVORK5CYII%3D
99 Somaliland 0.749 9wvQjq8vb08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhmrEWgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABOZJREFUeJztm9uS5CAIhttS0fd/YRbIYXJU05JOtoqv5mJqJ5v8IiIY8vkYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhvEICDmFyISQMuDTeqpgit4RXkTLry6G/GLhEEilD2lhXMScIgt/p27M8UwbQqLRBPi5pgqYyMYla0KgIb1KNmZfV8TjCu9xEmiQzLDsdJ/snNqvJSm%2Bdd4xtF97FZ7I1mvRX5p0mpULBrkAcnRN2CQFnLtmOjL2LZ4dXU6su%2BHe2fnLCpKL%2BqqBJzA3iU5fWQ14pBhpKwr5C31HoB%2BM51z10u80i09NUHDXMHsanbTurN9qTpKTRFIL/Jv/5h5rYAoc1RCSGzWjJB9/lw52HtcCr8svlS6e4OeVFcoOAo3rKQy5ngu0AL2X1I8eMdvm42KPXiEtnMK7wjpZjK4EjVzugvyLJ8ExDnLTFK/7RaflZGHJ3WJTfE6zH1DKtB5kmNZOt%2Bh1nIvnu1cuzcIEm/d0OuYo1SmaF/PqvvFsleDaoQ%2BVcfZfcnsYTNIrevS/hRh/4gRhMyP77I1jhi8HhsFBOkNe2oeLE9Ww8psxOtCFea4DeNJqmRGKkfssjVs7D/KOnDf%2BRQ7kiJb9vMPJvyVX9owRCVV9lg6HpsGDqYdpICiaRR5KHehpXw6uTTIPmKxc8aEy/mSl4/4Po6HRL7a2v4tlI2l7ZiZTd1n63AfDJv/E4cpB4HYaIFyoqJCik%2B/x6WJQXv1NQgfH4P6sgW7VZWksLHdY/o3NI/m2QrVHYajL0qz6fPsKs0agNQ8cg1XKDx8743Qo2Y73Csp4pth2vco6hoJj344Ixe0ARr2Rpfd78/zMTktjfdBUbWBLqtSO761cGgtw1Vo69iZMqcVVg67o1Gtp3i6qcx/7y6Ml0F8E5LqHKGwpS7DhqKJGrg0ctc/iNI4QagNXDh5Nh0JVKAwXMx7Q2L2XaIjGytFjfqNoqe4KHqAcprVEl932raKLUe29ogvCXrkQGV9I8OGNIY/BQgB5ZZwWsJCaK%2B%2BIGtv4xPmt9AoAoa%2BwXXOe7kW9hzBZ0dJcu8VDmybdmFc8ub%2BKHN0fua9uzANFQzPcXnJga9XcFDVOfDa39Ee31CxdksqRzxp%2BFbDzYEWnhraX2Vc5eP2uuL1Efe8QDir0vtO31b2Lh1odhF3I1qoDaF%2BJWsdrW4LbtHqh0pxSiL6pY%2BUzvplYtinpnNckl5QPfjbIqx8/vUhRMTWfLN%2BzDJcPkf7Gwd4aUc87uNfQI6Kb/bvhfLVGJn%2B7z6PXQBjbIDpjNTtHWx%2BDDoPuzpkN3Nz12zZO4GaZnrcu4Dzcvgr3iLnLJ2jn/No55udGJ53RX3WPJv6/T/T4Ut6Knxy/sTe4GLSL%2BkZwSKVEd7yim4abfhXtdsCYAOJF3ZTuPthJDXPaitLx0db5z5n/k93fy57eSXf1P/mnO9ZxdQKwSwePCPU%2BobvZVpFDelLQnW8oZS/D3fWbFrOCbtzXQc8A%2Bwb7UfeuJOYuEd13p19z%2BDEIDmmVl58FD2zeJ0hv0M4fgOrWEOP4I63SoSG6/A6WfR6mkdPZ4hdHDyHxLqb9p3yYwys/3RqBIU7LV4gM5Dx86vfqj/vYrEPC%2BrfwwoHx34jYmID/Q65hGIZhGIZhGIZhGIZhGIZhGIZhGIZhGMab%2BQc/W/PLWx1RAAAAAABJRU5ErkJggg%3D%3D
100 Honduras 0.749 %2BgrRLq%2BPcE4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAM5BIMwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABXtJREFUeJztnGmbqzoIgPUJWf7/H%2BZCzOYSWxWrcy7vhzltp6OUsIXQMwyKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoih9jH1aguPAOOLTMhwGrf17QiuKoiiKoiiK8q/wB/cjaEbzUrEx%2BIkAcwlJ5jduWEleO7YY58HFRzAMgf7xT4u4AD1r0rqiYARvTRafhLZvMw4EUrFdGsTgksI9v47hEdF6sJInweZ4FhjiB3LwgFx7BFby1sr7aBYDfyoS%2B022gW60PTXWj8Jiv8c8SM0bhoFrzaN9i7JZzWtJgIKGWb/3Jcom6TbUPMSIsXwRAV%2BhbKDY0Ht9JRyHbLPwR/D%2B11EF2mzxUYO2yTOJGMbNZuC5iyIzhtHYfXNFgkSMP7LUZFsGgJOm27KxW0gyW9sosHfv9J6QH6bs7vh36OJLdm1Q8uAkM8R6w1FgsBwdjC1KQ8w/Wb02hGzNk1FYV8MOulJi3VpRUSDAVG1Oqx3iPVlpxrgYKOiZMdNr80rJjUvv86lGMUn7NxHGEALfzGRbZmUDBTZTKruozmwWDWiW5R5GielV0sJ9xy04Wh912FgiNjnbUjGSnoa1l8FKn%2BVvyVLuKmAxe9/J6/uVgVTCXXkzkJIpvp6OsGsDqb9CuEdqihwXF3FtIOUXkzfIm4i7flXXsSwcrxleFxAITNiLyDVyoqTcTiQF2M5aNYlmFDvW58CxrpWPE3oBJBnIlO5lakCK/k7EubE7HuHHRuxRoAakC/qeDx2%2BVDfq5TpEJJJgTIFC5UHXFYfSL8kKvyI1yUyFAexks0PYHT8LFsqeYV1fHSDl1/6yHuTDhdDFNiBH2LNRBMqWw0rEDqYbPyoY3zGeU3UsHVPNaKQqXvwmClEBPMau2vHlhfph9/znIF94NFSHPHx5W68v5of7njiBdUN5fH1D9QUxP/x8qdjw5i3EqSqkrXCdlB%2ByKvaEwYvFnmmCjrjQ3i5KDA4Z0xmCMRcKBte4gVjES%2B7h5wr1jjU8ZcRrW1yqkoouPnvP1wDXBCxwKUJ9Ey0uN2%2Ba4U9ZoX28sI8lP5aSI6DEBgAboSVtOnu4q7WolerrIVajFnVESIaBIUSJ/UaT5CTYJiRRocdm54ZOtOE%2BS0iCycVJbgMXzPcOgmncjFfi8D7RCWufTrBgurFFyqkp1PAhVpqGk3Xydxe3s/wk5olBphfRv76pPiPkif5cvXkMzIsp44n2FzLH20QLEWkh4CxE30fcJ/IDiWaN5ZOEX5zDBUd1NdUK14MeD4BI9Xw%2B32zK572G5y4YasLmQu6LBoIQ3sWq5sT96qRYPK9ByWrxE/mEaEgx61tDiX8G%2BQK0vYKfTlG4wEEbUss%2BZvjP3VieZOEjvBClZ%2BGFWq8HSL0IN6Rzzk8rPe0h2JRpvxoXJ/x%2BQi9vivKjD1Jj2p%2BE8t6dI7nbMKUUAQueD/I3FxvJcoB2e6ao1ac0eKl7exqc7e9hS9X5FIJNqXkrVzAPGEdkdl%2BzFQqi1butPtwTxjHRrDBuFsZZv6t2AD5jHPHWTQNnsw/bDeLuwdneusibJt22h2f4R%2BeRMW94t4euOseN/leFUod8PmA2jxc2i0Gy56fHCZNdYypHFuncbExuPmnPRQhDikudTlhmxnXGAfMCmePQqwm1PduKuQqEPJ70ktFv0p4rE5nVx9B5M%2B95dYZpn4GV7UuVnV%2BM9V8j9IvUPAFTodoYB/JYZPOcz3vfo%2BYJ5CaU89UPA2u9jNrxruFtIkemKZ485Vqa8AjB9b7m8AYwTZvy15%2B4X8nyxnO1131bZAb4sUwZT5U0fYK36rjCmk4zsWH19aK3wobNU71/6j9CQZi%2BpPWXZFYURVEURVEURVEURVEURVGU/wn/AaQuJct/7GX6AAAAAElFTkSuQmCC
101 Bangladesh 0.748 %2BgrQr5AuT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhEUhmAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABzJJREFUeJztXIGSozAIbQYS8v8/zAVI1Fh1a9tDO5M3s7uttesLEiBAfDwGBgYGBgYGBgYGBgYGBgYGBgYGBgY%2BAuDVDM4jhsBXczgNCL/HOgUBKG3%2BFfIUDElf/ghrxggBC%2BvHQ7jHq/m8BhalLkqCrBLPV/N5CaLRJJoNpidX83kFrDSbZk%2BSZoR0Ka8DiEqAvEgcjTTYB9Qsyv0gnHPjxoIQSN8s%2BN8N8EQMKleV%2Bj1FDc/zrsgaI5kloSs4/QXe4jV5m6Lkdwyl4qYvYaim7572T533JghZ4z9XOq8BQqYDawy7Y7oS8Xi23VLQQgv2VeSBRlrt942sX%2BFC%2B5EdBqIIk4PHTLehzjtOJClfwJypIOeIxvwexIvheyLCVBjjKvzgRMIc7yBwklj6QQsRql%2BhEohsKA7n4vtvIG6uSluZpCLNmPT4praznnA5bYI5lOY8CTLvLmPkpBsEJrJ2ERoJZiEehXnL8y6EWGyR4Gy2C%2Bl9XvcQtmn2Uny4XCI841phF3my/MaVn0nqMGN6ZpZUxkXYaEkeF5o9A/N3%2Bqv/hM36FQ/DXLxLiEWBCM3pFIuIkMsLncTuq%2BA8OerN4InzwpXb%2BCAsjtSXzqY7hyK1Im/gDUUwJChKQlSkGqMNTI21zAHVEJrzgU5AsWwMb16TTK/JMfkqc1AuVibhu1pJ1QWx00pYVoNZF4r5g%2BtFGS9jTD6yTi3m2IkyXoNqVp2SbqRJlOOTq6WiIGZFHFIOooWa/f9EOQRRkiSILrntXG/nR8qh/wAgeq3c22z/TDkEyS8Z1SLoL2T/wa3ugZbYyF%2BY8%2BBX9gjmCz%2B/s9kxV6n2jr4whSSC8oo8SnBZQrYvBDrFdjiWxSS/8WEszFFza%2BgZ5Ek0HYneDyzJaqbf0LKXgVAjkPdmkiYDpUrDnsUOiGVtkgHfyeuyfA3qQhH8KtTNs%2BA7EVotz5heoF8FL9kl%2BbR6JGJNyk/x6Dd81IvILWY6qR01/4eRWwHEcSbWm5pOth9wWRpin2JynIlt%2Bpzs9Agbg/Sbie1K5yIe2loO%2BpE2rpIAOHNzN02NM2neutuH39oaIvoFekKWDupyW%2BDnmI7dScM5I8190RxC0kjAr5NSjQads1ar5oUpE%2BlrPV6zd9zUfoM0upJWRXzBdqgHtMhoXS7NIUbNyLstA2KojP6oftf41d5gx4%2BaBXLziGRCw3BgQDhyS73XA93J2ZTLseUpVfkcJQ%2Bz1m/jrB%2BPRUzI7ZuOkuYpu7xvsFpFNyyPtCHCoinuv7Fco7qEeCintGa9aDqsL9ivElBn4m7/RAN31XM1kqhqPflGp5S6wWJ3s2gHPREcu6JKarWwSfrZk3TN88bV/d86ccGK29mtViNrXMc2z7a2S3zcXZq6j3VxqEfND5Yb5tl6OGV6D11aTclMUNed5t49BHZcjuv15A8fynmdzykqTIsuSUnlfZ6bP4HqX9Ihaeith5RslxYlBtYfN9QENf05DVf2IcF0RGczuu4nqOE0HPmXSnp5hqSJ6yC0TJRc927UMuJh7qO1HcxH0hw11Uqzq/1ogQfuSyq28GPhE6c3UzOAb2%2B7KgjvR6ctZGqd7fVtHeNUQ/TdRqAKcpTPi7amkj9FCSxbGitrCot1mAfbBpZQ%2BTCRIGFzUXrlKqSLRrA2WC87RdC3eZmK1PLBRBKeiFXIUbvfyk/hy8vWcHDuuM4hP28gmTFZj9rxBPIiF4fUdbccWs3/gRg2qgFTnF3byYqQmbMuKEXDM/amm7x32WlprRcUz0FyBrb0Rmw50yLloPFoF7F6b7ITir2gJNSfWejsC5HaSKwhT3YFzvfngk3GcyGUH2ITuBuF9nsHmty55GcS9W4y%2Bu/3EhlqU6BaZF7sX40aegpp27kIyhl53SPmWC1qEMmqsMHkV4XILPdA6MWk81GKjmTjWy3C0wVbY4QyFDJgyizmhLOW683OMTVvji1xgyvS/kotflhSSZV0Ui8IoSpyIYQtcJp6S/sK5BWbGLNeUzt5zX0EC%2B%2BmHNNGO2wX0L7fSPkJ6ZZvChpnVKS5iTcvU3qKrtcsXbCH28K0GGNoHnCakRPiWpZLk%2Bcc5ymS9XCqOiCnsAbSc7dyv6//AtIqVq6aC1yjUGxC37TB/Qfecd5D7Vfu5AsW9tswtudY/4lrxqZeckFX9Zfr3tXACXfsQnVE7T/42%2Bm8lHKwJCrHw9Bt9QSFKzabN9Zqol/7SrMwhkueJaOCy0ni5xe/kTrSF6jHo1q9U9AZ0N5cEJu%2BA%2BpsXrznZuI1psw1SXeQX8/pR2CTdP1zXCW7EdSRt9TCrzz1RgrNErBY18dv6MdDH6pgBoR2vf39gKFWbM53Ul4HaJJ%2BpF%2BRs1Yy7vqwmH2w18atryLtrhHuDAoXLLQ%2Bxg8q9bre/yv4yccy/pJfmfGTU5Hv%2B7C6gYGBgYGBgYGBgYGBgYGBgYGBgYGfwj84NWjcg7whZAAAAABJRU5ErkJggg%3D%3D
102 Burkina Faso 0.747 %2BgkwUNBukLEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjKDB2gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABYtJREFUeJztm9GWhCAIQNeDov//wyxoTabVVGrNA/dlz87sFhECAv79KYqiKIqiKIqiKIqiKIqiKIqiKIqivAcEj8EAoaW3RTkNmAUPb0uzAwHYCJBolmVG/sESI%2BvbBPwxdRNYH0yO894YK99BFBbke/eymBkE3rFAAaOKGVY4xkfwK1vmj16TsQB8Jd0fWeQPrTxLZss%2BWssPYIPItTZW8tE%2BolGw8G5%2BIPoNTUMwrlpexM%2BxKJ74sSaxIdn4u1BYtLh8iKaUTR5NjMSb192HSLfWMiAAOuMr0cjKpz9gHazmQjqbfN2mCfATOnbbLwcYqKVD49HvxmtgZb8sNSbnkKAY/1jThybLPoVd4HtOT%2B6/CChmEUge5HidsYmEHet5AFpFCckqYhBxX52DPJ4fKtouLPOiLnHKNMeTrx7NnvibMeR6Zg83iQEufJeHTL4WHgQzmW0e%2B87wkn1Avga9Cdf%2Bm4x5wYHQ6v2GyybK5vS4s6aVmHA9MJN53qzt7DhIlp29YaAidZ2djIQ%2BNiweLtirJi1E5wgPir0Yh5%2B2gtevQS7uxB5bjrDcKvBm6kw42cQa95zUbln5gXV8/xUHR0/FRnFXcxHgS0r3BX5lcq0TMbSVqV4E0y9N3naqkQyvg8i2O1YzPPu7ENrC8bTLGRzSaV52fDsndYG2G7JJAwwvk4WPXshFV9d4w/BEMM%2B2rJJCN/sr/0S2F8z3jcm16z2QglDnpU6LIxrIjYzuy/X8%2BF2u7Sw0GYSxPo9s6F5cdkFsZAqK5G3vtgyNCF/epRLm1Oi4lTEewUJj92WTshc2bOckcNnuUrsBCbBNWsA5L4fued9eNbSBLOVKxcDGzKACBzhVWqshJjddb4DsVPsLjavfei/1MeGrFBqpq03jqeriVdZLGzu7VIm3drCmJYXq6Z/Yg4bW7dUGVAjZb6tL0piShtoIocvOXRepcW7O08YtmqnVgO2OOm2r5lBYvsx2NlZJME1FBTKll3O9s8iNykmjWVPl5MKNWuMhvnZxtwqaC2Ib64t%2Ba7hdxlUCUnMEs4XQvR31xiLxzclHaR693Uc1R9GjMlFNQNSvs/H6hbn5NteRsIXQnY066UCKbF4CGDQWBydMsZT7zsUkk6ZsvKzHi6TSPKjrxkLeG8l%2BNra7PLo%2B9aYqVexpH8TWgSnc9syia//TM5KLrZkqgDVCfxuOPtx8hTIeUoya8qWc9PTuSbdN2Kyd3FyKc7LowqeIlHouncOVVFA2tFqrGrIuJiWCCw6IIFjEQEApjYl1tegkHH/njOtfUtqpDEJp1bnLOmD6L5IBuIzOdbYy8Zgppw6kai1z3Z6Viui9RW8D/PEvHn10ZnW2aOIk04i5051lTUUIcMevOE5jFYZLtv6sD7vZeBHbb7ksGFSV3k0S1/Met2rW1Cn4Vey/9tVkzRfr2KZ/gW0i7K/sfIbpzkAjDhs/OCrsZne9Mad7ZxjnJIfCLLOEZNJg9HmgR6a/TWzg7GZf2QTk1Z4DjOx4%2BsO8fJk1hWvbOju0SztXl3Zu8ZnqpSualqnesZ1lNg462ALN97/g9Nbzy8M4ytGnSXV3OluFhwa%2B4UjqdCYATwodzwR0E%2ByQzY7n7FXi2ZCTYxt260zGKMoJS4rDeC7E3DM2ic/Y9HzO5SFM3vQk8nkKL5YDoTzrUpGdKHoISMKJRVDa6vE%2BLzmWuUFg6rNb%2BQXys1uPMSk37fQWF0govZhYu9g6JZf%2BBopTco8x7QJdtBMqv7HRpslunEeUjzaf5REwbfRq5wfpaFMKjRAFz3etHp%2BcN66hnXAdzLqNFs/Y4ueM7dvQpmVy0ua6VDsfxe6ngj%2BMe%2B2IUAOEv3qGXVEURVEURVEURVEURVEURVEURVEURVEURVEu8g%2B3iTUkJZUv9AAAAABJRU5ErkJggg%3D%3D
103 Qatar 0.744 9wrPr48vT28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAn%2BCvKgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABxRJREFUeJztXYuS2yAMDAMI/v%2BHVQm/cIwdAxb4Oux02rTJ2RtZ6A39fAYGBgYGBgYGBgYGBgacMtibQw7g80GrCP7v0EalNBNm4u6v0PbE2Th%2BBUbpvyFtUAox%2Bgv0JHMTTulYtqj/Amuj9vrgXk8aHS3B/T955fpwuQf0huzGt3V26sUrES0JWR9NnH0zaUNmLkXPv5g0KJt%2Bwyr7VtbkBU%2Bokc07%2Bz69AcqfvYVkuVtSuY/L5fZtut8BRH2lAVZdvNkLXplLD/JKq%2BfV6TIMuFD4fiDSl0uNA2zjvTH2RXGq/6WzbPZmvCYHMz8XGiIwWQRi/5L4SWfYYcoKXqHgmOU8SFXeIGuXx%2BLc47eEyfTSb0gLIJdDnjrJIN/faSNCJAOosinY7pLGgwkjo8zA0wfQP5kBpZdCB6KzZnN%2B9IbxqRSsf1WBK3bMIeTi5Kat9c6RoJ3z8zc45I7Y2XwgBaWU0oLnVNy6g0ogOM7SzS5SOmpUUyBHpcBF0nQqvnyKHoKB7QOXKYM4iDIXon%2BXRpEexVYUMT1t3lSJ3lccTz9LaqRnXe6afyEvs/t1DQpMDdDvpmemS6uQDEfG/bk%2BGdSpH2nH9izT4rKBND9SSkHQ7Y0tuHuw5p3sNMXyHksesy94Pg9h6qXkRtIMH6xkD/WYGyvZTgKB6%2B6ui6znbixml0OJsmfz0aF9tHSQ80n7YNiNa9/0WuRcEv8z7WA6GrOGiTOFSYv1gJxlBXOGiPqW938GOIcavKKAXDiHcFlGZPk0tCuRzdLFEI/aOUXJ8BXoVp06bdM8Dsuq6Ka5CJIzaJ/RnTDBha9fsVUBxHHSEUq3wK8pCfD%2B/ooK6U2kE22ivWn1cD2a/qSkOvjk%2B3e2ei9abKLWdpKqo4xVk9zoF2h9/xkfgn/XIFuM%2BhC0HrXOKvJ%2BUtV3eQWJTSuRViqX9JFivlPNRVzTZcYqt5SYCGUzlnERcBuLQHYRwPlhzgXgexbkU1QKzMJazTIsYxPS2jxfmJKqsKiXCq2bCnXBo%2Bfc0CWFKqvVS/GcjaslJ559gZMVINrPnS8eWiauqApgk5ogWdlbrg0cPHA3M/9WeBhwCjByMepaCQ9KaFVJOJzugwmWq9fMO7hFW5abJh2gnH5sV57FhSVhJSQNSEkl4ha2Z1i12pNGR2x0z64qXNVQa6sfK9U6Z5B%2BTEKdgU0YdaTToyFCSg2brahSj3QPQKixGF22qt%2Ba9v4gY6kjplViSZMWaixGWlcllnRfS8h8RDerusNJM07GfMRXrck1TtjJDFPE0q2xeSepjkw3dEe6RtLpnxWZAIn1uGqpJ1JbhjjpOuuhlPXHYQWZWZuIdFVMFrLLYywuTro6EUXw3%2BtRiPRmMX5Plv7Gd4orYz0i%2B/rE3MP3RLWMc4lE8USd4rsYJuPGbRx7PHCHvVILxR5RaPdIHWsf7WVPft5DVJt4pM65NxdCmW3kBh9pOexXs9RM06YTj8zy7HNFqemx7bqPKOCOtFgJYVuJj4w/70gLpYg7%2BT4Rse9Iy1WoN6pPaOCOp9wQ%2BHabgibAxdXErPT%2B0o9ETNG6EJwBx/UhPnGTqCQh2ilaucIDu2ajdSE6t75KBB/YgBXFomIl9YBt8bjqacDNnQhvVowcV61ljS4l2NsK2KjWk170S9DeLbdaNLF2TGPtzTUYdFub77X%2BZRnOy91hV4JFLtVh2TJz0WSIaV7q1UM8i5lrMy42FSxqZzSWxdFAOcLtgoKkG6/3MZuMNhNun2VCtFLUUyJbNJ1fekNfnZEH44Om4TCy5WdbJerJ4DXdahskhBXZxrSd2bc9qiSwLl/4aJmua30qDI/G40kj4jc8Lwrf/iQb3jpZGjOxnLED58DaFuok2Tn66S5nZvDkdAlp%2BjnX8TQEVzJ5BTyWnzc3%2BSx4I0P23nxlTddzSYzxKmNKPUD1PpTEmHn/6W2g6378CxeJeP/pXdqvOPtlKt%2BzGbnaM74g7MGWLXHcweJdwmmE9nL/FoINX63vJndGlCoxJ2VP5M0bxidD0/sMhM9XOQtd2FptPUQiR3DehF1E0z/2P1nxsGULwVs9H5FB2qvn19atC7U4xnoGLNik1cDpiAzCdGTG/rCJvqR1gcGF3gav5Jzm/icZpfckXOKJVk0dTvYkXCFzn5cE8nPEF5y5iblluM4H1UzI3dbr30D691rkVHB9bXsHpROu1yKEM5iMIxfzCQe/NNzafoWraZWwY3jeVo6UyXZMC79wntrOB/l58uNA4n6LmBlw2uWJGo1OQf8D0GJgWoSUzWzqHnYQv4l0%2BhCGXQGJPmFeYewiuON/ugC7AhJP8XY/iPALfJK6jhLEkFvFy5Pz3g68foHPzqFEm6J%2BG86C/0oO3nn4NNH2lKxMNvmYlZ%2BfqjgwMDAwMDAwMDAwMPAf4h9LAmh0GP1cwwAAAABJRU5ErkJggg%3D%3D
104 Mongolia 0.744 %2BgnQLY5RsHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgebsngAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABE5JREFUeJztmuuWpCoMhYtFuLz/C%2BckgIolWl0ipbPO/v5Md48Fm11JuMjrBQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgMfDFF1IOE98t5o/wNFZY4xNmm360flHC2cKKjIu9rKPQZQ7ulPWERytsbHhKjsZyiPt5mhM2FPGXuz2vxX0ByQwnLHHD4Rnma02q5kmHjzjn2W22syqWdNwP%2Bf4SWaTWqiC1fCjnBOz7X2que6aVInLoSElLjm%2BFyby7E3VL00frtIhQzDzN5/jZM9Qsrv/NRAyhVKRs2ZeyeR90TKmX0cI5WyLrghn0Zc0cGX9S33frxO0xDXlNuLIGdObJc/Y6fTMUhC4yKzNNXPJ5q2tNI0vmoUR7jOldYUxVHki7vrJUlqZK%2BNJ64%2B5Dq40RUOTZtZHzVE4dWgufqynvLycywpe70GtUneczGE9RRR55sO5tFPze6BOiqzfDGgSHLUa%2BjfdEiBM1SdolRAXEbSgNaLTm7B4%2BZ5L0di5Jru3Iedonou523z4AqSD1p/ZhPSPSvo0P3MaFs8/rwZhm8134tqJ4ieDWt/CO1OpKKm58rbtSSfcrknhu/SxcyQ5Sb0qiuOIPEw2bdulb1eaWjJkcZJmEle5EPIIUphdWfpa%2BzzX0wMvaajFXIcT2wnd08dm2uK%2BOhXmyVza9iU1ORysEE%2BwUe37PKk%2BPsf6K7tzZYSbdeWLffHHS0ZIfIjtHKj8cmkxiSurQ%2BhrrY6u1TnUToE93U8dEb1Tb3PQ3q7nyguoLeDerXUjvOYNxpVOU9VcZx42GuCy%2BIrXHlpyldmdebj9qkIYtBeoEtv1pvib6GH7l2obJVvyzrZ4lW6cViSdTe70s3jRLfq1Eu0urRg1XJX9i502IzYvuZtrRa%2B3MoNOEXy9P4mXJSJ73egPMlrWp5W73SWPird5RhmlWZtfjg%2Bp9/ucRh3HvtsoU1auTNyb7s5ORzZjz1F5PsgSwbZvlZfGT%2BlNzUXq9uGy/7ed5WM6/7l2yX/YY9oVdWVi0NM%2BZ8MPfJ7xrVOybxi10DiE/nCqdMQvQnkLT1vRc9zidCklpz89avH8EXu%2BX5I8Hrau%2B9Dz6Vx0154lfcPpgkXDtimf4ZNBrQcy7ibNWgNOxWW89dU%2Bn1pT0rUHX2f6t9/eUvK35WChWvc4T9Ecy2fmeGPdWHQ4CU9Kt6sWGjWF2c/PtO45/RZZ8eWkElVenEzS3p0sF0GMtSaM21l9wax6%2BUu6YFOdVarkEjjxxlpXI6rfvvD8ulYWgRx9ueBWHnUP0ZykbFapNL3LrSTrzYtb1htt9CLYxkGvb/ur%2BVqi5K67QG32LoJJhZvyTmx%2BSmjM%2BOMbpeQeZnNGE27n3qbeQn1AdW6SbpRu5kT2%2B6N5BqTVzoboKeFdSsXn3kQusCit5vQgzj/Y5BpWl8Xtf0UvAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADw/%2BQ/lOvtXu8WqxAAAAAASUVORK5CYII%3D
105 Grenada 0.744 9wvQMK5vT5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA8d270QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA3lJREFUeJztnMtyIzEIRa1CIP3/DzOgh%2B08miSbaVR1zyKTKW%2BuyRWiW6DHAwAAAAAAAAAAAAAAAEAi9G4Bf0epHKdauZR6t4g/YnFuxHer%2BBvqYZbD/NFKezxq6Xfr%2BBPDGdWVn8OUW89aiUzu5naUp2sR/4dPEr23Faa7lfyK6WFZC5COSB61UK%2B6M51OkyTHdm7bu0uhaeV2RPKQIqqNt9Z%2BxDr0KJdXRXrGLt7Z/DF/VXXR98r5LTPXaRUq3A4RPfKFdjMJM9nPE%2BzhLlax7NFcbe1H7C1qabqUfkKie%2BFJmo%2BqRh%2B%2BDNsRLv6AnicZAAAAAAAAAAAAAAAAAAAAAAAAmKhq69RbPej0W8sLPkV2Lx5k701qXOiMHhR572SsVPoBwf7Ub%2B5NStm7Z7QV6l2kPsOrlLodU2un0Ts6f86OKluVifteVciErrBqlb561xLP3JgtCjeVN/967yu1xB3G3lWs3k38UeDIHVm7dVtZ4xOf9xILPbWSclJIpljd7dvvWLBTipa5f1yMuZlzEjaRtqW5X%2BRjTTj%2BpsvIcpkl%2BDvb3IqukZp2PS3GlC3rtZmZvyaOF8xXzrkJnalBozZzYqVUa3ENp2g0Skg92QzLHjGNXGufhV/qf7PnHqMCY3yWaYhl1xVRJNW/WKayabsjSg/zr5FnBG7HL7TsnELNM2y4LR1WnzNz5DH1moqNDTu/UZ6p3zVuFQZ6FazZRNcw0DL9rmleJEzR4RSyrmo6zyT7WF1xoFdBlcgeYyHGI3m7VMozye5G1fAR8PlOIdEzuS2y2KzP9Mx5nm5NSrxryLJypjLPFMcDm3uV5kkeYy/84QXBsgVnerZl%2BuGmmemeTJXpeKANI60ykkuecslRitP0HKzOdhtNDV%2Baz7dPmu66EYneH021kih1TMLzCfKKKps5nBq42iuPmu5VnkPXqiyJ59Tsoi9Ma%2BswtPx9WFmxjlw%2Bf9D8dC7nga2XFX64JR/VafPjxKRH4zovnfH77vrrnHactZSkYfYtcSU0PwUv3Fvt5FejWJQlp2Q/jHslYW3Cu9GD3o7Hc/HNAvTT5S/%2BTsToiljq9n0onpV74naa%2BgqzX5Yzf098fO/ws/lELVO4mblq/Gh%2BP30sN%2BbR3SEj8KY71RPKd6i45sI7T9j/r/bz3BzUiQcAAAAAAAAAAAAAgPEPf4u3zPky9SUAAAAASUVORK5CYII%3D
106 Ukraine 0.739 %2BwnPLq9PkG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgyOAkQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABnlJREFUeJztm4uyoyAMhstwff8XziYgyEWwh4LtzOabndnTauU3hJAgvl4MwzAMwzAMwzAMwzAMwzAMwzAMwzAM81sAYa020n5byhuAMlZLkaEVfFvUEHDay7SH3iheu1/VDQ41SmvQL15CGNQK6CUvvA26Ffm4brhtEBQK0%2BK08HnEizd02DykG1CJJkMhznRPM5JMGVzB%2B0R2qjd56Aj5jOzSOaW47GS0Mskh79AK76A0qT1Ue3NLtVcvRixw2M8QnAPoA%2BKsVtV5wYIQxdXg79xxKvaI3mrsYFyXy4PD5Mcn/x%2BOuGD%2B3JFzdO4tYArXWY73h8Ys4FxwFGwdZaN5o%2Bnwy8vr4M3kXQN6p7GvJB8HCjTZHEB1nIPuyxWfzUbP7lkOjW3ymSNqJ/mdC1V%2Bo%2BQ2F%2BmKeJGfYqvKUGfkwnsXEjim8V/6Bl3EXZ/7KXW3NmA3Sz/jGWVeA9FxzslsgBFnk2rdUxEwItguGLAb8PCQjBlUZutdqmEo2lRBAPt/dC3KRypb7/HrvvHQof8cuKAc2ejXO2II9XjvuiA78XCAK20Asm%2BSD%2BgOrTkzNQG7NxF8hOmKdlMOWQVRnI821GLd8DHZGs0pEHNzcnG32q0xUPXmxBmHJswRr4HcK%2BTeix1E92eLaQNJkZU3FhPttQ6CQxsnul4GNNuSH4oqzY5B%2BLIYgqG/P9Tsh82khPDMW7DC%2BFg6Xq1vzHlDt5fKM8VPl0e6WSnxqaGrlnBcGpll5pNk1cjl0aVjBytPbMucKfrkdeRwbJjFsRXSNKkH6e0dsp9x%2BMP90mAOnWI1xv/Jmf2mXFbLM0qV2WgYAQboQZX1oolldZJTDJJJ0W7sVsu9A8PRGars5FQzrldgQ5WUhjZlJHOj3N4UWetT4GQIO6g6hhSLWC12MOtME13Ox%2BqJce6zmYGwDS6dWUJMmTqkMKO8Y0fhnyISPUn4%2B8%2BNX7bvH18fpcNVg3mhu3w4Au6m0dVzeGzWpOb/PmbGWcdrT/DInA56a9zDH9%2B5rJvMZ25InnyvoEHdjt0tES%2BLSebvad79T4Lo%2BVS9g06BdLS%2B3MHeDQQrlfE10tpVliR6nENcM1q985wV3dIFiyRazyRMfhGlV1CZ9Kgb6O7suujnRR8PbiZ%2BflT10l74rT/iwgET/v5QbETqsy6fusDpAFgm52U96lRnyDuWuNZMkNKatJAwdQGF7mqTclIFSikbSvx8chFilbVxckld%2BBnx5tW5DlRN41bDfPmco%2BZN3AIx60NTw3H50h/0VLZQIxcu6HlEccEmNb1Nsd5rY/Fspcp9EE0RIBdYernoiib5WOCMMDF3/4k6N4UFVoIV42LcgKk%2Bf7ZGC84sH4YttVM70bQJf8hLjmC6WXSzLKaaNt8PKE7Trqe9e22ItrRtlrLsmwNLBRvvKZYL4CLo1a2%2B099g7LHEsvTJQofGP9rlWXlfJITsBmDXUkpFm22XmQM42pM1imHK5ts/1q8dX9F0JxSPSm7DQdjep458v3W3Lai2P1NpB96KfqMsXAUFY2j4WX9%2BuK/lj8c7FKYGUnaILjZhiYslDGi%2Bhs0zeNZQ8upQJdFWY9Luw8Gp%2BWIwNsXOU4YmU8eWMrOamEPormY/AKt9Ko/tvj%2B3TmSiIdb/xUhUmV2dqAsdLP6f2wqexiJt2QAlpXAq7Wk5bkKiu9OcZ0S%2BZF47x/bJMCM6SP6AJu6rAi0qjjtsarMt24H6RAfJPLeYGPN6PvkKVAXD7AadafxOLzi7G6B5aKq0ln7VId1Nsyf5qciRJOEUYYTfuQla0Ri7DLha56OyOGfXFsgRzu9GCq13Z26ffZ7beXPbuicSpQYXhcqeZqjDxbF90Ch6weRhhw4CXLSh7Gh27dd%2Bh6qL4/MJmVXzBG2xUx3Nlw%2BNaS%2Bw%2BJpoMq806QWY9gT/fK1xgbik6%2BzqpwnvAMXW%2Bo5ocbEY6qSjHrBPpXdl41Gw7Sy2GHncVekj/iff8Y5XeBlL2PCeUTfi6lr1mbp%2BI%2BIlMHzp/tSmcOI7%2B8EPWlq0NF%2BV/DreyOrLPh%2Bz2Qtv%2BR7kI923DUWsYMMIeFLXDX7rpb1civRFTXhoY539wjQ4wuvSzf5lRaV5m///DGEBATU6h%2BkFYpwLi1924kn9g4BxxRvY/m//evNvGjoDwFvaz4aqn7n%2BMDhI5c%2BbmWEYhmEYhmEYhmEYhmEYhmEYhmEYhmGY/4R/UHRop2sd7ucAAAAASUVORK5CYII%3D
107 Guinea Bissau 0.737 %2BQrRjq8uT28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHRlC7gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAB4NJREFUeJztWwmS4zAIjEsS0v8/zHJIvmXHDs5kq%2BjaY2aSsTGCpkHK6%2BVwOBwOh8PhcDgcDofD4XA4HA6Hw%2BH4z4D41xa8D8QcUwqDIKRU8q8bjyWprbEIolqfftdwLGRhiHkZFwg5hl%2B1GyJZVjqWyQpE%2BK5FpwA26tCX/FDH7/gykAw6X34sP2Q2G9OLi9U7%2BeGeNuctYLrgP3pz%2BgFn52vOQ3r/XyckhQZ7jte9ITDov/rViKH%2BDfqe1cvD8D2bNTRQCDqlOILKSwpxgaA/5n/pzfXL6dWvGU0255qIl36tbLMgJUO7Dm/ONksdvJpbeZOOQzAz6xBq870Knde%2B/pbRkQpKuku8eRVR4fJq3UIZSr4RGQ1x%2BbTbgHkCMHym3WiRFnxNAfO5UWf3ZJn8UZXAEBZPHK9RUPeySH8gxq2w4GLymckvXquFlWhSX/JU5VLMuZC%2BB0BC5vbEwC1xGSAGRmctxRS11PQNK5RgkTbLAMGPWY9Ffcaxo8ac2cUIQB6n5yg2oifPGSR9dE18QThWyDjYFF1MM1dfjw6IgUQM988aClO9wpg2XFSsKgHMXH25vBTRlOOsYlZimdrWV0M7Sp25%2BrLR4t5ASoLoYfECi86NIst2Mn661A3Go6QDZrbpB2RqFsG%2BNTDYyUika2FkLrqZJ%2BzukckoJmRYtKOHwLI5LYOUgxLvdmGRpHF93FxDfI9DzNKQAXwTzf27l0D5XYTa84Vd6wyj45Uk/rgEfHARsjqXSiOd9ULD6EjULRqsWzOY/9/3qGV0UOZYZAjPJSJg7ns62jVGHI1ookglvEiA9cLMkvBUQhpdDfq5bOOZ8Wq5u6KXEfuBBsZTLbTR5i%2B2rLtmhjW8XfB%2Bd7zEriAHkHsYd83kIPI1GFx1T71wrvOf/ZJzG8T7aUdK3gCx/rKCYyPwo3TH9S7RW6CQ5rbz88AWMlpcWetNWPE3xGlzCFVDXHaZmHvAV%2B8DSeTN784NGLs4zB4GdNewPoRMQsINLpBfMKqzqFKGvZm5H6%2BMEkNztFTNzNoqBCpFYUhHkuXE6GQ0n1YbsE0N1BpsVZzldpSmRnsFydJwR2GaGv2CFMb0KxKs3N3Uq4tLWcEGoit6lKBmX5c/qhrNjFaJLgMm6i%2BY6abll72W5RAnQbnDXCrzbLUjlIKsskVBtQYMxDom7kh0FUvOuRRp6q9Hh%2BoCy0I71LUjnuC9NNG/wLMcSkeO6qV7QCYQF12mJday8VQGC4F6Zao3vHOpZyF0S2tDbto/XLuFZrbhLEUKBkQ2F0LLx5DEKXFeGWsh1DdNrPgO6r6W6aaL5GKZiniqnIez2MhM0dC%2BvkYhqLLAajxYUQJlW2JyoDpCcVHzPI7jBaxU/tLvY7i00jDofNa0t6iGpdF5tRtPXEl4MjUS306MvwERLKU8fTxBm0QNA1rUNKPq8xtnXp9RCqIc0UqWnWIHOqnA5t4Fzs59lLYqiBmwJjfG7jkiM1RKhRwmo0d3n4Qzn3MqaXrSctCNfo44G/gGTfcdRzPdHZiNbVbIg9JYUkK0nLHJEHa6nuj7kXy55MLG4PHb7hXzdjqYDR2NbTRYv11WOqpeedigRUiPQngkuyk6yarhrPkx2/dmSVdmxWR%2BjgZaWMhqhNDxHKS97gDM2JkLCRUUHuol9U2VdKPRamhEbA6XOMYdXQo5EksgbBrleiuzzr5oBzKMMVE4TqfOs8UBvpQGQq4u3O5GTxy%2By2mG0m7KMXJQetUzHc1oUEN4B0wdjn2OJf8SGfN26a6CWm/pfwKMWd2pBy0pf4T9Ky3o80jWc3Bk6PMFnCg3o33fmeUjfeXR8eKWpAyRNMzhJXt2u8t85kiTUcfqlgBFdXG1v55HwRI5O1H6gcIvMoHskcCJIy2DYwcQd3ZyMkcPtkq%2B91vHjlyfrPkOiu7%2BacbuGHXiyPInR2XbFCfsq8oTRz52ZAnL8r41RlqklJ6TGQdjecZjh8Nk7efNqxR2CWOtgLkTzYx0OHx5zObN4JYjAZgAxyaQH6ATmeGIoh%2BzmadKXPNmLTe5/rWcMuJ4sGLFLkd9KvXHT52y54EHDAtpR9wMKkrS7F3itFEDosq8gykXcd1jzVUVcCQ4ST%2BUgfqMgaXaSjPLZBJktITtKfiL/jGZiyfbL5tNOgdmypnDQrcvJoPokUjcx7GPqmvTHXJ94zMBqB2JKn3eNivDkjD4BZ7wJtFG0FK3c7Tg/c9pfGAy6eVYYGhDfv5ZXG1DyckQmaiP4%2BreuEjOCjw/KtDaod4eOrP6ca%2BuxjtX7z1Hs5c/Pp56jpZxQ2taewmEIBYN7U3bzk%2BOp37ls1vycYNYZm1sf22xGc2fP1w6GuWozm6L%2BASC7AvOCKR3X%2B7IOBUHHr1ziETZ0cgl6gcSn596zWwZDzOJoutNB4Scaf0B9dRW3QPVCE/cjX/NYgaHYpCB2PF9Qee81FwXbsQ4ouUQ8A98SusAemYjDVLlnz/bbwTM2AYiv/ApuAvA/9BmYfTf%2BIzkFeBPfmTZ4XA4HA6Hw%2BFwOBwOh8PhcDgcDofD4XA4HA6Hw%2BFwOBw/j38ifqFTJ5ueeQAAAABJRU5ErkJggg%3D%3D
108 China 0.729 /ArPL05ur48AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgiffLwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABhFJREFUeJztnNm2pCAMRcvF%2BP8/nGaeBMUyUtfV2S9dtwY8xBACxP58CIIgCIIgCIIgCIIgCIIgCIIgiNcD8GsFFwHYHPJFwoNki/i1llnAG9lL/62tgQshLYLzYyVWrX8l06tVwMaCOBBabRVMybFyyAZebGqurThtXkgrWOloYDAml5rZ98RAUJYKy0wNnzSWtDDqulYFLu1HPXuXSleZ2l3SKd6OzGnVGd1sH9ZK6y4ytQh6AewwYsdfBqE21nSr1slWmNpckvmJIZj67AfcyOblG7KS6fyMPRauQYXgGhxag3shT3/Imf1uaMPdn9K2Idx42cD3P78FC%2BHMti3DVeZc0n6dl21Un4Zmwbd24m9XEUm0sXk0HZsbR8bYbkAOJkGwnfmofYduY4cMt9mCuUTyQTl5FdC2n2pT0J908ryEOyzjrTPCefHmrGmMi8A4QeJeMLqlw5jjafb215oe%2BE6XME6mep8a3zDtDj78Fgh5JDd3OL%2B7lT04gycXGH5lJhidUAag4G68VnnNCb1qfaD6dvTY4hwCPlDZ5qCxrHSfTN9Se5tAjwMb3B2HbGsAF5qaRiEme3PEsNk1NRd3x6G1oZBJsM879daZseyNmPXE2F5v4oP7YTqYVuli3SwG4qY9mx98M%2BQG32gthbTmgCpwNF8%2BWWElVcNGpL1fN2eWzq1SQ2VnA8gEYRXXsWIQ2eGumcOF6jdGzmE58eroyeAb7ncQYTbczajADuYRdWhq5YNzWhf2O7iz0mX0blCMbqvHhetRMizr8aF7HYRtMmE8QG9NVgHscApJWwiys0en69kEes6LkZZCa2nRja0VgvWTy11glntTuznq/qKr6biaSgr8JC3TX1K4N5r%2B7rzaJwr3g0cjmk%2Bbwe/Uac7zptNOjarGNEOYVgK1gbqDZ0DaFGXKbT7tf1mZgA0n9utUGWR37IxxO2UHMoAVzY0zqC/QRdI57x1R1rHlzI0Tvm23CyHwdtdVNkBnvN9CROtyRCunpsOr4yB9HQh%2BDOia8/7AaOa90bCLMTjBuYbnXQPU7aqtAPkWfnKsxnRpENaP47oLf%2BcxbctoxB02P9PDU3a2Qc%2B/UHiN%2B61d/894VfF98yxNrgxljnUIn1JtCNsyw%2Ba9e2BeIKwU7Vr/gSMAldJM1IhXHNc%2BcNyiUq4DuIOcPyh6K1Z1qKLBjUE/ILHJlkAW7c4zumscBJIp0EVf3G29QjrDxk493BjHdw1P2npDFu1OsR6YDD0ijBbEycViTYHcZNO8HY2I03hq9ZEJ0QHSbXRjJkyfeGSE2mQDc9k68lCH5waiB3GFXzWK3GINPOGB6pFcukDgZ%2Bvw3OwSaasdbsMfm8ULsK%2BQCxoeBLvuL%2BbUDxcC%2BYuwjYNOJUnA2JfHUWITIJ4XXSTu4VqHh68n2K3eJ0pSOtcpZcumC5cwWaP8vscXcMcXrmqnkGt8xYTwk9LSPXpLBnhEa8IdFIEvu8pL3q%2BGqN3sXhI/6iM50Cmx/MI1w6nCAs3jw0910dRhHSRWiDYBZJCAXCvTgLAZpi%2B71VcMD4suiQ5uxpYY%2BqB04srlIeReVvNzK66CgyKV2Saic6zxaEe3HKiuLjxtIdWoLqtR7%2B0oswsjKt6rBdlSphP32IV1TaxEnCq8xoO3JY9wwWbpx2s171VDrPK58tPVolvVcnpI5R8u9g5/8TJYiFnRsrLz8oe2yqJv04cpr/ZF344VC62eglxeb2GtqTsFHixFmB/4hscuXIpENVoOQt1du%2BWVH2SIx4i/wRg7VbSFEr66DLh0e/vICMspx0/s7LDG1sXqpV76Fsr8wzlbPg5/djvsBCfbGVRHoc7YCnKGHR%2BDKnr06ydUbfmaezILWpdwf5g%2BMfd5sY4f1QWvBMKjfaoRnf3bV%2Br9DSNnIDxE6QR%2ByocoW/6OZgsI2T6uqqWo3/i1xj7AeXwwONbIqj9o4HMW7J2j00TsV/A3B%2BAxLiVZsAuNCoQHW9%2Bk%2BZ0uvWSvH5/bD70RF3mhwVmdAL4DtzZ4manfGEE%2BcU32Kl73/y0RBEEQBEEQBEEQBEEQBEEQBEEQxP/LP59sUzX2gMz6AAAAAElFTkSuQmCC
109 Dominica 0.728 9wzQLo9Qr28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEp46nAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABRJJREFUeJztnO2SpCoMhqX4vP8bzgEFRxE1cLpDujbPj93Z2e7yNQZIQnBZBEEQBEEQBEEQBEEQBGE6YABgtoherNrQyv6OdqucC9Zbq6NyM1sNEm3LTxCN7mZKQQNHneCV/wUfceqoMhrbT5OCx%2Bvzv%2B0P%2BDUoW/1Ca/YOYi5Dz9S3wY%2BgLnYN7B2kdunl4CBgnOc4mVxcOmHiIgPG5KXSO266XWM1AePVGc/KX0DXLg0hreY6/qEdRHMbty7vnHTXYy65hA8m3kg4RE%2BweooOPNzEKX3U5qJN75StLsNiVK5DzbotnHYvYw6Cur8nSmB78tGxU9Dx5rZeWaV5%2BHa0oE5mfjdiUM5oFsZeQySLclfQPj0RBsZOhsaab13zo7FnZwop7EfbDtZgO35lruo4I0RLo710W4uii4QvanojCjYdmkuoElXPs7Xr1LwvoTNVe9Wbp5TPR7%2BeNYcE1Z0RhuzO87KyGE90jyif48JpWZlT12TrDVNqDLOyMjsSuOksdpKDGBVCf21mFzvFQdar%2BxEHyWJnOIhL14SBMlgR28yKv8xWPRi48J5Z2v7H9D8x23SnB6xllFr/BvIYJJtpRPQ%2BEjzxBFIcckh0KWo74qFYrqeH6tH5VmHs28P4fDl9LeYhsPlbjfrlF9mnK61Gvu72CITSP/atljFbla/Tzh/7VsvgWCrjd2gcj7KvC2asJGD3Se9zml4p43CBuFIMbNWWB0Q5Eo9hg9ED8UeJWShH4mnLcxlJ%2BPJdA2GGe74WDGQwJVcknD6qpzoQGZdpY55o6F8X54seSGBK1DFRdP8k4OlF14O%2BP3PKoikH4mWmUr1OnZdC2imvMlBrF/SRLJo0zPPVIgi9/Us5pCUNqG0dRoPuU51nD0sZMLmLhfpUF18mDU2vzSl9qvNN0yYBrav1qM7xNG26dRmJCcDvtmWXpk1s25dDV/byg6IuIbTXQGx1LmyF7cbI%2BC5NfQGpwqm1w5O6LNa2En5VjrI1fQGymUh3yIj%2BRTwME82KB36xiA9lQlEdWrtE%2BBTG9W9CfgLX8AV8aS%2BoOTuJjQkEn%2BLavl31j9FwEPw%2B27Re/IaDYJcX053rfIyrRIOb9DrClI8DV8dErXLpzMO8/qtrkwomnkg9Y/QLyx/mMhjfTZ2amCashgcutn5NzNfGq2u%2BRkqtGl4WGPBprE4WnXaNT7Z9nvVyMyFxonWlOkj0NBRTw6TZPjS9e9Mdjf1Q2DP7WToGos/Gvtuy2s280Bbx7jk0fbedOrVa/%2B2DzehQaZDOMGyN/41QD5yPkg%2B/ZiK6KHOm3twAZ9fTGKcPcxG9lCMj0VHSyduIcXY99WJr27Ox9Aa4cD6aU446nD/FYiAeiDl5NPHG3UlndqIx/sphnj6DyEqo25feQTREzA6YriCC5bnxdAtE93wY6n36Jog9AdIdIhzvzdGkfUBI3k5lgGLnHkuaHR53Jlp1QAY8dlNQb7ZgeSw1sT1b/lCOYRbiHXgYavQt6ljuNwWQRcoZtPZ08//wfTHFrejuhhZC7kQ3ysN8OC/UMbtNx2IgHR9n69GVaNDbu5q2U%2BZ8OYqOmr0LWlvreZwbv%2BNY8f2Bd8JsHMMLvqtJxWGbnO%2ByXfHXkJDeocF3Zj5RSuvg04tKfsQ7SmEDOLyxAUsZe1M3DHvZO%2B84JoN3gPImrt28F8AayJXeH5nsCnGq%2B5VZQxAEQRAEQRAEQRAEQRAEQRAE4R/jPz8pEpHw7PHsAAAAAElFTkSuQmCC
110 Eritrea 0.728 %2BQrPsE4tkG0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAn4HHEgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABc1JREFUeJztXIly4yAMNcP5/z%2BsRQIfYMfFdizIrF5numljb2TxdCI6TQKBQCAQCAQCgUAgEAgEAoHgv0IIvSW4DqsU9JbhIsArpWxvKS5CKw%2B/pmpQepqU%2Bi1WB1SyU/qnVK0Nfre/xOpohZ5eaOU6i9KMaIHZBN1vsNoqjV8zl83wrAYHRmVobYKF%2BAy%2Bt1SngKAWiYP3XuMLM7SvhqBJXnB%2BlhKcJcndoGI7ooUHu5MPSPEDip2Z7A9FC8rHt0cTG7nslfkklVUG/bYZymFHNXsAZT6978gU7UjKRjXHUG1OgkiKjuMoO3o2VPN0moRSwjeRskeQmjwDmpn5zI4JM9T0RKBHyJ9gjiWnMkd%2BZO5E%2BneXGj0deBt9M5zamM38oDs6M4SqwBaPEBdkedlb6qBCY2KxuSzyuqfnQ9fcKLTbcN71TPviQsO0rvs5tg8XOhpj/Oy41I1a2wpNT9sHSA7dnCsXrq4fQRI5WlVW9pp6EcTh57YyGq/cRh/Qp7HoNXhUcrumTfl8oYuzBqKlaVY1lFdCF1aHpOMr/CgWxXdwIDMpbwvtOpji/JntTa%2Ba/kZ/uPA95NV17ZZoqyvrnxlgZnY0L3Jtevz8gJTUnxSzB7fo8scL934HWU2XAlvJJOo7fVmqP5AJecmYinhCZRozqb1Kn3wlQkDRYzD8mk52eDEWb1XrsSXFbImaVKyvuVq/2eqi/moPoe1F%2Bwe7eozUFP66XKdAMt/YQ9az28vtkvO%2Bw7eB63zDkNYAuuwYMIodNX0lsMyAhdWL0IwhJnLa3fBYK6nXzRk%2BYkeh7yTEbiYEgNZzF/D70n1ADIW3VJSkBCp44lIBAGOAiXXLLRtyIcQiHrlhIHCH8eii7xp%2BVDDKzEqMhJhn3tVTTpU8e2zBMHF3mx6y9Wl%2BoR%2BkaCQ1fueuXJ6MgcWolKabmCsXr%2B7Tg%2BxBhXUghAtGuftTHCnCWNYIjrDKPiimDRqi0aRq0GwaxxGfB31PmiKzyOo8bMHS18Ny71nfEzMXuyZNLMqm1PRQP9BUg%2BWbKRcAYKI3RofjpodrEaDadIH2XZAnwGh2vN2jWwrW%2BnmBpfIyajpuewClQphznty9v5F4bV8WPCn5gCA2Crw3LTB%2B213aL9EyF/DmDF/KhQ8%2BnfJNqBPPTSSBY2NAL2i8f9X75bFXqGd2lxlN2GZUgBOR6Y6YAJwNF76akczCuWraalV9WIclAs3qxUgSrM8swAc4ZHCT87mJxZRQamvmttymrZASIvBLxMuFbBabqnF9MF/25mz7osc5rOV%2BdcGJjODSeyrEB4wPGavZPI1zNMf%2B4pRnzDwAcKIGF9RCmqgq92EBVbkOtYF1yJSkXKdJWntgeC/SehndpTI1AM1dhT%2BSbGfqEUmcYjhwfy/1FWjtaUwM/1EaF386n4jI83vVLw/mOY%2Bu%2BwpW00Ov5zQa2Lmi92pO/4Gnxy7Gai1PzZu9xGdFO/9RfZBseUsJroMm7mQTBaz%2BNPA7X%2BGLmwNbKYbKNnY33g2oZLOfqq5QHohhPIlEGlXGR8lTa9QFKgV9izcod6wxaLH1JsGG1RuSiYXW0fqwTQlgjUpMiFEnIPZcOYXdMsSaNdAOjWp4NrDuE9wF7GoA/l3/69il2pipjnrcZMGu6225miIPsCuFUpIzwkz%2BCUwtNeXe/ONOl4DxvKpnemx0XAVWwRUdmDqUj%2BB0xRE7Oj8QkSOlsjuN016EKzPqvqcImlH2P7wKDzZ5%2BADb4z5/1UXDoDgxZXFoYfgDxtN%2B4toPHxkR1a4O/87jHdQHB4B9ku8OaiGJMG5wau8aZEiQ4UmCg1plE4dv1/E%2BoPR0qUcxutD7PUYbMDPpJk4rCnMERy22ftI0Ynvoks4h/9liGwG05ZFeht/5wz00UKfht/4YVdpz0nB5YrsrQHusucLwdfkODn32D%2BR5JXqcURMIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAJu/APa%2BUsFvzW5XgAAAABJRU5ErkJggg%3D%3D
111 North Korea 0.725 %2BgrRLq9ukE4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGyffBwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABqlJREFUeJztXNlywyAMDINA%2Bv8fVhHgGxPjGnBm2Ic208bNVha65c9nYGBgYGBgYGBgYGBgYGBgYGBgYGBg4CGAwg9zbxZlYKWUVuq3WKPyoJ9irRWBFdq/xFpp9wVQK%2BjN5DpAGf8dVWciJdDOdoTvnYmUYNJl/Us6raKk6YdOorPSFF45C6L1bxxGXgTs7V5XMlcxGQ%2BB/h3SOL9mM%2BvKW2GUBqv1irQYa/3m08ikIjYs3%2B3NRX%2BdNihYcWRAeDNpR86wY27XPwySt2fXdIdNSBRS%2BvIm6KNxE4UR%2B/FaSfOBtPxEgtTXitn7vp3DlqTLpN/9CjAeOItamPcJmX2%2BzYyWnIXeuxDRDUxe1w2EKCbZ22WPfSwnAd7LOIspMyYk3S74tAr3ivDCQAmiujrVSIbLouPvi5O%2BmAXbX9BwlOaXQ9Y5IHUWwhyPmYgyc1HnGAl8US4hV5vxzdQ32mCf5Fk8kuCMqE1fC22DCeajinLCNi8XdVYOw%2BL4VIJ1IqoL6BjVMVmjJ3%2BndwmJx5lAO1k7Jgy%2BTmlysDb6PtxUnE%2BqXtgjtGMynh/wQotnmSPI8bQkWp0mZ9uTZuvEG33zWmbMc2wUqvzORqS1w7auGYiJM7PymoPMVsz12XHjtpmsUF6Fa%2BiTpR2AGXRwOGfy5Ja%2BxZFZR5iYsHMBTI62Oa%2BGQjP74cS8qcpyTlz7N29hWjlEp624q2ZljYC7Lfbsn2rVa4F9J8om9HkDF%2Bef5a26jc2jnZmCVDj67aIJ3EY7aCc0d5JO7/3mbUnW1IT0nnOqwpVEmnUuan0MB85wQTcCOMWavx2HBwAbzvwBLKhmQeI0NpA065WwykuzKQWu7sadfV5UgU/KRTkckkVJGSr3Du3iqiX%2BNAylEzG4pajrtw5X7TPAex/HK7WOUWBd57JSaK8at3rCNCsIhUi7cohHUTn4X/0cDAcX2xR3Y8YUk6nbhazot1Uq/n4eVs4QhIje/qP45kWdaGDUgEjIwgMHx4u6UVnJCRqe6U1axdmk4TmwS5n%2Bp8zLn1JGtxF0kDI/MV7ZrvuGj%2BX6oK4F4M980hN3VLIc1Sbw9z2zBywUx1OBLcpK8FBFxf0dX5akBjbaJdvP5MwQzwXXL4UZlyY98ikwW8z6dQNU2v7/fsZKatAyrB530APjLuC74/P5s9UdolOPf0VkSodewepuQe2TaGRK5z7pKf3dnAqu3aN1wSiZ%2BwdH6FplaOMEK5uP2IS96w040VX0f7YyaeX9GPFhSuMr2A/%2BJG9S3ZkUI7nnvVWUkJilY6MWgzSxpVl0T/0NOjRBIxqRDo3Bgmt0buGmGenCDZrse1sEp34GN%2B4rafvhK0F8Lt1uEDEtg8M2iPySh8zdlurORWDiSSSOwwYXnE0u467uxgUhSQok%2BGJxCDPSpBYVBLOukMK1OoLJFFWxBemNDl5rwmf7dP%2BIZQqwsavmu05ztq7TqHm4iU35e/HQJw6nmg9tpgc3J%2BfCblgoFpz9tn7iEkksWmwvWDwSX3SqA4364aujA1fOoUuGzyfPm7gWwZKPXyqH%2ByIjng4QNpqlWQ78tagppIY63Q5vNqc5%2BQN7NfcCe9IMalEUmzhMFa2Cj0xW/Fm36BBFhNE6U1YCSczdUcsR7yDqwkzxOMHGST2vBtHq4vEM2Bv1hhotkO6nzdnfJKS8u6J5NnRaDU4bvUEom//bVuTPhk6rQcY9YlpeopcsI0RR2E1PYfx4NaPoNNFksFMDQbWxbPMWVqzjQlljyyGEKebiGHLGEl/MMgO8nSZqAj1tuXmlZCrrX0rvgnOpbhVEdZbOyZ1PNn4BpvkhJBNykXus3UWmy3IIhljJsS5vbbukoMtW2bwYlpkrPsUjMxc3sDr6VNgp5yvDylWwfhJObvRcLAs448IAgF6Nn2qtl4M3btCpyImwdysuN/znc8C9F3TCTu1UyH61tQSkFfonWele6hy29nbykl0Qs%2B%2Bp0JahrBxl1kXqwkTSoNc0wxbUhvbasLEfru73vB%2BOcce%2B2BX2zexqF0rNv0EdNs46A%2BbwjpcVKLbGF2aIQKIi2Xwiiz6se8XT5MJhFCtG8yuBrFDurAXasw5iY8SYCT9geZb58lsxFWjFcrzp2Yi%2BPhdFifFrELZnqV/34AgPXO6/f0SHV4QQ4EPXFd8ctmo7GcJJU3KNoY7Qai3rZZkW/YNQ3vtYHzKLaD8x0/UvdJvJ81uIZmMxENPmFr/Aj5yCaLeM%2BCb7lsFvsBwYGBgYGBgYGBgYGBgYGBgYqI0/wn5UyVXtoYcAAAAASUVORK5CYII%3D
112 Liberia 0.724 %2BQrQrk8ubo8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApljkHQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABiVJREFUeJztXOuWoyAMLgcIvP8LZ0mwahUUlaizJ9%2BPnXa2hRhC7pnPR6FQKBQKhUKhUCgUCoVCoVAoFIq/DW/c0yS0IhgXMP1ENMbg09S0wJuMTxxeGHiapH0E4m5isWOC%2Bd/3MzuYJBokFzb94Bd/gNeRGeuMz2/BEtXx5cy2v/oCE9X27SKCJg4vIERnv5fRWBf8awm3LMAQLBMaQ/AJ6Q3Tb%2BM7CU%2B6DiMRGWCiL2k/Yr0nLejgfXQ7kuAlQ60ZfoGQHsiGF5GNSRgSxQWaEofH64k%2B6e7XkJ1VclG7oTd29hbSQ7xEuEkwaieP1v68h/ThF1gc5nP91I35pZqMzvMykvykDd4V3D2Mxj1MNbptEoCU3gL%2BYaeEPAy/9QFvwvqXaLe/JAsw1m/vH4r/nc6n8Cz3INGcPOhNoqEcdyXBfohqYNd556RtWX6fojrpYNzfHCreafriA3Kd5BL4Isbtz7lKYM7fvxvEqcTGXZ0LS/OSjiiG6PNJ3QvSZU2qay0GHK676iWVAxKLY8sBxyVpJOWZ3h112R0uXa/QpADi0iaGdAuQrwK6W0NI4lHYu4IZdknYIBqG5OtOAcEUrjZG2n7lfGR1krjMh3WfBgmcHWgSyLg8DzSDVHkSE3sbq7E9DUMh1o//jJOHTS9uu4vJmDWf6pCKHD%2BetOQoLtasQxsxuPa8kVtmUN1MqgIt4%2B%2BR6iM%2BPBjvEOzkic6fl28htumgiwDOix4D5juQHmFOdFYsQV5XozfmhFPpyEnJCb4ZiSazWtpHdZwvP84a/JYH7FxZZFZLaz2gZIs7dd8NO4Qr44ji8sESefI4Q0mxW1LVIKuq%2BTiho47CLB%2Bi%2BoNqV31Pk03LOXlrBeuNrltEaaHG2P8wOVaXNIrIFrirWo2sPvayEBeALNF9d8gFPEnzYnntnsrjM3gxguoD2Ab7rsojh1uSNpGyHH2v%2BlDfdZKGPDDR/dbDISAQJtr3JDrFtlmYRa1LMuO%2BI9Fj3kSU0x8uIvfSHm6MWWSJzvWKLpVXDFM8IJ5HABPciYBrvcws3yrr5n2yRaTs0LX2E5jVn28IuPIO5DxdqAZyeXH8vqDv8cVwlhSmnqaaomM7XukbUh%2BjUk036XQLB8IsMr8hiTBtMW%2BMOAxvyC/lpWQjF8bk5mFj4rQCbgWIXILpQdfOXt%2B7Xqu2NS/EDQwejHPiJf65UF8yM4hoZhDOfnyXT1bdXmwX5BvpMbpLKrRhn5ktYKseL/VCDMuhXdUbu8LNjDj6MHTEnl1t1EayArI0BghM97nFps5JWU4Xqjtozsqkn%2ByibHq9UEjDZRq3EVPNBYQVSLlmGc5cRz8vwcgKSLlmCcep/pE0ag8Q5HXaq7T6bhvWCj9PH8n1E2wTr9QssbWOO37%2BR87yLIRcRFArvKxL4RtYdSFAHoCwTsbBxoqGgyOcKp1XroEJRbrFLsFPzo00LlHprCFmS6mRWrcXtFJd7WHCxk6SE6h2e1G2q0EFbHSLgZxt3OLUvm3b6suT7AKBas5mv9t4u5dw1ULUEXWq/Q7VO42TQbK3qW64689DQLd9WVG0w7reTggbMwuw14TYcikuoK4qvK2xy%2B8OM1zJXrUgqYoKCeiLWzfMBKD8nFp1ngJK7pNvyDuUBgl6I/HOFuV3PdqXoskGZwiFw4GRljLZvwa5%2BrElDvSjXQGUp4pm0nlgdutSGvkIOI/gVnwMWV8jjW21cfmTOxB701cDBp5H/CWN9DXnc2KzuUDR8KWwH9NnXYw8%2BRmGyVUbj6Tf4f55Yhr0nGZsif7DCY37hGMBZHyJOBLuevuKP6SAR5jtXzO3je3Dk86EB6fRfuFbY%2BzyiNpD4Px7Q2ZVNAA4jjyUs0f2oXTPHWioTvsbrWEzwo61247TngJNEoe6JnmddGSwqa8qwIsVVUGQbNf8i6YptmdQtzZ3j84dApTc70/nvtDuAPIF16ri3UTnTOVKbd80YnQFHDP8hI5dO3BlgD4OxfWvfN85ongJ3k2tle6WYa4%2B8N9Ky8u8vB2QDgzsnDxNyRGE3K33WjteBqlAc7Do%2Bw74F/6RKYVCoVAoFAqFQqFQKBQKhUKhUCj%2BA/wDkMg8KslKqV4AAAAASUVORK5CYII%3D
113 Argentina 0.723 %2BwqxjdBvLVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcx31MAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABKBJREFUeJztnIuO4zAIRWP5%2Bf8/zNg4iXGbrqlWM2CJI606q2Y0t%2BQa/CA9DsMwDMMwDMMwDMMwDMMw/gtwsb8C1H/CYphk14n9JUvr4QCO0IR7aUUMqswEGbXHHnb9DinOFfwhdLVNvKwiBrlphRK8r5H2PpS0Q6yriZubq96AypEirepfQK5Dr4Z3ZDrAUDuvNtiQ4mNUQXHuyz0zP8QU%2Bjt/L2kFhF5OPgS0vq0v2DXMizwR1I3I5GI%2BFg6AT%2B4RIrlQxcSVbUGTs7vmGumwvvIONYQoGfXkEr4ywjhSdpGNeulxxru/uLTqDOftiKIGh7vccTzt633BzIejMv22uE9C/B0vvwodXgCxeRlazM8lzt9TRu4Nixl/6S7O1U7NHCAWaRg68%2Bp%2B98VMxuJYL01inh7mOJYFL7hXfl3eI5nEljW38FSzkDvCFGje3YbQC7rUKIRRAwujHt6/JbpIL8MRfIeiZu4H/AXiiBffoRHromAxvNNFYeev2MKc5WbWszt4ohOOQJDzRxpCE9PS8fS%2BFxuI5C8DL9L%2BGq9ypib3uLDWf/nOzkVKNBmHTE%2BPvAhSIzGTus3bHxhlEKRqOEkegWdp4iE50V9OPDxJMVI5bxLNSWFOhWhqD4ZqWuql7DEPRMZMk3pITvSU8pbX0wIklvJo2gJGcSnkgxWxLVQ6gWD4g96NJFbGA7HEOukBnfp7qcXWNIFYz5ioO44oNjWlI3EtWsU4bGcp38xN6a6ZnKWnvx2XUyY/rqCf9s8hSW%2B9wAZHZtOSZ0ZjAcKYMY3TCy96CHAPRc9aI54lSGwyfRLPmAWu6GYiLzgMG/myMmtC3T9aEQ70cZ1G8JYu2LMC8sf7/TSC29WBTRUKDkDRIOyD79bXJG2ORqoZgb0NqqX3A4Ir3P3mdqKlQTOeyjH39b0azadqznWquhBgee7Z0NY4Bp/O45LvWQWSwrYxPEd5CON0bKgibwzwVLA1bD69cfL0mUTBvaN2fuwzvLzhYs74hpC0j8BZEFtnXqS9hG1Bk%2BooDeoko7RTJ5TetRkS0v9TtBkDmZYA0PpjTx9HZVmO8lBbIhpGcyfyeyMQ9lXlg1kqRXiXNloktLrjYVkL2O4j1x/B4H1ZyzwMlaQ8io7q2ngnHuIq2aTEw793e3j1oh%2BShP5IPxYXuXYwHuk9t2mX/FStNVeViyfRMkq%2BIL8GdgfR8Lo02UT0NKXWnu6QMKn0W2g%2Bpoe29NeVDsQhsyVt1TOlmzhqyRZRRkgx0bb59ZlJtPpaeELWLl60O/obSCuy5gc9Z%2BLUVLVHyntJGcA7dRYG5gn1HpF%2BeUAubiF6fqRJ40PAD0wPj5Udli3HvAjQvFM6MfXr7hHnZuLLHbBLoKlO5VulAxjJIqjfo7kZUyThJ6u/Abt88Ke0S5zPid31ZLW0GDbX8NsldSB3x8dOoi%2B1e3zv0k2d2MUYt8nSHfL1XDupDinDUcJerj7ZVfRGQ/HE7fFtczMtY2%2ByWTPAed5uqpPDrxjb5dsfO6WGOV1dbdJiuExfPSIthksmmvexSFPq/V6eNgzDMAzDMAzDMAzDMAzDMAwmP/PP2VHZMIgwAAAAAElFTkSuQmCC
114 Myanmar 0.723 /Aqx0E8wkG0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9z0vDQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABMlJREFUeJztnNtu5CAMhmMBhvd/YRdzSGYSMkMuOjaSP2m1q7TS/uMan3C6bYZhGIZhGIZhGIZh3EGBpCU8BwCWUx2zaEjSKh4ChSAt4xGUnSP/8dI6nkDFox2AtJAHILtGle6XOY1ZLLa/1zA2UcpKXfl3WER0qGGjRTs%2BjMKCJsjh2UV/GHgB0eXk1b/9/kT3SSS2cDw90y56mAKVi85HMF4F6hc9%2BVARYWRU7XE6rih6VNMF5aLTNXSUGKi5OvWDgs4rb7looA%2B1N1zpqjn0AlUtdEngm3rNLBo3whQdEwOS%2BqqjmLVUpL6IhiV6cW5WfEzYbUuhtC%2Bo2NbEk5nTFKyU1uB1zsYINxzGY34WHDhSKBuKRQd5j%2BMJKG3H25m7BDeCHafN1lgNfbVmbRfZ25M21XWURGmgCov1A8cQXWOmLCd%2BKS/4Q6EmW1M2YR8m3eE4sOCXb/olDrhi/mzEciAxqcmOISeUrxVzjSI5s%2BtwEMqeOmhXLnBCB1LiIGy8bx5d8PzJdDgIctjwMy1gKgN2r6FZjOylaSZJ19wTFLQEBJHmKguqSZ4urc3vyYYrY%2BjvPt1aAoryAcS72RuVVjrl8CjdmrMCD9O1MvIwwbvhuO93IATnH1TKxZNAeOCUqp9Of/9RXv%2BjqG/EyVO4046jaJHqHRf/TxQQfa0I/xsYTqM/In%2B/Dyk%2BtBvKj30hlaPlpkMvPTwD/0EOu3E%2BGFCJNuSFEzkXEn426tXAETdp0fz/08vN/QeozWxIPI9HPlOum/AT1BRzeyvcB6TiF1%2BSXMolKbk9pQTpMq%2BOYuLNTKzSVz/6h4rSvUv3T8Lb07hr7l/14r1tVwC3pRt7e3LHT0H8HHan7m49%2Bo5zYEnSLn20fPhB9FtYIXnvaN14D3uDr4fTAdXQjfeoC3dOfV5/dCrmvXU8h2OnpojvD4N0Zqk0r06OBv1qPH0S0jKiPsZzV1PTqSrRMjXlDN2UDPzjvSYJ8jG6s//MB/fg9PpBVN1fhCZmdHkfD9HKboq66kFZfYQ8ZZp31adQwTfi%2B82GOs0l8YXzpliVW7069y3qNJcY4ugiuqmO6GF0MyoOhXNJ7Vpm4QzjFVQcQ9gRYheH1AbXvDiheV2sbk8kPn8st7a7%2BYnmBUjk2XOxa5lB%2B9ZmOdUvcBW5IfeLoU6AwaX2WgDKz8Lu6KNnIt/nNz1KT0/Ofk5vu6tjhP6MRTv9ouG4Ksc9wSh1D3do3o9dq/IUbxTGi%2BZW5Sl/N4eQ3rsTWED0Bd650ZxchmBbJpTWMSTcVUT3Uz5x7t%2B%2BKWH7p1qmwVtjnsPJEvgVVROvmWqsp8l9SHjcGWg8ivjpqHHPq/H9nI9LpFxMs3J9tr6HamoZvLajGRaN47fnFFNDXlKwkPcAX1tHrXlxTPVqrUXTDUW0/BbQE4KvW%2BpLWbrsp7NXrxTz2sojaB4zXejNrv7fh/BC39S83JKr5kX0IkeRPOw30KscxZeX5Pw295KGPHSMqYGHTQobmDHN2mkdn2bafG8Vl65g8RHxtelHHBNgaSXz7PNfDctLs%2BzLhAs5xx6q1V4FjOguvVDkeC2YlmI5j966qaVVPITNPPjFXbpRtNdmGIZhGIZhGIZhGIZhGIZhGIZhvPAHd7Pnz3nDDmMAAAAASUVORK5CYII%3D
115 Canada 0.722 /QkukdGub04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzoToxgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAB3BJREFUeJztXOmWtCoMlMP6/i%2BcS1iD4oIzwfnOpX7M2LZKESoBAva2LSwsLCwsLCwsLCwsLCwsLCwsLCwsLCws/L8hRYCGr4k8R6KM%2BJrKU2hBoL5m8wjVymDNt6Qft7MjnL%2BVh0IO4Qiks8oYrbUxyjoJYL2zgT/l/wKIA76kjMWDVUGunq/xLI0%2BMGzOGFGqOh2hkSEy0spKSuNo2B3pbxQdJAqA/4xtzKbNCWlq7s8oy%2BhRnnXDGSujLk0thJtPWRbKJsaxaunkcdXUffrTKUM0ldSechZC6pVjWIMo9QtMp4zNb30sE1ri52xJnSugQZ6SzdafzDl5vjdz9r5CxWxJKbBXhTL12IrZ4c6K6HU2mRlRlKDw0HckDrsSIy4wk7ITUbxeGqoxlgzE5UYsfEVanhXw%2B5C5PK9qe/gWv6RxWMMp7ZniECm6es4dUwU6aUyksgTg2J/PJw2nnLdMB2nGD75ljB8pHQ0%2Bk7QLPnjCObI2yStrzCN%2BmmG6tzPBojy84U7cCKyvVRxEXfeHaq48NDI/HzXIZGIfYM66l6CVoxezAWOwl8hFiVUI29XYVE0cLSVTXbVtiRXygrTzCpsmkBgFLosLpk7zv4YoUYvCy%2Bb5Yghe15fEesV4DlHCR090XmTzBAJ3Y3egjSHxqCsQmCkQ/cjQuWKetO2PqrWv3azBKdyqg0qh6VTycfJU8FdOMrW5H54dfS%2BORlQ7lTHTTC1vDb3lEEOcToRwsh83Kd9JTTG1ejQO7nSFNoVBb22SzZvSL94rOqHneqkB8DGZ%2BBRV24fTUayc2wfnaGmtsEalVhNi9W28S0DSx/hsqZ6zT7LyhW1AHenCPWviipCTvoz6iFHDPS4kTbSIafEPddBcJcaoF4p0ZtwyxbJ7q4scGnkIbzR/P1yGjBro5tN5SRNZvrkXb3IH0io%2B9nJw/hMQ/3lzb7grZv51STFUWfOEPajFjCNP3ENuD3uVQnqfbf1dlGLe9roAueYupyiTDdRb1d3C5Gj1tiEDrSoxZKoj6ZzG%2BX1b%2BzGk%2B5GnB4cr/uebzqK4LXEWlnSk/BFpkhZL7IxoJ74sIeS9IzpT78%2BPCOMSepYjWid1vHp0mKPIHIBQHFCMC4yk85jhjfD2XWFN4aBXMxr6J6TpUC%2BmgHM1bP2WIeKVcl%2BR3ptat13V6%2BfeIZfyJkzbpF8ikGp5EJptXT9POV50iCo3f7vmrOKaRp4VcKT1zGvSobo6DPRL/EjSCA9kdMSsxuFZBjSKDXYFGaYS7bSAQx6pZc1oK0Lb8juPJKw5ogfkhh20iG7pWJyyEdZ1nsvYibvR2NQRa%2BOOMi8bsMxuUxmDMU/2TJj8LsZAJ21wTJbsWAq2gxYRvW4j7MMJB1EiOo5OOBAdUY3Ni/oeViJczgP3VPQrAIMudLZOe4KeizlRs8Vp0bxWgwFyVHwd0mUVoH6IAYUtOwaDD8eee3e9EMTSiW1alObCKOutQ1pTpaOk2dOnIe/8/HKF0aHdfaMpv2adg2%2BnTd6%2B9Ay97k4SfqWnAVZbQ85XPIJL6SRyShlXT2TSljkVqYQca0poLscdZGWxScahaUjXjzXhILBX1GPPpzZsvM4IsHaD%2BgVb3LPeTGqoALroIQhpSaM%2BL2nAeABD/QzhQ0hDG1iCUtjWMqKBhlYysGXibvDEWYeTrWekb4DH3LE0OWKYklPKIW4nDnoRyzSmtKt%2BHkbyfAXvjbR24giggv91yLROEt4EeNaaACGFEI1ptv4muZpb5VkZSMKwAxoByqi/WazOxX6JaANbBKkfxxEgnG33HrIMzWFqqJaKm8Oe3OSpoLYdsutugIxLjpLPGU1tX/mMdk29nnAOBsAvxNhA4Tm8ret7Le5Jx5AF6045Z0i2EOJZk7XWUM7N2msRrL2%2B7mdrUjdwTbyT4q5VRVrherKtj3Wm6wjtGGaNj8h9S%2BpHdDjjR4Cn2UrCXvJyD9jUaC7Zdgq5vUJBn5KGByZsX47hsjb2zjvHUt1Qkl9L60dgAFe3MNc%2BhoUyQhqhW9odK4EN73hBl0e7lNSksdlYI22h6NuTwaj1BOA%2BInMeWAhJGT/aLBHObXtxXkpCSVKClJGxvgrNdfgXOtaUEQLetEKkLfEFW23Cy8Bb83K4blrhcGOjDZOzqty%2BWCCdSly1LqRvBtyEs4z9e1OJOTtoIbyEjQg2d5cDNpsihZYokRSXPyC9x%2BXe5USsbnGge4U%2BJB1Yn5WceNlMOhxEkeBtznz2qxRX%2BeEkZpNWcZm3RI7gfFttHao0K3Vz6Z1A9HN/dUq429X5N34%2Bo2e9Om6OSTJCeuKLrBdwnXCdwwYeuY3%2BIMXUVxUvcHgNKRoZEmm6h/2PiANhWtJx6pp6FMqYKXnwDg1pql/8TDlDf0X9EyiSGJGUYkDjgg/eWZoEVaXa6WyS6ePQFswHv6DRRf4dgsbAFRPGzuNwNd/VJ/cHOatIKY74%2BjMC%2BUd0XFEj8d8Jwrco/cYfiWWPQOYl/xCY1tkWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFh7hP2b5bD9l7AwgAAAAAElFTkSuQmCC
116 Cyprus 0.720 %2BArRL7CPTm8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6E9mkQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABNhJREFUeJztmo2S6iAMhWUIhPd/4dwkYFsVrLbb2pl7vjuz13WrHEJIws/tBgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgKsgxCUbhUl%2BLeYThHMKSjTsRcp8ceGUTWaZZAoX60K6rsGlqGnLqzx7P3bevwBS1KIDTxBO3e78Gkoh07u/5xDf/f0HmJl55RmK1zK2qJnX9ciljE3rZm4PxnAV1RSi2M/81qkduYhqNXPI%2Br/H49Wnr6FaPO3RTUKQuCZaUsyTaiHR9PmZX/0xqtnToMZhff1%2BNrJ3MNSnJCx%2BORfyVqmmwqLCuw9lZvf6QJ41bQpowEmp6G8nCzbSUqcarxf5qJrUOnZ/qv7wz5/v4vI4vD7%2BTyrUpIGpaIy%2BB2n9UExt0vIZ/iGPTcTnAG3%2BHZfvWUXyLIvC3Dd%2B6eWfQ49N9OxklrWRFw8MuauJFwmdQzxA6JLcgnLT1x9bcRnuwmUw%2BinOb7%2BP7n8QEjWozdlBX/bbC8EHwWdf32N5Yf%2BxpXXpkKtzmVdu9v0UTCrfNQ8mUfRQwdapQUvLPDQSbX5WV262%2BkllMcTfkVUm2fKJrKwfhGV7Iq7UIWXurw0XdwTVTGRFr9tg3NwabN2tmTvkMo5Wq0MpswK1dOkIErOury2J1QAlaTzdqLp6BBX9ovVS4x353mMKhdyKGm5kmi5SV5YPnZcPCrIuNPdWPiyi%2B0xTMQfioCPYahGuX%2B3NxKdpnLcmojnv8q5cNnVZqw/1M50EwUwbPDdxrQc0UM1NyG1Y26wym3pzvyv3YKCiU7BI4V/nL6JbPXlWcL2cbQdIHXJjk7NjpT0uPX/cVdpO2txCqKHDc5P6dnb7WxDlUdxfFZ2fXmzkHnssmi8nB1fzWpllBreIVzfWeHv9LfdcsG8eLmbiowpa7OrQY1IVUi/ZZKmp3qCd1Rl1O00PptQQKB/sTazDbSbyTtH9kTpqUdCm8L6INxJ9UJ1KzckOEb13do%2Bg9r2HiC4HeYfUgH/MRNyZsMa0Nel%2B0Z3Pp6N2FKQuVWVrIdDoFrZvqt2dSF2txn1zJnfixKEbCr4W6LX6Bb1qfLw%2B%2BwtS3DuUr95lC7l9NdgKlg73zcTnT6d5CXAU4ttxe2bi0zjpNNFq6OC9JsvlaVtx6zwtMLcWyt9hmx/9Ou0z2md9a5DLcAflb7FV157leB0lLc79XPSsUy8Letvjx30%2B1A2Usw4DpJ6zbM0vZTrCSKdJvnny4s31jbTN4HBQJTpuWAsn2ZjBUijlRFdeUHc1vzvuprZ%2BMMH5N9du2qL%2BNSfQS3LTIJGSb1zG5PutvzvaF2Lfhn2cTJJf9mV9ozXlov9M8xmZ5B26OKe0dM6U2AruKqxEPzB3/78/UI6tMD4iq00pTrK57QLZcVHdC8%2BmedbJ58XlMeoM7JMyZhIh/Y3dM0rdvNc%2BUbyaZh/7Uu/WhMfyUorfdktLO5dDy/wvUFtbMFAzp3oIPlOP%2BqcSRXt2CTsbqmWQJrLFjCkkqp9cRvPtzaUqnjtjXft93FiyfqnqYmauqKjx7UyxWH4tM1fGtzMvfG%2Bz3c5sJ5bTe3bVY3if8xpIPdXJpbAmmXbGs3717eeYbdsNK1N/3VvIr4jxaxEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4j/gHypMGzW3GtzsAAAAASUVORK5CYII%3D
117 Malta 0.716 9wvQkK5vL1AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPi%2BX2AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABRtJREFUeJztnGuT6iAMhmW4/v8/nJMEurWVFkor4Jw8M/tlV9dXDCE3fL0EQRAEQRAEQRAEQRAEQRAEQRAEQRD%2BRwCCdTBaRTXgg7FaEdr50WpKoFpnklrjgodgSPe0yw1ex8XV1qDa9ffBku6Byg4JtL60uJBZVXBKmQlXG1WFE1kkO/RTU4m1hQd4q%2Bxsi2116RG82HPJ1qr8GJhtsY2qkROUmsn9Qd0%2BA3TbE6nWpu5xbiYTsbUrGCZSXS0aVU9z0OiSo15xqtKUvg2oC9GFu/LgLxLUlQjUqPrP5YuYK7EFHY5TmPWF4w4fOstWhFCMP8EQdqqAD/RpkkJGgTG31nOYxgInKSa/I%2BkAT3%2BaSjNB2jJBkbdz5i4LbAX6LY8Bn38jcwFsJkpZa5yJufnskiPgLSbnJNg6n0t2Z%2BbX9AqC8CNACMGZSXKCKvCojGXWWdKvMhyl0MlTWzOZAI9xLMUnQObxGyuNyYvm5eWK%2B5wl9z2YLsRA9bC4Bx53qMNt6meJA1BztOJstQn80rZRS/NmAuVeaU5hMPL%2BSAxiVMs6MdbCH%2B%2B4k2MHl7ad0iyAU8qwiVspgdCf64rKz9PP77PUTUEnI9CYLJB6f5xhvk7/2IOwnoDAjUerV/MNbBc5BvfIzOdpQorsn3p7kNG7tBtGgF56pxqPx2QztPT6sMvr9bjFht0ZuHfX7EOyVbaRi73t4OXc9WFt0OtRoYp7L41l3DURkmvc82lcnXgP7A40r4fQx5NHqV67HSctGLSEqVT/NUtP20ZH6vD3I3ajS68K56V4dIXZ9wRD6sU%2BioZSJw8OmqV7p9mFtBNd2TgPnEjFMx8ntvCq1stnE4XiZ/QNqJde%2BcIhG0%2BPMBDyedUfMVA4stc9wECsRRdwoQXKNZLNYXPp6c9g9MUuL7dBNjIvPv8BnMKo6epWchuZ/a0al%2Bl6CQ/UJjqsm0F6EDy%2BG15y624ujT48AXrfhg83bN/odQO7B6iWbeS3T%2Bq9FaFpemK3D7rXW1XF%2BOEH%2B81bO6P2FKo46Jlhv7TladFHgaaJoL1o19fphaaTwSu7SQp8353YNjHmqf70JrvzTrStBwMNYti/wmrfk7xZdAxUl7JZX/dxQ/RyOYJk/5DoFw8YkTn/lugUPP2aaA6ne4u%2BnSxRStBX9ANz9qB154jaqfvVca8yjZBvggfy/b5P72sR%2BMFy1/DWi0JTfHuDVGK6tx17z2EbDoUPyuaVtKU/N4ihMHmA9v/hmxLNG/i48RuqHyv9LwymVOlGxQX0/XP1Iin/LzQwCv%2Bhd2a7lOJC80dsNRQvbz5NMozmmj5tB9M3HV9Lca3VT3rT3WuQf6W4tpo%2Bv9f%2Bon1aYmiJQqJVda7WEMsSU4Z9dUSJ92/3Yu/r/Tzk6cIrsmPVtXOxJuLXPUgXy%2BsVgOWqTeeyWOJtD0LQ9ecMHuBkU/0bXMRmnqB%2BHixGSrcj21ZgE5xC3Y70KVCCUXORu%2BA0Xkw710Ld8u%2BKKrKfnwk8VXiiu63H9DCwT1/4%2B1cOv3sj3M0snwE%2BRwTjfYHMLC%2Baz7AZty2k5NNHe5492H5RD7rFWW4VH85jguNxapr7paH1%2BObGOOccpCdrxHSb2P7N/bruldJz/PlgN98f5RnqeVb6lQa7bdbXLVeOeXB2KtGv1E6x2wF7CM6us8kUofSPoQsAf6NTHLl3zsQ58O1ZE6bweHvoq8nShQGtzTxXXQRBEARBEARBEARBEARBEN75B3l/L%2BIcXDexAAAAAElFTkSuQmCC
118 Latvia 0.705 %2BArPLa5Pb40AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAebAgcgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABKxJREFUeJztmuuWqyAMhcsiXN7/hXMSsF4BtUrrWbO/PzO1F7chCSHwegEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH8VDtEZIh8SnvjXgo5g1tj4bOVE7i110Mk%2BOCvCw1NlMye5XoQH%2BcujTtZLkX6prQJnI4tSFn1e/3ezd6O8fJrsbGU7OUFITzBZW8xtTXyWk4jfmqXfMttk%2BtmVYOyTjK129puLwYe5aAnUJxlbxJiiGHmYhW3V2F9XLfFlt1fJ2KVFF1%2BI689%2BV7WmgII61WG33jF8ZxqDnLqpMih9UMnRm7C%2BnmzHNVNPptV8or7C9mu2Fm/UIAqr0VZTJg22aj95Vs8vn9O4pxd/x0NCDHaYGzaDy4NaVxWdUl9Kf2n%2BsatppxMxFxPvF26hLgzO3PJUysWIfCCEKFmvlB9vJoXSVEcsVdPbXZrhxbOkI9rF0r2D0S9TrWax8cIUVM4cnuz0ETo7CG9%2B30%2BBFMZxDidGnHs7SCkDj9MaT7mET6koTvv34Tc57pVTbv47%2BXrpc3XU2FelVanMXz4XznOhpfm9RceJ0Va0OPX0RYieF92tTK0NIqtGZ1cXTsAdZxhbkyKjS7NYksnulE9HTXu9/KMaLtZQnIfhaqLcgbWQ2dZe99Aq3rydxtedDSv5wsv28o%2BqaM20b0tVFy511BrxZOgepi06KyVzvtZU0b6TU1MjJ9jB1t58sFolyR3UZ1L0rck22qCNOvtR7pJk0ykS27lU4kgLH/dJ4yg30HpE4mYlvUTfnLeQziBhoIuh2yMxdd9aki4NLutys4PoveLxqkfKQqCH6PYHror2pR7KVfYG73Lsc4fqdK8Cup6w7he9XRuub3mqrCvxWYpvEffmq%2BtZ1t6%2BUtyNksv1DuvWzK0OQruiL9c7ZKi2mvsQbk%2BH6Z4Xh1bW8rt59Ry8m0XL9Q4dr0TUv/qKZj/bqMr/liKxWReu0O%2Bf6KYd%2BcXlxpQ2aZ32PFOPWm3MHDdOTamre/AOaaTOLuLbzJvI2lA34wZybjXbtAZw1sw2vrWzKFcO3iE/863%2BMS7wgxO5zg9OoV4Txe5uEJ/QYtAHHWt/IL8P5PbUvZE4NIBSg3O%2Bmkq%2BTWk/WXsdalxRH3LjXcfGH8y9uT0VbnYPzj7qSnU%2BpTUtD6Ho0wLmvbx1x4oS/S7fvJOh7kGzNkGRd9eUrJ%2BSnWZ4dXRqrmo0y1vzwTq%2BBaWh9%2B2fLBdVYXT2%2BvSkWwi7y4zziFPvD50v3lZWjpIcXWt6CpJ1OrQgzZESjJs7PqYak7q/5Mz9x21M/ZYzmlW3PFLZZQfnuL/BdPAXyw7yJpRHKzvH5UXEx3C7eoglx1XnODoH9YFtU7W8veyecN4b77792WbnVAEvetfD3G9Dx82tQ%2BzYej5Vh1nJ0l9Ykz3VY/Gl04mxUt4R%2BZ8fweL2gSoaTqfoEYZzezNd2Tm9pjkkZr941PnN9uk1ikMA/twplqixG2bk4B5m5gzVj8Gyvve4s6YZXUzasD4tzRTsgw8jD6eO8znvBIUUgG6nMP85wznvcfHuNqZ/Kkw%2B8b/oBQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/gr/AEECCdpp03VZAAAAAElFTkSuQmCC
119 Turkmenistan 0.705 %2BgnPr1CPL28AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKYaFnQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABYxJREFUeJztm4uSqzAIhs1ALu//wmwg8W5crcTtzvDNnDnd1tZfQoAQHQbDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAxDDaK/VvABzv0z1YQOncN/pJp8chV0/vuFU0wIVTBg/T98tXBKRWMUsWkYIkDWnq8CvlQ3xWzZEFkcsXbnfH1ZCH8oe3SAjQRK2aapvhmcG7K1kV/7LDfkL%2BT38I/MHUOdXzL6M36S5IEvKeQXC4nZ3sSXhfFlvSKIxz2blNiQblLAAa7%2B4YsvbEwa5B3KH6a3je0n/3RZQRiNzVpGq2aTRtqnQqiXmL8E7xo7lDiWNbHoYfRaNvOoMr8FR1%2BVsCJqI8j8fIs0DTvN/4eBlioce84RNHlTNvZ7cQTYmWlUIIFhYFdeuDYf1NIjc7N8O72W3ku8DdMf05sr07ZrJFe/wvjWeKiDdQJWCePp1yqhDsGexYEUX1OdrZqmWVZ9gmbjTwc1vu6k5st6Pcnlv%2BMhtAy/IKoJoLo3LQ5qzMQwx0sH24vtBi3cUkycTRbZQXyqOUf%2BNb06hxmHEoKAw%2BRLkS8uxp7PWmLdWDoDHObCJZx02EX4NayiTj9oZR0eb/kzQJhPH68qCc2QrszKjjKfPj8tbUuuXpSsViqLsgh8YCt2rzdMLZUd18bFUM9E%2B5fi3rLGWybIz3%2Bt/1ycV04lO8Izn5TBUpJ2Ai8/Fkni8djCC%2B0crFncc1BGhaYXvRBARrtQjFEnn2kM1y/AvChBncTguidzWpYeOsOaGqszPWiOUElrVEP3WM2FHRG3kIKafTjFdO0qzLEO1IphcghduwpTctFyaQZRGmr9ZOd54zkZesX0y9ODurp2yeBBbR4O7NTSeeq4/KK6PFGMU1QjNfZbE1S3VhVdG4IgHewewp266GGa1NKS7VH3VdGa/rcIn9KV1W/0QVfRuRRjL9FONlG2IVTHEDY/JubWLKN4k2J4tgrfscuulFB1LFEKPZVVy8RRSUCgaOxQqtNF%2B/Q5h0aVRR3v%2B0J8bJ7aGENFr27VMYRjpfNY9iRazT2o6QeE4KnsTT0zUZCxRMXsEn8pvkhyjsKJNDeoLhRfXsVGoBiR8HdBOs4YjseLOzmUTXfrii4crdOoPN5Z8dPOxI1ztOehfCq/hCprjs2eFlEKso1bJN8qAv3ZFaayfQ0qPo3LdtYcUOX85OmOqU%2B7PrUORpXokQPneC5OuA7TshQuC4Vr65B4ukTOhvZjb/kxYV7aHtUhvjrJBd3hdF9JGuFa9VmOraWgnDaLtqfLi0neoYt5HQwn5TE1Y4fHoFvrsX1KTjj1gvnukNiKEK1eBBsDcFtpP8PnSc3O2N5UFoqXpBOnbMiiHm0QyjEIuclybYZQS3Sry33xd28iN4OF69P6eEeImlO1i%2BhcMd3adsFD50/NTNdJ9PVQXFXw4evjYzM4tD95RM7cdJ4YNsfDbmDaztH1HuZwr5BJ69tu2s7RxzsqdLdmXJYs/sQFuu550c1OZ7n3gm9WRX8Wiftu1MWbSSBOSfLscvuE6ZlTgx3Ad1OHxA2N9tew%2Bz7uXdVCPMlK8V4s/YwPbrHzDpqiY58W9cFpbkU%2BvmszHrsH0c0V5ufkM93oKOeiPi/ZD5sQUaGbdF3H9Zui%2BZZkrux2i18K3OCFN58biHBt1yFiOW6/A4faGwwXYAv%2BJpufzoBSQO8rbN/9foQj4i9PV6yeztgnvbMo2JONrNVHu0vaLqi29zS/B3mZTGnVBifPU8yF9VTd9qH83xi6QCnILb6IgUHZl8b9w1tyf5sfu/OyW/EHapeCYmK1/BBB1p4a2w9j8QQe%2BQq%2B9NmuLdlvPI03Mv8PySP%2BH2oebvVYv4Z/%2BfiwYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRjGF/ADXOtFCKcKwMEAAAAASUVORK5CYII%3D
120 Tunisia 0.705 %2BQrOry9PcJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjLbcogAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABXhJREFUeJztXIuO4yoMLeL5/z/si4GkIY9iVhrs6PpIu%2BpMO6pDjm18bPL5KBQKhUKhUCgUCoVCoVAo/icILgFwGzEDCNYg3mN2cLFY7Or/ntseAiBVW%2BFTF9sYK361QzG4mInWB1zufa2lkqWscQXk1%2BUitp/zVQQuu36g2NnDmLi/ur7LjUbmMwOcidBeoGuut%2BsnkAj7qn4BhR/gE3L7ek3MgPtlhBxEoscLCsgQu9qsHwB3Rw0EBr7MHJvym/HuVvABHtMIGm3r9cAh%2BomAM%2BnhHeRHjRpW1DrnvcYvFwNf3gNxhLbjtGFFhQ6H27nhp0BWZrGUVOedrBwOcZTqwNmHiMiJgdGYwr00m0eBQVqALnC/b72X5YMNA74mWT7YMLj9SSI7XrnSo7wRxG3%2BP%2Bhol%2BABPoQYYwgl0kmMHj1nwce0yQdFQnDRClxq9zUJimhgU/QA8Mn/tiuI0nKL3VWCXJvYeMl9pUKUph%2B0vZDH7d4DeUvZ6ySZDRjysBD8wYGqMDhBJLHGhxFta%2B0riCPROII8ivqTk7PYiRYdsCoPUhY7EJNH5b4TUZRHQ8wdddudXZJQUv4xoklEcWBL95HdarSAGMt2iSkyMyTgqkWishg3L%2BS12tc1JjpX2pYaOOsCqNWhoxWB/lssgOXrH8V6u4maxvHa/KNi%2Bddo3ww0A6DLK5GJII0cH5riBX1LkYsgjRwjfakBTiTiIchez9KMrnnzkPETh7oXtu8fCEwVHs2Fo8AKHMHa2d0cijyN7WffqcJuPav95n6OkA4DemEtzv3hl8t3qTslCTkcVxiK0Z3YYFcLk1twBoJcDraQAuwpXsTVrljdEBtuI2aWptxtJlnuisk2k0eJLWXOPykLq/mB30eps9Iv%2BqS1rcVyZ8fpIZif9yKsJTUGPEIPdsB4vzboZT8041gXBp9Y7ImohdpRfTrOlWs90VEGkh4GVw5Y64mWVMqOjV6qtltSWTikR1xqNG2y51ClA3xuQt9qoykl3rdaeRgmW200tZjdRCV7N5u11mhqw8q17JJyDeCut2etIzrq/EYpsz61ALjmv7UhL5EbmuHQU7z8ydrkEujTjB6TpzV3bbnFadybqaGkTJJYJmTh9OulG6a8RjMSka8jv2ejF29NMxvTjERUFvmyF1lcBOTvm9O1ypKeXXF1uRXMP8gWJ19cXtiCeR6KfYTtj2MslxBKxTprdvXHbYO4XqxBqRaXLUwtVqpbkPpDYNDVna2zBbO3GLb5EAYBsi5UtNPuuOnaLFJv%2B3I3e5O3gUgWUb21L6aHMkNdYc/TAG2NojhJkNikS6ZOYpV7x0JBj5qU%2BHq2dZFJPZcvitF8zc9GkMlCD/MgZ5sZIwjMhoH8cdaGfh2dmNxC5MI88Q98pMmg5/jPcOE40NR8Dw53ChhiykUM3YyyX/lLe2gIxtJP7ZVJSAmjed7mMpdEEaSGlCHIckxy3J0rRYCgSepQ1JifFAFP6JSuxXDWGESe1vePB23xzSTE/y54HK%2BPh8pQHqp2bl05yACHgwy3fQAhyDvsy5ERPIohlRsVjQR4OCfE0A7n1M2gXLg75oJgbiCuG2UIntYp5cOlxobbrpYsXMYpgnFhTjpjgO2NlnUu/wl9aQ6iQ92OXgqdanHwoR%2BmlvUAhGd0Ve6sZMYFe0wvDGL/P6FXQWQev74gdOmFSdCdxelYwyvi9NlM%2Bw5%2B9Bs9YQ8jeUI6pZdXGN373js2H6dHI7zE6H6j95aceNzoCXuS0TMOMxXwkuDRpZfX2HxILzIfsXOPbaMHb9lOI7aNXnxH3VKxt%2BxfZHOJc5SzRrJQOkfvKMS/cC95snAHrqPKCoVCoVAoFAqFQqFQKBQKxQj/Acl5EMTtwKeHAAAAAElFTkSuQmCC
121 Benin 0.703 %2BQvQb5AuTrAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjdpeKQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABSpJREFUeJztXNmS4yAMDIU4/v%2BHtRzB8SFicGqRdkv9MlPJTLkjNy0kFL9eCoVCoVAoFAqFQqFQKP5LIDeBaSAY47hJTAJNATeNcfhKGPJP4CYzhjdl4%2Buv/4awbWJqEQtZdCZy8xlCPATXGpAfa/QpuM4BQKixBuMks0YPzlY91x82ZuZQ5C0T2ZczTY919aEP5SNEH4U6H2ZmrgrC7%2Bw5Bd/msPMx6wJDYratt5McMMQslcBB7Aswmhg%2Bi81fXM433xaDrOVDGO01nxT1CEozKcxHSwNawUEQ63BRa49bMpUogzWciaS83bEKLNl9Aac7XLId2q5PgAleAusr5/5WFLOnCGAdMufgcOOR4ty1Y1c%2BDjvrwtmVPYaPydJs%2BObF7/XpeVcj5svntBHNhn6Zgm19Btbc6EzZwBlMhmHTbi6l62%2BlVWxkI6NdBwNlA5oEgSMssJFFPoFgU8UwAWxrMLAVu0kcaenZmctvZLkE4k2W82QvJtVhxV2QqYlTnG5Wm9iqA2AJdW0f2dl/C2/SyKJq94z0ZtaRIS%2BWQL/8/IVbfeAZMkzO149C1QwE7fq%2BU3xahEATM8NSfNzC3T4sLteHf9wtt2bL5aut2j52rM2pX3G1qIkewSighdqtFvUvXa5GOqwn/fiCW3pZvRLxh0hDW4CrMzk%2BPZHw1satirRr7SM8JX0oGpaTfnZrk6x2N2kx6VyBPzlGiYfPuph0WvjuSZP8aDrrSWeJTAfbHUqdxXm8uFXujs629ved6%2BXFS72zwc4Ge98FXl4GuFpnzQb70FJdnsa3HTzYGWX6vSLcdIH5I/wW4KmMDnvSy%2But3SKy46Rxb3kMTYSPx46SLkdyuwXAUI5/dvBxTJr23CZZXgPsl9RgpLMy9ixZunlbgCdI7xE4zpy3iw6Vi/mc7kiSoVezu71DlZc79945umKvLb/4IdLn03OOZZjxDrUfSOR42RB6rvMLKHc4H9Lf/aU73w20XAeg78OqAe%2B6rFXHN65S6eJ9Zx1ON8Nzjs1WgQyI%2BkiaTxzl6kUgcHtCf%2Bo4MIojo55m3rreUdPAPeZb5yBuYn1cqsA/B95Y92wPY8RDt0PE3Gll3Slf3mOnH3VImZX1uWtjadsrc9TmM2WYgy6Bc9nBuU4lcLoB12E4PpRhXuoNf3g5j3bKCHOFp1tk%2B0odc6dVEucqXndJGZ9%2BEoKVFeaMaHOzyYYjr7YB9Om9GKRxLoViHqE2LuyOzPNOHwPEZ83sv453i8uXaXrrQvAZzsQyXS8vyAXxM02fIttySuH/bFhhBU5bJiyB9rxTg7ewZCXAutm/RyCzS5RNmtxRo5xpehI90uuZTICcaBwoeVkBlE9IjzTdA/0ytS4BQJIWtH2mQJKWLw/K3MQvRNI9ROcWmjTfPPoYSHlI/8Y4GWnppMnTiLGTDT7Q7vHDnOQK0KSdbJ%2Bmh6Enzvo5EDtpfDmRGfQiLenryxfQZ5nC7aMz4C%2B7SKQjHWQ/soa2vH9SHjzfdRpGZ6hANunOYODiEdhJdNxDdnah5dF9voAM0PJ4/AWvFfCW3oRKfr5OeXAHvWES7B7YiajsIoDuqaeFKLnD5Og9huxIe9rbBD2jhkDHkGVvmDqzeSCadGcMUna5hbR6nWSfrtOk11dlu0dZilcpyN4vlRmUy1qUfrr12rf9EQBczMf60kljEjCERPb9GEUbHXx97A4/YJuVSGSlznecUfjmhxpxE5kBiJz3USgUCoVCoVAoFAqFQqFQKBQKhTz8AQxYEugWzVPCAAAAAElFTkSuQmCC
122 Guinea 0.703 %2BgnQLlCPbq4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABWx94gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABqdJREFUeJztXGuXnCAMHQ7P//%2BHUxJAEUGZGuzuae6X7s64co15E/r5CAQCgUAgEAgEAoFAIBAIBAKBQCAQCASC3wkwxnqH8NYY%2BNd07mG804qgdfnB%2BR/MHAwS1iHKFxJLAJQ5fujsj%2BQNLkq1zw0sfWde5/SxzkYNjTKEHi8TkNVYmvEtKBVeF3dQFZrFI2Xt7wiB1yq8LO3INHqFTN3VDCFSnpIh2Ldpa%2BXy0hCXVqosDlapWykXpIu7CrYEsPNM0g6kwlHM4RsOZK/Rm7zEeyft46pJS1ykYD9GOaSe%2BNy9fyje%2BxXaSlUrR2%2Bik36bxDVTwSe5uQ9e46N2t9bMD4d82g83h2JtsM4FGx9lfx9D0PsAfEVLYZIyNJ9GdfafEB1HJTKnQvrO7tzBHv8IH1Ktl3R879a3gonLn2RlMhVSgXwZqU32L%2BDptyQGvZq00q1cepyRC3JNlopfG72pEJDyaP2BfOW9Ij0C2lrrFVxXJwOy9qhKnljj40b9Ie3XdhN/Yr06zpg2dvtq/RpAQsY3X5inP8sir%2B6B5riM70amJm2Gns0iN/zBkWh3xUUv55sL%2BXkecVgBLsIglDwkkGsb3xHWK0iojD3q6IS/gnM6eIQ%2BmzcnQMf6Y//VzgWGu8RIh4FhPAQ4iHlRsv79Qx4LAuXdEgWpM//tQ8cTzKwKYYEDQT%2BVUslgdpEYppfqKMPiFDVm%2BjqXKI1cp6xwZglDxTvLvRJSnt%2BtYRmtB0XNl%2BzZGDwGxs%2Bk0QRKH7kUxIyjArC6qZT28UhBj%2B/jmfNgoxSTGMa5LrBazicFexa1tuNCzzBXSa6Xq/8NQMfbDMyQWTtsr477K/iY8buBhjBrB1ohizsqRXa3AcqrHaWD8pi1zZxNGwnTl6zaUdKaxwqS7xM%2BPQ3hjCx5LR8d7GOfR4zbxK4g8Ko0UNOEIdfDGJVV5KS/wGPpDTTDXX30eEp1uynMdpjBFRJDP5MxSyoNx/T%2BqMA625xdQppN6aDriJg93rYWl3l3fb5f0l4Btq5N1%2BOtIY2WyNUB6ejHItI8oZzQaVutIo01NJNiF1vcZcBdtpSFHOXVLPdOEQZ7n%2BV2q7wHBpfA4/jAmSZLXRNcUpzlK8uhJb0ijKMocC%2BX8YY16TW5R4yzwFaTE1JnAtMoZN7RO0jrakIaqPly%2BWjeQWlmxUPaebOyyafB%2B8jzAyamxDS1pIMLX29LBP1ZsP9itkz16PNS37NUZxu%2BdV7arSBd7NE0aR51VbG/ag4Nh/CdggBVXCvClk6VzLGTNxKp%2BapphILg7RBWPEg/6r7HeH/bfCM4p1cFAHL%2BcFBqe6EFX7xuKgHWhFpyIdFa9vACV1vydr6XQUK%2BaNM%2BgC8OZNMPdxl3/XRUplbKmkEKnC/A7Ak2/XDXtjNri8kEqYuwZCCLWsmlCr3T2lm/l4QQ/aZmKwRORHCPDvvA9m7IZDKbKE36Y47DCUikPfRbOUeYqSRki1bgzZpZG9Cp0RfmGp0Tal3vhvTHXhhQMo2ZTMFPvG5f%2BRiuzZcTsDOJA3kzd5/Y1zz0ljxvTr0jC3qqSzFRYR93rKHbP3wOi3KOpe6MRHD%2B59otHudGwir/gXUKTG8IXGzt0b2O%2B8KrxwthTkGu30g7VLR6uvBq87yCv1SPxsWNB9DYMKXWlwOD7WSfXabSO6ZCgRvTOOl7ilyPeV0CplgPN65sT7/M8qHI7oRsc8khXEB12qHLeZ8KXgdwdycY8PBLzAjB4ekMqJJZ33IG8DhLt6iCOazkrn0IzaeWGJr%2B8fnvjicCtgl9zdQ6vYS97GbhXkraRi377ZS0wGlb2Wxfc85hDWGuDrnEGoqEDdn3QXmA9kHTTpGZzh%2Bf4kJFzK4Q5ZOUj5%2BvL9ruY17Dz7ED25yK2uBazqkF2wlKnL3pSaAZ9XQEQjMykrrGHSPAgnM0yrMMSPv2hBBSDqYf9N6IhmfcHTcEG9IxShiED7iI%2BOuAxw1V6B2njYEjbEddhs20ifp%2BCYynCguPiKZmERhraWdAbw8DAzXoDxC8A7D%2BcEQ0PcSx494NR4sm7edBB8cRvWPj/RYg3yDCEvQtERZ1D7hQ12CwbdasP/PyCHXLTqs8tLhmo4gPVcymg17Y9vbLj1Q%2BRNgljYeii5P5l5TuUWlvjIIxgnv/wjG/Z9B7J7BSivcj%2BDeoZivhnYyfAbnwAqoIlh6S4wRu2Ph8uuqXCDohzwf8cOtrgQ76vf/GgQu/j7FAIBAIBAKBQCAQCAQCgUAgEAgEAoFA8B/gDymcVNZ45mwIAAAAAElFTkSuQmCC
123 Georgia 0.702 %2BArPj7AtT20AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeglsZwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABFpJREFUeJztmouO4yAMRYOMgf//YS82aRMS8ph0CprVPdrV9BGaG2OMMUwTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwH%2BKJOYko1X8EHYZijJJ/DPSxTmRaMrzq9FqbhJd0D8hW5uc4zBazx2yoRedavBL1RKSJ4N9lCF9k0U7v9w5ZtUSDpVI8KQjgL1iPjVkEEtya/OK%2BXZo6pZEjnxavsuDQZX7AT4l3tHyLnBSY7rWZY4bAUafmgYEnq3EmGVTbT6V5g%2BUafDh7qr3eoLGv9UoEz6UbOSx0NvY0e2DXTLnJufzKwuG5z8h3Y0tTt2YfTX8EjG5FTSFmE6GXLwRLn%2BVLLYI3FlLLcguzVEl%2B9HJj1Bn1Znko2%2BJyrJj%2BZNjsgaKw18YoXoq428jO0e6WaaOy0CNYLhcO0a130Xo5CrTyqnnCtGIeT347MDr91vL55noRNfu8j5IFdwapgvHs8y065heVJNhajhDOkuT8ngd4SBpNdO0e1s0zLgDkw5yEFJJxUf4yH9F05PU/KrVOT2QUBSFMwfVtc7OuXNYlDGmniyyTRopTpOkJSMRS1/y%2BkEfNg1bapKbLm2W55KSiPM7Pyn/R5nau2vvZF2%2B5wTW6wJMyhAWHriq1z6mi3SUNRMpy7PygSayU8qxpf%2BSwIh5DXAQHt5IyQzTe404pymieeyIdXoOHOFG7Iq1K8yvefbu3pNjcPQ8CngrM1wvd36b3MVM15e1Ud8qv9HZR3I29zhyhZdvP37sh8jRNH2rrTWN/Sf0o4zoVlvrpOf%2B9fzGH4g2z7oMmV/gY9E0YGL8JGCZaP7ksR/yScAynz6qWH6TD8LHy5s1e%2Bqc8T2/4bJ4kFbV6pvwY6eOi2NR5x2o9NjSfgnQEmwRTL02OfxjS3PdUMzefVQ/9un9rCKB%2BoS/%2BDhQN3KO0Cd30oj3MOHZVktEdxJ6GFrt/LCCsfMOf16M/zW00ixV3UNiuLns21VL2IUuOaqfK0xp%2BcDWsDea7vuHT6vDv0eZEcoOl%2B0Olb2LO528Hwm66fEFjTskrje2fMhvrfJ1bepG1VRO9zx%2BEzNzTPkf81yPoRsDqlTht97QL0kVDi8NXEysyeaFd6pzWJZUpUnqIB3Tpk1vX40pvXwuPFUXhr7ZXqr8WM5tph2T1JXsXAhxXDXsNMGUu/n6Xv7k3hrd34dzZLu9xx0z1HnH9oXVzqube2/VRhHZuMUmeXmXs3sg1dZiKIeA5q9EuEw7S129Oluk%2BxsS54Vi6%2BjLN1WvBpFYSVSPLEh1SqFsAlR9oJGd6L1y6XtMQaea1Ziad1jm8yA%2BTkESl%2Bgg24a2U6beLP1Le5szKDk9jnG1sqmfqm4Z5o2N/pVfk3V0Kkw3FS%2BCcFqcpCtHtZdgn1%2B2pgGVPbux7Ryuz%2BWFqJPIiHN5P%2BF1AlKPQPK4E5A/Rs%2Bacjlrmv7O4WUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD8Ef4BlA3t%2BoJD29oAAAAASUVORK5CYII%3D
124 Central African Republic 0.700 %2BgnPLk%2BvkXAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArEP/gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABVJJREFUeJztm92W8yoIhusS1Pu/YUbU/BlJk4kmPeA5%2BdZu90RC4AWJ/XwURVEURVEURVEURVEURVEURVEURVEU5dcgoLdNuAoYxuHbdhxABJgASu4N1hR%2B09sEwc8mMtYjFnPJmfC2fXsouGRmYBdHADB9EgMju9gZ/7KJNeCjcWGXb3wb1tjAn5P5KasJo0s9NL7hyJi/JT85/QeIYWuxbU1xLvFzAI6Q1p29QMwwJ5gCi2RQvLNAZO0vuJqCMYKXOYhXOhe9bQGNe8oyGXaz5DsMMWrWH4A1UU9ed3V8/mKdC/tywplo3g4QPLCAJXpfTbD56ZOEAwWzpv0lvCzWwXj5SYutRrT6RdnDI5ut2B692jnBUXUzcoLGQvRaLpK8cpJnK/2hjaXopWpOtv2MKbZ49sDPH8%2BJiO8oSKizKTb8lDojRg52yhHt30hG2OqWNxvE0EjawXX8jR6kWnNl7rdg5RYq//t4gGyDg66IGEsHpQB52NVUFTV7werlqTzc7oXKRO6VzybWHP4P52LtaNa/ixEaIwqf7UGw9tH1Hojv8tmodltJi/uAy8vbL3LeHdiWO7iiHRM0SeRTZufHyrIFCID2f40EgU3u7m1daynKaQjr4dd/vRWvJExLeoKccWBgGim66Gm4McT11g93dp4IxD1Wrz4eDSv8QBGh0sBlJ/e5Jqc0HbSxd4jm2jQXtyHXs15VgdPDjtkyhpJvUCafHdsz57isD2hC0szFuWn0tSuHd/Am1ZnQO6qxqgDYM29S57Uau/eiDofQU6GyB/DLbucyVOeJ73l1KBdPad5PREKdJq6vSyZLQ8ciAzvpdz1zfTGaH2mnK9P%2B/kcZnaasXSIE92k9zOj/9bgNGtOJIYlYVusS1rZRsDtL3troHsWWdnLH1DvxW2wrVYexArQVv3NFXP8X3W6epEYXenaSleij/HbvHFbYde6GHrcW2V4Lb%2B3ePlmimxHWUfOofmp5p3Fjix73rk1165iJrTYX77Uh2JbNjg11c8ZEjZem5xG2VdRv62LbkdZoHk7jhD91vcZCohAJgXkCcTeIvURvig5fF4T/BzVKRpPwVK8yxdk01psrC7o7nhYiq60fGCxeSVEqjuZGep6wASF9e9d0jGR0KxWpDBpOX5xtCzyH9OxhMmvsjdmKqDx7qWKTrXenFyO3NnJ9I0nvpFerd4zevU%2BbGpXp4GDbUF92FLR97WhXQUV5hnwDef3a1cvgQugNP8WNy5TYxvj11tNNG3dYsfbRdhu2jmXuL5uqsznOGbr2XWuC7OqNVvvt/%2Beb6UjTFDNZS%2BPOX3k5QpdF6VO17lyVgnHbzri8Xp4GBd0KVAMQt21zgMC%2BhcU5xWgO2bC5Egx9XSt0ep/lHELrFTO64NfKC9uwH34GQd4hh/wNSRFEq8yzmyNNAwM64Q%2BKnM9xeXTmlYOjnFxZ4oFGn5INB7v6uDhbfeIAOq1/x1D%2BbCDiwy/Lh0%2BtHV%2BvONzm1tg0rZw/jfWYE%2B7S9ex4m3eVgwBganaQUhdxpYvETacxjnVHDqbFaSl48Hi9W3Jxer3MK8Pc%2B0rn1GtwwHsskWV4WsUv%2BcDDm3O2HB0PH0AsE/k4CbSTjr4fJkhifW9OdxUq2wtxX5J%2B5CLbRGH6qcuTQLa6NWQvZLtaxygI089F3jgR63kWcSgUBPlXUDjbFwthcNY8mX4VPPX5NkRhI0uDZG3ZVa1u4nlYj08VP0IMPhHetDdh%2BcziL/1e7AzjTxsNAE4PYn6IS%2BeNf4a%2BRzKe4jW1VRRFURRFURRFURRFURRFURRFURRFURRFUZTn%2BQP%2BQSxOGQru9gAAAABJRU5ErkJggg%3D%3D
125 Jordan 0.699 9wrQL0%2Bvb5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJPLUcAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAByBJREFUeJztXFeS5CAMNUW8/4W1JAeSDbbk9mzxfnZrpsdWi4cSEssyMTExMTExMTExMTEx8b8DpPi1CMMAw/ivZRiF4Ixz%2BLUUQ3BqFpL9KX5oxjQswPSvBekHcKY8MTj7tSi9AMmYCWRW7I%2BQWqioZvd/Jn8qSydAsaOg3PxOlG4IvqvZ4Q/ww6qZp3zQnzd6zp1kiv260fPupPip%2BrQnl96dFPgyqetqXj5t9HRdzQ5fNXrONjeNhPkkP5zXlm3B5Bf5IVjqTnIA%2Bxw/wLL5QihioydPVVaDDY7M1d9oSlJbAawTFgNvyIKj1qfoSC3tOnPm0O13Zem1qyBLbw0LVgtY2%2BKmsO6kMxiicopWzSpIAJ26lhdG4wBBFOlZrW2v4NEcAAjpIaCQzqm5m6lUkR7sQlsd2tzfqEDwFdzowxZtBEctEBk9tQsN0ourjJbC6tjqW0gdvoPSfp1drj204ERGj0WhQavViOSrD8L/zog91%2B4FET%2BCpoVx2oQlSl1KBlI5qoyKzGiMnn2up8XO1ErqtASv3W0U1785jacewOrCCpk8Gyoe2n4v%2BzOhso9egCo4dStYyKGtGUm%2Bhl6ZLoqs%2BwzRTiNL7qSpeQrjzYgzIv5Th8qRt%2Ba9Urjg1G7j0b1wDsFZwyNLs1prIzJ3sqv9GvYLjkU113As4E0BwCvJqzwvaXSEpQFWZCMB8GyIdcj21eo8PLBOxpT8gd4Vh8AvtA1p1eXsF2O3CsmiUTeogyMFThB5YW4G6tDmVfFRw9Std%2BTYNMXurpxdqT6p%2B3fABcTKSbgtdK/UYiCUPX/fto/kPUqHp/RIDZc5e%2B/b%2BKZe9cQawYXpCa/C4cbxXc/2NVydcQKW3bA%2BZV/Vh6mnOE0X%2BzPgS8ijU1UPPaxoMha0qSQUNwGJcvRTD6urcoWcweDQeckJwR9YDw8oCSZcWsk1Yvyf1V%2Bv9/8VUoKAMF5i1BAasp2DcMawEwS0i2cNeoqVx1vyedQY7Z5P5230jZ9gFXVuieCv7Gq5uutaHEFHEdg%2BiD22R/hMYSjhHYIorLJ6GDV6GmO56joqin4SevhEkiuxKMKOpfLk5m4KsLoPFUhBec5ZlAPhpmuJRbLNGgPHSU1qryoefevQzKfoXCe2je5IqFzE4Ua04PDKfUfXJ1Em8mOpfahf1x0e2ZFhSTzTT2lfo2aq5fAkET8qW7zbsxgW6tdNUPGjslm6O/7MZUWJyH5UaNdv8fSVJonsR6VnZMBMX0lN0xFbOageCfFcuXLw8QgoVTEW4V0V70iaOyqkGwtLL0ozimInmmIf6sGw9LzyUj4fAaUmzLATP6u9aIqG6dJ4yOEEQJ6YaxKfWNko46mWaEtNYvMqdtaM%2B9621CS9HRUB5Y2AocmQt4S%2BVTLVjSyWJOUqhS5z8y40/OhLQt8tedTt%2B0v0uF0w5bXCA4nQhZ0Wt4WuOhkSO517RPHgmL3m0EkC6jwH6D9xreBwPrZiIN/sRx7QPDsCKJ0MScCULd/d4tIKmZtrkiQx292P%2B7gyd0qTjqdPRahLp/kXUQ0ysXnjYWmB1IQQVWuSndLb93CGRGqSfZgGvDgzBoejcSAaajmSGqkbW2w7g6ysvvtEtPatLU4lK1DvD8ZLjVbDR3YUsPMDsZocDB/hoYvaGpfwdo01IZp0TGtlxWUJdAR2MwrKgaf1pAhxksNN6TAgnafVcaIFi9JuTM5SjvBEbvGNE%2B6f53FHgIwzMsS3NQRVP4r/N7gDUL83AKkrs4WwkCiaNlvDP/mEuOsGQuH0HtvSz0q6Pqk71bACexPQC6PWgpnnzVbLIcV8ZZJWMwzVbD1ieScXDUBhzBWsX7zSlkcCQJhN2vby/S6XQUiMpFbER711tQR/zo%2B4Dc%2BbejFhmH66qLGyfXICgw1Lju4hhAbC7ntRZl8PeyA1SB3q0y/KHNsH42jOGEAa38LkKwdvyrzEIm0YguoGCM29vCb2MOnX9qCD2v1v7/yVb19y/UBbz9XgV36Mw5x4R8s%2BhNE8lvadC/7u1T/HunTHgJLVsck7jN2M3Lt3LCWp0eU8JFQoNDL6iYSsAddNop5orQyHmpcBEULk%2BZxra2yKXRRIHMVxhxR6UHHgfji42ouZTzm5adu3meFQrV%2B5dvPalEeS4vj241%2BI3EzEwd8Ak7YXHxPgcFMCWdv/OU4mRMLIx8GBxF1ofUuYt/nZTXLnZRqI0%2BJcGaPtd1Dxrg%2BOP28zAnaZtMB2p8cqPcG4zRgGhhq/c7NgzcPVgXDQiIXulliNNrP5HJ1F2eSaiZ%2Bj7zD4WzKDDzSv5JFoo7E4CKaM574vgfwQnVcIrXnMnmqSw7vJ3whcHcDnqUqn7hltop4KNm7b3HZUOvDvXYFYAUgZc1cbK%2BFN1L8BEenyyUs9T2GJ/udknpiYmJiYmJiYmJiYmJiYmPgo/gHmvY8cBq2TYgAAAABJRU5ErkJggg%3D%3D
126 Paraguay 0.699 %2BQrQLo6ubk4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7J0NOAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABqNJREFUeJztXImO7SAIrXH9/x/mifZ2da3QaV48mcnMXaoUj4iAXZaJiYmJiYmJiYmJiYn/H8pKIYSUxv8I/Feo9RNQ1viX2sGfCngDBIkDpPByG42v9S4lKHxHf0ZsUCZIa9RZJOeldMc3lPZfOr3zNwCng8QyOfTWf6BOX/cDYlTim69hpWpp1AF1e/oQ3B%2BKDVFgXVOdunLEXymEfZ3b0UygwOAFkDW1uStHUP/Vq4ihwqwLHPZqbLAHYG4E8he%2Bq2y9SeBaFYYcOcvolW3elFqu/XtqtPcrxfX2mu%2BYAiBk/Gt6RlgLe33Lq/81m21j99DXpVpv9Qh/229JHdkB9/EuAhJCvyc1CLH0y%2BzpYVKN6Xeklti7V1HnJDJX8xHxjq4BO/cK6p34fjm/zcTQXvftP4DEvm1agBIgI7QnmuS21w7nkxP6yZWpqbigXWFeZSI5nvViwgxO4JEOujrWyMJHmoGc0J5tnLRW2K97Ot/T9mNhpjWgZwxJg9sCkZVaMRIkrGoPybEEof%2BAIKhk9XwxUHmhQT4dvjqEHKEf5PnxfKLU4ffcI42L625xB%2BNcFHKo7ez6snCqWg667aIw32T2fgYhxdggllw6x2VAck5PKxJ7rg3AZavzs78Jqni9Hms8h%2BSWqQO3OMKl9bFhzMAOjiCUR4pngZGDA2jKurQs/Miuwm3I%2B6YRAx5CqdNBU5pfECMkg/0oGawm1IyPHhvJJEYpvRRW8QDHQOpBSpdXcQQDqYcpXbF4LJZ61ErXhV4MuaUeDgXVhdbknt6g47EGem5Qdh9AS20%2BaktDHWtK93zr5pCNpl8T03rqgfrloYUJiQ8voPOq0Pt9kNu8dIC5CyE5JK7AEbCgLIC/LeKNgBwXOgBAaSF3mSGEgeO/1IYax5G0QUyOSYglAE67kGCnFtqRC30FGEGdFgBRW4QJuiDPZSDxWPZDG6AQzHmKWIhC3OgJkl4tWqIqOInt26d2PnCNzSTWqEBlVnfgGuvodXEEvUrCGsuravrGAac2sM5FDqFxEipGggC9yVv3FeWA3BAK%2BY3HWHf4fGbPMqy6q7erbsVfVNCyEjh7gN9mGQsEOZTtJ02q/mYQ22aZx/D5LYCk18a%2Bhbvv9QigcRdAPhN3Hz1smqiVIg3B7jnZ7Aas2wRKbaNKGDh92uIHZVN2oUMpCb2mzxmoUOpNVjEabBPHmnjNQDlCZsdR5OCHuhp/SdXJrw5B7vwgyzxfqz0Ulap/FR9bDNJpQXXu4aZqF3g93PZWr2PE%2BhpF1kQUv%2BVVt/DQULNbaU04aBIMEzboaNawewoblIzV9r4bJZ85PHurv1jfWjlgacxqumLTbrG5RzbwNFWUPvRA42LnamAAsITFaiH7aZi3E/XsQRtuc/Hycf8xlkJJJZXQGYLs/fQeYymWVFKZVKhlQVXfQmlLdm04EXhoqCw1TsvmPXu5PtaQbf5Vdalq35GVK5HJOL20VH23xrMrBXlk7EDUKxKcaOFI7UAEqYMNdanRitTIXz3E8byGONlaS/VHOB9XYmz14AnxMQfQLY4jnjQTKuMFqirtKedhRNN5s9UBSg2yq9dTOvo0j2qKj4FCf/5mjZvO9nEUkDUfhYxp8SO92y5lCYY3nzs14fyw%2BNWDtZxyXYgN3gGtyoYFgrrtelHT7o9%2BHv4a1s1OHUDYByvTfMqVMYBvMkfd02KYds91uBKwKIoXu40kqmdDRrStzQJDZKambnymQE8qmTsZvz52Ii83qPVz2xzLYAhW3xEfhiG1vbgbsD7kYb2j5hOqXAbv3pHVMQhitNbW/5oYFDHbA0lsM1FfEzp0pqz9CSuN0dbtDhPI9kAGc/VAO2xHAI2%2BJuEZulLrmiFW/QRd6/KrnC6gK7o6XnNJgr6UCm0e6jHq%2B6sDgL2mrkkK3ZeP%2BILFU51ld2zOdA/KJ7cS%2BILQvTH9T1i8XsW5Dwjd7Wga7jLiBthOofUXKK07hf6ElXZdUsAnFN3ndoTE7d8LDT2eBPCV0XWhZ2nBB6h9wVfqqcj0MssvPCvSNFM0bCLZ4x0t6Di6EWPwH%2BBzh%2BWI1P8AN0IdS9s3PzIDlx5rB3/xRMs0vOWwzmlp8sFHMDoEdL7B5gBzOsqXSGnFFJjsCJnxQ8cH4npduvgI4hiGUZiBAf8uFiqFCOVnGI04qW89ABrEDGFWLI9YTyV%2Bhhw3gI05I%2BniWUq9Cgv6uzJHOIP1sH65hp6Cls%2BAMYU1MTExMTExMTExMTExMTExMTExMTExwYJ/BrplCvJfS30AAAAASUVORK5CYII%3D
127 Zambia 0.698 %2BgnQUK8wkG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQkcsywAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABhRJREFUeJztm4uO6yoMRRsBhv//YV8M5EF4Ob2QjnS8pJE6bZPuGGOMgc9HEARBEARBEARBEARBEARBEARBEARBEARhB7Uz%2BGsRLRAAtP/bBSI6Z5XaCP1TZVXIllFcQim1/2%2BUdrCpX0vMQbCkz1inycze2GaX7vRudPWnTA2WBGu4%2Bix4b0DU9ImF%2BBZ64/t//4JnIxnVwl0KJmdAeiIVra2T7d%2BWeAe12iXl2M2e3/GP5eg76IIXvaivhpdsoPrBlgU4MOejecPXr3kHtF5K9RNduK6XnR4jOImtXPQKOjV6AT1M%2BYGmrkkvwFBosfiDHumVNYY43QgReBgbftQjUTXMTPG4FZD1puB8Sc69RFsLUFuzM0E7QGSXBWu/2CWh5rQHfhRpmdC7yKUV7JtjTV9zsGHro1w1fbPlZZOBVhfcwY4Bc9UUR17Jo0Z2/pAB24HYqz4dGbd3PATVUHPP0iHwYPbd9eN6ZqjWd/pNjllT4QuiHSMrHuX7cPUeu96pgZM2DFv8%2BuRuuVczHPoT4u/gNuaiE9phfQ6ONYTB0E3x2mBurWjk5ZT96BG4Pj2sHc0tz/twnMHhNVlSKwMIMLNJxeha%2BuyL60K171zOMLs5py5zdGlYOCgqftquWYbT0ZH1yoHcbZe796dKvNZOXu3vW9QfpqH3chwCuL5tmFU7F2%2ByssaHoTxkbap29ecAzBgTvI3nTF9yFhZt39KOq8KEpMMsFE1zqFCxILmFaO8zx2t2ewf/KEskEzE0bNlUG7pnC1lhkS06%2BMdKQ38yPw7xD/OJ9fEPXwbFj6VzgDztjf3R%2BNCXIsClNoDsVMJuD3rAN5g8VzfmLJtb/9K75pG0btzQq6nx1oouPFVvh3BNKfI%2BXuLGbHOg61aKVvVOjuhUjCh46Zxm76mItuMq1BOXih4nHpRR7S4CcfDcBjZX1j/fwrLvOCbE7CQFRaDRMwSZ3qzEmLUhj3HztKYSTbcP911DWhVaY9l0nHdrdLvqVIPuzxvcFitjkzQWsO%2BMZ8KEFvslB7e2uj6eYJ9cVYwsnfLdNQxLGReuva8vWu0Z2BzQExeMI%2B5BI8KlxXX3sqlWxq0Cv48be6jpi55aO/DTFBtxCa3Uk4JKigiIumtLMzPaVaKreXT7mNrjqJvNXQUtxzH7zCaG9nsMY8PcEF2Kds9mRWF0VKYvmp95syhF64f3d8bfA7srhTh5AC9F43fRqVPWcd0n%2BoKKCdTsFNLMrodVEspn4YMBThddKtTT6xO0UchNdJCKpXF6MqZHE5uH1OYb0zc6xDrEPFPXYtHDSD2AtmxROjgxY6qJnugfOu6VnJiVEtWobzhriEMQQrVEuenhqCq6n7HxwODICjBUauZSFY3/syuii8Xi2PWYy3sPqCcFT/OPC6nfnX7MXd57QF00b2W8AsRIce143OW9BzRi/ndeHdc8co0LDP1RjZ79lX22cv/Q123W/536%2B8wV/ZxKwZW3m%2BEhzZSAs7GmvKbYLrukVKpaovELByk2JSxxjl7lDscb3ApulQLO3q1v6GSM8CBloPMYcVJ%2Bfdcuqt413eMzKhqd4L4kfRPNvf4xPdHeUoxfRRXTItTamus2Tz07uTvoikaGatNK7/Voo%2Br39GdBpLr/y82ZtlunuVyxz8HRbzd2GPunXeUbH0ZlUPcjX/NUwMpzAGZYkvCJW%2B1QTqJ6uV68mx7HNfrzMEX18uKj9nGNaXBqg62DLiFA399rnoqZyKBIm5TYysGtcDLuZmiat7xx8JN3MoIOZWUGpDHFQl4rxeYRr%2BlgJXevANeTfeQY94vobJ/p9NnJMKuaQaklWfZegIknQnu7J6YD3FpsPOGp7HZGQUTQYReCfc/I6ZcVe30BwaVtNuo4EKyMW7cjsw1sDxbNYFOg3b7%2BqH%2BhN5JX67v7Yhnj0WuYFA/g2GRVPVP7xJVeIDvAXs5DEjRIv6%2BtCaZeFbeEWawet%2BLMC94FboE2HG2LyvcP/sBp8BFpF88WojPG4eVnsYINaj9Xzbz8Z2eqHwJk5lQn%2BPPOcQPtwmmfIAiCIAiCIAiCIAiCIAiCIAiC8C/zH6OkNMUyaK0pAAAAAElFTkSuQmCC
128 Mali 0.696 %2BgnQTq4tb5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPbgWSgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABqFJREFUeJztXNmyozgMxeX1/39YsbwQbAQYkIEHn5qp6r5JOydCu6U7TQMDAwMDAwMDAwMDAwMDAwMDAwMDA8wwagHr3qbTBikKSHibUAuksMoq/A8l7Wmrtxk1QJcstRD6LSrtsKLUY%2BOFbV7i0gxTSxa8sL9ujyBk/SP1fXsUYvUj8C7FvkClHQRp1PRvC5sk7bXm086PJj1Nzju/zwpbbpD%2BtPPT28zcZyONpXQXfO6kc1oitbPqW5qi6lACNtD1VJ21/k/Spb/b7xCHQgVMpKlMJqiCZoNRDl%2BwX1Hyv/sAhflSpQn/sE6%2B/BJyHAeMKBQlFDbk92Cw/ADtKGmk7DYePob1WfGNF/f70g6klRR6R1/V0md72vLtaOmjC7hdylMl7MlI4d4Vtq9dWvR0odlRmV4VdmuSUQrbO5UXhe25tCZGhWZ7Yb%2BWUBl5oroqSzEl5DuxxvgPPpMVlW5EvpIGGixQ1lXiDlCzZ7WAN1gHzptlwOY/%2Bgv7BdaR81nSsaOT47oUz1ojyFi8btYumzD/ChKerYAh1yz6grD%2Bzt086vlcFpa7opdokPFP6sEeiZk/iyy4jjFH9Utf%2BhKyQk9EwdWGuQu1OKozFuKBazU31ryRtnmoY2mWingquszADnz6uvYRBSmf6GlHnU9RqNeAxz3RH1GF7V0lHVUE46N6ILuuTOd8dJkPiqzhCVtUpQ5eJ%2B2PslZjK6e/LcrS8q6ExAWSuDv3/UylgY5BI9GX3D5kD66SLEcg9uK%2B5Djbz69bjhxP1omuSapahQIOIZm%2Bl0t6RZGDtEqSNroH95V23IkuyzMEYJ%2Bvj26bdaLAQdqmawPXhbRdGwyLt/L%2BIzQEu7g%2BvXYVPNVpypq6kCYC7s4N1wm4qBc9SAMR/iyLt1LiYnHfcvRaqhcLrgopO%2BhBmrBDan7iAtIz1F1IEz/kcVNRyW7mjCQcxY/HeGRQMh6rLkF4PC7S8WiORJc%2BuQIn6Yu9n4aTK/BYfDy6R5uMrPZ5jCeS7tG6ISXNo4fxaJaSgjy5Qj1SeOfoLqQpl3fqsmgT0eXxRKoSpJ/miS7xcbkOGRMVxnl8HkS30aMKUB1JB2t2HbwHUW1NPKRT/siTMpYA0vdzRJekeDxGXYGMLhwFV/RLfVpNpPuQDNOO0eOZLp0m0n2AuN0ggly49OiOUUXitLisuookjE4jN/QFyW1TnFW6Sx%2ByT3iJXgn0PTOEmlq2tLqnHnHX5oOXvmkaxtVjPrMMyAu0295VSwfTzan8eOvkyRgX5hUBhaA9HN7s2P%2B%2BVlreuiUhMNali5cblEM30Hrfmy5xZLWiReG80YMuT3A3FTqkWioxzqPbkFfiUNQ2wwVcca86S8Q/P6FXNnQaUXB53AigPJHOP45htZPO4c0ynqcX3q2%2Be7qElADoDXbXPsOK5aMrxjjvZ3bKuZy1bHC79CGeszVC2jVnDkGnW/Z9AifzI8DFgHn0G8ooYBhaHQ2XNWdv4HG6c9O/sFznt1xTnxAOaL2/gcYyoyJakpb2cSmMG3ui5GkpqRZRtz1Tf5SPlmrv%2B3HNeqiWcNoyBajEoVEDVz/aNOUAh%2B3NsN8HBzf1bO3oxjrtqJMMDYUjX2NXt5GGXSkZ3Mk4OkLxbQa0TsyD3mat/sOC21CM07G2dWsTyOTEojswIdk8%2BhzOid7mCQavAqvnG8eRvHPRBypP/Ns7sKIpwEzU5kd0c0oefWt8SryFt2oKMPGt5eYHqkWsnfZJ%2B2yEv8EhmxsQ5SZWfETyoPzyqtFlyaV96caryJ9BmkXaL5789%2ByzlXimpWjmzT5omPrC3b4%2Bs8fnupdhhxLfv5c3p7c6ekGUA6aW9IFTRdpa4X7CXt4S9mz77avWiUMIFrsOBRdo5W56hLvOsueKLapHiHcgw3NX4th3x8E6Z6h3QVjC1uRrbJCx1E%2B1c5CzOnYoub%2BjrTLJgQAYFfffXfeFYFO3vaw5qsNCxS1CZ65uo0ln%2B8o4U8DKTgS7yr%2BtY1fUeVQ%2B/Q3la63z/88yfwpz4RU/Vm%2BTTgJ9hNU57GRBrRnW8xBiM5uE7/6%2BF7ldW3/2N5DEPjj9Uueh/htI7oR%2B5aM6HUsa6gX9XUOclq64fuGrdhglXVkipNTkFUKNKCTtcu5nv006XTVE5jF0T0Gn3yR1hLCqHlUbUlYVMqWveumAvNSW0imlVtc%2BX0QoqebcM15hwtY92GeAEgZwKTgyDNU8gpQfm1zufV3KAwMDAwMDAwMDAwMDAwMDAwMDA4/jB%2BmFMXNB9IdAAAAAAElFTkSuQmCC
129 United States of America 0.695 /AfSMG5OkK4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAk6B91gAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAxxJREFUeJztmukWoyAMRsthff8XzgRRFDewUxZnvvurp4teY4QE%2BvkAAAAAAAAAAAAAAAAAAAAAAAAAAADQHSl7GzxHCNFb4SnEzi%2BLNGl2tr0tniACrrfHI4Iz9dZ4xguV/wfUcWCUw6dXOppLocSC6uaUZSNN6iO29NS6h9ZE4Nlo9R16bqJVjof2VVqNHGta3VQMtI%2B9GvlhXCLKimky64GlZdBkYx2ivKb4wIWAmGorlp5SJeaxHDelPS7m8Rx0/5IvwPQWu8WIPa9oIQ7WauCnMEIH7XGnli0yle6tUwhpG8a8kCDjp8eOzrGmrwJGXaXpy3O/VhpJ3YJXSutEmox2UkqnTZeUKQ4f2ViYKj98O2utr6xsh373%2BQofOW8aIkyK74DbRvu7EfUhj2sKrgB1Yqm3NWujxH8YGZ0GdjqCE3p5Oc33v9D6IWSEPV4l2cWaGg0y5ecIRkmgfZVN1rK1Wr9RX/rBDGkPJfa22qbYOdTUnVGydHr2TZiUV9ZTKyyojfSnWPr8IaOlAfbTT7sVndKTsM/1BBhyRLarq1zRee7vfMjmhrVg2Yk4ivr606nz1Q2LqrKpV9yu1kz53rQSJFeweJS588T3oan0yT7LkZzQLN2sViWnDhXFgVwYWdo0CbWRtBhliz17L%2BTTo01%2BxCVndTs0zFa3Qoof0zajh9tsCmWz8d7I8O9bd%2BwFN/Y%2BjlZ22AArsL77CnHF1L5fp/y9DeXceWOip%2Bxo/o%2BSfKM01/j%2Bid1NonEvup7eOQXnTFbaF21uXTbv1rbc4Qp2ggyHed3hn%2B7MrhcYcL2Pg2pCAT5bx9ibpR3rrXiCXy4IwdwEVwup4ls1zlrcXF3AsQ6GcbtfubissJf%2BVbr8/WG4E3YqiXZ8FFLnKXV%2BMtv84NpJcxPjtDFmWkrVVwdML6g7ZGxIDWlPlcN7spay%2Bfq45Ln4qPIYUuVxry0tR/4PBwBgYMzJbsTwDFkA56BxagMwAkM2RDleKf10Xxl8SbV2oiZyzAWVDAULjSNSttcJAAAAAAAAAAAAAAAAAAAAAAAAAADAP8IfHS2PeK2XwxAAAAAASUVORK5CYII%3D
130 Taiwan 0.693 %2BQrPL66PcE4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAK1hnawAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABY5JREFUeJztnNmW2yAMhsNBLO//wioy2Cy1CYxjwOfo60WnzTJ/hBCSgHw%2BDMMwDMMwDMMwDMMwDJOBRmo7W0QfqAXxLtVKSIsoJM4W0gEIQXKteJNsIXT4W7xFNEondvvJWVxoWF43GD8Fwxzc9AupzGRZNeymV2rU6jAvglFCwExZFdA6cerUGYK3rAdUArMS1q7o2SiEudS1faAFPUSJ2mTTco%2BCK2GrmoAi3zAtzVRXERf4VsxCVC0%2BuOxpQTNvs/D60bq7T0MKef0gLhqlqx6t1zQ0VkWrNTM9XQ0OaknvsHWn1UtaWtadFhb0aSNqoeNDouuPT0BRcWIdcFWhmLUsjWilSFDanihfKvEAX1gpJ5QASxXKmUD5zYGawPsZ%2BVamaGdoLP7bfRJZvD3c79og4O3KHo1buF3Ob04S0s1ldPr%2BcHsdd5ZQ7s%2BtjNzJ8rVgaegAOU5i7fv5vxs9V/nIG5/dZZrS%2B%2B11KoTOMLtqvF9pkZnFHf9wZg7FYDUhtWnr4%2B4U2hoTf5/O0cxkzVoA3o2to83/DE16N5H%2B%2BD4kdH/pl9Xbzcit/fiTzBRvOJjTfAQv/D5aQKpn9w6c5iigZXUm1ZPrlkwzypbWM4gfTMNbZLl%2BPfE/gMktapv5Q2Okh7mdJcxC15dqJb5IqJkTMatP642O9GmizfmfwaY%2BTAtHy4sMjc68cit3DtW4ovrRmdYVy0vqxlZGiNEom4bl52AWA2xjGJPBxGaOqU2qEtpmYdxqwSlhLx9g0boyHzF6Sr8G0tABbZHjQ%2BMjT14/CiWz0NFqtpjgqfH9Gkx9uCNti8%2B046di9itV81Bj9CMcv8CkscO0Z23pUiiHx4/UIzsKkTQ86%2BFOnZhJd5TE6VPN6KCH0Yuhw9DZkgKjZ2Kch9jTlct0Dp%2BJcWht87ryKT1i9Ew0R7jtSjLzBWWMaNg7SYnoi4bjKZiPyoj0FFQ8oXGEq67dk6Ivop4XjekBRr1bus878lEZIBqEb65uv/dwj65tzELl8z5t962fbYQP0V1d7SLxf160Pjas6F82DLTpacthHtEHFC8I/hSgt3RI4fu2aoolEIeUAU71nvn71QyPD9FEkWzY4QUXxVgfT9rHuEjrxleJTgBphh73kLnoARGvwI0tnUOpn0UpyNfDCU0EmomIXVvzxcSbUI6Htgd2bIoVleyMxocPBaojeuSp1ZQWkw96HYdcTT4mEzoInzC87YYup6yccraGJpLt8ejMHaZ0xT60vrglstkxzfxpSFjR2pQmctHz9i9UT7qUVQsTd4q6crysapl5EJmuVjQ/NZmyU88S6ub10IjuPfSn8MfZWp4pU81TN2xDCdbwxPQgCDbu%2Bz/GVoE1DHWyt4vzD3yT6obzSDFXWkCzD3tfVcc21BKaKfGxx2GxC2KuBIvcbnEj76ToirGPDAXNt483ChdB6mpgP6/55bONxI89CbqQHc4XJkcO57OfhTC0zpwZkkQjtYlXMTOxh7P9LHIBjcT5IzNJ4hnZU2qTnKdHux1jPR%2BDmWR5hVFyu6usie1nocwyvhwpz03QXWUZSK/j655m5dNcb%2Bfni2VjcjUGc/XtBkXXANpLhudx%2BfG56jJvNit9dcNFQ%2B/%2BDYtHUWdJ9Q8uKzzK6a32%2Bg3sBYCTCmbNO4cp%2BP%2BXBCx6JTWn6DfhQvGtAmZfR7PYlcNLbGLrlxiaiCv67OZGB3HhXj92RI6NlTt37oazb6WseZ39gn3T6lWW3rcHX2XpfQaOP0h6h7DXpl9l6dBSMO8SLS5FgzTjz0w3EZr%2BZ4uLWaq0TQmiz0Je7Vu75uJ7e%2BfX/GiPZs08aruqf9GXAbVO5zTDX5x/VZj2O6KrTrhrwCz75VB1zJJBgmEYhmEYhmEYhmEYhmEYhmG%2B8w/Pdg5PoApOqQAAAABJRU5ErkJggg%3D%3D
131 Kyrgyzstan 0.690 %2BgrRsC9OkHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcMFmIwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABFdJREFUeJztmo2yqyoMhWUICe//wrn8Kira1rtRz8z6ZvbMrrXtMoQkBKYJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAASUvVBE2OnTYr5BPVljjI2a4z%2BG5OXC1VHQ29g32Dxe8e%2BVrd729CkH3eKeUPQZZw3xWrKWlyrGvNHa6o3dWJO9MVzflt3bzxPMLBtTqklU44c7XmZs3toxObLJgaReEkNvUu13cpLaeI3N4unh0bKXa3ybphBlNF3QBx7G91yjXnEpWKdX1pwQwiRvv2YgZIgWkQmZnSIGb4lm9ySNRI5DsFAfx98mef7lxUe4ET0Vd0ge4Qw5br0h%2Bkd8Ld7OIzKcLMeHiJd0lwBBW5sFbY5kio/D%2By%2BpN5nNgA0iDrkrsvKIS/71Q2F0oiuMiDC5wfNS136omj1VjkWHj9D595nR9t7/gHz82TMHmZwIsx2qWmfnaK7p5NOcO/zQmYNktsHoTzEd0RGxybUPcGemztgT//q/pJBhP9%2B3wZ54dUZHmprMFZtwd3iat49G8E%2BQa1lMz5wnOZ3QsNzYm4dfISeDH13usqKPKF0OqO7oWdmOrUDUnAa2D5/t6kpmsCNDdJiDX8SuA2zPqaOZaeTqxsWsxZfjEu3jZFz8ji3yKA2j1BnzczvG7x6XjLk8bl%2BSqgupSeL3WL2L1HRDj8HlMroM8u8TfhM%2B3PU5/RM6F6De2p/n/Eb00AKpJaxFshemZdJ5jtuxEX2lgLmI5iVpbHmF8aVfpv5atL/L0JG6htbcJ/jB2ItoFc8Dq6M9ZPN6VktD6Xt7sYmdVGvzx26ZhJUYbUuP6MfaummBCHfT4zBW0ZZTx0XnhzglPp5jxw%2B023WTw7QY8KO99b5e0p7dwPo8Nz9%2B7s5wsWVf97iTenjxpSc1b0oIMuzMYQ2hTaf6UdHrxZ45cA21XHqQ5cLIBsEXLIu92hjtlJcltrkUj0Nkl0cNHV1YcvbWnCV6hXXpz0kMzvplePl7lOY9q5zPJNYeJqyWelV8uicFbz8nlJv3uaz1aQfIT0uL0xw581Rv8su/et42HYEmwakF5HImEePr8Hdu5%2BDqS/WXc%2BVZ02MAWodW2%2B0TCnOrazvuPgzfnAzd4gVJf6l7okf3vNT0Eo3evZloG8Ol8JbL6INI190O%2BKI5/ce08TU3g5J3NGmjQXvmD341uE/QkdEMdjJvCmVqe8va3hoqeP/t1V1IZo4kLK68YS9zsFbXO2HAe9HBzvdXpG3MKO6taX8reMhe9S7XPKI5xTBplGtd2qruT05M26XfQca8C9VYfhblNk/JfEZF64Zt2u5uH%2BMlp1Tq3kU%2BB1E35W35M6sNLuW3HFFxrNl2NMutxwn86ghHbDTQC8y8wpUzNCzxuJhf16evPSwWjz9QzDDlFJDkMzPOpZOFLz6Wp%2BXQTz4/WLHiX34AckEdR/4ZvQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPMh/S1H68tG6MAEAAAAASUVORK5CYII%3D
132 Yemen 0.689 %2BQrSTbEtkm4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAxu4/RgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABE1JREFUeJztmo1y9CoIhuuIP/d/wxzFpLtNDZoast/MeZ%2BZdjrduCEEAYGvLwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYA6ORJTLT%2BSLC23kGd42UvLuhU%2BTkrOs%2B4TUnKqcIRM3KIf6BEmThWO7SEiPibrfnUK5Kx0FLCp0Lvz6d/tkF9d7WejcI5K%2BJMje%2BdxX6fGz/Q24/b3sHySX7SV9Eb0LivFyDM5H%2BTO7l3Lj8bInVc3ZeRpcUx6rKLv8rso9e77gjs9hRpFE3WuNsku9H%2BzK6Px9YqnQWM2CaHnwcP4hr0cuzNyoihyCGzxe%2BbJbhBqQZ0xD9ljRMg/9wyMBhuZkLltMAkeRWtd1fiDAzMr8/dqHUtt7vThnz%2B92zwO3Zh5g2I%2B8wXbdu6UOFlkHGC4OYcbZFTnelRt1XQ49zBIs4Zg4lxBdwkZJJ0po7l3oD1Im1UDYNMAUiTm6A/4t/%2BETKQYG4gx9dVX0lv8UD9KyCUmoWzYU/J7U/1asbiDB2WUgtH03/9Bayelz8r5J3nxu53UHTdVsGBaDus3ro8gGjL23HfXNZpeBTJhes/iOVtmra8kqLFaTHuqjvI2%2BfWZ9rZWq85k8U7CuS6MMRJz0wvqk6LIGLZOwGMYJvQqdviYS12MRFf2MRWvwmVipv3XvYFXm8thdq62WYRZZ8nKCELpOz7Q0tp7V9J2e6WkrLkfa7k7MpkKvZ2LdnZgsTwB53Sd1hY6Wml53Hic%2B758X%2BndOXVMVs2Ots9D0doCw0jRbCE1uKQMbEu/4/p9C53ZGXvxOlXqH%2B/w0U%2BvMWJemk37WmqFFRG5tl6kC9zK8bNQ199i6YbZm8YKXfZML4ixOeks2rBk15%2Bbf/GMtFsEvGLUcp1zy4VmRR1UPDXHIWTsjmhH%2BuhNZymiD07gVf92JTnphg7qHFX88frYEYFBhsiH66mL/kFJT8zpkWjjvU%2B2yW1g8pU4itC6%2BnC3VqqkRUse7UFHZy9b7RAc9O22wkcrN43R%2BWkWOVOvVrZbNkz2xe4nylmcnYUra%2BXPqQO%2B5WNHOn8XpjQ2EyR/dzGeMY2tZFJsOuoGQ9DEOMn/GOHa87wrAMYRUUws5KqTjuxh1bG2R1urvuYnsXnQyomFv3JbWDz529EOd6ogy4NZd9FmZ95Q6/9B11E%2B843kPa7Ya1stCJE/WhGLbvvcUWyCnGhqLNdREOWkyk01X4hq0lT9i2HeeOhORehtTW5BjrMvudTZbNpHc96yocjFdPcRKHcu7u6s41al9eze13FLnUC%2BeCPl9OPjGcw5Xb9e6UXxl1nTuy0XDKbNo3Mrn1HnS06neq%2BPfX22QL205rWUMZQmHIVOLLpFyuFaQKbnUFpTq791ArFOVOqke3mwxzE6qN77V2kqcnPNJZL0fZmpcNgp6F/rhCfAFds1Gzp8PRAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwP%2BP/wCoJ/l1tJrW6gAAAABJRU5ErkJggg%3D%3D
133 Liechtenstein 0.687 9wsuj3BQ0K8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAo5oGFAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABPlJREFUeJztXNmS3DAIHJXO//9hosMzsce6MwFcRT/sJnu5jRqEENLrJRAIBAKBQCAQCAQCgUAgmAIANYMNBPU81qCUoeawDKOM0tQkFqGVBe%2BfJZBMWD9MIE65%2BNHmj08BqFA%2BPUnWbx/U/jms/4oZ/GMUcppXIDyEtTvzfAhr8OEcn8EoS8ZlGuHL%2BSLrwH2WAeW/v8Tf1vquYcM%2B4bszBPbTeYWhZj/DuDvDB6jjlo8%2BVB3cZ5dHqiPcgvSRpjIG3KcR/uuXijpenrul7%2BpIiy7emq6oo/FFRqgbNfDWR52eZT2NN4SgFeeqTcvlWEe9ZnBjXLVpJxnAt%2B7bCcjAVdbQm/oc0wzEdScRpnXf/qqqlpUwQJ9WVzx0cP0IwTNvGpDmmTeNTMly2WVV//ssF7hmQJpl1DOVVcv1BxhGvSFpjvFjuEAZiZ4CQ9LDoSDAkLRnSNoPlicsS00j0hz98DVYCPKs%2BA5yC5a56SAh4pmaQj%2B1cBwzjxHpwDDxGCVxLFO8gaMBy2R6sBjXHCeWhF544LnWet2XUwDOFjg98FI6nHwt8jVBXRAic0p2DXzmaW0yS%2BOOHtlk8kzcMJwTsz7ARRN/%2BL4RNR2Nr5R33Mwdgx7YOrHULgvHC/GiHRPmpgRioFbpZZJ0WNHWXT46qJBeKA6GZ6PtpIx%2B9ul8eSntuRg7MxnMe%2Bm9LPAxtss0/CjDgFDoxleknyJtab2bmK0PbaQWQ2KJ2LdIJ5K5rJH8iVbYf58/tXqNQRvKb/1XVn2cbTaVN0MRkyXUtTuP81yh4Mi96do54dr%2BOrdEKVVfoCr%2Bfu8gz5n6OE5CdarkVhqYs97RmKBJBHKfBCfLX0djAoVAau0Ftear5m9SCKRWN5os2h0OjC%2BQaoY0Wx79xD1kU9eNem/sreOIe9imrst3tsn70DNyla%2Bhx%2BnyeYl7yIXrlhynZZqzD9zKddOi0yXSmO%2B9kDdjmuMK05tvmS%2BqK7ZnkemOtjImc9PRb9Degxs2JFz/BqI%2BOpXQ%2BV3wvPWMGD86j5onnf8IYiG4M6jzpIsTjjZ7f4eO%2Byw0SeQgjeeJHfMskM7jheaJPSEukM6JCpon9klPWy6LGu0cXY/0oK/wgqRnNNK9B62QTqOCtp/7K9KJMCLp38gjRSEWml462RJnchakl84tWOUQSTez4LWyQPTEJTn9E9qrpLUDIlEeeG2GzSct1l/iy%2BOtEptjulZ%2BSTvQeOutVsxbpADJD9Hy6Ra5xTqXw/TDlieuVhRj8MBs962aFIYboF8IHrVaU5MihFWn8ga3/a1ysn35hproGbgVyNuCY%2BNWnWhm3FrvdzFv5yYgq7Cr6tfngdkQp/HYu82XUL3ugwkB/yavc2q0tUEPCr%2Bh87RTtNdOSnLR22dPbnNDMFD0T3x2P7/vuZqDUyQtyodA9rrnNdUtgJnu3sUBoKgaPqJA9N4VDal1jKqNKeZ1e3cdGBpBF0TWO6SJnPAN2GkNJHPCNzamCHLOqV9zsaHRbSnqt/A%2BrNyZGOMGg17TaOkFYzvF457n3Dk/RzuamTBAfwF0mDgbkvpjHavbYMCUQy0%2B2Cr14yTDzgrnfwKsT0dcfI16%2Bp632qIvsCaQDlh4Y609U9f5f8Hld2J5NysUvt5EBO/fB6FM4c2R8YFs28I3BvEQ8j8NZ8Y1AFAfAhAIBAKBQCAQCAQCCvwBj1cZMPCaThoAAAAASUVORK5CYII%3D
134 Slovakia 0.685 %2BQkv0E6wcI8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYRWnPwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABNJJREFUeJztm9mamzAMhePP6/u/sCrJhC2Y2Bkxoe35L6YzgcBBHMlrHw8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAfhoi85x/f1tEL%2BZyCmwgp%2B9sr90X0hpKjkqc//bd1taHIEssutBz4wrrjPeNNrC0da6OY%2BGnuF27Kp7K8GDzfLNo%2BuNKWRNGJcVy4U7A5zFs9RJkohFJjL8lI3mV%2BsvsE%2ByXM5GZYdRRnPB4uiO3Pgk0p1n8vVVvxL0rY32IHFupIfuhhKX3yfA3VOSTO1iCl5hfcz36l/ScSWfmQJSaaRPOTuEek4KZwRkqJTROC/plqU/R8QYmPXap5d3lybo5mbRnDcoAfMFXVZXZQns/kr3kp8/UJrstav9f8oEWzRDfNJ2jb49i5fFyKOicqH%2BbfSiTxPa2v6pL66yLNe2/405tJ1NkhGkqSKjNn7dbGfIA/j1dI5vtvNZP0NU7cSFVqEJvMZ5E8wsGDkkuGUhfKrhaEN50Mqo%2BUdu%2BH8mFM%2BQkvyEZfk2gmPnOuRZR20cVVqp6hyWlt7L05%2BC5vIjNXjP03j69fxDjxpH/wAXtzsKY339AYS2nwnRGsWWo4BNqbo0N0bXK4XeFi2FeGuTuetbUZ13dIeTHDO0uvxQyYNUoD33324G1pQDSHeuCVD1154K4xhKHWgF7M1SY6I9EUNjaj4fKUegrIdGpfiXyP34ZV%2Bk1jKR673wtZOXobKD9mjSol9FYEb5eGeRXZsO2k9dGbimTWLE7Da5LOGaVhbwixt1TbuUNHVKo8fRJmFdPpKDt3TEPW0Jyh6RDT99aDlejpQmyK%2BHlPPfVl4mfv8RXvBpqGJp2ZaBXobDIU6spEsnIHD4Qsmijfc5FkNVQM7qUr/Qk9oqOVox8yYjIRfTANti343qrXIZE2Ea2Fmnv5LOw5NSILH%2BvhVbZIeIVfWZcd3yFzYs9BY0leezD6%2B6LabhpBps9tRItCjnJWtaHO4Kyn1eS5fn4fofCFvEVK%2B6VvT1FmF7zO35WwNJX9/dc31HCYNC7rqyxDbloqhklwBA1Pd2f47EKtJy8a6mpxm0T0Godi4LV2U8cGiW49TfxTJH0GB9OtCzV7eXUq23LtUUNtUD7CiV%2Bp2E6GaRh%2BnImUvFkD3YUONDs7w80r2Pm1ExE93JBHmeSd2uvalFwz0d8iaKUeGyL7pRpIF5kOpgKvRWd8Bm%2BaObC6kcIXrb6jD/1jPknFmnbLIlzvXK8dOhjvn4yLRRZidWraT736/vklM6R3QG87M6ROcNMy7PZks57QAHXd5NzVtSGWJe9A%2BwUIOlu4uwqa%2Busnd5ZphlrhDk5Kv1w6JjzpZprmcTprPL5hjid0Muykk9fwFXPM%2BHazdrJMQl8yxxNpjI8FtEVT%2BaI5lNJaMqZmmtpNC3zMyyIA6YIltUTTDTTXbT6pbtJMOcZlx8xhN569cYsdY9ltCCVG36qGnIM3iLPATR/HWHYeUzzfnBl/uxN9AqWuwsvW%2BGZ93kM9s%2BzxdrtNJdhnQ37Z2HunMFfq5umGLHkTN91C7XUH9X47Pff777l7%2BgnppG0qtZQQ69VtSOFmXn6BYk7rss3F8OaKn5C0j/KfGf4SvQAAAAAAAAAAAAAAAAAAAAAAAAAAAADw3/EHFhgSxAUf2NIAAAAASUVORK5CYII%3D
135 Guyana 0.685 %2BQnQsCxPb5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACIAqewAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABYdJREFUeJztnO1y4yAMRcuAgPd/YS0Cx7UxX67XiMzo/Nhpt2lzI4QQQvjnRxAEQRAEQRAEQRAEQRAEQXgJ1Aa5NdwGldLcGu4DSlkAbhV38Sqgv81HDKlWllvGLRCjaKW/SHaUnHS7r/GRIDYEPYRo7O%2BYkGiDmdNXRvmof3mifbevEUn4%2BhMyaNTnYOeUWtxFdMGubuWQneJFwap2Yb82Fc2kWi2qGhvK/Kqq9R40CoRRcPOkjILBmL7xY7WiatsR5fSCHgJNQxNmwa1B15Ko14t8wWvN5f8QASD8m77T6y3o550hWme0%2BqC9AwwOcvlY3ISZuBkbbdQblNqwVwS76dd6vSRksyuiI70Wzv6L4CiXsot5dYjUnvSGMFIxqKUfrraXQUpDG6qMskBr0FKyKeFvRLWYUBnynnWCCKlpxmq1bXVpF7aAsSlGQzRjQwyoTwg0/MZG51NtprPxDlE6pCdpp2CZjY37AtJ5od6yE6Ts2jnWNZ2ir/cD28BDchJSQs%2B6B6PUH0a2ru4wFsirGqmsO7TdNsfc1dLqyKfaD1Z1syyQpoJlm43YDs47Ok9dg2jHFflgMOZePlsKOzymHhV9XXcU23kBlgphYziK1r2d5SuYZ0OMHKrhqVu26lIvgc9LMNOLOKhapbAx/sOfuAf%2BhxQTZvsH/oeQNb00adXzKn9YKOfG6vB2j1VTCjJzMUcaWP%2BwbGQU6JmFJxunkHm2PIR56GZORR%2BzejRPZlLY84QAMrFctg1rSD/%2BrDouiDgxfuzv9SBcQ1xa9Lz8A3ap%2BNdDWUhB2sw7I7C/84eWNUqYEfWttM2mfGviTPQH%2B1h14IaCVC%2BZOBPNMby6T8kGzB3VqWUB5y0vJl8TkM4oYuo3ajhMnU4TRVcXspFjCvxUI0nuxJhXDVT9DBmzCcAvGvui4zYccB%2BQiaIr7oHdAqrPDjkmusdlIm7YbqTOi02c0WOjn6zmTSsTRfuy646s6dnZrZ23uNjiIgIj2%2Bssw5q4jENxUNP5S7uGC9nnmpgwlec8HBaNGnk7wsTUtDYTAVIiUv29vNQxcR5WZ2Kk1dWWrz4T52FtJiYKLSs7LhM9dWPbWsgaTu2zY1KcWkIIb181ka5Wuy7F3aneUQt6kZB61uJYPkUnl8XqKXWrA9nksWNygdo1RrbqINmZdMPH3gEbCZ2tnfHjqYWv9SdeomEmUz9FPpb/WoP1ElhV5hrF8kMAYTA0OUE5gGAzaTKf30LDcmZbfFfsNPHuh55Mp%2BNFBzGdwxjqK9M/TM5BlBxEd8VQcw2XcxDmOv/zLL8ArZjBOdiaa64VpTyPKzDYrvUaqHMHHhDtBnY4r3JpYhopUlN12LXS7reBs4f4gQ25i3Fcc/aBn1vn%2B65Kfcs0OJr1Ntqx67XfeRJGJhXzmLtODy3GvmNoPGy4mveQJgAfY/t2Wr%2BbmWBrGPtAxiY5vjXkcN7X3jqheQc6JfLBkrWfozVZaXqo9Pc24OuHcvFeRrZw00EGU9J0kmFjM/pZHIL15XsZqzzuIYhLlxacc9Za53y8m2PK9zJYWvOuBMXRtGZvYs8Nf4I76iXsrwpEbF1uSK9Zw0FuXodbIYDcvi/J0LpZwNy862RWMDXe7PUtXcBk4Ob19oGdzgxuuukSXn1HBb0Qlrg0PCgaYNvzWL5bDb8MKcBtzbRua1phTq2pfaz7qigUfi89M18cxpE6DB390xNitnyK/5FkI0/YOdTWB4ZlBo3RDjmUT8f%2BcyX1weLEirfJ94x1DfOeMRdbQ5SqVnzWx47KrvPtnW0rmvjD%2Bdpfchi3tp0JfShy4Lc8aQz3IjTin7usp4PgKLylR7ot7cs5McW41w7Oz9Civh7wTY4hCIIgCIIgCIIgCIIgCILwD0QUMvIEJR16AAAAAElFTkSuQmCC
136 Madagascar 0.683 %2BgnQjy%2BubU4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYJIPgAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABUlJREFUeJztnGuvIyEIhmu8/v8/zIrOtOrc8GQrNOH5tGm66TsMAoKe10tRFEVRFEVRFEVRFEVRlO8TTOKWME0wxnBrmAWyZgPcKiZxKNpyq5jC7HALmcAX3/A/5iDWmFj8%2BpdEV7nwY6Y2Jrzqavwh1ca41xb3uKWQyWprOrS/YeqEtg3vEP0TotEj/OYdyM%2BIRvZi6QecGg6pMMkXHTbJ8fOREV%2Bhbq4B3UeBTQ6NLHjMJ0l8rZdTYLK9O8A7kEglmYNEkL4S01nali76bLcivT4ttb8fPxUu2p1plu0e3sTTHbgVbOmx6Hhj2/wojKLYn1hacMlUFmFO2EdXAKkpsbQLzlYhIrSph5LtMRluJIlBD1ytoC%2BVCSz00MzOnAqDUKKJvKWImkvtf%2BIc27NIs7SzJZ/YvvDfKZ4uK5Hveyv897mq4jfZ5YUYGkLy702stSH6M9kRLR2kGDqZFlecJCsfxeXUHkX01gHAN44BW9fOR1Tu%2BvQSsmM4AYbe6iJsQIeDYbNA267IiHED2DVjR9FcS4Fkuw5ClBCh0ZbZwHe2y77zeQVegGhvMRY8fSt9jM2/Fc9mtp4gGrN3NTa%2BmENIWQpYFGBJmSLVMtVzT0CzZv8iB7DybeAeJfrsGi9MzMQNX1ad3NBAXQ1Yixa2dMNhWWpYMwvUPgBc7agu/k%2BIjIbOViti5wpjnGwxrsJYt6ZnDYIbzjcGq9hbzGHuZcfs0mz78Owc1cBhrpr3Jtbly0Hc7TW1DkuXxnM5SDN/mOslpvwfI5ODuI/SufSGXgWWZX/YDnrCjKVrhZemPOp/EU1b008o2A%2BqMHh1936nzJaqXMeQyH27ktyM2Wx9QmDI5KGNtDMx7z3VCstj9WCniZlx3N/K%2BqXoh1%2BkVx/vSLPeP%2BIgknwQohla2NXxww3uQLZ0M7MIq9tio5Wootvh8vi2vs3BHyNRdRspx3XxbY6/R%2ByBtill9UpMB7sSG13dtxZn8qNo2kmILo%2BuDh/HNURz6r7wXi56/ITUMhomy%2ByiSe0Xxyz65FDBs%2Bihd7BY9HEhUlq944Mtjh6HOE0KHqlXuTpOw1gfkY7JDJv21RlxdEdHqfLGmcXq2mOs0EgdyLHXMVaKX6e3Eu24ydhoWN766PZKQGv1DiLX71y6X0zmMKQ9YWykL1%2BHvVPTVtT4OhgaH61/0DYAw7c4%2Bh7vtpYnjtfYA177o9Tx2tAa4Wmb7q%2BXOvWx/bpLPA3q2tYCS0wRg2XXN8UKvpiaOsbsN1rZ0EyDRFfH3LT6sk%2BHQIrs3wBHzNT58rDR4mhOb9Qz6KSvum4ZsjkHkvd8xpFs1j0bn3OUX7eXh6N7ugAHU3Ol/09OhyRLtyEGGIfMFVrEa1M4v2Y0NcE/myCdNbNfusDjSM%2B57TNnhMkTC98Bbxrap7X49iFv2X0DyfHDP8a9zaUhPj/fEsrfNXgQs6XD54dbRhl83uspvQMxZi6UcJAljYekP%2BRk4h0xoi/C1aSIsu3ptYWXteHmkViAvWiChNqGWwDgY16rlvc47BFoBlu%2B3gJwMRXK0frxwrgIhi7vdgtgO22P1y8EHP4/cDaMA7zWANuOV8AtiwNPp86nTrAs41705KG9Vdy/fsd%2B/P%2BUW1Uil%2BELa6a7yk2moXEOcN2XAylX4Ubu9lxB5DJErkXz38K55PqSi4T7exdchQgQ/YetTm4IQcKiT66ht8srTXMd4n75k1HUM7H50xJFcoiTVwU4SK5cFYLqyZK2Vg%2BghbOBWZui89T7b2z3Qf6IjyDgwq%2BiKIqiKIqiKIqiKIqiKMpf%2BQfYphduuB8FLwAAAABJRU5ErkJggg%3D%3D
137 Papua New Guinea 0.683 %2BwjQL7CPUG4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJXizFgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABsdJREFUeJztWtkWpSgMlMP6/z%2BcIWFH7CuorT0n9XQXlTIklQTYNgaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAzG4wADb1OYhxTCvM1hGsLjpaGVXJ1kjazFKy5yYY4tklZ3kjkL/ctWoJQF2NToMhD6k8FI5hQv%2Bu8KxD9N2niN%2B6QvDIAa4RVZbpsZWRu0fYHUeTghXPcT0Bz0v94PK%2BRqxMPuPhU8B4pcwyNvQKPcNqUmkRaavgM50u3QggayN8UUPUzm3OieIu1n1QQ5SADljEYYN8whfwJ4p0larvAdniKNZWXyEnAaDSWl5yzpk5meBZVkUQMpjNI3J3cTZUtRvaPRNMm%2BRpPNseScG5R8OviI8ZaG2zORzs8L1kaGsDlf60ESL/QePe/00d6BdHu3lddEpZBW0htaV1maaicaDZxcKIXAxoC0ZGkl83zpiyWsi6TBCXoo8qtkUMdAQgJueiAbn4SK3jhJksRFREt7M9ctHnklfpc5%2Br33LBhbZF1yNVF1zctDIFoh21gjhzTWh2QhapdKfFIg%2BlAb91peIEu7gRHdvgIFvZI7kbW7V/PQ0k6Mun%2BIogWQnXmNdV0p3JN4vaXtkPNGFVFn7gXWUNV%2B8ibBNuKQMw2pZOMjnvXpmfbCJkt3JmAg2Isw4pco4NyW1wJ5do0BRAUSPLirnnS/X16mmo0uVKeL/FTu0e1B5ADvv07cnOBgsZCwKSOYsw6CXLUzWICILfvY1Wy40RyeegTVPmHcAwfZT1l8thQo8LkLg4vZcCOXPkU66h%2BNN3IQGAVZ%2BMUnLlmJ3nZ5FQrE2XWAFFb42ezu8RUoNOW%2B/6ZtSIXSFy2tAl3jjKnw7HsrCn8XPvaxlATYWzVQSmVuEbuG6r4nPg/w/clZ0lDZSu56qFhLZIuWvjw4c8vSXEkyVqjTWlAVZlh0%2B0J%2Bby0QKd6SSA4L2mtJRkuYELCchHK28H7SmDAVdPiG2fRj0ssLyuiiM6orYsLXaeJL8nCpxPBBInTwEmzM1VArxAUFUf5We/b2VKqa8BlAtbQ72C11bgNHwGfJxX0l5x/ozr%2BzCsWTgfC6oU/wbbctdRH2mNS%2BQ1pfHSYiyJo/DyO3GdI0HBnckvbhKxBbSa7QscN3UkfWlEdz8BvYAE2SLrnROwiqcxy%2BHR/CVcek0MvWgpHM5eaLrpIcSZ3TepLqLvhTCYt3a7Gi1oB8Twdicyet/uUME9NfqYhSwB4CMzws1XtEesHSCIeal3lB26NgjP2gY/Ad/%2BxCY1AJsSjznnRfIBb1O2OGpPWzi6pIGhZ3G1At%2BxGtVdqos%2BtQ1OfJaeFD9zhbT3d3Kicur/LLuNs0Nz5QCzUfwTDlB4cIjjlrapS8lQhOIaevHfAAsbR2rfVSIHrSdrVy6J4T9X4GuCRm5wMxV/ZXQWlz9qiGpQXv%2BeGNuOuIxK5i%2BQ3UPLug07ctb60APOEDS%2BswbWq81X2bpVdgcLlqSCuovjmoe918/NwHz/hgaY7auFyE9v86sZCAb4OWQ9IAVQbZl5noVvo91laMfDoWbWRoXdjLcpcK3dQ7jg2%2Bc967LLRuAblZiUcLtMwXvXJ80FXj6mw6aC2Lv4TmkK61IXbDJsFf5FrIyEya%2Bnpvzdh078MPQokEeW5wR/QVvVaZQj47ULtCg7AHUZ/cO3TrKyuMvwH1uC3t4cVga2GXB4XlDcv9fwLs9Mwck6ZsU9M86jwezvOoH32hZYLWDa9u2aiDeu9xSxu1Y33YlUAvGKCHOeZh0ptXj441atn47BLpim5242mDAEzXFNSR8sQJdlyjUHQIAaqdh6Eo4GWyc3fIK6fNpUU9njhgCGljJOpcyH6jMQB3g9AfWoJpCThuuuxCod5hug1O9BinZiXTTkRXKoG1eQ0E275%2B4cNcWCI9hDcO4D6GJ4Vjjj0QzZxcZrCalXZ%2Boqd0gS1vt3TNS4zP4AGef6sMKHcJkxajq2OE3UuBmj6UeBpIW%2B5o41Es2cw57GiVOnDM%2BlGAxbPROh5dArB0HnJ/KA92x01yvP190h7hzGPRk4NTmwOFCaTDDpJ%2BtmIaAZR1CHvsimGdpflfVpuHR1L/MuJMSO9Qrv4Jkqt88px9u4VoVfFrk7IJfJC4MmBb5lDx3tKBj0/CN75KN%2BR9HqJA/PsyMgllycq2zonKO/xdBwifQm3skjHhq1ISoUpW7LdCX2T1E0C5tF12xurgw5b%2Bv%2BHb0TjGidOh30M6Pqm%2BrtwNYjXSquHXoYsa/jukY%2BbZHxv6NtTnKxEGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8G4F/8BCsWWykkOxw4AAAAASUVORK5CYII%3D
138 Jamaica 0.681 %2BAvQsC5vkE4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAnTtIswAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA8dJREFUeJztmu2WoyAMhusJgdz/DWcT1FYtdpQpLHv2ff6NU9uXGPKFjwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADA/40qG/q3ZVxGOQaaFkKU8ZUrB5NKKYoZWiT5X2Fs3RpporjzCmUxs6dhZWs8sSqnYWVrOFdm6yHuquYSbmb58H%2Bm8Yz9yczLJ8zYY6k2zZ/MPMNjqb6kObvIIKpVxcRc22U6hq2Z1swXr8gZwkPUsl9MU8iZj0KKUdLH/CdT7CbuBCXToOTWU4lhelYcgaJm3m5JFz3puzolhETBqrgUkky0k6Hm4f6BV8Fkq9pv0XmJnTU/5cwkc9PSA7eobM6SsttMsvX3/g5iPhw1TSrJyiINZAklnFhuvZry4nK9yv6gUu%2B4J/RmprKhN6jtzPDylmz5ZgILPx/dZIeL6ZLdYjTpTJRCENunLdSdYJLj0UhqXn0P87COAYRLPyb3Bfhe7tbLFLd9oIpvMhevua0GLnkC3fUOp7Q32uDRrnCxJuja8q2RKaTLr0OlWoer9pQtdUn3rXWHkr5Y95itDJDotYqpbqqbfZzxFqXrNtRym8cRS1ctZctSwFkxGsUqUL9WFTxea7WKwHOkVbbNqiidx0fP%2BtMuhbrktn1AXpK7xRsO/qzwNDe0na%2B57qkVPR2/djZD85yjbupfusfm26wMpA6lFE2/3YhHOvS9tiO5MuSdeVVqrtr9sKJeenzKo6l5W2MBK1Z5IZ/f1aGtoVBVMMm5sh8bod8jeexxO1C9RbwNobmpdckzN%2B%2BiD9G9WAB/GdtTetc48jFG9Ci1rbG91tu%2B8FogMp/EnfYBJEeCm5ZOlq9nryrK1h6mJqv7bhlnnX7kaqNYo7dXLZPEK33qKsTqciu2/JjOi41SxP7h9OYb%2BD78MSXkGVNurnQ3pKK9VW17sHSZQVm5935OuO9aecp%2B7JHu8PCDGTyvhZP5ytw63g/8FbiDkPcfKXhfE6Jmw26Wkdx0tsMS8yGq83Sk08Gdes8bvQGxTUnrecb0Ou7ULHTNRPvkwSFKsAYu8oMpdJkrLKL8oOj5c9aU5YpEaA0OOo8cU/THP8Chy4xS6RBZF//V1SX85G6gd0C0fCiXE7aHA9XzD/09tDy/8KPl1ZGl54j3Gj7CKGjiiWQegKX2Q7AKpGhspkk0Hy81nSRVY8YsKNNOs8Zq/BWa48RF80n0uJof81tM/t4V5/Na9gO4YV8F2rB7w82T%2Btjvim0wG2f%2BFb0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwOn8AnHbb7wyYijQAAAAASUVORK5CYII%3D
139 Finland 0.680 %2BgnQTbAtkHEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABFwtzAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABVpJREFUeJztnO1y4zoIhq3R5/3fMEcgOZZt4Vo900Jnef40aZLdtxghBDjbZhiGYRiGYRiGYRiGYfxbpFKkJSwDzrkkLWKJ7B3ipXWsEEgyVOUgLeU9zsWcgTwk/hUXqVrbA4j1YZAV85Jq4Px5ElwUlPKeshua8H/Dr71%2B0QBXUX7wji1pjHvxvoeMvwCNUa9G5Ogu2/XoHUGhoTPuIfFizNG4QaGlaeO7RrVRZ1QoOrnqG3DaQCAPPu3c1Xc0QMuwNHMGj2KjG3xaZ9IEdP3raqyRz%2BFOCKd0A8oY/tQAPZ3bOe8s23WRKiHRWsyU0FGCNPqD2swDVbsAmUx6zjvqU4UuTcB4SLls6l6r6CrUc1GiaD4ncjtf9Z2scikS7uzMOxRYlC5GEs1YVGP60UGTMu6rc4MhgE8zvMYEhHjwgqQyA0HSfCUS8PCaKI/CtIouD8LUpiCej8fgo9Kgl5jtZTsfz5XhOdEqywgdNk4HxTVIrj4KWoM0wvm0ysLYDjDrTW28IzKTnSpeh1TxmP5etWrPpaAqy0wdVlvRa%2BrMb3x6RT%2BcBbPaAPLguVw0lIfWIQCkyrUPk7Q6SBUWj0qkzyENOr1GU0PA2qOLJYRq6BAK6Y9h162wqAc1qPlSj7ZbOEI1hOI/9SV1p8RUjZzx6tcfF99NGc2Nj7yq/BRyNXJTWtw904Nq7nrYKqqqCNUnym5cqvnejoNQ3xKc01NmqmYeBzqo73IPbtQgUJN%2BpMHMjThXHfSMfQTn79E3THc/NcMq4e6/G7NlA7a9NKiea56ndFgUyQpUp7lmmJ9TWuNfWvVcM0WPSXCj4nVVLZuA3OYlGqVlS/cXyPzgvWiuV%2BaXGjjRmS5AEo3WidnfAjetSV0u1C7nIIxztHA8P6UAnW4lHYRxDpqb4D7TLoCcgwAnjakxEd3Vs9S5KzCeGfi6Or2IriFm6jhPjYHv2m59KSb8sIipE%2BPRX02GtfYod5l%2BGMYt85eHk4xvAC9RuIF5jE6PzkG0ccgisRTn1/fZofe3AP0QyJvmlipPkaORe%2BDwAqfFOPHJMD1lnfm8gwk%2BP8rEpd0LzUfNXcCpJy6Z55nd9YN7JUcg6N3/y/TGzlsfvgGRlXi7uJRDv5JBk3AwdbAfJo/LqERIr3yjg2WbLBA%2BRtFYOHJLM2zk2L%2B/Jw6iYa%2BgryRu%2BDdKit520SufTxLThaPo1q1YDGBPx5uf4mbp1X8ABKq%2BY8hzLYStEQRED5vLi8xuQhQooA772fd63iL33h4X91u3o4ZvXZ7/yxFlv3W7kMw89bESrw24d58WaRkdKzGs99kybvwCx63jYAvrUbpqFjnYDiUEbmqJpdS4LtNQPCpbq5YGuhFQptr7qWytRtxS/1yJYy3yMdaipXEUgaup/TifLH7xbhBsb4mVeo853aU0Akt5Qa7r8mlfrPgHtnKBaZj%2BCnsvYCGPoNxfslG0Owgs9OkThTvRAYrmICsJNd5oKekcCOCZ5eHWpyuxvl9%2Bzi3hjvzWO6A19KU1U0v/9SFExxAC8r4gltVoftMaauD5W96fO1QR%2BzoeYKFjNu0kAx73vlZDFT89dwejUwfPGRvavCYVpbWYedvrj5mxY3spaDFz/26d3Ou8bQr2JAxi%2BdSBlUQNEnJ81UTMpfjzlHdxA5JSd5oJ/SirPos05e1zCSEckgO8iC6/wSE1jbJpyjuOf4umOy7clG7QeP2FEj727bNhPYZ4B6kvzazxO4F2cw4RYpSvTm%2Bnr0R6fIoUqhz5ChzTu6k3E7FafftyNK3UMwz6so4tZIG/Y2HDMAzDMAzDMAzDMAzDMAzDMJTyH9qqCG%2BsfWVtAAAAAElFTkSuQmCC
140 Peru 0.679 %2BwqxUC/QjXAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAizRtIAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABXNJREFUeJztnOuSpCoMgJvi%2Bv4vnGOiIHarhDndAbfy/dja6nHGGHOF0K%2BXoiiKoiiKoiiKoij/ADYFY2C0FH04s/IosWER2D5O6hcKvFiIcaMF6cGillHhowXpAcg0vDF%2BtCQdbPaMtj1aFD5m1XE0D7Jrb8L6H6DQN1YYLnZXb3xK5IODnCarfWreQt0zskwg1QJ475xf/jEP0PWSWLyL1hxYVQ0RY8p8aqfsjfE5oZYBNR3XDxxQLPHzWQuKFJI7SmU%2BmUdsoJr0M3NDkZWsJs0kNgkTT3%2B0uCSE6BdDsZAfYoKyxJEtx4b%2B8F2g7UCcoCohXwucNw6WlO3G2we5H/d1k7KHWEetJnzXTcOor7eXtv9LjrG236vSAOOAY5ncXepT4ysstaeIVcoJ6K7zF18MwlID5ui9kPtD%2B7pmekmpYctpuTdZJEidfyFu6fH7wl2BPli5f%2BpVNOxJXax7TBgp1vvGuNo3X2P%2BULBasRBCivWlWAuBX%2BEXFVt69gRiBrLKaI0HG7aCjRejN5FDlYWSlIHUa7goAzdNwEk5CmIGUjneGgU4v%2BTPo4WYgVQKc%2BxiHi88C4xJSNWVbm0A5j3R7c4%2Bh94Y/0f8nlfYd4RLI4pCqi7rR/wbXgvthQJIztsdXhSuy8Ag0nW57HyOXUTf9Vb8v/J/cDkOWPZa113%2BkYl6sFU6HY5/WwdaEfvAYtT6HhdKdxlIKFSvNQT7ZnBfU8kYNeqYKmre1a20CYKbMp5Zw0NzEUewgwFmTXprz4SMJxLeWFaxFJo9QpLb/fLGc3oWhu1LVXovEtoxfNG0n8zJCb1EKmD0tIyCW1RowNKpdRljKUdW07TW1Lph210FhfYY8Hxbj9A0ammhGSLhg91fIBg9tuwLbUdr%2BWKUi9NbHcxwNN8IMoIZMd%2BLoWp7W0/LLY699raWkRfTXXElWeUVp%2Bfsn9wFdMHgsWuIYdW3lwj6YWWL7RoVWxecQii/Wq8bSPohLYqtIjQ3t4IJ9VIl1EFQamFsozR37eXe5cexXOUOS62CqYUkyS%2BZU%2B29cpiBg9KPliJBURKvyY1ls6VaJRPqxXeKOUZW45WnqhNufuQPLWt04Zvk/MIomw7suxbCboiURSaeqgu70FLL06d379sBLb/m5RWNb3cPIB1RwG5PCEHcohGXDYTRLu5gC7aOjA0ZvoLKQPhvOuTYJz9eQxQD6QkgODMWO03qq2QDYW8pFuKSZAbN5kEe8I6dwTqZ5IdN%2B0LOb33BOqFB22FjkJDfck8wSDQTB%2BMGqzcL6UnmaZvjs%2BPOZixSJ2Avs9MQUyxVyy8Fa0lhgcaZOMHah/2yOCKRZ2iAFMfAmlcuF1VjqYxlkx9C07qM3aNFzfVYKnQPyH0X3H9uLewe1fynScQvsw4JXtcT4Oz79K%2Bd4GgX1W7uXNeQggnv8zVxVM10gJpt%2B3b8AoDOvVj/8ThzCE21GwoebEoOSes5HXs6xOTGumHBYtXpXSxFs7HRXQxoMVdMfk6VFmHl5uJJzrNCV1k9NrUUOgPvJOfn%2BqTmDQX8nDzixKO7R/sRHaruc4CfwpeaO50jgWXW1b3rlr%2BFebhzkoCX4XVera1caXgu1rlC/HMcR9fDO4B36NDRvTuOOCvXonmcJMxl0hvhflZs5KLHDdTHXJvAhOZB0D7c1SZFHLUX0GI9/XSerYF7tmcA5JHuTKV%2BgtPjl7jzr5Iav1RzjztzSTtZHv/EfdR%2BT/jStPeTcuO25LqIh0mPmZ3wQNXIztUC3FJCNp3SHysLG5Onl%2BePHDt0QAal5szmz8PWQD5LaLLmx31r4brG8BgvLHh3fk5YURRFURRFURRFURRFURRFURRFUf49/gPRVyTr26MQuwAAAABJRU5ErkJggg%3D%3D
141 Albania 0.679 %2BArQsEyRcC8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/kjXiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABVFJREFUeJztnOuS6yAIgON4ff8XZgVjatpEzc5U6Azfr3O23SlLuQmYbVMURVEURVEURVEURVmO98AtwmOsMYFbhqc4k/kxVUdjs65/TGjUsjGx/Md7XmEmgazorZpHNMYxyzMDkJjG5H%2BmGNG6beKWaUgwFtAX/e6PEOQ7JRQREwpsSrgO1b6lAjVCgzUOjp/JVvVL1AaHrimXeBkrIrmlVMKVnnOsFm0fd8JJzo%2B3HpejnpUaQuKdYIBCmyhR3albj0KUmBrBDSw3GXkmgpm7TxIXRRzVHH28tJLPDhW9YRiRpeqcQcZSJ2mq9nZCInEJfaaas/KEHhdz4oS%2BTYgNzghLMGHKE4XlFz/jZdIKvjAj9DhvrsXNBGFpSXEmu8DMm1Zi8mFrZLBTJrQSwEq/H9FgyoRWAtSgcT2xxVlHdjLYUrRduaRZxw5c9z52xB0DdkynBBHnh5XGGSHFQESfUMMwclQ2ijJRXkvdaYQ8NHhpmeUFVheA/mhDTNWCwUdqVweZJo0m4DDyfYoHuaSS2bLBiYW9kyyr2lw3KVkB15shZtPJIVGYtgMZ7r3Q1DmDm44wEyWR29uMCLbEcC9I2akM4G7FwZdLnJaj7GRsf/6Wq5LjRS9Dak/NvF6ePpVSaaL393USqS72eh/u9BcJkJpEyI7WreLOpUfithBAmf1ozcOda23PvMpCPdzYq0oReCtNI%2Bs5xlPjaNyBhLPQYBnNGnbrHLUXw/vUpT9b%2Bi61wY/laN8R382Hz0B81R9WeD3VfZoPn4G8Phigewi8GNpxtVFT%2BxV3hfYXxuB4VN2OrPqTILh41bOcdaH5gmGQmi9iIliOw25sBImDEHY1s40M/ZtWUzCcfl8sYQGDK7ZuOJMSPxO9W7/h5Fs5hxMVuDiNMdhHaPU0Vpo1H62xtD5%2BnJx/IhL48O6s64369ImpPQXeYt8jzMcPvs0pHcLUsrd7T5phtSee/BDPLmMD%2BVj6WO6JsVXb3F49WVQ7B/OMQsOgJ3a8L78nYBFbDWu50I097k2x8e/QH4exb5d6ecxrnShMtp%2BhLGkdFeF6oRubNg%2BnhFXo5dVpa9NPr%2BTUtzM44vGB4ek4ttr/cqGbr/bp0l2o5rF8Ww9e2n2aI46VOLf87PKy46ebPnUUCus7Noea0uMRcipSw/qGTTWK9I/rfJ5ccbkfvjzR/edLpi%2BHYWu2FtSj7sElKDRLD6G2iJIJ7qFxUvMmcfQgjw%2Bl0uPRr9I%2BC0tf7Ph6qcp79Jvouxxtj61JKnOF6UE5nHE0mLYmOTy6xAwbDUoZMkuhxiy4vCN3STkwePyamBaEaOSCt8pg9kZtOZk51qGLzwcWQ1ubczKQNUOauNDzTbKB4KnPzZYRtTXGOkhEA6Eu3aSF7qGRcyK37QZiZw%2BJ%2BzgJuNfWg/F2%2BhEIpbUO7LcaKB6EOSHKhBxmLj58GZJ6Suhyapcgc5F6qvah2g6E3Gjor%2BQ178sVSpq6VLcCiG1b8fZdwQRRV1eTHdfUCdOQqEVZUnb3WgANuOSouZBst%2BFLnWlJai4AZZnLag88VXfC7pztJMo050EXJHqsiuQHB9kinoue2Fft5V7UJwBsrlT3zWQU1kVrcNterMQFmt1DxTqpt0XOtMs//uFJnY3TrZZfedjYaWVF3DXmG2Ib3exvWEep%2BqpZ56OVtNx9Q2z0y7oM%2B4hjZSlFmLkLL4Ia9cAIftTOO7VHAKJrjjPHlVrclviZZ1naV%2Bta6k3ET%2BoxJsq7xXxPqfBAbOF/CUBdEuKW5ClR7C3VHsMnJCiKoiiKoiiKoiiKoiiKoiiK8lX%2BAD24I9EdLce%2BAAAAAElFTkSuQmCC
142 Pakistan 0.673 %2BgnQLpBvULAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATOmnqwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABwpJREFUeJztXNmWpCAMtQ5h%2Bf8fThNAxSq2RqI8cJ9muqvxVozZ47YtLCwsLCwsLCwsLCwsLCwsLCwsLDQDxOejlMG3ebQCcQP52QFv0ykCpPpc4IkLPau0EcyVsBOwpYv0b/U2vTQcZSll0AV10rSinpM1ChJtVgustKfTEKe6okRLfORjbNqAdRNhZiPd8qRZ7XmGTCN0iyW22vMEl1aQnOsPmf2Q3mAaL9NGWnvTPY0JsabD1D/lFP8zTyACTRJUQpBl5KfTiOanDCcKnkSzsmKLJj2DfwjQTCNqbI%2BHcBrP2PYkehhrr6cANhk9/1Exi1arZklL5xlngGo1eUBR9xw6nfPjKC65ofaZ7hwuEdKmQwqf0yrpiYqZEnNM6waJX6EWnisxt/znkPLmYs4UF7NHGQg4WYC3ubgjQefLR6KcR8oEnVTptiD7PaQfLjOLbbsAdnOW9hbWpsjpimGGykYStMwZaWfvHqdVhmUULG8mwHOVyIdJ1WAlDKCMUrlIoqmw8DRqkY/V6dlU2j1pxbsvXzYfCKAdACPhqYrK6rdUGkHJ/XkLMCpYMqyIEl8hjYrq5EIqJ2ICaCX9zwDtr4us/pHNDAMqQVJNlMkRnXG2vxYl6/B8GZ3idZN3aKEbVA6CxLNFMNf/K13PK7epfMo1Wh6iDabWQtvvPMoibVRPtbUskWrX7ww36AvmFdvZnQeMta5pKiF2K1aVsp7Pd7xGUcvBitnUL6Iu4rNKUBA2mcdi1%2Bs2rNRasqLvkLP0Z6HNzEcbyob3wI9PsTcoqyLWGwnG1Eu1mtUEBVUUpmYjrZpDyRQFyLJ2TyNTFNLOOUk6y1oz6rSqO4EjLE3b3jRrxdjR0nU5Hy01yKQsKdaa0XJAVRq4T8yofNUffr85Y26LNXGApqdJh6GkbGFA/%2BiYYYup7fNdDzbC9yoXxeWP4jAau7xPQUW3/HNmIeXwz3xz5GpWQEF20s8lNVva77O48kQUeYXGI51ttQHqKtn2DtL/kFcORBo8sumtweYro7l8veYW0v9Q6KB2le8htiBczSyZ5YV9viw%2BkCnqKAha9yUd0YlcTcO8oLeq9a4dqZg4l2YCeu8sBq1GLh%2BuCtLszkm9AUGuSTwUhdCgVz2sAdHuzwcl4t%2B6ACUn2%2B0XvCiGCfrbiBUeQ0r7ei/jlG5YAdI55OimicLTfUNS9gZC27BeC%2BTHV6r2olZJO%2BCGToqhRTxhZSCO%2BCdrO/ygfH/UYKWcn//%2BN5DiW3ShphWycTcQw/lgqOK/6dCuEDcC4cEVvNBy0NdGipBw/f%2B9mQEcHPofUTkeDSAh/daE1lpZpTf3rzfcf0eqqk%2BVhm5Pkr6GGRtFm9OSlXz4HeiPGXx0ZPMlz5AAJfd6sDzOCUTDU5OgWgcMbgCc00Ulf9gPV4Equq0eHBkyR%2BOJAlJDkhld7tj7f%2BNJk9vysc3ws9H35VkO3v0ow110sYUcfnC0n8XS83RNhdEmT5wHMjVqx/ecoiwZmUgjDE4848WA8dbjvMjQ40SkbqOdy3mV%2B6TjwuSlR95ZnWrAXdJ4mXK7nDY69jhx80H0eQMdAUrLax4s2fpD95IiN1hFR6g924l%2ByRSLbXf7IYoMnA65j7yexLc2pO8lRT7XMcnpTDaLF9YhetXaBAOXaYjzjUp8%2Biv1utg6GpwixqBBnk5Rm%2BLf8W7Cic554TJnPn/o0FmgqBVES8XYm8AtOwVRQWU4hEs70Ozv4ujTjuJfMQUeZ/u46/zKVy31RPpBVVO/hAJdFyjP6w4vH2z79NbOtTQ2kYf33pnvaxgGgEjMZ2W0c48bhciZPQ5B23t7kW3/U5N2pqVJjH58Xav/ImnSmkPQP9sHv9NSbUhna8gxhZdYLu30X%2Bk350gOG52YqusUTvI57L1tZaT6sH1XMonglEU5UpNz6R%2BiNJVvQgtFKC8fqg/49eEnbEDQaH7jpob8AL/DAGRR6LCvq4WwNsRIRAlH/xA32nPa3BKIbItLlLiORzRMBneT/sb3u9ciVM%2BLb5xmy1cO1kAzlsYzQzzfx0dvwxGAYcW%2BdpyIu5JsS5NEBUCcOrwv4shAP/qsqYv67DrpV95W9Lt70bIFGcIm/Md0/lDAVyhlhd%2BgpM7KWU1767UB35d2Kl4Lf6g6huLFt6PQFlTEuimLpPr/y7vWVo3PFTlEl%2BVUhCjf37UmOxiLrVaCcgsOzJwaoEVMu/wuK7%2BTMcMePjGRB5GLUqOO56kovRVwo/I6FER7X/%2B8cDLBZ1LVX54xwBSkSaQmrDPLmNM5ruXrEI74PO/toy1sqslIHRc4bIqlQSl5hFNymjeFHQAVIkBhRHibh9uIFJY6zvD4ZYCor3GsTC3tz4cjbG1fHJkAONkbJ5tRnGlfWFhYWFhYWFhYWFhYWBiLP9Fqe0ejLQSCAAAAAElFTkSuQmCC
143 Moldova 0.673 %2BQrQsC%2BRT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA3BEu4AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABiZJREFUeJztnOuy6yoIgJNR1Pd/YbZoLiZqIrurYmf8fpzJnJXuEoKAIF2WyWQymUwmk8lkMplMJpPJZDKZTCaTF3AxGqSFYIKrxyECSkvSCCiHalVqDYwrNZIloAsC2iCrW9AaazVdjYkXTeHiRbW4gL/0F/ufILkeChd0q/b/4oKJTcCQFqKU9co1wX7B2/LdHDS9hcHkdqRd5TUKQb8F6cIr0COJvZnG0y1otR7Lstc2xwarMePEGqMgSP0ikQ6vw2g1jOSI5PMexdHbG3k2pL4gvJkI%2BiBJHnwgoaNtPxs2WggZCdJFJ6neiFHxmeDMg3kbGEJwSjn0w98RnFmvWJQX/MGFoFVBv8qQ4D4MGROjvrgfNLWEjmK8dtEe8LB9n1lZ%2BoMVVTcWgzVSepoo1IfQ7SqkVk7RZqGThCVMwUDA50tXoQ5D3kI7GFGxyVlfUwx0Iccu46KhgPFiC%2BZTcIt4Xs3mQRpD7oYyLrCSylaHwS6bmp/upp2kf07jnxQFle0SofFZzeEWFXxJ%2BJB9Tbq%2BBZwBxsvckEL7zS/690O24Z9ASOojI2qTOeKi7%2BZ85E/BrWTgBWCozUY/wvvQ34HRf/CUdpQchKT2328WcmacF22P/NDbtYQPQXICwCsrJTsIlPF8VK1Rr5n1FTw3EFZkMTqKFkzL1MGm9msBVfv4xq45qjSOShgINmy77qTBX8ZA%2BIq%2BCi1hID4mslV1zQ2xf0nbrcAtN9pkHRKabV8fgkpTVDbvd54fuVdMoLdVhy/kFdKzkE8P3pXwajPdPaLW%2B/9xfZfitojcqtorAzpbeMgyr4/ZdAScZpwPR/camelapzTnHqBdW/kT2q72oQ5JGVs%2Bk1Xlu/qPJC5wQowFIxhf4FSYfqyhZtx03dPpJb7K8pqe1IFcziZYz5WYfpd9LXtc8Q95rsieKzF9qyQCR2xqohq3%2BRzouMNVqZujQjpjPYXqB24rATu6D3X1zbxwjo5aYP2FvgcUbnf5eMquQt/MgafqsEHcL%2BQ0zd57qT0NkLNpEpqzC8FjtygqtGV1w8/eec/kQ2fRl1UrX48Gqu3opwtbDvvcyL0AR7rXc%2B9SUhBJ3doF8m46rtz8lX2P4voxL13z6z8QH7vrfqv4ZVjqipbZdoc9nUf1tcKa7bjLbAlTz3VYX0Ct9TkVA3/fGkLNv9pGq7bxDF/fak3t61xrjKE279q7N%2BfK1ths1EvcPaiulfVacYiT7tnuB69N%2Bds4QvhliLxdz6dUlqJrlyG8LE70/wPKJXFGWzMuC2Ssgs%2BpdD7v5f4q%2B%2B6lt1WXHAg0vm7c41DfflGlYVtZoXeOjlznynrZQLBJ1eddeYPgu5QNpGUp4mkUXRfiUjOQvE2R4w6H2dd7EFDahOt3/%2BGSW/qPmkCh//kuRVpobd84/B25ruvVpj3w2PRJRU7iZ1JjpW4Tk9El2EZyg3qfjvgCcJttKM8DUBtMU%2BLqN5JGxU/EKR8jMmIH6lpUL%2BVtVMP2NylNp033AtMmrBGZsPMvPlV2weXBZgKajGEzEzxOMViZecaLslXu8raTmrDNwNCMQxgt2SwJVzFlu71Oni%2BsEKohTu6Y1YUhH/9CkE6fGgvgukeYCOyn60s9Oh%2B03TbZurmWaBF23UeQpAYdMI4rlFoZoWJmyentwkHoqUMYzAAnOeQQJ0ZWlx42QOvCmE406rtwTo0wCgjb4KI2hA5vXxs71izXHToYieC0VgEvL4WQ1sKTDJUjhs2FJxGg7Af%2B57hkRyptUGxIsuVwFesdbKzySu3gPO9Me2cqu1o7sk1XrKCUj4xD5cBbWy1EippGR16G1Z24yARAK%2BW8GN2Qv6Oxk2t0mw0e6tcobuSFXtrRys4Ev5JV5rgHhUTIjLp3Jfd/yBQrNMbHIbcGqYlJBvfQZ4f%2BWamdm01nE%2BZDkv5QApq34exBSH2eW8feZZ2cZ27w4acGBuMQGgWLXVz0noTqofONC3ieIv2JNUgkvQgjVL5lQ%2Bdkj%2Br6L4QVwiQ%2BDnnTioIch/3DA/yGppdgFF5wDdh5bu8j1PmjUSOXDa7o2G%2Bz2vyMm/6R/VUG/krsnkwmk8lkMplMJpPJZNLAP2A%2BSx%2B1ulXQAAAAAElFTkSuQmCC
144 United Arab Emirates 0.673 %2BQnQri1PcI4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHHKDAAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABadJREFUeJztm4uO7CAIhsfghfd/YRa0tRftrDO1tpPwJZuczNmd/qWIgPT1UhRFURRFURRFURRFURRFURRFURRFUZQfhO4W8DFojLlbw8ewZuPvFvEhZKwz9m4VH4ImBBPuVvEZZIzzxt0t4zO8MRR%2BTDQbGvnnp2Ie64WX%2B7GQhzHa/VTI82DEM2Qt3i2lFWLJIM5M7CI/AllZg/FfLB7x%2BWuRHJklZkj28Xy/Ftuut24HCI/fyoMpMzt4etwTzXvD2ofvMK62BdpnhxDWjOWnz94Wg6nmGo9OQDitg2IDdBxNHpxUU9XOMVA/1qlZsy01%2Byj6sZa21dI7bYlP9WlJkiqi2dLB3hY9yPkQ8a5qt2AQajkGyX9drK0G60VrVgAWyt%2BV3TheNEW3tMFTyjbJByuugOvoVt0JZ0bnHuQlN/aFIPJ8K3b%2BnO%2BrDNALY3MPCmAgHFyRpKQKqT6pVFWEdsr%2BHYwMeXw1W1918y%2BwhX3cvAtVftlTTDUhuYZ/nnmC7wtqdnarpsfAMC0PteFiEp4rkY7vY97VYViSR6HBzKmE5VBSlK5ShYtoTwP3Q3aNlho6paJ8g0XSATbmd%2BImMEqzbSqgcV5rvlAdXYI3nHHNmkbN/OjDJMnt7RlFu4FJKftGW6NiZUa3s3VyZAfDGjWtmmldd%2B88xA5OoX3r9WATF/z6VmlAV8ltrlepPwpk47Bbh11nGHi9L7v1Nowt610SVbsLwOu7hetjs10t8ibn8FNevf80P7ABh1pu8cAm56BJ8/6RLA7SvC7a8ftmG8158d45qJq/H4mmHE1C973bHSxt2Sx2SaSv7A6S/ktpUHkkYZZK3bsGYqhs3BW7Yp9S23YnOqQikaopBeV7bo31zYhoKJ8fbbu0sw/MFiOXxEQQ6qJw%2BlbqHj78Vk1me9AwmzSJIJ9cOBfl9Tjspi9A/vaysDzDZMPCVH6TRpJFOxt%2B%2BgtL2f5H%2BabNFVatnjklGtFWnh/Epqe4QQDiujT/QjQvJPNSFF9ZEYnpAF9qXux61OLEM8qyHpdezPRD8axqOpJItoN/knpa1kDfXrpUFGySbXCLchbNkz%2BIVHB%2B%2BeTfQgQW8/aNIOJtYfPwYheJ7PJRcChSIZofYNYP/64uTE5NsWfS09QSkCRJ8t5FD3Tx2RPtA0r0XI/Z/C3hwEcXiuWuqTYkv4Yz9tfKf6dNxR08zmBj264pgpHPbtQ35L3E3ZBcyJJTD9R32BBgiqXUXXJ0EB8fP0eH3PjCDok7lEef/ajN6fQQTZf2k1y5EdsuNrq0CVbWy31EX9pB5we5yw16WfrK8rA4cegi%2Bur5sH2Z0kX05Y0w3Lp1l%2BhxZchLV9i6dejgjZ7TldNf8h7aNbbOZ%2B12wDm4X3sgnU8lXed6pc4mWp9%2BsjITO%2BCwYuPWp8MHm2DIvNI6Wp9eibwbXr4OI6tofXolgi0KiYtYojWdPFklY3uEzaZLLW598pLB7Mvl61ii9cmHy5XFuHHpJVrbMyeVblDsmMjnhv7E/kIAR6XxJWS3Jvg%2BVKNxI3aWhXzi%2Br2pZfx/8OHh3HCir0d3eBHDqLP7mTla07f5sDVNh3ldyS93fOsgt4zBSs0hnaZvHcQOG%2BxYE3J7F95OW9Upi/tBEHm006mKrUw5vvtTvHkKlqTQm7QDa2/oJcpk2d2ju3F4gyhgHjEFDOHwoEU0h1H53TGrkRPWHgJk7RhKpyEp2no0IE7iiwk38p53D5i02%2BCyeBf7xk94L8RVpu0EGUsGO2kHCN6nQclnvOP5zzghOURcec0jNL%2BOjb2C78xg8pqnvKsgkt6N9XIqOt8WPegFzzcD1HF8%2BqHvR8ZRdZmt33zogr3i0K0jLi44sIFDBce99EYA4IMcok4MdGbZHb/IqO6CInerUBRFURRFURRFURRFURRFURRFURTlO/4ALOEtQUL9ROAAAAAASUVORK5CYII%3D
145 Belize 0.672 %2BAvQr2%2BQUC8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAT7Qj1QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABcRJREFUeJztnItu6yAMhoO4vv8LezYQGpLQulWHqeRP2tmkruo/x9jGmLNtiqIoiqIoiqIoiqIoiqIoivIE2MCDtIj3gGAy1pokrYULFMXGOPz6FXt7YzdAB9m2YJy0GC6hmhecsb9i6M2Y/M1bE5vm1cVD8Qn0bG9c9LgUk8OfpWU9J5pA35KpWEf/BmlZT4E9YqB7oGLvivSlLQ1210eRj8I0pOUtHZo8FB3LT96EtS1dQwcBh5DxM6KP2IXdg/LJ7Qu2pkawy5k8mlGxsT8AN3gScqCiOEh9u3vYtjpXwY8DW12IuQBcK6W7YfkMRTR4s1q1%2BsTQKb9Edg6LVX52bENHnpzK3mApzaMQvZGJybx2vSIEi477EL3t3pFyvbfSrhH9deys%2B16GbD1N0T0QrW1BN2LBH32MMV2lQ12hIO4dye0uCikGax7Y4DvlGOiKT4wT5iTQhUMCyK2C3OGwUEieOgdo9ybP7VJR9NDtp1AqZDQi6UM1obNtwm2LrT0maFEuSnsHrS3qJDlUEm8KCoho4EBuEeuL1HZyskEaH3ksqsjYtzGBHoMHsLaFDmHNm8OgWzXAcDOFr1i/v5jEIzQwa8xkpRffA3Dc4EV%2Bv0a1AW%2BktrRI6kbNyXEfOmaWFdrUpHkLXNHOAMirLhLYomkfTu4kKruajSs6b7QoYovuZ0OxGVc0unTO9aJnAqmWmUzR1EPN5aATNHVLykzRDv9GFO18cHLhOuwLiifa716BOV/MQVLrEgRWcmlVaaJaUMhBbNsHuvdEF98WcZD0MJZnicYqr74DLV3fDTBXe3jYiicaak8SgFy6pP7JPUg41M080aVesrS1wc1XpFVMW/KZxao/OCVXdMynRCZbN7cSYLTR%2BR/AHoIWV3RJhnUrQH%2B1tVOzYzwWPUzRUA73t%2BLH6F9ucoc6HD/M8z55D86%2BGNflhD4zy7jjhzFFn2JzaUR9VdVzoNtzR55o21vV5o7UxIiXug/jiYaTQOqeTY14vUye6HD6LQocU7fnfYnE82nb%2B2%2B2sp/Z0evWIVN0/57czptr6X5N8dzjdCSe2yV2ZvjoBXwkGvc9ZoObs4J/4xPRlzzCDO9f4wPR8Juiz3GCW2d9iw8WYhQX7d4XDZfkx9sPf4/%2B85gL8azRTe4jfJLGTxmxHYNO45OC6TyveS6g/p1PStPzMQezoP0ip00Ar%2BEcO4c4V33/T7cS2VmiCyCz1%2BFlY/uB6Guy%2BXe6pc/OEkennp3Ez5/JPQk4ToeBFej2Hp8uu6l%2BGLiJIqdF7iGAt6RSF/GcyHTbIb/wnnQ3XiiwDPPHPprqvNnicMyA84N0ITVj8YoIOLjHtU6dRTsoYip4dGZAbkRldxCmfx6mFaScg6gOkliiKXi0oSvJmaviIIlVY7rDVQzR%2BaVyoJ9YeaLdHwHpYd7s1tymqatvER/4SJiZeaLr84DxCPs8Eg2ucTbj5RwA7bzC5QVgNRGhHAktMcJEwGm49BY698x3F9bQTJXpay3UiEYzv/7rZuHcSzlAsynrmHnLlWmZfx3%2BRrn5uY6Zt1qZJhpFHrXI8znnQmbeWmUKebj7ojsPfa933bN1y/Nwd7kGkGMyXRDIRrbSFwAudJXpfg3gcX3ZR7otID3ifeZa5KGFPRHLBQaQLUVveVnkrXYZjnhVL6U1ZqZ7XuydQP660w0vOnniF1pued4Ug/FdW0meiqYbUtOUvMGok%2BcxywS3puZhJ6%2BmlwV9Yxt08qClxel6WNwFh1KDJOlmwZDbplgtnifP7PK5FW1XuaM14LYptqor79yUHrT5kpDC59qqAbPcfydx5jq14VbbD145Z3FYNqEcOGfxFUv%2BC6eEmH5Bcx%2Bm890sMS1s%2BvmYfDlfTAubLrdcJ8LWxPeHx78huk%2BIfvWsUnAG/dhRV8n6dLg5tzS5ckbN1pay/ycsDY%2B%2BNEQbfiF2KIqiKIqiKIqiKIqiKMrP8gc04y5G9s3t9wAAAABJRU5ErkJggg%3D%3D
146 Oman 0.671 %2BQrQLo9Pb7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATSmnxwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABaBJREFUeJztXNmO6yAMDcIG/v%2BHPSxZSEIbXE0MSBxdzct0bk6N8e4sy8TExMTExMTExMTExMSECKxS2JoDEwTKg1rT4EGr8UhT5Kxa0%2BBBKT0i6cDatabBg1cP/8%2B2psGDZ2yUgtY0eIgGbzgzPZ7BS6RNaxJcBNKDafQS3PhoyjEs9IDqYYZz4h5uQJO3gB7OtVD8MZSk0Yd4MfpoTYQBE104jhWZupQAjHUTnYqyNtYryTDQCk2QMo1EOihztBw4jlOkXZdHEvVxAd04rI88i/Qwtloru4ma3CAZOeVVGhok1iMd3QoZaxGDRzf9ByHGOas2aJ2co8OemePGFs2aJHq11hiia217pZ0Yn5Na/0UQyHjirsNsl4wuRkmog6IAWd2fuMFzMmVrATbqtjbhI9K8voB8UAeh0fLh97DFqz6cwk6Ie05IwXF/OX7SDlfqPeQHScyxWPr0UVjl3VzYlMSchx1fP247aG3QXk2qpQLN65MHZ1NdR29dCj44%2B2tYLb4QobQz2RnnekEvUdbNolbKpKtZsmvYSLKHanJTQt2KNWQaQcx2FjUq55DWx2O5pMN1aOEZbX7AbNLBXMvbPTjRBD6DBnbvpByBNLvKEX2MLG1zEa3jixrEy6tOnx9GPEOd/o%2BUoP0bpyfQzaVZvpMzCkQbYXiXK1/UPjHwwaFYU6lk4YBveK0ikjPXpuSE%2BX1ar2QoJ2ldEs8PJWkUtB73a7hS4EpNMtqD8qP4ZdKKZPjfYMtnyr%2BKklYay49i1/6NJOkPDXvuWYesq/U9ZJtco2zRdr6CD/cQudqhg2%2BRCqpN%2BUw1UztssJBivqWsiFztgOhXxOZZbFGk1wj7O2gNShuTZkV5XswufrwtaZZ20O6%2B25LmjB0cnCVJFxSBoR35iJMY6ZLJ42gHZvGoWCWy5FxM/dMp4yznXEpu/GuX6PLXGWk5N15QREbWovMajVzAVAhNGZ4lNOV25%2B3kQtO7fGpsB8XkKvw4ih2CU6m3m1hlO3RcytDKHlO/cvewcBNrbEeaMlxC4L%2BTFryHd1WssB2kcqzfsVCoeg8XCVXYDnJxOWoFbH8n2eS6lMUqio9p0NcQ5guWggbv/rgK23GESMccAhULVe/hdLA1RZqDNKqttC16DQOyojphhWqWanbXwvzr2FwgYHl26YrCYYB4rzk2iiiOVbmKQzZ373NpNYkA0iC9rVJLKtSurXijGVx0yrWiKhSBQXjPEjDOOTKO191UWlY5TJzODHOBDFnd69ByykHg4sTr7tBqY7TbMoaUcpCNWpF1hql%2BBOjSpgAloRwUZy%2Bv06Ilo1DGeWpdQqETYyzMt1azPvmfX1rSPJBLDqT8mFrWOpM0vLwYGi%2Bexi/PqFyyyMzH6/qsnx2Iv40VPmYPBMNk6su6UTNttw3Ifvo1GRf2uZJKgK53oz%2BjqmH1mQnhPjkdDPXD9/sv1DV/ApnCZA8kM2nIS5sWITEv9cVQKIz8hzeTHHINSwMSYk5PrpNN3LA4mRmTz7ARquJhvAPG4GsI/pyFPTDZCwVw%2B0IvgzXEkfZGNAbm0Qd6vljy/2%2BDMRcdQGDdbjGi1XBWePpu%2BWk0KTAPL%2BqytgHfhN%2Bimx9GIv8T9aF%2BjsaLwT%2Bt%2BFLrbfcf9IOa77Lw8jkCsHvnuyHqpEbWOtwCJPni0RVVUVOqmId4Q1tsz7m6DdRcJU6ouIrNzcUNz1GTOdYMe1ldfjbVa0gX98Z7eQfCY9S0NtmM9JT/N8ATE1zNYlhx7%2BXFHo8eDlt7wBLMd1F3%2Bs7H712dZktvD7gMZZKHczrmUSFr7fPFXOew2h35FGYN%2Bt6Q2eo1fTXonDs16PvDPubgcmNMurv3MuTwGW6sEnFace3htuCz%2BVsBGLDXN46MgF7Ct4mJiYmJiYmJiYmJiYmJiYmJiYnO8QedoSTa8hSHeAAAAABJRU5ErkJggg%3D%3D
147 El Salvador 0.671 %2BAvRL3Cujk4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUb%2B%2BigAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABSJJREFUeJztm9uWqyAMhssiHN7/hbMTUKsVUQtWZ6//u5mptTaNIUd8vQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA3AhTDN4mfHDEd8uzC8dgjTHW%2ByB4n16I5HfLtQFby%2BRVXhdnymVyKrmPj1I4CyJrUrCxrigbR3m3/NYtsIpj3oyi0YdqKYi6n2IlzojUlkXuwM6Lyo1X2UgOfpzJzj5F286IoGLLPovDyYKdGoxZ6ZWDsY9QNhujao6zQ2SSvo1bn03PULYVdzGqeYQpWLV1sZjP05%2BhbNVqLL3BauCFd0TZt0utnmPrhrMJpaO2/Ct/B6l1FIw3weJWSof9vVKLzBw37OOlBl%2B8C/dKnVQpIvitE9zKW%2BfP%2BfvsWtKN6NQjb9mH6lqifOmTmwvhakJyyCFWtOY1YPq1gFw6%2BAvEmO1e8qaBxpbWY7zHrGl7Ac6IEgFdyej9LQZiK6a8OnVtQbcYSNz2GStIz6WPzPQGA%2BHtQFggWfan%2B/u9gWzHweLZNlWLy4N86hJtpNopnlJ0/twq0PhilL%2BCqbY6a5Hq/ZYJVPxVXNSEn9WiT3%2Bh1gomhFkRwPb4Wm5AcvhkFl/6q1SxmxDH0O6yjbH2RZguautM1dKXN1a83tDNyT86L0U231rcAWalki8mb0evE8Nww15BryNCS4riXDFwNsKzmq9YkpxhEDrqHxrTxNDfcdu3pNx8IwefTXIhmgq2uR9l16Nsp1lsiM0qGS7GqZ029SeT1TBpe2rlH79g2dtov4%2BaQqV%2Bpa7J92GpdMY4YMtFzwlSx%2B790jevGEmhsv/76I0MByXsc7kDcYKPhd1%2B51THNpL9LLucCpodNrf6wGWm0b4OX87mRJVql6JSj%2Bo4ywSN%2BuUM9d/Pq8zwDDcJLdbSYIhLd9FV6GpO3ZS8Lk2vZ0pZFZqaVjwvGrQ/03RjI8rPJyY/s%2BnQ6Fs1JI7a/pXQdL6mW11f0gTrdr/pHFU/3aVNqV1dNZJys/wrqqmXb3DSM1RsCVLtucdIqGVF3fLrNDHsl61XS9uO/WCda3ZTQc3jrRslTd/UbdSzky/1LHRth6oiU12HfacFUl/YGF2wLYljorYOuW9xTu9NB9a31J97Jh16zqTF83mW%2BiJ1ukTtIWFDPPklrmoAaVdOm6BLJqfH0aWL26G6O6OdnV4ehw5xfHHB%2BY0dL0wxTeh2p0cj%2B7OAzpO7zfScoz9a2tVSfLUc7cN1FbqmJbKH9kfUlqFO/YPpLHPaHLb9brQHlF2buYR1S6QHVK059M7uTFRq90rd3SVjpFDPdtVGaiuy2penC7Scv7VqIEPRsC12dSAXK1tf2qgbyCs7ko3thXvujn3vRTiyYyCKNkZLYu8PbWJtR0YDewaS0K2Pg4FK5KcY0mbUA1Ej9o3hb4EO3UMdifk4HwhJQk5hT4/uqoHuMalz/8HNkkOjrf6qTGkP5WWL8dh64ZCb5X4UPe0iEgdT/nT6lWmwcYnYR6V%2BMZML1iyI5e1kebttHmhfZddnSjmRfCn3PIqM/8Vhhu3CF9Psg3L4E%2BFLlCi51GAsA%2BJNIuWkNv1L05C1eYJRFeTopWlMpDTIh2zZdrKZmfEMi9Rc5KyT2MeUndU8vuDpD7ObZvxi%2BhSm4C%2Bvugs7F2d3Y7TuVL8oDfqWFEEqDupRzwS8UU3Wnr54mJZHUnkoHmCu8ME7P%2Bw5lyXshieKcivk6U8UvVHl/qlntwAAAAAAAAAAAAAAAAAAAAAAAAAAAPif%2BAdRSCibxMeXjQAAAABJRU5ErkJggg%3D%3D
148 Costa Rica 0.667 %2BQrRL6%2BQTnAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaZnaUAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABH1JREFUeJztnImS2zgMRM3i%2Bf8/jAVA0qaow9LGMeTdflVJ7BmnpgU1QQBU8ngAAAAAAAAAAADgvwDlkiKTSiBrLZvQJIty9M4572P0%2BiLdT3hwLg1vKYnM3HVSKMk7X%2B4lm5wEM7R3IfIlhPkjWb56J9nZRRITiCgqezGV%2BOdvS9uFVAyrZdjKPZ7Z%2Bdnp8T7BFm/oC4mlizWaLFAvIoyLVC5sNo4JJI5uSoqLsgbZHsGzZTT2eaGTbWSvWtegc/VNkbtPKb7WZY33aBNW7S2EDiQ3iC6u1K%2ByTZ46k4R6XIBpmR4NUAO4mpDz3iqTcL9UyzVYr8bc7z%2Bxifc%2BJD4PSYVTnvxig6YM%2BWNfSTMRUfH11R3yNYvO3dBbtMWpN6XoOjAPNTvbH5mjQlKhiNi6CX1H2QEsopxJv32bCS6aZ2vJ1f5S6Jw3TntaKsVrS4srLFtXR63xr2kgDrVpAuFkwCIOUscW8aKfPg27g8LVdUXchBn6I0oRVy4ryJY1Kmn5ky4Xbrx8Lzrqk0Qp8XxLYOl8UUGWuyLX0K916C/c9Ph2D/178P7Nv3J/w%2BVpPqeFs46dQThFP0W3cu6U6sTJ3SxXc9MdJtGnPML%2BNyxRWePzh9eW0J1pAznjBLu8l8fKQwRLF/5%2BkUmalGLVqHLKw5IK6ul8wiRR9vFi1w/EwQ512OHnycGKliazt%2BoHqs6e6jTO8d3u0dcBWfm6TWxc6rp1rHCch3O/JLOtkcMWpRPojtD8QYc1c3L9VTEyCNUcQDXX6Sws6ALd/xv%2BlTWSUXHdatOi24VvKSEeiM6jk6ONQ3rJxH2UznvD441Z47j9kAy1DWTH5maZDrSd5WglhsW3KJ3e/D/KcyePr0GM76PJNYtGmPQEwX/fI9RnAmMV5Mf0PbIMNC9EuT6DUpV6gNMrLbTb7v00A%2Ba2dgw0f0qHJwY1X976mYF7grSa3aWFfWsFfqXp%2BRy0PzQitzhDnAas3csm%2ByIdVEhy9/vpYpjqVm96BhMOVfsme/Upv78FfYMj1b12Xn8mGs%2Bqw%2BuEfIssRdXquowj/ZAzz6OD5Ly175mL1vP8vXQrTc1GZrs%2BU/s8HOzNXVBOthJtnCKmQ0t9CeK%2Bz01P0lBIerj/2KhDLUqlLYKeLcqzNUzIaUzTNE8N4vBNW3j3fh4dcmMyPntF8yiHNtenEURZmMvTvK5BZYneIta7lPXRJxk1XOchN/WOZNK2XKPM80mDnuUyrg5Fntk5W07X3xPEFySW1qTSpJaDScMNkLxBrv0mqoNG22wGeQ4imbAGjXl4jg1MD7pO0VahzP1Kf2Qr/UDukCpQ229qxt7siW8FpWphGUyHaoxy6/ShSJClfI1cOEW5AMPzovO03CGiXX0e%2BNbZo8FJRIVnMbg/7ivvBaVU87XxQ5zX0UODXzDHkjs8enod02ds/jVWp1t/hNnx5x/xi6LvX%2BRtQb8XaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9%2BAnH1GM9/4nP9sUw/%2B6DAAAAAAAAAAAAOD/xz9SP%2B570Y2lqQAAAABJRU5ErkJggg%3D%3D
149 Russia 0.663 /AjPL4%2BvbU4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmV5nRQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABk1JREFUeJztXImSrCAMlArX//9wliMgIB7jikdVuuq9nVUH29CEJOBOE4PBYDAYDAaDwWAwGAwGg8FgMBgMBoMxEmifZnACQgBKfJrFb0AR8C3WOpI2T/P4CZGzkE/z%2BAnqi/IgS7tPaD7D3Os5sIZP2Ds6OlHi/aQDSVWRFk9z2oV3dtFLa/Q/7RdYe6KaNIGB7xdYlx5aBfIf0LUzr8wkjZpoTlePkjqCVhCfmB0Xpi0E8lqpLBzd/Kt6FWm0xhil3H8SF6Qh/Y6vGZSOr4ZyNqknb%2BcDvbe2sxd8HGi9WwZlU6KC0oQZUacD1cz4BkOj4wemTaykD5jAnQjHXzanS2dktfRlNI1bOluThmdNjTrZsoFKNpXuk7tCitcY2wZCGSggfYykw69OPpA5u6EIj5J2ZtaVle1MxhGGfE5CbWL7XCjSmHkKT5FmwdqYfqxS3AR09pk53TRmTmQim1YBNp4QVFPAZ2xthFreNCmgE/bHUyqxfmQ0qh7nOMZ0tGPb/WFoyjoLu4VqhulXjjAyyY6jQrB0qpYJ0b9oIMxKQL9tREuHfVylwNwsa9nVxrRHumF5bzaDhQuukSn3HkouSN5pa7XqY3cNbURZafe2Xnv%2BiyHXy7fow2i9YkDt6yC6PqNvciHr4ghndXQQnb4A/yiyUTHcw9qJA1Os3zMp4ro8Ju94bHt0sEDQIPnZNFc7UVYkSNI9HpH0oqOEGLygpIuRVnzOIjdinTTSUdtIZ7g%2BpMi0JvqXoafCe/Q9XiQPuj2ul1dfCpspemaiYi0xZNx6pcNThxjR6mP0UNSgyJIiRRkNVr8K1AGty7xBH96IGCv9dppZo97jnOodsr1suP9QTfsqU40K2bx7Sbp4RBgd7UET4Iia9LbJMLBbkB5dcsckx3QbmbnuiYO%2BVYXTZOHBpGXwsZiI6rjqlmpIu8psix/UzuAAxBDVyrqR66HhRDxtxdofHpmaa8g3VlMtCVzJCyrE%2BgfgPEfdkHKBKndE4BEdV0hVa9eOpx2eYfRWFj8Os5nLUXgYVN/xPRbcthzkozFXnd19bOrRwgucuKuCaWhxvVSAFHk6y6JUZ6IdRcX1QVNhnPJocMtZxP8ytHvkiRq5imeFilkkrYvjJ0e/yUtGI4ahV4HMApktXfvZE83GKHqMqaMpk6lNzLTFv0kr6r4hziM6C8oLU4Qv5ggCT3oABcR6gKmJm%2B7F%2BtHoJxMloKWBEQ4EKExQPdIRvwQNQF%2BgAUw9dXWCKNpQsoPDjbUhHqbU%2BFrOPmjX1Y0oYCgnxMM7HKsuA2dxNYo0lsrQRc1CJlkelaQknxxWcsO3NPXjhYTt3IdBJXFJME8G%2BBPjqXbJOjRG9rhuesm6i0FGzgxzjrjcGnGgxboVhF/bOHCLXmqtYI74frtfwU8m616y8yM3sGoDeb435/00cx3iAtKZaIw7u8shcN6tptZxbtlXs/%2BHeeFmo%2BfN%2BRxU5AjmyjRWk6n1xqITnl%2BPolpvWzX9L5RIcefWNSdVmFYR/zEs%2BjBpj8D6JRvLRFvAvMtDj1nP2l68OWdqTzlI2Y6qGWySxp3aaBcyLRie%2BvYhbM8b9oRAILWoByXgYevf1unfBSKTGYaJIzmRVfzcxTjPK6PEsV8v/kUgFJCHQdguMl8ItR97qUOsUeZkIXEeVm3U%2B6RdbrBz%2Byq5Uge/9B8ciHKd0bZtnQnnOGMs50OFH9xRSKBbhoojtZHuuDtgzPZF7VkJo6vn2N/PU1xgc34H/Qqkqnw9GgGjdzxuJsmqriosr0znZ8s6Mx9Zkfkn5DrrtNcVEPusVXvUm/med4RrLiirE9TXtFZVs5aifh8AzS1mzuTSRyx9V/U0CNZAeAhEyDtfC4p%2Bm6a%2Ba/8umjlcqDyuWDgNlFnkMr9nFs%2BEzfW3bXKE2bRRA9XgW1xeD83I14QXMux9%2BzILbrmSJDdIT%2BVzAcQyn1b2xn3dqqTmXZfMxNZIRyAoR1VrpeY3Xu5COezamU0K9c6/FOA555BhLyF4C%2BrSon7DS0sHAAVP789e/%2B5jgBBlMfYb%2Bghhp5p3dHxCHlTr/cZLyAWCiXUuGn4F8f2qj5EOQQd8SR0RYRR%2B68%2B3dLayfgL2g5Ze7s9mMBgMBoPBYDAYDAaDwWAwGAwGg8FgMO7FHwlYKA23pXVxAAAAAElFTkSuQmCC
150 Lebanon 0.662 %2BArQri2QcFEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArnjRfwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABShJREFUeJztnOvS4yAIhuuIh/u/YRZME83BRHfbwuzw/Mrs5pu%2BoYiApK%2BXYRiGYRiGYRiGYRiGYRiGYRiGYRj/FwgoLWGa7JxTr/oo0LvkkoiScYJzftWNfAEOowuSkp5B8gbnwXsf6SIlIOegBwG6UKw8OXA7cjE/oVg0urj4NTlHCLi4Cnrly5FEnyhOo1M0Yo7gi1P7mEIjEh2gRs2Yii9DdD7FGFm7j/mtNF2ZXxrMwBGCNa76MCRS7hP9UwCFqxDTWx0RW99Flgu0J%2BrbyVnU6sD5aFN%2BIMf%2BEjXZGqGxI/nGyaaY3gFbjbUxl92jpByBjHrWvARpoL1cSwZSzeyWSHdtzfJo7vKJfg/ZML8vaSnmG030dOQlPvfv%2BBWkeVtdtOfd30uqQUEY2Wn2Ty5LTp3l43WjmQPEow0X1bKWxiZBvo4aF38hHffytgbpciyz4Nj3NT1DAhxs13HUfllWNFbvzKHR/4AT3WGqc2Tn3HD4RU5TviRp4MNX4wbnxw3NyYmch6TNOcifp2oSEAsg6DfjzhqOCptPqxkk1xA94xuMFxMNtYk0KzpK7eShCVyzFSvFD5kat24mOP9tJ6GVWJchzisQMjVW78D5HQ5kdsVQd0CcthptRn5y7X6EXF0CZ12aFgFGiaDXfqifC2CUZ8VmO/0h7dc7keHx3VQII/2NQKT2jR9POfW7eMfxrPBztKs/zIQCWG7%2Bi5Dz77SfmYa/aqzJlbRoGIwEtAI9KBE9mi%2BVM5e1wpFxj7r2RtdhJL24dUkkFqJvRQ/F3Lh7NhHRUF3CjxS1GN2um5ol4nTd0bJzneZuCxz6TyI74mYpTiRGbj9EGJBImDafTCNV7dntZUqXdSWebHhFPgY4kXVY6lrwMecR78CT14usw9IlXc6rBgx99g4YWLtfgPZBB3z8PfLptH%2BHtgclsh8ycbwjh6VD2bjxcF/40%2BCAaOTzucjHGiE1Dbz5qvJjwFOiVI4q/JImQWgCutAyXD761tLsEZ6/DsAyglCXLNn/B/KuuU%2BUuHWeeWZluSdk2Pbx8aLh84TbNlHsbh9BclglutQVhv3dHXuH57%2BAQgB2zzGhfw4q6RwlucSOttDPVkWdY6kM8/VwR79pfvM4P%2BB9Qns5%2BNpfobKacW3WXgz/9DuSspqbVu9ZdVe0sOY25UmUwrX/hZ10lcKgrObdoUnwrk1Qw%2BEh6l3C80v7EUzuD1Sd8ao8x%2BP3IcAxIW7NWJK7/V6JWdzMvBUfYxpy1ryNigXXjgbxni5u5tdlH38ZNl1HN7chrDI2q2Jc87pcKqOwDmJm5YEWJ5UrVAL4oTLy6/TLJcxp9zbAYe5bklPvZU9IXGNBylr0Fh6KaX%2BKHgp4OO1MPPuvycZMeDDjXxzwf50nzbL11CV8QvUgqV85SnFugB5viPq8Izx0STW%2BZYH3Ewe8Jep7A%2Bd%2BdhcVmvn11LQAdUuwcCt6ej7vR9yNxj/4uxzdJi2loU6poUPPacu7qBoX4Yvzt87bQp4yUZ2SabM7OgAGNn0Qf3Wlz0XaQY6co8LsuXLR1XpXVWrt/OKK5aAuU9WqceNuOZVZHLa9btHnl%2BDKP%2BiMGivnKC0yajIDD6SffgJDveiLFSf2FsUo%2BVxGCR7MD8Hji6cVp/3nUfzFC70aGxwty8RBSBia92j7x9864JZ5XPuhywB0kn6F8xHkn6Ah4T7zj8/g0olWmvTveXcVl581UHAeMQU0pyuGYRiGYRiGYRiGYRiGYRiGYRgf4A/m6CA3f0MQqgAAAABJRU5ErkJggg%3D%3D
151 Turkey 0.661 %2Bwkw0Y9vr1EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA2%2Bq98AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABOVJREFUeJztm%2BuWqyAMhcsKt/d/4RwCqGDF0jZOPWvt78fMtLW4jbmBzOMBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACA28HRe5fwnvjXWmZIeoM1gq2/3M2VM4UsMy4ymbwT7Y5%2BK2wMe2vsgVmZnDEh3tHcfKZMrsf428mOyQdORSXPsfdyEg4mvLQj2VsZO5l5xmWTB93G2FNmLoixx%2BNcdRuSQOOe3tqbeX2Zsl3/UTL2seszS1JXUtnhzULYzmbN7pZLHpFDypHxaYwn1W4d1uobuwxeCt1IczQ74oP7e/OkejGFvUR2vdlWhl80h04z5bNLjuDMo%2BrpHNn3L225c3K0XLHVF13E8nrXDzR3JZGr6m6cVrXrfC23AcqqVwuLNvkdO5d1T3H3kA5KYiyJsbE5kDi/Yrv3emf2IfIlbjODiKBkxy3XZZsOimKNtBBdUVTtb7OZd18JuqaWU60hxSU5iEobiqef1PH0IZUANs61sWqf0rayf3C9%2BcxZQG2bq5QXISSh6ZovpFiQvts9H6kcitUGraE4utTr13b/dbJKGcK77N08LKK6ll4CO2c8qsmVS64gojf75fhUddYPDDl7cAs%2BoQZPNEu881LzPhvPhuP3lyQ5uKY3acuc5ICwvPhsuDhKbcnOuTiqGJvbwLMuaw6eP%2B3N%2BFTVXIy8wpsjvhnXnX1bRfSiOQWeGNzG2jF8AY9baxldoXGKjWX5xSlnCaOEzDrOIfPpPjaGcTSPHwljJc3Zy9osNDzjPDS87qDVNbEMxGEZLHzlz3XEoYeZ752vnqLLyhppdFRf9Go5daJZo2K5YWvEav5BTYAoxOFpXHyZThsa0QpxeBaJUheUeiZRXWfLXsPnTkSTXoe6zV3G7vjWcOPA0PIPn3vRYpw/EK3Ym1axV4smraJYZ3f5bxXRNBat1X6ENlFfHYi5e1eois2k5fqU91CqiqUkupnzTXJy5RxZZ4WM255a494dNNRlshHy0pNWLLrV1hqT/P0Y1mwr1d/MmXdIeJSIH0473hhsd7eqlSlP5US%2B0pPerfvQnATIik9%2B0thMjlirujyyf4T%2BjJ/jl/CoBcAlGzeD6j0SWNfqz5ctpihzAIk3Z42/8FldNkt2xdNli1ejyI9cD%2BnbhYip02XRwQU6qcEHX2vt6Mp1p6smtbR2fvYtG7X5Y1wk1m%2BlYuH8Yw24ilWLtjO28/k1FDnv8ThY641l3aHEWRFZOoFy7fZKR27p1vS4f2//uL4W/lVy%2BVGfJtjZR9MKdDWrOogssjO1l5GJMjkzi4GTYraWab3Qv3y0T/lBD3PcNJrS%2B8VedazloQj2fbUgtXnrLNVcJVuxC4tj5PW%2B5Zi2dZCL6VqJFJU/2vnReMqigLPLLM%2BxVsuGInprNbxejX6XJv8thO1C2kdr/UE/cI4WytmgvdM1k9g%2BARuz223x021B/nkyQAcblXxr993Ohb%2BH3aR3bs%2BTpr9yHW9LuIHmLOKd6aLseLpMyzzDvVSHB99Dc64pk9vtpPrcZWOebLebMbZ0pzfaAjljbDHzPVxjJRn7dLexNP93MnOB48lu47yD%2Bjbe3FE2d%2B%2BXWJjuuXl6pcwAZX89yV5Cqrvr77lNvWH7T4bSOd39/xg2mKJA/4teAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPiQf6D7CO%2BrTukfAAAAAElFTkSuQmCC
152 Mozambique 0.654 %2BwjRLo5vUa8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzB9w9QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABNJJREFUeJztnNmO6zAIhmN5ff8X5hjsLI6XTHXUQiS%2Bi9G0TaW/mGDAtNumKIqiKIqiKIqiKIqiKIqiKIqiKIqi/A8hAbeEj0nGGG4NQwCcAxgZFAwizdQQQzIV64O76gPnjTzREGyWlHyM0cUYPD2KRWI2PupNIEs02jHFm23pY3iw1fT5RUk%2B7bKuUAUneyp35iDi43yZYxHYA8HYCC5FH4vf2hzb0A%2BgCj7inBVj6GzmuvIDPPm6r6qdENFoZlryvPIOHK5/sTb9dc0laHoJ9yH4asZ4BoYcpTFq5JCxX5UXo/xffZuXrDmUf9YhOEcQUov%2Bwk3WXC3nHvYNSGRrCZYO1c5k6fWlQB5CkYUXd2jGXOjhFgObAzj/5kIyduKjt%2BJH5Bftr9sbmPR8fVw7/g%2B4Okfm2VtLEvI9QX%2BgcY4N77HHtzjDfSPGW%2B6TF/5x5T23pdPNZn9J8B2zpW8e/by9EMyW9gOB/lG1fY4xXwRqWM4Z3CU%2BJ2PXqgOrpR3dhi7dfMI%2BbDGWNU4HA5HCbgkIAJZc/ClhxjLmNwJHpKOO2muqojasVXPGPCxkc11YHsRdNT1KS1WRSTSU4vWyyj5bHI7cdJ1Ws4gmG5sU%2BlbALnaZ57OIRsXY4Ljv4fTSXgYuLG15RJeQFntlVey6S8CS5sUqrRcdTvdYvJ8nNzUl5ehFH6nQShVwiSZtnU/Hw5VXqnAzYkjzfIl17i76sOCiLM%2BVi904RMfS8LL3xLTuiJAWmwtdYxm6NWfztjU10BNg5gUVbkohXxHGL3%2BbYP0er08of8NFmIkqH6fzqx%2By7%2BVn659OJhY5XD25CJypqWu7udue7c1Eh/oax314UCoXd3UHOFO9OyiZahrg7ZqWGrGpCt1QNDibzF6GDRKtX1LCQFupDERba88KIUdqzrp220%2BxmvI63ONdvV/93sZx3O3pspP71a5NNdk1BKaHYv3rlF7ePAEiK7ciuwbP7yEJcSIaqMRpneHesmQB%2B9Oz40zTmfnWz%2BYCLTdLNTozi3AOxBk/SeoGBawI50CCGfe5IHUn92AlOAfhx%2B3d/llBmrehT/su2xaleStTKM1To7zJSdKMfnCMGBQG01V5m7GCNJPzOnsxNlAvtd0H7X0xmKHau0zWlCe6W9AJM/N25Et4IuAj9fga54WY7rWkAMKexdHUXWjCM8RgjRUn%2BShXkX2QLUQkJNsWvpK41FuU7idb2yLWR5mKt6YIqNEZCnySnjGdaPlcCttVp0YU/jL9JWz4dU6jM71EdavSco%2Bg/I2baV9xK95Fqugv0VWvTIdXnwD9tKv8ADKIFTzn9R8w7C0J3xXHQ1Z9HS6JyQTN4tSFHz%2BZ6jASRtFn2ElLX3T0mE5Li44eM3Fyvn4zYNbnEh2o3SRKiA55s8F0yYaezaKA6DJgkC0hokPebBRW9OayTeLEYkhFBEOvfp5VZ2akL0oX7ftQLV7zILw54bfh1onGA09hhysjrqJpXP0Nv85wiCYjv8DKSBX9IsXbLjp2w5CSKbuLFZ5u3CDR8iNzC34PC17kzQSezs4nNYWCJ0OvE51jHf00iuhctCPhD2FI%2BKGAT6DwkV5mafzSS3ibe9QfT3mXe2wx4aDEq%2BK0oiiKoiiKoiiKoiiKoiiKwsc/%2B6L7BbfBeswAAAAASUVORK5CYII%3D
153 Haiti 0.652 %2BArQry5PbpAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFdzUJQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABqpJREFUeJztW%2BuW8yoIbZYivv8LcwBzMY02%2Bo2xM2exf3XNtMkO4Q6%2BXgaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwfBNEAUE%2BjaLHkB0i8DBt5m0g5iuRwzM3Ie/Im0SITNhUIn7v0Ibk3osXsUdvk2nFUQvCj5R/zOkEwhCXJZvs/gI3NSXuSYHEoNI/LusPgPUy/lVnflj%2BhR/M2lMPiPxjclFE6DS/p28ib2E8qQAL8i9HEV5il/HmojYxTmsEiPPzvpXSZtUJXw1YHMOsqm582qYvwDhgycGVE/tI/plh4/fT6Q0wSj9gzT3iCFRTDq0sN8W/nVVmgLOM4qaIfbn3rOlcMg7fjEBZBsrCY3/XKSlyr1peJBwJF58tthxidc/EtYUIKj3AzbJjL3oucenmeb8Fn/9m69GQVam9SHBJ/%2B9a8yDJAssNi3Y8g5sTevEWWJYJT0z/MiNk7mpzNlH1MVc%2BHWUBEW4%2B7I5PwVNOdbcyHdnzyBvCuIrTg70wfsYHReFcTerjl/zqxIZx7mSzgkgJ03AQncdYkusoeSFpoDvL15X40o77cTa9zzoQKxv%2BiUa01OEk2PCYZnpqQ/kekk9vQOSzPU7%2BvEmK4jtjkR%2B6nrMdxToIlmOG62pP8cW7x4gdYeC04rNbpskJo7ndIeiIWGzZofFza8jr8qhVCREtkUN/4XiF0vcQOvCNi44vxFFRdvHZjlro3W2pEORHEf1xoghMXR6dCkHYWqWtMTS2YGcylLS5nrTBfidVN7Wc6hkw16aem1XcFw6zI2JlbyhxyFIDROn%2Bg8oh72uaoCkdzaKUAtCWTtCX%2BLGJcQYOm2IFWvrrVankq5ZEPQVXlNJVxzeKzWU2q8TZpKu2KH0TUNHcJ6bfVTskFK/rpW0nztJr1g9cOYRmvvn0Kf%2BP0aFNPXkbV1fHoGaxwsd9bibPYuukW5mLf3e2V0xIa1zxMtuR2jpoOp4bHrTgxMdWjdp3mljg6xDb89yCNgQUWxfVyXeJi3%2B3unJdGB%2BrYWLJJb6UdpKDjPeOpe711eczhoWoL2/QTInPGly08KHynomb8k9cp%2Blrd5MutjizqRXM9XrSU1FuRkKbb8P5SqzxjNYx15Ty3HtHSYHst1XR4nb/6mhvJUyc6oLwVWSspHiM/nur9vfKwhIt/cZerUb7rNEPKwwk69UAzc%2BRJqBUyuXvApIWiJ7HZR5DU1TPyo28m/mdvPy5hCHmH33KvuK5Bf4YWPCTW%2BrX2oX0g23Mwlc6oseJBtQQxI9WfVy0eN9QCs1h66LIIDyJCXWKMF%2BxNA2pAGsuyyUUKEaKbWnS%2BOWcq5P4h4HjLfEcpyX6xD4015VcWep9Y747rH1yaJcD38u6NOsRLeP/GptnNnHa7BofLdvb8RvK5NUacv34U0h112SyI4sfUIunvO0qHG2DafLilOP63C3OP/ohLuQEL%2BbNvDc5tFy4dZvSiHGAKCT5HBSrGSrqiEjBvrlHTDCmO3XnUnrgLsIzH4Rz9awT9Prv%2B5AvStP264X66LTpcaIUdK7mqwCezMiCCFtr9P71fRGTdnrLecPdpXephL3fo1%2Bnt9/LEeOPC/Fy%2BAo5eFDtj3CbS4Z/KHEBPtODef%2BbKr5kQu4uRQ//hjloO6RLyFCyJWX1Uap33aOpDocsnXVkP4WAbr7hZRWvZe0q35TjqCM8ockHf9aGx8tJe8CIJteeXf2fK9BlXhxGbMFHe27FdJ9aBw23l3pny8TOju2WpQNOuSVdm7LmdpnQNc2IajHkyLN/fyQRloY1VSv98SYHgBo/GrcRKyW%2B3PNjof76mUdGoXNYj7C0ZiuOkuM4xdJIV2KdCgJH2eUnAldigIR9q2SHmJO1xva7YVC0k96ZI%2BVZ48n52RYhP3xJKJWFrkWl/awfwK6Lp7nu/0h1WU%2BImRmez75whk%2BBxwXBZJibUnXIekH9qf5VebGtXGOyeSDVB8pccqOsaQyLZ2z3X7gtp3lRQ6GZmZ%2Bl6H8Gw7jUjKcaIg2n59szZuY/ypi2rJvlrrkgakcP7ybbh64vUocj83/wieXSrJKrTJ3gAEyD7Sxj29HnEUCKKSf6ZimxTlqOVizH/lc0yUuuLgIgPdXkwAyJaKnRszqlJJI7kdo5CRXbQqoWto9NheXmijlFuu7HmTwUgO4p0hrQQeiJZi9%2BwGA5cGDuOqYtMxIrIdZPD44SKRDwFJfjwsHdNdy/9nFPfpHTtx/96ifwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAyG/z/%2BA3/cifeelIzBAAAAAElFTkSuQmCC
154 Bahrain 0.649 9grPLo5ur08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABTYLEgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABRpJREFUeJztnImO6zAIRWt5/f8f5mFnsxOnkNFroRJHGmm6RKUEXwO2%2B3oZhmEYhmEYhmEYhmEY7wEfSympwOWFWCTsYQDJbfjc2x0iPpUv30QDxbkYAAkl%2Bfr/8jSUXB9kp9LX2YXjAaBzfVic7Gu4gEtypt0STq4EdLDvPJ6zgFEE4Pw5aAED5hiTsb8RSgAXJ0923yNcv5U4hXRkceoCJDrSj15dgDDGGQbIFwx5AEvRPH03vspZ8GZMx6ok6c6JqHs%2BJpwpq3DrcvQrzsM1%2BJqI7BnJl42i8PM7jylUVYyWjiRQ5mi4CWkILQM5KIpU7zS1QEjZY%2BKBf5iBlP59ikKkm1oA7a3xGxdaQOfUXsbUT5PqObf%2B01LRqhb7S4CDcUn28J/EkcZv4dt8uOb75xfRwTE2ESlYkOlJQJp4VJdey8NKwmKr%2BKYkisQajcYK0d9KAw7A4DDWI%2BiJD3A5VIvu3xFwOEL7Xnrmcu/euLkRWjZdI0iL6MF7Ny/vWVQP50gdQV1rWPZNTzrKLrS58P0Hbeb5qEEcKyIKQuC3NeqEKR7XqYnYA/0ND4LpQ6waxi9L0OYkLNbg13HFbsYUV6SLmN1W4LY1Al4hO8V0n56YY7Ea/ZIMkD04Xq2bx7qmFQySATJULLcV%2BQAsBcMDjfzf5N65dMMGYqtqwnKpkKtPeWam4gPL3Lhl3HTH8kOcuo6kHX3RLlXDnCcUeoLpA4g3BP47l48l%2B719piS0CnOJYbKWGkJCZhXmkmGScTrYKRIfk14YlYAMfUoR/Zh8KDVlJNc9uGsAfpTJ7aUG13iJRNY0m0sIO8pgtMRInFV6hB1hiKjobt/4MWZG36wIbIyamASMnoUCIWMgb/Rk0BVCe4drJIR65ulAaO8QUhKensU0pb1DdaPFaErzvLTRM3mjCsUxYxJoNM3GEZVPDHdHoqU3M5By3phQC%2BQekw8la5feaJkq8Woh2YPpjZapt64jkRxavdES43DiKrrs626O0PaPi41057S7Igk1Pk7VN9Ar34fRYmu3p%2BqbIQeH0XKroIO3OL47jBbr5Y1xyXD0MQoEN8xCty2asxRwmCq5gFEOh3HUYJ9Ei%2BhS0bM1l81okN24vn88S3Y3o6V3fawBEliLW6vRssFRic0C3hpKWN8rfqoBlsMArAmu1b0qtn9D2xjN2EC9LXwqsLlZXXgpPRqtxOYWIYlVPOGo1WJzW9HMnDI16TpZVBxjcw2%2BKSmyuQU2ceMxiLxAe%2BYtdftVDrd2112ohegEC1Ctdn56/6EeQcNXFJ6FqtJX3Z0Gf9fN1PhkWxOX3yZ2pW7/gLZl2ue0sG6mXjRc61G5OhjRt3E7vTBsphZphNH0uRBcTi5QLXcpyrsWDLW4Ica7/VdCuyUYxPvA1SfTG5BvI1ehTG%2B0THWKRpnegLvcSaVMb5S5dUplemPe89Uq0yvzZoxamV6ZBohemV6Z9ZD0yvTKLEAUy/RKuiYhmmV6YbIuoFqmFy7dG50lwMhlnVDPAbk3nBVObMf0E87hoF6mG6dGqsQ2vOc83X2vg3HZWf6YGYth%2B4e6H524ARScAXhOF8aaToy/p8ugf2JqaXTxwVpI0sGejbJP/ilgH30af/Dqjq0AFzwU9weWHbH9ucUfYKkVpXaG/ZEmer8yGW60oJbe3vGU6uTfGoWVnH9sFFai%2B7FRWCnyv3zwnNtmtWZ%2BKek40PY7aIZhGIZhGIZhGIZhGIZhGIbxd/4BAYf2R9Jzu0wAAAAASUVORK5CYII%3D
155 Tajikistan 0.648 %2BQnRMK9Qjm8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAynfeYwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABmxJREFUeJztWwvT4yoIXUdF//8f5gI%2BonmYtGua7B3OzH7bJm1yJAcEtH/%2BKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCsX/C/g0gS%2BAxngLT7P4EM4w/jHW0QCzfprGRyDGiNaEp3mcAWMRAwZrjBOJuEcpnQJZDRIy0JMT8iv/en0wQ%2BKKlqwcUrxjZ3y3QNioxhBjE6sm3MtJk9ehSMQvx1wRzEuR%2BYGxiSU6iGR1H2N0r%2BUdjY35JfENIvAKG97JHIsQMIhDRp5aZBjoomelhxdGP88UEcjEAZh%2B7ORMzMng8DZzs6lJxTZifV8iXz4gA3oVbbSiikW6cmClCEfSiS%2BhjQhOgl3P0QEHaXLKVibB2Oe1DeJkKUZkTwRbLGzSZGPbLzj7uLFD4iv/WXI3UQAbPcBy1ndfed7Yrpg5coqXBuCQMybxOS9Bem1YZx9O/pxdKhQeQY5qMUXrnO2tQYN6uKQxWbXBehOXw0nsdv87T7PGkhSJ07Vn7EbOzbeeZQ05Z5YaoCMtRcFRoCDWz%2BnaFHVwIes761lzrI9HWYt9Je6SlXHn3HG5hftO%2BgM4yudSXbhDj46NIjK0fvtDUIKRb4x7hRWMnS38TCDEc0mL4kLVdaZGnlG6p49xM8n8SiCQSxJK8p1D1yZyPAVG7%2BkvcohOH6ykYveuXO0nApE5j1KMULOkKgA0e5DggcGmz2/UEMo40PlwU66Ni7UciNEttueIVqq2%2BA8AZqH7dIb%2BeYurCyZTwzLCO0i3z7OnQByL2UghSfZE19HsbvhUGlWQ0wwqwCzlhM7xX9LWXvyZAegiBJ4rEtvcFEMgnpwBUgbbl%2BvyAO8hjX2/OV5oxHA56xex0gW8DCLJAYV7SL13PExU/gqrAtt%2BfhMRCCbC6VJQvTPe00GLphUxfDE1OHYKKRFqV7gN9HeED%2ByKp3Uk%2BOxC9XWNeuS1t4QPlGkju5/9i6fZNMnANIq/a1ov2QZOyuKb64TbGsOWykCeO%2BIsszRE4a7OsG9D65QL1iDk5110DUdpAtfgs7xm8cTbO6tx2vwFDel7so/lTtNIYxOz710LM2ZaKtyR5tKB1XdHdYBm3rJ3k3cFnrlKmTFd3riX0X%2BLhTRnZMAZlJNumz3smnx5o1tIc6vElmVfmBhW843uIS31XAkhspYw6yZyow80DWOX7WsJxEYTk8NJuEg6LcUMn/IgiXFzScO1kAdlyh982B0LbfLOHLyU/KYuOy8hmuMlxEHVNnuywYMmf4dQ3HUU18Px6P3sGTIac1a6NIUwZ7MHnx6Umn520ucoop4oLrTDsgcERo2Ib8rQIajiPyGNnXGPLD3ww1QHT4U9ma%2BwyzQPQ%2B6oezIQ1ZcI4/hBEbrVfDiymR9eZbaqh1UoZw6dg3E/b2%2BjihsL4Hh97Bv0LdMN7GoadLzzdC/shbEprwTWy5DdHAMXWsdl/jy3T7fXGTcN7ExX5AbCqJm3eQzIRfeW9GlQm9gKSdFs4Pi7uclO4XrWxMSJ4SPkRdpjK4SdELcl4M7mJz/PEUO%2B1EDVe3F5cwjtWSYwr%2BdU%2B9SbmyL3FqWdulN0bMdxYSHRTgp6TSN5FWWtyateXJ5uHnxc377/9oFFL2buZ2j3xXS2grRlyZcVoRXW80j7nOQ7ASDPP5Suy2qTvJ5ha%2BxSiv7GkD%2Bxa531osoy4LQ9x9bCLJaCR9Z9Z3TLXGfE5t3Zcww96WW5VpYnqbTB5CxYijReMgUXTvP2C1gFumhiLqXOiqM%2BZ3JlgmaqqZ0kO4PdYvCyr2uGprunhVjXWs%2BiE/Rbq%2B2ym92UUSeJxKWLEGdtmVylySlc/DmvnUPziApntM3%2B06SJPgrGOalHK83qMcx3Jx/q0DyJamcq6peRYLMJezJqsSfrgZImB5N%2B1TIMTc3cAlXPN7fRK0pbIIWpvHfwwipMjXg02JIk%2B1/tCPLJ79pWYY60Y49x%2BeOQOjdIwWwvq7oJXEmJA7YHz7e9lj6/mBnLztpbmbbIwX%2BdSdiTfei8CS5mM/O%2B2fDbLcmwu09eZonBtn9bN8xOmZk/xkH07H4UsD4HNSSfxZlfQ7ad%2BAD9aglC9FLYyljh6U3fO8CYfnoWIjBi%2BpWLDY5VJSJ6arvmCbD9TZENJU1e8s3XAhPaI/btnBUKhUKhUCgUCoVCoVAoFAqFQqFQKBQKheLn%2BA%2Bio3TPULHZVAAAAABJRU5ErkJggg%3D%3D
156 Brunei 0.638 9wvQL5BuT68AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACuggNwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABchJREFUeJztm%2BuSrCoMRpvi%2Bv4vnENAEBPGljoidu2sP3u6yxk/Y8gN9ucjCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIJwAJwLZrWIMcAqRK/WcR3wQSnrAbSC1VouAk4r7eADJlr6N0Sb6BfBR60ueoddreYSSWmyLijlf8LMEHalTvm1Yq4BrjVu%2BInAYfTmGPnTLxg6xmXdppIfCHboGa5VGZfhMjEXOXoGYpVbpOUi1DM%2BGDrenVXAE89Ika8YHoPg%2BzJMTNWBGtXtX9kXFk1YyzHnNY1vxBTzNtHcMz5pVe4eDkpr5vFLiXGOy4nBrn0Oq/yb3Dq6hu2ECNMqBBui%2B4DuPNxjgPHOWWudSwV%2BNxT7PX%2BD1XEZxo%2BgF0VA41ECBoP8T2pNOtdt1Z1JFXXxZqPCg1I3sBlROrgiE6MGarfNa4f4Cgx2K3gNenYT%2BT7h8VKkNiO7PnRnaL83qpCdJj3UuqLPhKNF0UWLO6d2cOut0MzR4bNQUOG4TPWT/hFfsiax%2BBDpID5TiKmcrDSgvZZ70D94/fYxitw/phiWypk7wGNlHziezQwr4OKDdUTT33vKPyDw9EGLzm0uQ3OjZ97wkH9EzWzJkySNvqKd%2BbCkx0PcM/7RTb50MFBdnjxhx65PtOddzUDrTF1bwai6uZ67R%2B%2Bruzlq2IhLjjiM3a86PCVfiE/4Bx8QpSVHpbSmb8uijuj5/mFICZxStrZciT3karv/yNO2n1ygkloy1UuhW9RB%2B3SuyoKO6Nn%2B4dpE7cJfihHbXlqfFXrNSphaVTfvGWcAgTeCOwf71V8E3RHtp5Z61SQ47vq223MYgNVXZDurjgXMO6mryGs%2B1GAcgkJ1C9uLyjfVH2AA2F9PN4zFsbrU/AfSfZemoLPq9D1TSVv6Da11iFhsW2NjFVIjeObLFXdQUsX2Vt1NonP4TS22jZqj9K17td7wV9CFlBlFbC9S3%2BbTqWOyZr8x6HBRbobUFCWFAHfgOwM1zj1V3ZUa7kGJ6BrsHEuA96ZEAOPRu32%2B2VgKoFJKsAM26%2BhGlP%2BJz%2B1/L8KeQWuj%2BtBs22VK85JG%2Bt1cdgYVXT8zb5jUcdl92nIZugbqcmP1xwz3SDdyw6JZQVdfFQ3L83pbF4uNob/NDVoWBbVsrzO4h2EPYaJriqRd4byC2mprxzJXIKGtiqaWnVflxZdLhxtfoKGtimbePm3gix7ph1R74h97BUXdYVqXmJbR2C6xU9Y0BeEumob8af6RRI8tGUilS7N3WH6i3v7pDNpuId9ysPI1tglvVvGfNrojoBvIcWp4yYRd325fLnFwjV8lZ2Vmo280Q72mleeHr/yUPcXszqMHYw5Kd7/FNpMeUWDzwDtIb5fP%2B89pqqZDHkwDQOzdfNiHTxM8JHuGHXuLzeW04sAaLFGuMBMCX7bUWNPVBmAW51C3T2c4dR5JTEiM2anHInWTjP78RaNLIzr4Fi%2BRhwAju9ntQZSTohlwFapgZzh18oyRjNvueHXHpQ1eqymhGicWXl33adtGmu81UWcOdwdOmYEUkA4c1E/LjpjGVxzXym6Qc8vg3n0TzpYdMXXK5YGe864Ocf4iWjrUBnzVEZp87yg3j07TSPJUtTO%2BiOajsAcp2xDg4MO3uig1MX%2B7cDJHk31ZXW4z9Ern4Pc/j2PVvkudIytpdlvOc3opY2mDuwDfqj7zj5ID/YVNpen45oSKPYkf2y76KzQfZJxVIrlCeonmg5CT3h%2BbhsPBwcX42pj2jgZtxJa2c6ZsIRCKBU3v2DESX0fnTNla6rnuP7po7KLeZOZMNHaeAnQ9BHfzXmbmTDlsCoHmmHS499Je9AJwCoDDC9vECPB4eEWNbXU8Sxq6bEe9vXcuV63viXN/stm2bvi/KDZ/AQup3Ij1/x/DO9E5ocMv%2BEbFYpLElfk7dq6H/39JcsRjh/7GfCIIgiAIgiAIgiAIgiAIgiAIgiAIgiD8g/wH42dNlRrR85QAAAAASUVORK5CYII%3D
157 Greece 0.634 %2BwnQLq9Pkm8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAu9k22wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAACR5JREFUeJztXImS6ygMDCVx/P8Pa9HBYRvHmTcxnq2iq3Y3GztxIxpJCGVer4WFhYWFhYWFhYWFhYWFhYWFhYUpQIj0NIcfgpwgPM3jR0jOeWaNf9DaRBHyP0eDZkt7NfcDrN6CTATOHe2J8qb/O6SJmCSBq/DHe4Q0/QXSIlEhWxjzALz8/04jWc/y7ydo9hA1%2BMYZg5i82NyDTEAGYIAij6dXIq8u5gyZbAi7KymK3WOVTNRBPkU6Bkj52UG1S0MaJGvPkAcWSGTkH/LU3XobLLgeWSY%2BJCqjyuQfMTNhiK4nncJbHpuLzwRESmrlwIsrYAhR/MR73g0PkCYEcxLbd9kvbFMhkwPuVx3M9XfBdUI%2B2BWzYnx718s95HUJYn2fJsdwJeDY1sOMh3I%2BlOxC8dFN95HVJJzjTNKucDpVb/bHXrRNLHmLjXkwqXHPZp9GWAh9MLFRRhaYLfYqCjHCJ/7xu8jqTGekqUq2JniJX8Je%2BjDZziDzPb7WqHBIT7ogs7VpTxqnBhbm7MfyUAdRbM2MQyE92VHsiYFLJ2kOljzIIJmTuOzQk8ZPY8/XkI0pMWX0XMuF6v9HJh1kEJjqF8xegS%2Bec9bzOPp6kW4bj9g3e2zsb9JFeTPLLSjb7fSZvNigKaemodtpORPXbcjioIMf6Oh4nX5AgFBd3j7uoZ9bNsjieJ2T1guWY6gfAQ19OP7AFJDWV07UgWUNcuIRwHKpeBTIXMRiwCFCHQ3KwLxm2ppwT%2BO4B1nWc37ZXgXRsbpt/k%2BAzsedf8HXQRYi3jyR2iSo12hSCnIhp9nwUar1FXh1AQDvw0JLPJrjcHYldu/ezpdh4RkvnxjKTAQvm8fIKZ4g8gXjPEff1GpcF0/sB4UxtQvE7Gcaui9sXFmpmvbwFbF%2BzdfpnXJxkttdbunimegjq13izsmovg8ySV9GNjrbjqTidyaGGfhUj3AyMMzvzw6L6VPS8STXzisRpxdI46eLKJz4cuCK2ezEiWQpXh79EaeuI27ex6nbb4XTGHyx%2BNktdjLw9aX35LeDSfn77q4wMWG8KlaY9ItAuiJS3H4Q0UvIutkBlswN3%2BRpaHkSUMJgNSa7tCVt2fbtxTwt3ml6nE54c8CvZxShS/tYHtv7tJZ399o0mxXnN36Y26Gr9%2B5Ie7k33uwGIW55jU%2BD9Bpo1O9TFdgIwfaRcm5wH%2BUmyrekS%2BiEV18BIUvzOqCcbN1%2BJGfZQ5Ps/gaqZYOdV0iZPh709ObY/HvQx8qjIAxIt0MuPiDsJ11zxAM3QvnIrU5PJ1jFiHR0H93JHG6joqh3LN3bd7nQ9nmjYL7pOfCuOyqKfbyZDN7nFSGOKZgTz44jJl2Nyvuj/cM9wCzjcLF6qLaloHk1Jkt3u%2BM3AC%2BkrZ5xHhRNQVbU0zjaGRrkrTCptB6knu6SnF6c1iGJD8v5vpe2A4VXKdYoWCu2NGaQLkaUqmJJdoikcIvQXCB2CrJOJdh%2BiybncyRTSZcIE8VNZL/NUxBiMacXSyfMCWHguIgbpx5zvuVkozyDNB1I77E9DzdkZ3jYNl5Xq76FqKvQemikzyPuWDeLtuPkVxqkhH4WaXlQ7ZTymvCg0MPiK1wsZxN1PKNNVdpNzH2o3qwNQXuW5EV2gWbdeqRiXn1QU5A5m3Q%2BoFIEG0GOH77rYPO1p6OKxKwNsLf1/alSDyo7pJ0kEUBdmZGmmhK2cfZIM4sgtu8Dd8w/qksBSq60N/IrPtc/1MRmnmKYaN2o6qvi6NMTZ/3GQ2NPg034SYWr5oCFJQu9TkB66jSRd37wxnLCsA5NT4XyDsXemM22oBjz0Clj0Dw6eY%2BbkiWe%2B%2BXA6Tfce/IskgXONfzwOXLEVTTSzv5lsCN9lP3Ovf4vZu9A5/24nMDZDkZbU6D69cMwg0/1ZGTKOk1syV2jI/CTy2JEfaltj8nFUFx4uVnVU5bprFUqu9duAyI0rD9anDgF/9KmaTV5vxi9iUJX6STGypLPOIE7eantDquXFkSZD8/N4JKa2OTQVPP2QHbDIYLbArv2mtZzZTWeMgnPOe5y9I0hhMQJNtV4uOm0Ik2R%2BjTayj2Dqs/N2LUUSs2x2rt7136x4AaNDGf%2B/jaEfQkmjrwBlaR76Nfd7AaWwy9XuPWcdzYhdfzIR%2BjFSxslc/ihmY1YcPBUTCHsl1fXl5IHoGqpSqZEc12eWpp8s2scVfmawMsqDZvWvkPX/a1A9hHbbfUoHKfi55QzRAnb3Q1uqrA1DPe/ZArDmSaNfWZncIhblcPMOJO0pNeZl0og2d4oChDSpVmZ%2BkoZX/GzlqNVL7yGEokT8tKKk6nMOZVGvax%2Bp7G8D5r1zHSKRtBiH0nti8mI8fkQ%2BdVCD6kh%2B4%2BU9sj6RXWDdj9CebZ10msqV7moJ0kt4bBjJk0E%2B/htK3SWPiSFVvvFl9b2treU/eKrnn3I7ZvqEunHZ6E0JqnX2k16R5qvlZ%2B4tI/lnQTZPW0dTmsJt80XDVgzIcCiAOpDf9uyBY/F1Be9oV9ELEt/k99tID9FpE23GDaxv2onSZxGuv7%2B2w8EskFf95Ufb9XOG7AdsJffEs/wJBZg0PkL0rribM/SH9ToLHV7sQnmTlZwzIHvbUAW9zL%2BCVRh2p8zzYC7TCLASA%2BET0kCK69EnNlZdr4OC0i8HJ5Mh9c%2ButdJm9w90Kj%2Bu8/zqGeq45WuDH0BOU%2BQ38DPPP//dX7JfOduZb6BpGeT0zuAfzW1nCyOi8i34ldr8ak/6fBvi5HAcqdn/j4C/dPSr2FpenGvA/1QmH/BY%2BAPRUJ/gLSVcNLHTKbut8bQLYycOH6Y%2BDzkNHr0JxmfZT517/McSP/WTt1P5V27hzcx4yfDuw2xrEIqf7dEkYi4rWLfkleqDM9CVmGpDsgunLz96tbFWAl6UwTfEZ5eh8V0no/qQo0WqbQCyJgCpuIx8IFk44h%2BIXq3UUOI1LWBPCzjLbgvkqi2ue2y7DaixzUxRKXe03bi39781v8voOt4ygLHGHyJPc/yuoB3kTBC18zp3PPhZIx6PNd4ZvsG5L8v9lf/2GY7oUsgXdeP9V79AL%2BtKDwD9P8D0y4sLCwsLCwsLCwsLCwsLCwsLCwsLDyF/wDiPij0XbN%2BQgAAAABJRU5ErkJggg%3D%3D
158 Mexico 0.630 /AjPsC9QcJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0MCueAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABM1JREFUeJztmuuWpCoMhWURLu//wjkEgmB5Y/VppXrW/n70lKVObUJIQnRZAAAAAAAAAAAAAAAAAAAAAAAAAADAPwtZS0QxRjdbyTjWrMyWMg4ZY4UkOvJsMcMkuUmsM0m9ob8i22XRSbH1ST/9Dc9mY3yWnhDZdi%2BbnQ%2BCd18zE3kJclmL0YmX2P7cFhv9Vwhn8Y9gTCghhGmntA6DfSArI5useClGLp7tS9zjXm4oDt/ioYvJ8%2BebO0vS5UjtaydhMOSPEhebTE6uPz3OGBGcRYdmUQ79koz5moYvUzCR5A5OjZwjiZDMvMk19JExOc4ydv1VMaMR5Utdcn4X%2BXw%2Bf/XFO1SPFa8wPgcJ9QJ/YMbq7974sgzZzlDdZtxX1SFLO9K86Hi64mqK6tXSJcq5qscduisbjectcM9QzZ20qliyYh/eOmg1MjdbH1/6BraYeS2tT8xXkg7pHVmta5P1NtlwSU5U0afW82tdUtdDnBJCBHFUknShsW9gzr0ObaKDGJ347NFrdLi7ZbKDaImU11qkC7duxDoymmZqVlcu0cxeuPWKVdWuZv73yTZO/in/LOXvHeogbOn20qcogTr/Xe1%2Bg44sTAsg1a9ticRuZDHWDDMwK4/Ba1ZcirvcGdDpJTTPPwRbYp4kEB4ztVg5DLjSg3jNLqwfby5fp2bqTjcY3ZRrj%2B/2BlfT0tt0sysNAipq41gESaUizRDdza5NAlj9I6xl8w08Q7RrxYOtFcja/hiIZmnbPjV8ZEemNXDEEbdON82NeTaaWuhlEw/We7NFt5aYHA8VIUnzXNHp12sDUhXdqzZ2rk/HHC2olCD61V3qaB2/SWjIjv1O8S5cy8RMq6gFp1btRd8VIS5Ny%2Bmo%2BIXhsE6078MGX%2BeYy9NDMfP/UpfUZkceL1Vflh72DdHHVeblnvHSpZnyOV44Prf/5eNAcBUf6Lauqp2rxwrYg4aA4yTsPFi7S9FcO5ZDyfWH7BsC0ksKF8LCRUzU/OqYeWQn9FPYfrZ5ne5mTm84r2DlNtIHpk%2BKlkb/xzeS8c59IJjz5xi9u9tHox/t5MULS7vk7adxzbYp8E/6tMzj/jmAO/vF3DTlM1N3ogc3bz9m7yDnc1u6S3QSqtsUPOrRGdoZ7qyQ8xoKT8zYlPrHRe%2Bf//jjn2xPwY41taE8bmlnd6r50JT9k7uj89SEXgXzX0G2tvbDSd3%2BR1PG6Vbswflu0/NsQlz09Y%2B059q%2BhrVrOH1c8eG0JXuH/uZfFu02lYU2PcJHRLCbkof9Z8DIu51cuPDaftX/VpP5SONnnG1yiHokpnQfl63vKNA%2BmNcyY1cg6TPsX3ZptodRVoy9fYWm2FreUTmIy8y%2BVXSUxh44hEj2ojZ5BA7pF0PTXa14%2BjYQFx/Rs%2B3lypf71/LGkrEUgvc%2BhPp4/GKr0n2OZtqrZex8rDaj6PMoht6qOUujr8GZejQ044OPyN5jyNpfp9oVh9m57PZ4rFX8JryPDNynQRfis7uVn%2BH1tZa%2BlGs5ZXPwXVBNJkvXK5BRpMMYHH%2BTT3d0bz9ltZRdhL9rDe5h3vSG8/qj73SMLdw7wnYMf4XwrUvwkud330/Acx/yAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALzCf4K78iDCtFHoAAAAAElFTkSuQmCC
159 Republic of Congo 0.625 %2BQnRL4yvUHIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAWofSRAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAB3BJREFUeJztXNuW6yAIrUu8/P8PM16SJjERMRlsHtwvZ85MancQARH8fCYmJiYmJiYmJiYmJibOsMp8wKDD3e8wQikdfnRKwa%2Bo1aFV5Q%2BYX8O9kHQQKP2AU34Mkw44ZekH4IWSVi1B2veRbmqHUQrpJ36ABqfwUg31%2BQGwQdorN4oKHz5YaQpvVI5gG0id9i2V/wka6vFKQQeDRuls07b8BA1W/oXeMFphStBNb/kT0IJ2TW/5E9DTr95oo2NYShiHd67CRtSp0ybgV6hKkxS0H2ajccH3/x5QVzx1iN%2Bo%2BR8XkgY9vIQ2/iQ2RRoHHKccoLQ3zlpvjLfGWG1DaGkTb4Po98wbDnzcMgwzflQFBGes1ZvIjTfLrDdCpc8wx6L2c4rgk4y1NT7/tAGS62iMJUx2gdtmHMEE%2BVq/S2eAi7kMleVuAemExjD1%2BH4R%2BsDMuLPOYvJxmHgbUgFglHqYTBrDv/aC8Q4uawnpDwfFHTpKJ1I2TbcAZjEp1SfGkQb0HMoRPlrHYKprD48inVYZj3JApBumRVeW4yjnEqRco1AF6Gthj1qI0SjY9afgB53nvEEU9gXrQeFScHHZYaQAxDbtw/6Dp7cbFHqEhZXDpew80i%2BYOa0wMeUeZUiCN1gNg2Zx0vbrF5nyQltyJEPtf0LgG5YTJMKwfR17krFMj41w4iZLahf%2Br9/NneXjHtcPUOnqrroju7wfo5VL/Q%2B4eurT8s3tLnEzIEsD28o7ARV7onHbFaI4adRXzmGF5i%2BpbSBx0khum8/GjMDmurUwaUcmr2zXkvqOJWym6ZnsNANhXvLjwqRtffhgtW2nvV1FIOtbCOVIkQi1Rq/HSwukTEX8KyjLoZXun%2BVlwFZ%2B4REIQbt70lpGFLR5WDdNqAiXQw1po6hBMPYgajHo0xQCED4YAmy5lKmtyqOVqasjzt7tN2YA6mM/mF%2BvQAsGpoYwDveXPypJQSNhHvCBpRUt8SALdR6cAd5fDwxQ2nGVFuBCNDDVhAI8ObiU3CAStmOJO27yZuZ4bsFRQ0NKgNxjbQXPlw05iYB411aDYIzX3hIdsk18oBLbbTHOF9SdiDpZDymlxrbibbW5XQNbuZXIrAHtTxbFzLxUkEcajx16dy%2Bx%2BoAxi/fgeWR6jyFial7uPM7wAgTTZ76W8F%2BMNG%2BB9SUR1i2LlKFmku5ah7DGhlRY8wQ80h1hZjpQX57%2BLWn2AUY%2Br1kfFiPNEyEzrobjQbnUQmSaPJ5HLGIkMZPHdC6sYhNfbM7EnAvT1bIkXQbQYm6cKQ1OVt2VL8YNEbrB1DvXJn1OgjHXyw3wInVGxei5mMmKbcdZhtq0dfoieJXbbrEUT7e147wjFDMedAph9/1NqZ1fS7CbD1dfe6whPVFqDXN%2BghmL3UJOizlLZTiavuWiEJJKbD5GnsVczFhRXbAN0lcbX9EOxCyR5D3gmrSma6Rz%2Buz0QSqx%2BRxp9Hw0XpyhLaJqrUK4eidR7VjsR243xsPXL0Wnn3NB1QH%2Bci1IdwLHg6LFNxzmOVdI15RmBVyvX/kKBFiNGmysY71pzIYh3alQ2fOyzP8N2Jh5Rh3P%2ByyuIVq0XWsJgUo%2BpdVqqi8Xqe1P/nGAa8UgZBudmeWSaIexeNOnw55L03AgffFOdPnIM9JbYabbGhN2Ff%2BRuWkkeuHCTNC1RU8QBKh99IWApWBgWYNLrwU5zFVELiXow%2B4IK6nkXPbfGOecKBA82NpnYJ58zfk0WSybXhx8P5jQ04UTcspR7OlqCsJAOUlUVeJT2KP9xRvHKgll6lrOcnxy7LafxrsCKiITuirxKcAWJ983y8qLnnHJgomEoi3zXn%2B3KUqmpQvqCweN5s43Hmh6foPMTZxSFbdY7z8jzznt7E6su791S%2BHd%2BXQ/UsQMxa96bch3i4bXQeq/A8%2B9yK63B2pVMpCswjvivPevtWHVkKMB9HedUw9yI8uVHyR63q6QBA0dfXUPYFOcfB1x9FCIgu58zbvwSx9ZJcJHqi/y%2BGTwqp778COk2N4F1fDVHC6Xto37tRGaEVUjzqYm2/Zi/6wFmg7GfbAZYzSW4g00nr6aI/xZmypvdKmpfNSlEmwnEHipotl9/UPq1m9lU/8RXVUyuUlfaWuNdxF%2BuRYhzkEjy/eP6C%2BZTxc46PUCB62tcYBguY2s/4JoPO4snv1VJf7YHDoC7vFVcGM84BFPb4OQ7Kuoo88j4PFhtKK9QnUaHZWYqA8BLLTze1KIXWQla9DmaMJi/GZs4TjVLy9WPYVmWNiw6FggG4mdqH98Y195mFKW72497/htV0VGEYUsdtkacNHNxbS//aZubZRzshLbDEjWnzPx3ZS6VW9TBfFCa5Pp9%2BX8Cy4K/qrqtsNLpiLtxHb5p/VEcUT7ehN%2BPfLcCzDS1nAwGasvesXltfmE1qliT77cO7EZl3TzUjzx%2BuU1cl8kFQhcioA5ktxfoPK9Ie0Fgv6kiqqr1p%2BihADz0d2A7SsPmh2FvIXxp6Ng91UobyCZmJiYmJiYmJiYmJiYmJiYmJiYmCDwB3ArnKZ5aIacAAAAAElFTkSuQmCC
160 Antigua and Barbuda 0.624 9wvQsXCOMFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA%2BoXSRgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAztJREFUeJztnNGO4zAIRYPAmP//YRbcJE0y005ntatg6Z6XqlYfbhABO81lWQAAAAAAAAAAAAAAAAD8Xxr73RJ%2BizGR3i3iV7gvTKZkdwv5BU7krIsLzZQgRJJRTvE%2BjW4mprY0ImpCzP1uPZ8QEY5Qd40PYhGiKVRHoEOq9iYp1%2BPb3Yo%2BQEN1j%2BxY8zlUT1BHotgxue1p4TKBaifNyhE3474wQfWTjLMJ7wv2vICytMiMrCDP8Gr9EpKZIax8XKlfQYijwxxFR6jLZzWzR185ip4g1Mpx6xEdl4hf/bgKKbqfK0b9/FDO7dKpYFj5%2BtFo6XwOrZfvii3T%2BRLZ8kkdvcSv2cDVRcfuI/empzWpLjoPLyGbzY9L98n5DFNf3OIoIHu4uXx3Wckz11Y06rfEnTgAyMiRPtPDG9eH2la%2BI55g8aatfJk%2BE3rzaUL9s8uRTmJuUyVHMJteAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/Ct6Ux72zzbLC5DeQjBra02FvrxsXxK31WI7XvX2fPtbqkfbM7iPGK8R9kbFnS49ozwC67zPRIgL0cLB7sS0ae2Pt73zWwS7rurQ2Z9OrWGH8u0d%2B6rGgMyIgz21ZypvhuxW1XaWwvxQK5hjKS0vKnJI8VKkN6Q3fnoAJD1Rnvfm%2BCiZIEpZouVpJcpiJ4tn%2BfOiZsoc38CXItHTTbS6Kr2iDePbKRO%2Bh9itoMWvv%2Bx7FvdmZkrFEQN0cfTt%2BBj4IVZwAo%2BThazvM8Biy%2Bfxi3L50dMvzi/vNaGK%2BZEm9zebuax%2BFUW/n7%2BkJPUsoLFTepuzudEuJzp6xw%2BirN6NmKOB3m/kWsGWKK8C6e1x//10UXfwahKQrnsSo4L%2B8Vdm2riYNkZhFcyOMQ7tPG6ij6/DoN8rtpYkhbVd2GMzvewWbK%2B38xhE/4hGPvahno/FeOh8HHXLDtGLc%2BBIg2G85p6zxcY%2BKXP5bY%2B/lTiouKmostn6vIN9bO6saHIkdn1uJxl3/7peCqPLPMI4AUhORSiseckxO9fDrR2LSk1GqeuHyselU2Pj%2BVC9CZ%2BuoDRuQ25Kn%2BXvi415RpsCAAAAAAAAAAAAgL/mD9bUkzouOys0AAAAAElFTkSuQmCC
161 Laos 0.622 %2BgjQLq9uT5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAtD0%2BlwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABc9JREFUeJztnNmSKyEIhmOJy/u/MEfQXjT2ljoTSBXfTWaSTM0fGgGRzutlGIZhGIZhGIZhGIZhGIZhGMbfgzlJS3gMOueCc1laxyOiq0RpIQ8ohvbOQbE1Sku5jyO1SNrD76guhuZHKD/8jOrgQv0Bi5fkQkygXnxy7oUph7oaveeHkJNu4W6VCTXwYYr0EYJeg2OxtMtVHxatEGvow%2BidjyplYwnSoUhdf6fw1zwDE6UcfbKLaQNQdlmfqL6y/pqdBxlpR5CZqeqA%2BsBP9aLLa16XscmDOdrBrvAgjV1uLJ9MkbFhtSn0Gbyz9IuNraUKrJpZbeoqvOIzg2XLJdGhmnNIrKVd7go8GAz9UqOa7FwqjbICs6cotzP16B2ECtVUjpIPuJX9S5MataiWXo0UN9gjisEjO/fejtNNDHrpEjCu1kTkoBaHVye%2BAML7MXRTWevLvlXYzFpmR1EHQe%2BmfrvhaRNDbwC/bR9FHQS3AH0ELIvTcQXoat0k6CC1YXBhtLZB9y3P1PhYnpUytX9LeHOAhTfnzuwiKNZlcPtVdk5anYh2Cpm0y5gaTwPH%2BOblMVT/AKG8SDuVx5uo3Jz65cNfaLqEF9jTgJuWv0oysZpjx2N7ISLbWmgpUoT%2BwNb1EgWU8Y9Q7BVn1eflH3JdlW%2BHnv%2BJp6wWnzsIhRKqDSWCHnLQ%2Bqw4ZreSWIm8/PED76gFSRBZiXx5P3Fpdmps7vVlouP88sgxS7zDdRsmJTpXQ98U3uq9V6uqg0DMy451FNNxs/RG8bTtfflTSoiOrtNx40irlLIvwLXLICa6lhJ525Sf0Tp7izPJ%2BDQriBDJYvl6SYYh1EiI7su0cBn7xt2kSJzGroy/zjJccOxUi2TE4fJeZxnf959k9rb96nfXlRNS5Fg37zJVXm8quJMcuVHSPpxMPd2vxHQvo6NrYVpo54Jdm%2Bju1pwPG5PYHrHvXdwv96AdQv%2BFpDv/fTPuk8Ia/XUP8O/YraWHRSoOZ4xfZPNLfNAiq%2B/PUqLXpTg/XVnf9j6DEN2tEPknxObVZ%2BXSrIkNfJgrdMq1tPThxDv8VnEv2bAUsviSG89aWvrdOgTs6iKexqrTNs22fIE4zUi1Tvn/7k/u03iW6JZ3tp/aJ4Vdq/27NAdZRUPETkvnzfWwlp2D3/tJ2/W/AK1HXoWwYs7ULAb7GU7gk4vdOTNIpRhwgbq39cq3wqJmasyjKSM/uXNklBrxTG7Z/bGFq%2BVyjRd5OHvz5b2dyiwV%2BFK7yHxEt15tP7v0cVx6T3tU/4/qBEMKSZNFBu%2BfJMgEkGrUHC8XFc8w%2BeFdKDSXSjaN7nKUt06LkQ/5YXFKbLxSy9KnA2xk5rrm3oztRVRzbEtksqNZWMj7zxTGto1MCOHOzdFMKaZi2/3zOHgEqU5ik01Io/U%2BxNXgCDH79yuQBofgekpwHgtpaIw3rgT9kON76Bu9mLeN35I4ByHlnAONqs8Hp%2BP7kMosrOvCTyJ6Vn6nCcyy4Np7Usq8SRKVm3q%2B6FDBQOcJPyp6FlRA9y09c9Hc8tF5l8ar37vvAZ7f%2B7aauxyV3nJtyRsc9SvrhljrbVNHHUsey1J7O2M6zCRUx2q9nXFsLnQvlU2Oqvt4FihS%2BAPvTbeGGiSIfneoOEDltcxY5yVtwPedpDnyHZ3jjV0GXYSpOlRfWE%2BCMl4Pj4iCmGdhQuiE4DZT0aA4LRLHVapa1XgU28DrXY3H36uBeve56STzqU2KJ/f3iJ0hXXJszXH0UBGHzVI8LKYUcGTP82EMYQ4dF/R2UY%2BaCXeGV8WY3FneiHpF9/3TtDqEV5wQ96Jxa%2BEIzpLdIa/aggutUYP01SZeraHjMlkBKW9zTl5ziN6N4FS5CbEd/urtU%2B/uC9wmyZJmMxN1OIjE7s6dUW0erLQxQ5Iuc6b/Ecs31fFAhdak/QbdgEYDCvG3vq2OiGr7jWdEH7R2pA3DMAzDMAzDMAzDMAzDMH6Sf04GONtrGlO5AAAAAElFTkSuQmCC
162 Croatia 0.603 %2BgrRry5OkG8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjgxPoAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAACLtJREFUeJztXNmW4ygMDUcI%2BP8fViMJvEK8xTbVh/vQUzUV27K4aCefT0dHR0dHR0dHR0dHR8ffAb0twHGgMcb/MbmtEdi/JDYZ48iJ3OFtWfbDGP6XIErt3pZlJxyp0FHsyG18V5h9UD7D9LdX5dkF3YODoCy1fVOeHWBCWACwEcFF60G8I9%2BW6gvIeRBqWAHIj4EZ3qrpI5eMsx//F6a3GBjeFiioxLDSKaFv0ztiUnLFuomfCW2JTd5A1GbcctWPyDq05GYQohb9hkhR19BOKMJqRrbGG3rUSKQNZYuaPxKKrvfg/JPONRL3BVGz/rTt96zxW6/2AMLElMG20HE5HLwdQPmp%2Bd3h9si8L3WYRfiwI8CwNQ80gAh89Y8/QDCz2%2B%2BKitg5Qs0LoQGxMTey3s1dM%2B0M5UhZUvpLimlvFJqm1oscHQnlyulM1LLkZzcKbcd702ENScw6lzu9Nd3pgNx4bwnwYth/wChEjVphd0CwwDTDlN/cKfRIDtk6h9MpNB7NAiH95TZ6DOSIWgY88ZRgnI3Gh6wnJfIQucINQktkNJLDn9w4BBNjjWhHi%2B9/X3QgSZ1gsBx0tkKAtdoT7YgHjkFlxMlmOavqj634xd%2BXd6zsej8zd/bcM1xFtviILynQFvL%2BIo%2BTUI7t6XRlT9c0CMosEGt4WmomL1/MuiWykcZkWcS42ZGGR57f7KF85bUUx2haR3ZiS9mDCK/ZoVi%2B8/mwnipb0V8plPgospZaQpQ7xEBYQ6Ro7/I7oGasJx9Q24qhXozYhKyQXRuHuA0DgIvWFSTMPP%2BAypXhCqf1ynErpx/ssIGYKD6cNlBUYa67EH8sM%2BfIXveZU5EuGCd%2BQjlJORkZpGtnV8r%2B887h78IwWzZ64UJFe2GBrUHUbOlnAU3F6H3ceUu9EFp%2BxVOhBvmycavtRPEF3uEJ8s2lIyHgufgIKjXT2k78sL2FU/WouXSRyrw7vpo4522YhpzeimGHajJW7zIiSoH4MLVnBQqJ1CF1gSpS57r69BJjg%2BMIS5%2B/LK1XzIfcKnqBE80asRZZgOQBVWmVuj6/DfkhnMK4uhhSc4tfyHlecOMoLr4uvPwnrLPLkEOHw842evHBXA6Om0MwpltpXUUvMc2FfIlcTV5ecRLCWJ/oQhKK6XJMbyQqAmvRHeY0mMEncr7iEzPlGcV1S4UxK/RZxyTEja60VPEV/PAe2hELIx3pQo/GJnag8lge4bURUTLWucakKg616C8m4kwK1YHcDglzag75M%2BczrtST4NIz0zXpJIal4ArGyo9kjp/eiqNIVOxzJCBhjLBF/nqhh0cmr7QoD9Jm4ugO1ncd2y7cFth8LOHc5DlH3O2VJdxbGCxCl0k2T1pPorwfV4p0owFjK7OjYrtyLpTqB7Tr8upd421BqabCJjJSoTQ%2BI8Su%2BG/txrUqJjHOaaFluZI3yULHJyEV8tkTS7oOmKQKKYt5PpRMXHDKsyBskT5WodRyom1fCE0lsTPXpohodNu8cpKg8z4v9Trt4ScViEv1QGU/aIw1LFs85XT0LitK4%2BHNUw7yMKC7WmIa2eWU0yksWj3PmiMVar3hXX2u0Qp4FTq1qFZ0DIe9mL%2BtEp2BIZNNeb6mgjlYz6oVa36H3FdRZ2NL4Tke3EK1DPF38DmuJOEH2cITQ3kFKqgVIH8I9q/Z/GnkVHwk7td1Keb6NTSZ0DaDpgTFkNfu1nWtkvdb%2BGHxkwco5sp2b%2Bf2odHZsZzuZiH74jO7uFrcFLdgaGrnrGnNyokH/Yrw3GQQZuWG0ZYsQMHvWHh6fPyUZyaqs4O7BHqOHANAejCmuhm3t%2BKD5GCQlSICDS6yMKe5GcE/TY6oYJ7RxEn9ZllRoS0HQ3e0v78%2BUJJa8St5M65E3MhhSvnlzSAuNakNgUFqs6xqfbtBIZG/H5TjDhXard3MN6Ff0LM%2BN/eflRs8nz6X48u021sy50EBLsCFos2ruxf33gkSttFI0msOa%2BtRN3pkXxyQ1eJeci4lQbDIald6wecg8/KQcsWSLAUL8aqaFT7bDa4BWwMLsbmCOBOby3NvqlnBXfeQEzDuVs6FtGbCEDlN0sT5C%2BlPDg6RNWmnqgwmF28ogIFGzl6wmqUKnnOwwDVhH3JzSXJcp92t0/35X0OCU6kkDxsMg9ejT9Z7b1Mlyr9P5QnE5q2qnBQlt3ziDFjqRlgxQRilLjdY4t/aOCMyhR5ZRuAUvOwCmzz3mUacaGbhJmjzKGKa2qxmK08nKfuQ4rbaweVq4/ZlKGuRZ/jWwUUDEUcVMv6ARTPyYgi9AeVGKDIbG2WIKpk%2BZV43KzUB6CxIiQp4uPH1GHQsK/8ya47feKTiOsTHOIcOFhWzKzOvd4OGfMbk/CDhhjMVP4NZYDKjxyFrE9nLGhSjfnYzMunjeUhpOFwCxe5jK%2BCgL0gdShIbG7Lgl6Z8boaO1XHYGkIaC0xS33uq8xqWzIZkSJ5qw50D5Y4zVyeZISotXhinegKcFuiQvLxAOvfcZnQ9gWob5NRJSDXt0LqqpQ4SZbV8vIQDVJYXWo2dBMPR5Bxg6yQwbU9Gvog08cp%2BMFiZ5PNSzmv4%2B2s%2BeV7aw8z2RbGvHIG7D%2BRyOY%2BWIgOfTrMt1HwXSHKm34jPfRAhovzLI2UtKluJvIwxWMXO6TgzONvabsxT%2BApKTMndXadVy%2BeHEL6DpzeHcrTO55KzfuQ1u5lyI6kRDNZ6ENlmyd8WrQ4Z/PcW0jkTSQMGS9Ksb8y0AFXxZ5pANpzGyOkcKVFqUQEzR5ozIV9A%2BYgTNJyfc7duPIbLAodUFjGb3zf1HmhCX8o2hINtMFcOhtwLnAaok28iAVF7q7qeHT3nEESzA5%2BmGdrrfwnW53Q43WXl07kzqa8hvYkq/e%2BILaD0dQstO5oSdPAd/pi6rX6n2N8SmqPt0HwdZwU6/XU9r8K1a7HroKYr7lW0XQfu6Ojo6Ojo6Ojo6Ojo6Ojo6Pjf8A/fpu7sPdmb6QAAAABJRU5ErkJggg%3D%3D
163 East Timor 0.600 %2BArQL66Pb08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA5yfGvQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA/9JREFUeJztmeuO4zAIhccCjN//hVmwkyaTOjepdWal8/1YaXuZnBIMB/LzAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAuIDx0wruY5TInhZxE9ec0tMi7kIpJ%2BFSmP%2BbcFtOC5T1PxBuJaQm4oqKZ4qUv627Rdn/LctL6j/hL4fbo5zVQ%2Bu6V68ai0f%2B7Lumj5RJD7C42BrszVtM6STY7F/K9SNFBqr3y07C9D2u/oOOKrf5/Ykfm7km2Nc0buGTfnL0vklEOdKonuIQ/3mBNzVNn6A50231Sc5V63RwSxY1y65bvyPzt6ILfdvaZ1r2tk%2B32Ka3LPY/9wWRWz10xWtwkp%2Bl85hHOfTTexl3H5C/IfM3OfWT0EQol1c6lEhYrzBWvOkQ1YPX%2BZamVZ3/GrxNwWpNWWmOqjBPIc6zSk0k/bujQyziJjlYp1RtDdy4TOI96p4gr4/t/LVW7b9OmZPD5VoLqd/9nJdrc56KWNnJoxcnBf1zUA0fyxzQIruxspMTZqet80N4RnNTm7XoSV/I6UiTH8FBPVxeNewCdtQ2eJhmi4S4fi3Zbxs65ggG64pwAe3fEcv56s36BHTvUtzNgJiF5dx0fwy65yR7SR1%2BdEAPXHHX/tKq6CmREF0%2BxZ/jrmiZj4A7kFonsw4e2WNsvSk6T%2BXDonE%2BMvBGrG769Ul02M9nhnSP1mG36DGJlsFHb0H9yndFt%2B5i96r7Bylhf%2BjmkFHtlQ2vFzNar3zQl3t4OlX7OmCe6pGqvbFj37bCfBzQPNmrEdN2j9a/6aIzs0ltFI3y2A64bQSi2l5RXRcHITYPWA7s46KraZALTdjDTGX61kPJPAmpGyzR2EiflFxepvAdZzoMLx5VrZ3kh%2Bkc5uiDT5XnmXkJs%2B%2BoPcQiq2WHv/BUH9wQ81bv5WY6aZ0819ZnHxOWpSPMWLPZnCYLnNnahqb83pHurc%2B%2BgDeFrk%2B3Ze31601tBfldH48qHTxJ6ExV7Aes2ni2ZY6uG7xSJL/nwajkiJtMUsx6riw8nrXtQWmHrQ4jPb2BF%2BshyWFpDmHvzq5f01iUxy/c3TAN0mzLcwUva50hep3nWlvNviwb4fpN69g5/Y%2B7rVrWZUMOG2MZsvGKhzVerapU27FyYT1e7TnJ/sYzHjGOyI0S%2BaBtYJZdSzS/YfXhT06dByjtKeGgGdZzsPpOOurTWhPIa0tLDaZ3eTGmDHsIy80pUyr9hG6k1Fa9r%2BTPUUEmlx8dk4Y9ymzXF9Jqm8vB5JzDT4usSoupvDplK/IDtG6otnl/2ijdNZEV1ZxVnxqrTuYpG3XE7kHHp%2BgvSgYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAN/wAmK9P%2Bm8qwsAAAAABJRU5ErkJggg%3D%3D
164 Morocco 0.598 %2BQrQji6wT3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABRCqdAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABbNJREFUeJztnO224yoIhuMSP%2B7/hhkxaZMoSTQzFWYtnx9z9u7ZXX1LERCxyzKZTCaTyWQymUwmk4kc6GIEDwAxOJQW00DSC9asrP%2B1EJy0qlswJqHWR5/lQnogRE8PBbUGd2CMz/JIcjRmexxDehPgFoiS6lhCsmjcDGoM0j/2%2Bz/z%2B/m%2BCy2g34ycf8nygsna6XdnASP594KK/CQJDMffsiOgybZ33pxQ4iRk5qMF4WNhexQLuP3gNVj7bGaysP/86CichI9TIMIaB%2BVVh9J07sYDnKWwYqQjd6V5iXeWTC7jxE0dkq8WD9lbTdnRrajq2s7JpeH2KVn17xQ945hQcOsdBMqKRlt/znhIhFdPE12JkXlxeBad/kbO1I7xXmwJDYLxg3OOZPyGNJ1CtX/%2Bq5/AOUeTock9zkl0GFxoS1XIfbxboUJVJlQzoc23pg2qQSRMXRvatddC1oCV8OpQeDT2lG%2BpAOFWxM/xp3CMfSVnCh9cvPw17uiTLkvusVx6AoyP1YeXROjfjjgy9fCleFhH9kWqoPLDjvYP3BMfvkpvaExDkfJvcV8PTkvwVfCiPslgU%2B%2BZBd6%2B9PiyGj4fLbwu2OJwS3/WYXi/3RvvHts69P12Rheoe%2B3t%2BJW4ie5tciGcemRjReOWGHrLYupVg4eYjwgQpET3VT3nfY2Y6C6XxnOPerjoTzO3/Sk%2BH8Yca5TBoteFiD1Bi9ZdUVVJiO5LadZW7u8Hb17o9VraMl8C8wZHJxcwnfGOCco4uqAOBl1XvcNsxspd5s9J246%2BMtrUC%2BCxvfqvSTEvdrkkfTCFYUevQ3pF6HPJqun41Hz/AdHYvmKp6lsLbGyTnTpEO6ruCm%2BQ6Ob59tSSm09lbkGJo1vXHj288fWwyvDYQWDrMTcC9%2B4EliER25p3kW//Ds8sK9jUzgdTn44u%2BejjB5IaCA2Wvtr5gtShXMP5ylVX5O7M/7c8N/Gu3hZ7LjYGME%2BZ/Cr/iDlHLib8hYNgoPG8qy2kqHM4KiiKKihACHtDhjWok5ucWB36JADxM7XkYwjpZy7YSWr%2BxLuDhFxi%2BPBwbCWoeY8cXxH5GPGxHBHUfNzybVuSpu0X/kVr%2BK85JcPsvL4lp5cDfEMpEngeyXzWjOUA30goRNRHzGykOP2RoJlzVDtrhnXy%2BFY2zfXKmbneOK3nAfv0NPOk45zyeMjO1Ytv2Zrm1G2sdKckef12hsBpXvaZ9Dx2bD2dThAurJP2IDpbGthy4lgXJaFwnED2IHwDI8/2M4/bsphLylekb4zkqMEvpvuJWBnQRZ9d82r9e/F56Arc7thchywvF4GvSAHL3V6awM5W5ACeWzJWzY2KL8/HbpLlJk/D%2BWbPEegYGsYr3fBhpAeeukg5W2uztOfW2B5L3Jasdfl0rSePDlJ56ly%2BU2ZTfaRLc/XJxzXT3HdjhInlDhu2ZL5Ol6rUXHegT6bX5RUr5L3lMrTawtsZKuWr3fP70cEhOK4r0Ha3QgzLdgSszDlaI45pUqCTvL3UADe8IzBn2QcXJJLxNTs0u%2BDUlUUlXD3aN0gjABfZNPYJjrBRQrt3cIZGsRuEbbBLLqjbcZ9hRV%2BdzWqBFa3dpTnRTrlL08hd%2BVA9vqgM5io6DL%2BS0kk9TxXE7h634jjNKr775BqsW%2BfazcyNNVZdBG0gU%2Bbr3hayd9XfXpEchq005xMt1Yau4sbNIZwaqqsGknMDrfgyEyr3jEx5sBaUp26iuh2hfVO4cGWSV92ZyVSDzto3hYQtK3%2BJr7LopB4FbPqaH1kqQ/8P67CWWI3LqIO5k6B9%2B81%2BfZJ20dxBccOXsYkSuAtN%2BgZPzjB1PreFUQXXLbfqhmUKmApU%2BRnnwopWOLNWwJ6%2B6e7c5XsU1kL%2BbmsPNB6KUXuMrsZO1M5xHEHYzzTzN7gnlK/CyWQymUwmk8lkMplMJpPJ5IE/2a8uuzTk3kgAAAAASUVORK5CYII%3D
165 Portugal 0.597 %2BwdQzjCOb7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAk2O2rgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAgtJREFUeJzt2suWpCAMgGFzCJf3f%2BEMAbVq1cdpQYcz/7focqXpVIBQuG0AAAAAAAAAAAAAAADAfyao%2BYfZ24FcF6Qyk/bxdjAX9Wh34e1oLlKR0iOO/uftcK5JNb%2BlmFm0vEzQ9gm0Jl3fDOUviOR%2BEZdJtActm8UQV4rZ66Mcs8fbsVxWM6w5xujzdVpkom6xnlflXtTxmX86iB4LYU15uJfr/EyBmZR8zB5e0%2BHOomgPjYosdk7O7ZHlxkwdjkKby7RsZ3ralxsk/v5uz3RcsVaD9idlbdHbI8m6JXtP2gqiNXsebxq3kofff2k/SbKVvTqObjoNG0txUrUkXwxLu/QB6c8YlmlvGqekOrftSp/yUh%2BRY4LeN0I2YzcU69Kix0TVHjBoIObeyxSZMQvq19ZQ7k55X742ceNLJHyauzbL%2BsQ9hue6tiIztvh7RvzOwYPPS%2Bxt22621V1r8o4%2B5B%2BXzrrL0xpqU7WxdRLrEE8hBI950r42jd8W6WekT%2Bp3bHzQwVeBaGViM1xvrmNH%2BN5RrrSvPYOemenxPOg6ttPUFn50SvLscehG3/2R33mDjOoPuijZm44V1m8AAAAAAICTLvN%2B4M6PaWSR84iDTv99boLzBGglpuslevN3iycdqU%2B2XKIBAMDqwoL9hy71RkRnMvgk/RGT3gcGAAAAAAAAAAAAAAAAsK4/v8VbGuXrZbYAAAAASUVORK5CYII%3D
166 Nepal 0.591 %2BQrQrS1Pbo8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC/4qEgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABP5JREFUeJztmsmWhCAMRfUw/v8PpzOgrRaoIA6L3E31qdbyCSETDIOiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKMpHABei4B28LeYMqNeMiCH4D1T%2BtqhdIKBOY8M8vuCDxa%2Bs/%2ByAu5iXBx51h0/KdnYcY8mE%2BX0%2BJxsCGq/xJA2y4vCC8WNG4swYYZwxMSMP7KcGm4bZDSwanMiOuev8hwbbktiBRItlADoMn70SBzs3By/AYxvIQsz0leW3yBG%2BYSKkGed9wI85iMDi7w3%2BC6pRnwFUTK54/WVB2/uqefHhJwVss/jeiMlk8W/bteVx5hRpNX5AoaYkzpde5xmg4Nv4f3EsLcdYWqYPQLZhdh4PtvBO8KJZm7HsJITSWL9oIOW1NgGlqXjPQGIxhMywd8nYAhrIPZqOCDurcCalIj9vFw4M6yag6BzWl/mQUw0nXrg/cGzRE47C5da2X7HqkwOdoDpx/Y0rJIL3so7bB4D5eUVbcXs3DCcdp/l5R//CUkS3UDW/XnwNRsmU/8HzAcaNdQMthYFdOkDzuKs2VSbNJMExZbNDfNyox0rrGDiASl1rRXR42OlBLsgd3xXEip3c6x5eidSUuTC5Yh9Pr0QSfWEZgawH82wkJ/O4IBrfmZp%2BT7sPKDWRzmF4SVyZrCZItfMNq1Hu9uQxHxc9SJu/3vEluL58XrRNqhtdAAdH8nmlps4d4Nxi6kbZm2kbbDIRtC4qIx/z15OfpiSkbWuCI5RMV09he8xBmJ/dsvPmxsDdNPuc6P8gDLN51uHxtZ2Pe12q3iyDMHXu6j1BlAF2rX6zhXUQbnhyctNAuR84mIL7rawzpljskZaYpmrqjDyyINfpcH2yOpfj0cyibzfuTWZZ/cxl44P2HiF4Wc92rxN7lU27JQWLs%2BSyaQxVhtraNAVtHumQn3YL1BSO2WILeM%2BJfld2Um/YdfxJeEi15SbB4b2Qz5bwfumz4get0P7HFzKdz2mr%2BTAd8flLFlvVYfBxbSNujOHyFkKuycz9L3NojmDysyE5gZtckedqAYJxHn15epuLlh5ywwUifX9IsncSUXaonfu/coEn67mYhaPlFaTxYPtQcoKuwjtGKjek5JCmydUafmcXIuR3AOS2gnHsPip9muuZSnGa8V8xlGZi564jeiQoZQNh8jsrNcaxJfbo8MCuU/ay2oEOMYXJ5ZbPVZx6XOutS9yu6hiTm0q%2B1110W7ZT%2Brqvmk6RSRoXvE0loW%2Bsz4a54XqdI9WDdJSGlFNNp52MabBO023T9HgnA5KjonNuctLCB9vS6PH9qpuz56nWh9xcgwDTMV3lk4KHF/nNRQ322bciOx5stz1LCPUKGm7Z/z0cbFv0CeB/TTjiAq6cbGhuHRZ/MWC1lO2Q0Qv9/idKul/1jNC/BuPxtKvj6egnyE3HzKPAhfr9Jn9HnwGC1EsxRjpiL826coOSy0qb3OGpBzR3xA/g4%2BksF/UeFHkc1y2OujnZoO/oqdtxFo2E7eRciO7tQFqZjkuek/MR0QNENgyqYalds7uj0RJH7%2BS/p/fvCX9aDR3Krb7wicmUgUtiZbc9qyf6wZUEHlYAikZYMbBrMfJVOgD/CedRApKtAHkV3oxKdvPuieAjQI45L5s1c/Pjw4g82swe0cFE6mHf2rvuy5ObuoqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIrSlT9clRmteYd4tAAAAABJRU5ErkJggg%3D%3D
167 Israel 0.587 %2BArQLq6OcFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAu7NulwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABMBJREFUeJztnEly3DAMRcXieP8LIxxEiWOrexHxs4y3SuxU5RuCMLePg2EYhmEYhmEYhmEYhvnTaEGrJfwMie1EkxJCrBbxI97MQpjVKn5BCiOElMKuFvIDLljZelu71Up%2BQAbNx2G3cg8pKDiGN7VaLeV7ctTQe/hHjMuUReNbWkoT3j86VI4aXrxcLOqBkEouzq859OxCQipFIaVoupK31islPWOSTxCV5YYGd49hRSfBKyY5cl%2BH/SaOy1CNLfoYicYuqP1bOIpuCtnQsXYeZGyHXDGRMHKoWQJ7Bw0LIwft0d53%2BxaFNHi3ZbtqjnwfoLFLvC5bqw2a2i7c%2BZoU28yxwGu%2Bgm9n7wxtBaq7r8Bhu4i3wWzJdAo3cI%2B%2BP8G3NHVm9bUIuk%2B7Lh9uMKVxXYmBXUdHTF8044uWvf/Ci%2B7fww1E%2B/dQRQqd2C8iKSuvYZg09lSOHPJUHDnKZGlntQx/CbJhd3HkvEajXOkJ5HQo/gk1ISoptKNQeNRGJetlY76IZM4yfxA7yHe0iG14mJsnWXIUJ0KDCKfa3t3U0BGkcHBBzwqTldIwtvngQcNHsI5C8%2BGG0rR3dCzV5UpzUs7Z0OkiqVaFnb2hh5kvbbVIosSQWslkPWHTlxVKp2jKZz5TRWcv04/LllCPGttsmLHn9AbDQWoVo2Hp%2BQ3T/GEldYSbJpA7qMyexZvo2tCzollfEUatv0Og0h/mDlsOJNfvbKuH7aZGLGd745T5IlUZOneOalw9antfpXTQD0OkWudgKvIq5ShpuOxM1JHQLo4fhdHUh96kdna12KnvUdLHCq7K9HXEeZ/7v1cf%2BxJRyxxMzV7k2ss%2BVMpNFlx7EpRFP43Mm3p1bXo5Ix49nQg2otfGvGRpehoPtFkHQPTzOkU2D2Kte6To0WrqaN/Sxbd5MqTnDzVHhNq0s7j4SA96eMt2045vxgcs75HKiKfZc1OU9Luvd0llxLQzPNH191c3XGcef8jLzSHF8hvZ5NQPtqtFPz2X/0/qnfq1cvOPvhmNvEfqST53UHX0WN5tHV/Fj/piZXlfe2TD9Zc0BdVPRGuL6ZM4Uvz0zOuJtQEwdJ7QzP2jrgEhRnnHqWM%2Bp6lO0zGGpoHoIFNXtWW8w3COQGwQp8OMMofb5XnlJqie1ae2eA1duZxZTlAtx%2B1I0QBYKM1R9cRdr7KUDJjm%2BUH3dTJx786BCIcGg6h3VkfXiQIaRqRzj5KUS8gimjkSPnBx3v5caO/o4UII967epz4Vbn%2BMy2diPgH6HwTVypG0/rY6nl5praWMf2hdBotr2kvOGi9aGw2Ttaf0H0VFPREr6DJ5/3EGPEybXpDqoxmqTS/gn/JMdJvEDXy6a6bUFqKbcfkOPn207RTsJW9Nvdfcwzsa/3gYtsNQDb3mcwUsmgMQjMnMI6UfbxI9qmvBDT5FdFL4B9A57BOXeXeo8TKXaAv8yZaWa6XyuH0G4loK7JIPA9d%2BYjLcwyT7x06Wzr/CY6fgceSlAMLq7QdSUoRYvX3PuTnapFjKBL04K6EvCdfr69f2PxJ6w20qvIy38hZzmgotdmnEC7RQ23lH/HVXu3lH/HDqboYOO4x9SmmGYRiGYRiGYRiGYRiGwecfEynYrwZEVgoAAAAASUVORK5CYII%3D
168 Uzbekistan 0.580 %2BgnPLU6Qr3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADLdPtgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABZhJREFUeJztm9uSpCAMhrU45f1fOJsAKggo9EjbVZvvYmtnnLF/Y8gJZlkEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRCEaaBbV4VvqxgADSn26LeldKKjYIuLon/flnMPWrUJ9phfdxGEYGIFiUz2bPOepjvQK3aFXX/b2C2T/rSxV9e6Ympv4Ddoi15Q/aixcYWLqz9qbLwOyWzs6lOhBusU4yzoLz8Y3jkAlAkSjY/rJJdx/v/WfFG4uXQPho2dfQ2sN7UuW52z6NeSv%2B6oM9Z1F%2BjLk6o6bcn/v2Ru6IgPblXxf1rlmTMDDV39irVNT0UXVZNjqGtb0kPZLxjbrj0fsrLqmiI8fYOfa76x%2B0RTheJqcuxa/Po3jG3X%2B59ZQl0VtWhrAYwmG2tfaxU/CtMTkusU7TjJaKfWDEXxsCwDzOwCsc/SpBl2oaANUDp0jkM8v4Ii/ujJqlWPaLQkDJLWJr2mKi2lnushTt3/DOm9rqrKe5iL4vHvrB2W1jd9rloNwsnaZmZRq%2B4tgurGQ8mvi/VIq2Ceg1Re7Rl7mzQpXBcOhBMdpHLrk4X0bR1I7wJKDyoc5Jw9P6d4rehykbfOEe9TiD47CFZex4ecRKtiKtZVUbHo4tHypigE%2BY80Vj4s/cpsCeSwbsdKXXx/Uz5bUtfYeN8/KD3IrWHC4AaS2%2Bu%2B0OVqoo/ftY/ONfMW0cZbcxcCGrjc76sCuWur/JxS26d4nlqIR2hAqts4TwfH2%2Bqh6wlDfp9SU1wPnOndg5PY/Q2iisYIUZlcxPro22keXTWldz7ka2a7iOrv2vcWkdo7aqpy/yX7uM4Moes%2BSzWkdw3YF8kTQ6v4AnUtGnG70h1ZKXNUphGGTbw6vn3oM7V6wLchiK4ufm%2BjAbNUErcOThN9D7Y88Ef3jj5rq7fBwShVvq2jHzu6iBBK/jJJixHNVasbHHyVZWGX3iDGPbdAXPP605FUbBF1PcEO5t3EqYMcOG5glNJg40PsneZnbkJ9FL8orNcyg3dFPx0B3/3CEhMsbrdKjb7Z/bNAknTXNRF8W0ReSV0jmDXFf2miUn2SiGZ0waS6wpi54by4CeANsI4RDO8uWW68fF7lm1LMU74Y8OvwuMMjab2%2BmCmjccXnw5Ua%2BpAgGoKFlTcqHDcIIXDSBitVHtxuaK0gnZ12EENbzJT8ltJQ5Krp8ymy5TkSSmJQ9mvRsU1jzkVLSwQ%2BX4M9pKJxLP7ZTXTIAMbbfV/3M0c5WUmmBr2Q18keqfc17Xmmg2mQzZ/MeIvnTXv8ul/R9rH%2BtkFeTo%2BuHpW7AiK7jMLBPDtMvo1ULWDbBI9Ia3SMoueeJjl1Wzi2gnSRaEMLMHuj4NQcjbmjnhmNL7D5eEkNibYviT6NPSobQxeY2XGiAeYDJuw7b0O1BRgwk5NIm9MMoXkqIcXuSeSlQ2fF0Yr7w038OqhgNtQMvHW%2Br5iLYTEfObEHxr7Z5QwqM3Xe1r8wtoq99tRtlxsquxe8FdpWDSGn4JsniapbAfbK1tsJ0DdPP1U3Xa5ncq1W%2BYtUt7d4ptg2Nw4WV89T3ytCdxGI/THsqaJuqW/QIzRjtn%2Bgtw9htzbosbbtGQ4AqJfdY7k4wqErJ8TJzoZTzOtHPttHOPB8Rsxr9hXI6%2BfdKRw0ToqxA1sqB%2BNls5n4g0b4cUhbK8XpY8BP7uyi3QcHJZMwTWMvfGIvlqPbhuL0rrsTNvbFaUKdjejsD6zEAEeyxrlNBLWmo9V3a4%2BceBD2XGQb/%2B1kCw/ezog56Hd6nOUDhYwJf3TCQ3e3e8TgiOQLkFC7/cXUuj0AX3DJuYPXg3QNUh5IdhHY473w8/mcX2aL19PHuU/i98Oi8te62s/gGsr84p%2BaCIIgCIIgCIIgCIIgCIIgCIIgCIIgCILwP/IP4fQfxwgGZ9UAAAAASUVORK5CYII%3D
169 Fiji 0.578 %2Bwgtz45Nb68AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA1y73KwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAr1JREFUeJzt29ty6yAMBVAzQoL//2EdMOALcHJ5aJGnez10kqad2SWAhOtsGwAAAAAAwN%2Bi7Hl1hq%2BJc05Xh/iWOucfFxoAAAAAAAAAAAAAAAAAAAAe7Hl3KpDGZ90Voq56TmjilplWR/mUlsj56%2Boon1Hv27RIodNjvzrRO6pbjeyY2qPVod64LT3Dk1r8GYrayGrgY8RjNLd96Pn215nhdb9n78LaUOfMoTyse5yqBNdZm7GXM0t9XEOXUQ51iNngSOt1GEXTdleSh30f0boYFwackLQN31dZXorE4Xh%2Bzh4raDKK8T4ZyF1v/VUD%2B4h7Ve0mAdNkij%2BZ5xPcyogKMwfpX%2BzXn7fQ8tUIez%2B3BxK9vSjjz68PXebrdVO%2B3FDNYz72vDxz0TJ7uqemYdfQcewXqUUkZ601POF5NbFSZXJxiUcULn1/sFZOOuG%2BU5dj4fwsy2aaPd%2BVl1LD82zRLrmaKY3UV2l/tBoyhj5ntNLC2R37Esf1Gzrpk3SjNkPiyo3E98mkZpUx85Ynjz9%2Bb91pN%2BSe/3h2HLbKSI/rzrf3JR3Y163KEpO1RipVZn8yKYilxeb1e0hsp9e8z90OhDSftAa6jzR3STWex5XNv%2B4959Pml6nbN4R0gilrUt7tChoMlHJJM3rPva9AcmbK3kuhrr20wjSMH/YTmx//k9L9a75QOozz9CyuBjpUavvGpCP1s9Jno69WCiHIbB7o7CRrpa%2BuyL%2BJQ6Uz%2BY0sn9E4v5oUzr%2BEzPSnFf/vWuPlmxZKy0W4F/FG71doSsdkJXe7IN0tu302XBp%2BLWUo2FiJ%2B9wYPrCv01168sctIhImS2y67tjeFWsAgJ%2BkNs8Gr3n7tyaMxFTjBAAAD8c2TlrfsXUR4UP9rTgAAAAAB7HwD78v2bn97xvPvGSPNhIAAAAAAAAAAAAAAKDzD3ORfUT7D3JnAAAAAElFTkSuQmCC
170 United Kingdom 0.575 %2BwmvznKMLVgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHxTd9QAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAUhJREFUeJzt28ESgjAMRVEytMD//3BUdKELbcugyRvv2aPPQEsLcZoAAAAAAAAAAAAAAPhb7tEJxq1m0RHGuc3REcYpFvoaWrDSLlnqukUnQGJFcSSeHXq29dTP%2B4XrbCQ2Ha2zmVzoPbLaGPG6p06ybuy%2Bb2Yq9cvw%2BvQDLNNF/Rr6/fn3TKFvvNzDfgq1Tx/LjwL16Cmhl1yZu0LnY%2BXQYX7ssFiSZyg4dD309cF7o9JRtCT38Cft0AmvX2tOIAlDu96u5FsSnp0mvR3aJBo6%2Bu4DAAAAADhdvudhbWY1OsK4ZK8tgJMce1cQTPIJly%2BK0zUAAP9O8n8cs2LoaVssW6t%2BabeQ5luXdnS%2B5luXZuvH7HLrFVBssEOImqclvV/J05I%2BwO6PHBet0emrizYgueRV4qKh5SYRAAAAAAAAAAAAAAAA4OECqyQka9tHwL8AAAAASUVORK5CYII%3D
171 France 0.573 /AcxUIux1W0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4cYtNwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAexJREFUeJzt3MtuwyAQhWEjru//wlMIdrNxXKKq8fzV%2BbbZnCDMZQzeNhERERERERERERER8SnHuxO8z0K4O8KpFNrrHy2nzyVZZNm2sNSYZn8eZlUI9bqlD6n/teCkey8HeYQOwU9zL7GZOt%2Bd400ztc/B5AozdeX16y67GUPekcrdCUREREQExWuN5Uoh7opCSLhNUWq87UUG9o02al0wxnwIYZt8m0Ug1GM4yj8jtL86%2BIUSiiGrbbAunUavyLAK4UjbaL2jp90fw4hp6xF0TiwN09h5zN11dBHQurT20OMpzKhp3L5f5bBeQfW8LZIaepubrD7qodq50sbobQ53mPH50IChie/bN2LmSAxdgEPHFmvkhQa2MzY0ags%2BJVwlrMMNdwMytNyqEjsNbzUyEDOLiMhE3DUwp0tkaLlR4XWZTLzHgrx8gwwdianNaejr03o%2BQy8c5rTibdAz3jj8uL7Jq61Wdx12AfGAssj/g3wSHc7SP0IeREWGHjsq3uJDROTz4vgeT3S3hbw0DwsX1C2J/byRsfaYabYxah1wdGZU6LoXHzJp8WINFHb34uaM6z8Sz5e0xfUlwhdFQOf3Ys%2B/lpdZU42IiLhGeuF0TIugC7HP65mgOuYztFXOmsP16llEREREROR3vgBUdUXyterzxwAAAABJRU5ErkJggg%3D%3D
172 Samoa 0.573 9wrPL22Pr1AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAtAUBgwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA/BJREFUeJztmtGO4yAMRYuwwf//w14b0mzSIQnRTgor3fPQkdpMezHGNpjXCwAAAAAAAAAAAAAAAAAAAAAAAAAAAABeLyVODpOOltKHSorBiLH%2BSTK9cEqu821ht7hJTzRY1SmUGwp9HHla2ZpC5JYvKMeQ5nQSiqEp2VEOcUJjX8k6G9IozDUuHOD6iW9jivjgE8op12jCc6k2zdJ8n0usdtw3TPW3lZ3AGzsrZy5ki38hZzeyvRdCUd0c2xB0Y0EJGzbuYO%2Bb4BzGO4i%2BXIMuUojdoGuo/pBHbmsNebBqjSG6s9ZJ17j6bhsKUc3gBwv2S9iEW2BwqZHL3yx6akZyMw92EK1G0xxqUXctRszJdbCpY/BX9eXWaT2PMrljdA9Sg7OEG0WF5SAaG/Zq1Mjxzr/EQDE/pqgHsRrpZr6wcfLgWF0yyS0JFiWHp0Xmm6JLNB8bP4zbEsynxjq1B7xws3TTUEPlQDSYX8dbpwQmenD9YVG3pMQbsXoG0eTnM3eW470hPgFVARL6F1eeRbTl524hd6Pk76NLptCeKm8hjs4ua6UpoXuvnW740jOsmYK7U10c7dOv9LfI640hw33alP5V0FcK8XDveG1reurJ6DI84nnY2NitI4RYsTJ2v1XY1vRybeo8QWW6P16yCu7q8TR%2BGTppoyK0T5CUY46yPDHFISRtTx9j%2BBFB1JsufhZV1t8Ey7CwqztonX5VEk6lP%2BfNIypy7XWMyE/2dYfJYk45LyfT7hf1U98t%2BHn1%2BXcJ6fnh2m9Bu4DA5ZAsJ/bf3z1Wx9GWpN5zfI80JHm%2B17tvBNDhD1pIbO7MlHKdlcQsInWanu4r2Y6rZ3lRO7aQ%2B33c99FL7yA9a27tqdyolQup9qEb6pTDQTP1t9Dryl5adtZyrH30pfKwuc1DTjcBmpq%2BcTXWh83tX38sQNoLS6/L1GLu6Cv0n%2BQdYSHg4JKEfdJuEHHXArZZLF2SR5pMbuyfHqoSD%2BNXfwdGvZH6zA2MInBzC8gzxtlSk1slnzxWA5QYZlOZl1Qez%2B7VlGXW3zHnB2txs68JtlSer25eae2N9c56R73%2BHVSlewMW5yjGC1aSxJ6AZilVhCfYYhZip4vEH/cEBqLc5yLCXm2naS7N3el56SS74/X%2BRR/NgnEA9Hbr4z3E7uk5HFs2F1Svc8gEJ4IFSlYXJV7u51wttVm29SteeV2sNR3dTmjg%2Bd3n36rp6BfONH/4cJojfnygXi6m7d0zq8FS9v2A2Fqd5aTqA64lovoBg%2B32ablJHt9nI3MsxE9U9nX4evSkJEkuVyoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP87fwBc5NaufS054QAAAABJRU5ErkJggg%3D%3D
173 Italy 0.560 %2BwnPbq8tkFEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAz7RJzgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABhxJREFUeJztnO2S3SAIhpNBxfu/Yar4kURJTs52E%2B2U50dnd5udvgcREUiXRVEURVEURVEURVEURVGU/wfy3hjjPaVvHY2V8xHyxq4do1Vd4jAotOgdrQAERTOM1nUO%2BWBjTL6Qre0srvFLP6uDkF3BJHHO7t2CovWnVE3Jnj5Yl79egUyxL38EnE%2B2y3Zlo9rWj7E4t5lJOWu2C4tmfCOPDM4WR3y07Lqyd%2BQd2D%2BUgsn74nocEgGroSLXxEAtiI5OAhO4RxG61u3HliQjaV5MdJt3BUrUDbaa/J25epwX5CVp52A0Ha5ESconS3Lke0XYFRycN%2BuaD%2Bd1XIkJHATvH3YpsKAd7yB000spRfKoeriDkLuVwSFH8TUlfWasqZPxPktIMcY7Xhig6wjzNLac3ddw/C65E8XPMNLUFNdaPEYO%2BGY53NgAci%2BXoPYp%2BLw6D9LJkbHNmTN4K9pbAa%2BNi%2B6GTz2HuxelsXlsbPzAe%2Blx5/ow8nyxBzHtZaXSHUA4sqRgdqkonzQgBrPOh8zI%2BwsfGw6i8HLPkq4m0IseGD5oxXxbQf6T5NshtBvPjxXtKRaQqAY1J8m27X4dLTrKhN0hQ0ISRe3nGHu6hHWHtmQgZFHYfIyhGzEG3OjNcNh%2B0VkOGqndoUND3mIhauzWGo7ukC8t22NjM6YT52x/jEAEWwVy8DXAy6mPmGVvpZrBCTXJ/zyKF0cs%2B3VoxFvOvNPJyZ/PYcUO7macOLWXr47E5YPBLi0K4J7LSc7Kd9rBF5dFuFpjTkLEp21wdhperekjgc35k7hD44c5iTivAk0ySj61XGR7hh0KEzQVXacOzzPrsA44gaGFk4RFW7m64D%2BU3d%2BCGgfhupM5qYm0udQwXNPXzLq8oI9whlYAY5olp2zovgwcnpQbXwNoVAdhpe8F1D7nJvHquOp7D%2BGOnF0NOtjbOj9lZnHroETuvOwEhvBt8rNz9G1520ln4HZf3D2A04wkBEMKxo6ujbEVffhbqK0B4a72KuRFA9p81Bxma8zWnh7tKTEK227wR55QCfleuMRDW1wYAZkgxZo60kaOR8dOZw/oXlX%2BacghtwzBWssjFYAeTk/B8b1yQkwxLdgXbQSTzel0OmGgnYmPkIvBGcORT9D3adbiQbh61JWR9hCHC%2BjyDv6gQ4axuM7rcw59VvAqw5CtQOLJlvdzKFf1uPOwS%2BiC8K5SvZTy5Ns1J1vzuc%2BDFHJias8d6ylitSsfKZcXk3hi2xNfIHhZ9brLla5S/PB3KcsWA4bcrnkM3HnyVS4Ba5lNtiDI62Y9n2VXT/rQw/V15rDxBU72bnatfweq/nHnLpVEH6OFSUamN4/1aqA7mSa5rtZX54qonbJ4ju1ScncvHcsLsWWXs%2B730r4tXMHNnN4ejk6M33gWbU%2B6CL/Pdnrf3f7RecHkCQpf1wdT8/cJjR3b6X379kS4tUyhWj36yd3F%2Blt8NfAXDgmc9aVfqstzkSj%2BNnV9vyovhtDMj%2B%2B7SvSe6OrS3/rjmlow%2B19666a72dd/KZq9mYbUETjoUsxNv708pY/rT5Oo50gDbHkc6MtDOAcO9/qtnOWWmtG3/lgcA24M2v4mnG9am/K3b38ZquiXe15UPeP7fV%2B6t5/eJngA6HLNu5jkyzSi0v7jim1shS0O3r/Y3oKakkw5UsIONOcXx8G09zDOO7ghnaZAJrRzDMUlpvnYaraLSQWFsAGn9Iwj5R21%2BHXaft0o6oRYY0sCTikBmKUdeiTEFjq87hdMbA1wcG/fzZgFytWOqg1ThXVNNacZXqw8EIulWyvLx2l22r3B75YpXqts2PTZ7YXL4BU5PL92jf2K/AorHy2lkpfeiC9V7QlFJ6n16817YynNCQ2NSSAxwZd6AjORXJraH04wNHaFMPI2zSzTFdDkcQOS/p8A637TmRnjs0A8r7HEj5/cJ8ewKzoub3ezfg5tnQua864SEQKbL6XSiUX3ThDHlOP75nMehYtckXQT5xwZYbcRzi5ahBY3XeavKMqMTHySnDPvkX3B4HnjH0Av94B%2BhZP/aGxu/ok7rKIoiqIoiqIoiqIoiqIoiqL8J/wBLdhLTcDGHnoAAAAASUVORK5CYII%3D
174 Northern Cyprus 0.559 9wvQr5FOLm4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP3UDogAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA/tJREFUeJztmuuS2yAMhcOAJN7/hVUJfA924jaFZOZ8P7q7WXd8LIR0kPfxAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgCd0tIDbqIRAo0XcQ3MweLSMO2iOIeSQRuu4gUc5yUN/KDsmyRx%2BJ6WVTKtF2TTH9BvVQ5JJNqmaPNg/gSdG1vr1R%2BpGyWVPCI4l2t%2BPktW4kP1bGRlm5eywvoqacCyKpVzIIQ4Ks3JyHRMpX8kQv4KnKyxHBtUMsbIViWvklCltVD1fHKIsv7OCNyadNZVKu/vIunJsJ6pss0FjTeveeFdoZINKsyR4K1nDnMMgzeksJ01SPPQLd0XrArQfqwO2vuflSva/9CjnbTYfn6kTpvnqxrYMi%2Bq5%2B7V%2B6oppvr7xotrryybstgajzJFJerXA5ZLi8Df1ZVxmGPmN9qsxHqr2SbnphFx7do3W0dnTYieRO2UGpVZpspW/uLmXitrS93uVe7kjdxXPOSgXd/cUIFUhC/Lu5EfdNiAH78ok%2B9ulc3Mmuyae1xWRfo5OLTxltVMiopiyWyM968BqR6id71iv1PCiRH6SssDC7tvj7EDjcwlQ4Vwcaj5ZE%2B7p9kOcZVXzaXa/RD4m8qhr%2BSDVZ6Gcj/nP846I8dGPxs1szS1VNs7fH0BOrFOoVjt3nWvE53GVTNGzEmGmn0/kTtSnij0z2kQ/RyjfEGD7jzx7%2Bvbuhmi6kZ7m6PxL59bdmGam9wecdtzumhcT/ybaiuMA0door%2B%2BLttbEA0S3ekJ6O6fNwI6INDXu%2Bf5GNMUUPqrnHZoD%2Bs2KvxiDmegbG%2BDvIL/DTgcdrZEyb4wptXzr7r///9cSwYsqb8ZtvJ1O2HfFY8Q8P4m/lLoMJMXWRv4sRYKX1qmD8XYkZB7eRBKX12dJtDQ6DZf5nToUj2LT3fiWmbe50fm1Qj3vTXPw5TTl1vnSU6h7qf%2BsecLj6W7efH8V5LM5P97NP/v2zJNRuj7hUreZeY0krRsyhePpblMIr9t06njGKok7h7VxIJW1qPB5qCWlQF09qUu1M6o74UawaC11rfYz/8YU8/VW/TC2Det2a42ENC5PIqeq6viha6j9Nep5y%2BM1QTyrm5eV85iPqvup1nR52qClLliF0LXJ6FTkMvmHFmqrnONGjgfW%2BfN0wJUS7lTHujqdz%2BeK/i3vNxfVRRzZUdC2rhShKfsHnhZMUZQbR7ZRmGqqHZTKv0e%2BJSf2%2BB5jb6C1udf5maexfT5s2v8afxURw97mq377HxbUP5naBlXnP%2BP4ZpRTmeKJU94yx3EvKG4gmZZ5ajob6n0jWiL9O3oBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwAl/ALTM69Fp2tKFAAAAAElFTkSuQmCC
175 Palau 0.554 %2BQnQqUkoZ4sAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKb30mwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAOtJREFUeJzt3EFuwzAMBEATspz8/8NKrJ6am3pRF5l5wdqgKQIyeBwAAAAAAPCNxu4Af3DWY3eEZaPq3J1hXavE%2BgB269V3R1hXVbsjrOsV16bfx2Hcm77uzGlv%2BqxqlTYv1QwdNi/N6qjn7hhr2gx97Y6x5JmXecx%2BF3Ygztpou1MsujOHNY5Z0WHHSqarRXWNHy1uUJqjUlrjGP3M%2BwrfkR9pmUO73Rk2QwMAAAAAACPwRqIHXgweI%2B5i8JZYHgAAAAAAAAAA/E%2B9xe23mOue4n6h%2BVjZODIe4XfGnrZ05jYCKxwAAAAAMr0Ak/EaFjQNs04AAAAASUVORK5CYII%3D
176 Somalia 0.549 %2BArRkHBPLbAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwS2%2BCgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABOBJREFUeJztnNtyxCAIhuOo6Pu/MBVNsomnJL0IZIbvqt3Zzv5lERAxy6IoiqIoiqIoiqIoiqIoyvsEawJyi3iINxn7Kd1JsI8km1vIfdAak2yMzlhuKbfApVgY6GdjHLeeG6A5%2BnKxt2wQVslulZr8mlfRJWu8OJrWmMAm5x5p0Tk4e4MR7x6uNWsUH/E6op14n%2B6Ihi%2BKRvFh2uV8ciL%2Bop9QWtGhiYHiaESv2ZFHzU18LToZOlVMsr26I1p%2BideI9sJdg2hExy9a2rQxUBwd0aKjXaYWjR9w6SS6KjS%2BYOm64ncfEB2rNALy91o5/Z1ecCYySblPHd%2B%2BYOjarvgBzfhF57BtjBYfOXxdZQT5iaW1q5HvHbVz0N5QundAU4LK19w4B1r5hbStInJahFG6oW19rlL/EwJp%2B%2BbicyG2fQ2U3pROApslJz2vdOxM/iLa0D07S6%2BUupqbvYAsuppRtnN0NQs/r8BuHYei83dfc6ruBBt6oFl0T2mgOYUOIYZGonpptC8REO4QfLTrCX10sM/2DOch2L0jONJrnfcA4MsER8wn3%2BMZDl7RCEnxwbblNZ8qZ4%2BTuRPOQyF0ycTQ8U4MxeCjv2MM0pBMOUzFVNf5wWqLbBk8mTlOPjumJWls9w18B3AwNiSRh7%2BC7b0HLdcInp%2Bamc7Ycvxwne02V6lEZ8Iza/k9eUAz2QhMiQUvjHXUFSrV2HTGXqI5nTpz3pNUqrmc41pzOP9%2B8GvHNAgbOv6cM2OeZ0yBrv7%2BD/NJtbO8RSdircOBG43P/maWLFN156t0hj7XS0UpBvDtOtv/T64yOlS1DpobI1ObgzAZunaOcG/KqziIZ2rPQOWx9l6RmcfuuNLKEjdDYwiQy/97OpxBtiYpbisJhqGiT1qCbC0lvxo2UkSeVXkNka0ZvU%2BEPu7hI99RBazWetylxch3UcEV73iejKNxjmu7ErOBn4eBtPfal8PbrC792D0j1XmBLeBRgGsGCa4o%2BxhkWolQPvzh97ztuCxPDie3xKcjlvt%2BkWklpo99fMcK9lXLJjo8zSqHOUHP03SkAumRnfFYUDGKfvL%2Bk2ZG0Y/88lwkuU9YupqVYFqI/sm1Dmpen3Jg5InT4b5oknzePHJddOoOQHQJ7Z4Gueb%2Bb/o0RGObcA5cp3C37kknyb1euuMSfaPAoz2K7TkC0zq8c/43HLXjqkyXy%2BNhMvNgPJDNO65uSoc43Dxy3uycDg6HSakNjMM/szaYmX0NTNuWjBmf0btZqV33LV8lJY3%2Bx%2Be0PfwzZJ3eTQst9hwEp77BGToWEt0cBRA4f3oL8012yoitg6Cdfv28zlFEYz35cNEm6zvUi%2BTaA8/nPRcHx0kz813UUjCdTosuOs/8mlfR%2BXFP6ysX3RsBmjfRP5e4uFgfuGYOjuz1NMYSEqYzo%2BgHA0Hv8qun6fk%2BkLvlQ5KZRTz%2B4rgJoOJ5klPIzPyuQZy2W7jPOraEpoXAx0k0tQksbWJrcVheflPYjKPo0qkjk9JU7Kp8nZUdfQEsHHx67y4iuHicUbEOBISMA7torLqLycIZkPeMwf2QCCbjr%2BLYGtT2Q5q3k/wH7VMJlNqZbw7if%2BSZHvcpQy%2B5c%2Bo/9jzPJS/CbzkH0b9AJhz2Syr/4mv%2BrCiKoiiKoiiKoiiKoigKF39nffmjk47a9gAAAABJRU5ErkJggg%3D%3D
177 Saint Kitts and Nevis 0.540 9guw0E8tj3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYwycwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABThJREFUeJztnFuS4yAMRdvFy/vfsEZgOyEEEHYnfeUazsdMKomrr7EQQkj5%2BZlMJpPJZDKZTCaTyeR/hciFEIzhf5wntJoBWK9ZGJuIr0xwuoX7sKs8ZJJb4z0ED5XVgZyJ8t6HNd6K0Tncjm2ipYwcW4o%2B2WQW07UBz19QptpFwxU0OV2DHYfZygZAmgbb28UFVixZSBpsJX7E8wS0i%2BUx5P8EGyGrQzVrZssI6TWtko2oUB1l5q7OSzaCV01xubOvIiQbYdXQ2UgxtnhTQKG9ymxXIX0IazaLq3wg2Ihb1q9pEuE/vpjqJ8S%2BbW0PZwCaNUtummeykdaFSAMxtmocOz0bwRlINOnu5x0bCSgP4sU1uW0jhBrq1izMaQakxmKGuu7uClo24jAOhCrrSvV7VRshKz%2BmL%2BAHrGP/pq3YyAqZiidWiJqNYKaiXU58OdpIcY8Q%2B1jsqa%2B/2Ug4d/1HGDfpnRh55zaCMGq3nPa0r37EA5wej9v5qIdt5DH9EDMxWCdmOt6hbEUCzERjLsVqrPqwCgMRzSYysJAXPDe2INE8s36hGuDz0jhlD3scspvfQYm%2Blg%2BgzVsalOhDwDl8ughg08fD9Vc2qekigMt7rMJX3DVfZBCLy3MVXq/8dY4CLnie35INVLhiIWZw4/NZbDhesQspg2UZ3st/Vs8QuZv1Yjb9DYKIfomH5Wx6yei%2B%2BLMUs3/gxOWFuG38sKIRynxLP1NaYg0kNfaWb6nsXpv4xXmAz6vlW8YnZBxmyH68sjUdnZAUj8NWRGqMllB5c2hCpvutXv916kO1n4T28JtcyFQ8wvnybSPUdxzXQabiMWJv0Mqj3fZ/jyeESZ025xL5ONz1sqvnrWKy1A0D2T5rDHd2DWYq9jcuqarJpjo3Iu%2B9c%2Bsai8mew9s%2B0/sqrh9Mp9PznFj2Zh9O0WGGWlIdawv9albnvCcmLM6FZ4SHOpsTVWfsubynUYGsOu33Bp2APzaGz90wZC3ftYwEpRyY2Kcx79F0z/98l6Gg9DUEfOzhHWRZTIiDHYc5V8f3ud8CyO3tIjp1sLHctIi0Yz1A%2Br5HFhk262D3ytm3993%2BdOLKiZOd6mDZJefb9FSL3NB0nBzF64CyebjNVumd2F%2B35%2BhxuphuF1n6Rt4Fs1WqG7G%2BPu7P/PFCTyWqxGMnUJ6OaiZbyClA0k5XeEkKokKRs7h8dK%2Bc8iF4SQoScH08xcv2FluJOs7rRgBaiTpOUURx5Rj47ykz3WfLXzAUx6D3cHtF%2BvUeooucnr2F6GJLfg/RRRXFTUTnJ9Xk7uE9npWGlNow7zHSqRrVpTyr4i7RdzhSsmobRJvwDuAu%2B5YMup/kCZQ7GozfO/3NldouEGSXLU%2BVuh7v4Vry6srtnEz/7rHsa43LpXbVtdrbM0dSCKjaZKVbdasyW7XqZino%2BPHfn2PaCRt3sino7%2Bgl9NQm%2B3q7RFAno0i3tBp2mi7Qr22CNRX3cV1ZmHItkdCtUgZ1ukoIfRmYTlcJIcWk8jRJ7MvQuL6I7ZWAth4R0WYR7bkSoiaNnlp8%2Bhrdh%2Bgc%2BosPBBJXPIWi5TBOoWg5YFYoWi5EUBhSywERorlfQvRoGkWLsQew0rONtLqoFC1NNI0romgfgI7zAUK3ppo0xtOSfXidBUP93Abq17IkehEz7HfJJHq5DY1bgI32Uo5pOB%2BCoyZfO3fOOzjUQXvTlDUhxG4kvoHYmBSbqNRq/kn9abE9zWw/cr7fQ/Yj4tohig12yK6ByWQymUwmk8lkMplMJpPJWf4BjsowECKrhpwAAAAASUVORK5CYII%3D
178 Malawi 0.538 %2BQrSLq%2BPb04AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYg2DLwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABZtJREFUeJztnNly5CAMRZtCLP//wxoWuxsbiXYeEt2q4bxk4mQq12ohhBC8XpvNZrPZbDabzWbzn%2BCdi9YafkwR7Xzwjj6PIvxrFNFV92DvWF/DUtJ3OLjgXEjOUajyU3mNXFSztbAlzcyOkzvwRTSjO3puUumVQuCcqb3Bi6Pz9P3/GsI0OnFxkeELMNzMe/ybzkfBTtAj8iwxf94DFZ69gdBDSAnOszMk9HAtDjvn8p8L%2BQE1MM%2B%2B4MGjdWyx%2BkaYH4HhZ2dgdKduxr4/wo96wmD08P4hiI74lg6TC8PnHy3u5atla3qNzpRugM8uDb5bFj8/vSSo7yfg/sF%2BTusi9vTC5IVET5hwcGDvpOSj5tQGap7BbRkuTCQJOHyQVjLwwKJZWaQQdMZ0XSIy5QZJizAgztDBlKJ3A4lwbc0tdnArPoYitEG9VhZh89Pgcg5V4MWw5V18eZGQIc1d1TmfJm01h%2BJcq6l4smugDqL3uqaXggtoqqtmxQOC6xWzjGZsDnq1sYzHPr8zlrFb4rHQc2bVWcpOjChJkVohTSEVzpmHYVbntThaw7P0Mz6nmPN7ENXsS3bHScmba0pSp5nPbyOoLiqaoigmTHNdrL2jNfGwXBAtneeMlewrqXQuXOWR6IWn5uuC94fNougsRW9zB4nvYSWJLh4dhand2EHeziHtE/VCu7R0TKYR5FMUTUJRpozCpnpyYfaG6xn%2BKBW8g49JRxyLdl49/G2h/BXrI3nflu2KZeOnnNVdANGmdsX2PI6n4PgWKFZBgsxidRzjQh7zos6qImY2FP1oyboOuIle%2BUA0qkveR1O8p/h5EY6zkVPTqIn83OrGi/KSlVO/Ax4HH8RJxOtObRX0wimpKfbConU1hwSbkXiOw76kkuTRwpzyouHXOUX7Ik2x6MKpk034OMadmN8dLJzaSnT/7OX0v%2BN1ZbaWfi0aSxeOayR6GIjarwT9QzAWTfpwW8Q8o3n8jNOL2Trr855RnD7NuPCBRaA2WtyeFl70senZBxvlHuffXbRHsPo%2BqwzwV%2BkjkRaNKLp7mC1t%2B0iMC5vpgcVoHJ4f8WLWa01Nyg%2BsluPNY5Vq%2BkFZzTAJlTHD1rfYji8sR5RzUh%2BIPkB/n5ZJr52TQkp%2BUm0WOypObECemAKMZS1P7j8WoGvVbDG7/wXh4YEnHl%2BOjTdB%2BaGp3/tJlUWy8ie0utIjCfldXDd2jkpTnR/sopz7L9bO0TX0PYrvvxnaYGRr52hQV/3AfLXKziBnG2pvAa1n8w63I4vmDt1JdYw96SllqeBnBTlPT3qOCeqwTm3o/Rr6apckxCg8aXtvX1KnYmbOAPFugO65HMdRXzVz/XHC6uOsk6M/8/0Uwxi8Kb7TQYgmlYGm03M9BOr6YfKm89pKiNFaMxA/bbHV5EV9TsHfmjbhupP7ZuLR1Nu/%2BJhvlo1gp1iPnXCmnFKMtbVNkjeflrLlttWstZCBOcgVRZ3Vdu0zlKhsVFB/iFI1jdBno5QztgH5mJG28yU1POHA8lodO3qQ6Aer7gQA5N06qZcTCHkgQg/Dl3qtw5/r%2BAlC49sL/TC5cgOMXX/bE7w8t0Bf6xC1eIzs1GoFDDlOa7O15TbRV7S63aofyxhWV1UZVvR8xcAb8%2BMXKlPn6QfLPvU1i6wIV3TQLY2bTrN%2BOSHy3CJnS%2BuWSXumUmP2IaevhWxb7r6bz%2BKkkZ5HTEcE6i2cmVFHYSddD79XE4MrfvVJMQ7fAWfRAzwWa%2BRyAiL%2BozogJ6QX6hTTgwXSQfdv0JHsqZfaYNJvlIK/vPfKcQ%2BWh7/e%2BcKxHFDX5phw38oFrzveaS1DFGCXhjIcvIvSfWnYRLdYNIJSF19P2pygqFbGv4j/RlmvRKWGigvJ9wuAwy/GXwBsNpvNZrPZbDabzWazEfgH4qARwdhU1ccAAAAASUVORK5CYII%3D
179 Federated States of Micronesia 0.538 %2BQU1q0vMlHUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXhdl5wAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAOVJREFUeJzt2ctqhkAMBlCD4%2BX9X9j%2BbaFaSpWhoAk9ZzULFx%2BZMRNxGAAAAAAAAAAAAAAA%2BLRt%2BzLiwSAdpoiv1GVCxyH0seqprTE%2BHeFmZc7TUcHQY7RtqXa62qvOc7XQw7SV6Tc8qsgxmdZ9PX67VxM7xozL0NuSosusbV%2B/pq72%2B5PvsmxFT4jrrbhH1xUel1txj67QGar8oUiX%2B0dyvIKd4nQQnFNM5D/Kenr2c3xGzJ29LUWl51iejgBUNpa8BTO0305NtwYAONfK/fQaio6mU8VKAwAAAAAAAAAAAAAAf/QGEHMix154wkUAAAAASUVORK5CYII%3D
180 Togo 0.533 %2BArQry%2BOUHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA5XwtcAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABKhJREFUeJztnNmSGyEMRYcCAf//wwrQi1kkx/NibtfoPKQSJ6m5LV%2BExNI/P4ZhGIZhGIZhGIZhGIZhGIZhGAYGzLsV/B52zvn8NOHuIOT0IOUcfSyaQ1XuA9FTpBeLlF8oNuEuBV8ILuyW9R5fRTfYN91VtYtbNf2X4O7fJucPbzuH7RPunXBlQO/yHjUfws6tH4JHumj2y4ckPQgQJGtOG6R8ThTyhHe0QckvKBl5sW/ANkfNcsXUk%2ByIPQwLVGaUySEBXrSQQDy6PSpl%2Bh6yhZBQACmqu4zB6IXHSayF0vUHQi/xTrgUo%2B7qA4rH1zSISQ32pTo4Dz69nJDrJu/kHxLs1CeN2g88Idg0Jo38CGenqbSreRA%2B2GkxBOE7u/hh7rHwg%2B2lHiutTwJFEnssxi5EvCwPe05XOnD0SIuiPXTJp4QUOtKs2QPY07VeElMycqSDKhq3YTxWeaW/ABadnCI6AouObTE9rkMxAHs6nTtGS6FBwMVHE81OSHsJV3TRW7yRlxWyJ6yC5DWs4GVei3fL1UwpV1LdV0TffynOZk7Ruxc%2BZvC%2BnFzdv/X3pjNTDu0JgFW3aXHJ1ZylT1Goy%2BviiYQqG7PBbQHVEkUtpwBPWJQwR31Xi1yMeMGmKimoyY1dqo%2BFtbuY2g4X%2B3mf64Lr43CAUk3n8lfSpuxjLodSfWkW95wbfBinqEbx9eWK7NQ98atqYpgtxngWHE6qTE8u3zBIc05nzni7P3SbfV7F3sMrZbz76m/RGAaJ99hKbyrnVwZHaAp6DfGNp19WzvtD3UsoX70iqF/94O1NAfshGwRlMHLfk28/DkJTMkhK/ZE7F83/5%2BuEudqQF0/HT/3mXL2mgiCtg41n3jYPRRa%2BaakjHEWnvRWI8ONZXAcbDpBJj/pFli%2B6NV1CHMdTb3v3YcI8pIJS6MVhsgxbF52WkInD8GeOdNy6Zi2IloM4is5bRS8ZT1vYHe0BJlor8gOQ6DUNKJ72QPYQRMueHu2xdyCuuUuJ9JTythYfaxXxUcrb27ys0/gnnt48ja8/XjmlPthjc8G0jETtLMIgeneXOLdOWpcYh9ORm5uAqXXSAj14enu7NbZO4pbt8c860UuL9nWGQaUGuh%2Bf%2B5cQxgUjUhNwJ3r3MDw0vEL9iWj933yRYc/CuSjn4NvT%2BhbHV6FxNU%2BuTe8SKW9PHQd9cHOUy7xLNIQ5KsM3rhy0Ou0BYo4KdVfOlFAekWakS3%2BdamUgtl4FaHOr8lKtTC815UHFuULXhSJ9CWG9M7AdPq%2BAKqKzk66I7ifVYMvHrChrR0G2w0E8Tnhui6JZ46YeKYzTmyeY2jQJq/k6veljIq7QcXIsAo7BjiLuPiF26D9OjqGdTxm4yqUS45RTul%2BvolxyAMEvl8gbEeTwgUySS1PwN6uIa71674hBEv3h0SMtGSTr5wwhIPFCg368CQPpjR9tBwnZ1vKoQ79NGcS0h3xLp1JvX6/vd4M4cfWGVovOzkZZ8VDhME3cnDN4rm70GpnaLSnokdhI9SJAPZ983pDCNvQFNWP79grA57xIj1qMMfvZN0T0hGEYhmEYhmEYhmEYhmH8Nf4BaAPTsJIgtSYAAAAASUVORK5CYII%3D
181 Sweden 0.514 %2BwmwLW/PUo8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA64WasQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABT5JREFUeJztnOtu2zAMhS2Iurz/C3O62ZZsUm1%2BLGQBfhi2NW3RE%2BaIpCilx2EYhmEYhmEYhmEYhqEDRJSW8DHZFaRFfEqqooO0ik%2Bpop2XVvEhxRxFdZaW8UuCcwDF0/E4YpEdQVrQb%2Bi%2BiG0Z/hlnF8XZn86A/Dc84l1J0Nj%2BHh875RkbHMSHRnTKVVeBdQUuwPshTRR5nrCw7rUYimBMr4d12%2BNp54Fme5SMQbdIxedqK0zmvOsVNyHZve3cUVxfkLG07pXoOesq3g8gG1BQm6mL5si5gMsr4sAmRUSlojGycVZr6lJZeNuiUk8Db%2Bgm%2BotSfs9el8ZIYwr7peYVdh91Ixi2RU9h%2BkgusIGsvV%2BbkWmr5MBbFptgjaIzW1fSKVlfc8q2d7XrqEDmulY5fITQgYd6VOmMAyF4NxHztCj7Q9p2AFgTdPkzIlyfQfnIpxFbp3ACWSd1ReBjlWEqunOTDerCXDNwLSlE81%2BfTUZ9nRKWbNZd4KmxBobiC21jvBJmP3zM9HcQtQ2na5jHf9ntbAm2qpqSzjDX%2BR0fzKTJHpPm2uHxkzpFh4lpJLRO2OgCNWO8Oc6VuI0035d8E5w0Yyox5yMdalZ8PEUZ7iOgs/FkI92SR1KQ9tI9Gy21I8Pu8KobOosbZH61fde/66Xh8S0yTOYI%2B8oR3JnwpA0y7Qb5IWn9pPdTK%2B03g5wvMPlzO55pfUcM46UA9ozgG%2BDUHvtdq7yWQoySLUhy81aK/bLmjDm4QbIuzhHjM1l8tRwouIFZvBloIaHvcx9PSDBXp/lH060QvKzx/s7vkucXnT1TpppolMsffrI0l6Y92UPLmRrnysak6Xb/h3jcSyW9tUaQa6slDsrrYitxXU3kyRA7HxVbiesPzpRN2aGBEtGBkgHc0EBM9CqTXG9s65ekCvkaLTKk7MhAhz3ozp7dMIqJhvklTkSxPpgkfTAr4BustTgS9uUnSlnswlickxz697iUnydEsd7Ur4retY8NNMrtbVdjEt0HKxrkti5zsq0z85cV9K3DtcGMVGfEit4MKf87U6%2BWqbkRJ1p0hjD9cKDyRGaquOw4784fZJeR3DJvv79W9DRxWorU1dI%2Bv3u9a0twGVamCWikOiZP3e1A6TOuazyN9LYKiSP8LH7ucs162bHYc5soPek9boMkVjQ8po/iM/VjGIQcI53ERbS8OSrewf58EGfVuxPdL1I0cUVkkG7RiUzcAtRIbpPYbWo1mtl0N316iA56NPeZDKemn4hWI5e9jSLN9T0g7IWqcWusqd9fQP0msV4Pq5sAUhL0/gPuqzcagHEcjiXYb9lhBDpoCvPwbLNGPRfPD5Nclwo1ubnnhrOrbhfzQsLlk%2B3YU5Xk5yYcU%2B1Gow8hpHB6Q/ZUmeK1ZUFIOV62UGXlC6BDOYyhotF4E5gjCr/00VmXerzucTyI0z5L2yXTgxM93yzl35sohKeOZI8u%2ButifgsnbmpYay1X9i4A3h3x%2BgJ1UaczG16jg0Af6ssC9Gt/ClX6jgv6tT%2BVup%2B2kDLQgRxTvFrm1Tn6aBNdwh/n6it1UaPog6rjp5X7vxoGNA%2BoM8Qp0ure3dJA4pAIzlHZbmImCrEUr2mHxnzXIN52c10h1DFxpPBPD6DS5TfxHufRV9tU8W5PFfZIT54K8VC8QTyZDsbvfbjSpHFxzRHwHh1IH7z9zBnpVlGy5t//MxF6qMPYrig3xkkXq37xLYzuQ%2B0voyGpm5MUXVCfMmbuPCet5AP63X%2ByrzYMwzAMwzAMwzAMwzAMwzAMQ5R/wGT4rKYRwQkAAAAASUVORK5CYII%3D
182 Panama 0.503 %2BgrPTy6QsHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqDZoegAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABiNJREFUeJztmmtz7CAIhuN44///YQ7gJWrMPZ32zPB8aLu7WX2DgEi6LIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKE9B7xyAcw5/W8k10EOwpmIj/HnlCCw0gEfBO7mB4H9b1z7oIgscDEump/v4q%2Bb21liYapO7mX/0u2A4NKcPJv6uk%2BBWHJn5xJRuNDZ9xUxG%2BiG8MRHJtK6%2Bw2Y%2BtSNdFBuNoeQXQHQu0k3/iNiCzBXJTYtqjNc81rW3xnpNx4%2BIzSBHVZomWY7ecGdfyl%2B1pqgmb8GFMiNFKQUwy3fsdz/kLihGYdUkNniI9OtyiFXV9P3YvO/X3cia%2BH1%2BRFpj5DRGP2Ka6EZaINVkzo034OAp4WPZaMI4150QwuzJYfOJC2QH9MFLiJ4H9i3adaVFlhluGCZ7wlZ0QzLGnVHPaAyLZTnjwfUzPacBh8kYn6XBRiGWvHUxe4jmaK%2BZ0MezBblBO1DeISjn%2BQvWxrQofhIEtMFMrnd31vCQdsou6MWAY5FX50%2BXSn0SzHgR7oSzv%2BV6R6LXwPZGtLic%2BkD2jEm6kpW2EKFIHASG3cSJ37gID1Nkkcm8vEJeSbY1Tmbn2Os3jGpqdOCicweZGe5EzD62TsEW8%2BVVdlj0o4OE7X34rCNU19rfoHiVPsh9YlUeB%2BgnptRkcx7Zzh1nVrTsqLI4Mdjs7ruyP3JryqKRl10Gw7VwcJsNwbtphDnjUXa%2BMqALZu/cs8yHuCuZp4N1kcmYAFSQAJDtO9USobMJMe2kxjZv7Xu2Ne89RDIXS5qMRLcTATxFppfy1ca5kZI79euSdqnJZonvo9GX2w6zsr3L3PtHA0tGhcF%2B7GZ2foIB8/KMUBc1TuPDBaCzk40Bjk4ztCIcw%2BMVg8ussKVmm%2BZVbA7mzRZxA07ds2whjj21hd29n2sT5tjyL9xMJEw/cXva4JVoruP5l79zYhlGsPs1BR3axWvIG/pcErvD/G2SaPdc9IHmvE0CjmW6e5n20srOMt4lpAiyYxmEWAxZdtc%2BO48J8v6k/OuxaMuFWy8a0mEXy%2BeTisS%2BikObi8WH7oGpAOpEA1cAtQhtyqgmWHGSIW9pli9TIFIqpq3vzlAcZvL1rkoOIjpmjWJ0GLd5ttLTdCXmQLDWOlNMckk1lRupO%2BDSqzbJ89bRauQbs5uh/eP0wb2waHouDZXv0BUBrW8Vy9YbAfEW7P0aH%2B/lViKb2yqr69lI1dHJoUhExbqzQ3enPAZ056pUHvpeNdxqZjVIxZULJttVR345CO8xikJ3Ke8n2Cki77BLvtXVlf3jWAxlkSjnheQpMbVWDgyBw0rYbm%2BRxuCy6kFf8mrurZQP4tN6pxqNig8%2BVNAhbsnPVQ5M3X90XGyhlKhhfRWbT56JrrUpWS%2B0xvVmv1R3/WzHOT75fzV8eywID73a14ihaOo6A/OmR6KTsdjDzY3ryJ27h4fbIjlyHXxYZLuflHy7DZ9VtYejvO2CxLGGqZkFKblBb3bup%2Bc/t32xYdydBBrMgQdeZWMxb7o2TC8NioOMqWQD7jQNOIJeN25w7NrWTcuP9c6S2rxyOZxm23mWCN90fjdd21L15tJhuNxJsvEX5p4dyl%2BUeT1jCnK5gkh7zeZ0wsePzfLMaAX6YoiveuyjAimmUvMUN069sOoIV1ItNgEXc/3xmejWQcQR1xJwmbY73bWZ25axjChFz1cPM1YHkQf0/AeA5A4uA7c7AV6s1MqhnMcz6ZDw4cPF%2BsC2TXLV3mNSxctHvbXk4Ps0X3ROex2sOnlxCb0iOmyvvfokvRSN3AX%2Bzp1bJelIU4eWetKOD6f4aZEPVyt5zAslWej7J/2k2lGcRFifaoYYltGB3a3jWa2krf3gmctseG5Z5Wdu3QetJybN1t0wGmcN93P/veLqg7lOErSVHefvm6tMo54VV2%2Bo%2BaJz2DUDhMNzzR6OT82f6NtB1r7v3PC5KaDPj6%2Be5NnvHjTPQekR9f9MWI/r1j48cjxvK10D/CItpBiKwdNp9%2B/%2B/2MBHXQNKBv%2BuuICKRfcreakoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiK8p/wD53mYf9/ingtAAAAAElFTkSuQmCC
183 Norway 0.502 /QkvUafQj2QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApoPjGQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAL9JREFUeJzt3LGOgzAQRVFbBrL//8NOYlB6V7NPOqehvULD4MqtAQAAAMC/Nsec1Q27rv4RVn32wOjV3KsrNo3E6BYZPT/NR3XEtqgXPZ%2BlMZN2x/nbdElLr1/rMQK33v13CYtObJ4r%2Ba86Y0/SR/iYI2402ljn0rM6Y8s9z31Ud2w57uhXdceWyOhnPMLOeKv5Ctt43/l4hTUDAAAAAAAAAAAAAAAAAAAAAKyLaqoT9o3E6HZkXRYFAAAAAECNN90IFNjZFsXcAAAAAElFTkSuQmCC
184 Comoros 0.484 9gzOjrIsb08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6O4hzQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA59JREFUeJztm92uozAMhLESJ3n/F/bGIQFDqbbLBTja%2Ba4KOkeaus7Y%2BVsWAAAAAAAAAAAAAAAAAAAAAAAAAADwK/K2gH8mcSCKE%2BlOURUHrqrflvI7VTEXDTJTeVvLr5QtLYTCu1J%2Bh2lL5UiTZLUQb5/TLFkdeyJLJU2S1DWPq9hcraOxjkjvSKCs9hFLhUndOr2t6a8Im/BmWiT6LzKqeY9sVMuTTL5TO9Ww0v7Iq5HUb5L9BjvVUWhFh%2B54NdhuvU81rymxIpTHx7x/9IWEqnmkRHthcjmSTxPJTRfbgrgLXb%2BRO3rNDnv2Ftt6JJcJ0rsjM%2BTyoV/y2D1JV2sCao3EZ6h7WO3g42M7zf6yehQSIzrw4S%2BKu/wY2WEcw3bW67O3aj4UFWNzp0gv7sri%2BO1tDhwH4sHCfTDEWmMrpyoYvc1zhyebaW3N72No3YkekT50Rvk49NyKLna0CR9czl1Od/eoU8R0eMv2wZt7dEV8GnvFZIs/n15/%2B0LnDDCR91cR1246fOgybRJ7G4c9P4g%2B3m9SXS43aVm56JnL0Oqxn26hjp898zAQj%2B300krJyfGUbitO54itlCQ6q14jLF5n4%2BuKaTiNt9aAyEXeeEFXaz72LIiyZ81tLS%2Bfba%2B%2BC541r6umpxajJozXfN4oVbUxihT1%2BUU9vyEqmwJzzG0XI6ZPH/RIprHlEnVTwKtHfyKSKfQIJ5pFtZ0RkMe%2B4wtDteONgAuqapU7U6AXrexVb5rA8w40//NdEC%2BoVh1msGkAAABgRjJPV2XbzGiqxnGJrQWbrHMMevxMJgv1uqfqcrn7O%2BuWpYSZpnBjf9XlIv03Ls47%2BCOlo7jcxfrbltwRNbhxeFXaImx/cLhbttFsmUIsSQJxJB6pfD7k4AldPY6hLw4Gs8Amrif57aiwpKjHbMVYhuf8WFqzcXEIOzs3vXR1dvxB/%2BB7Z6n1yDsXOfzvY01TaZsDd3RLG432isFjogPl2/cyJOVghT7WfujlhlRUON9KE3vC6EnRDc3RO81lMU79mOg9UolvBZv3VdgHI71FSi%2BT3KjEKYzLHI%2BJ1gZoU5rpzmWSmllrsB%2BcBxRjADdTpAZb/%2B3JycvBXsu9YLcdqAdFi7Y/sl13ru3QjZOR7YTGk9MA3nahc7%2BLe6PHrHOBR6/DisRciYF7j3wnYkWvib2yilBrI4cQbtXGPN3SmCLe7zkCAAAAAAAAAAAAAAAAAAAAAMD/zB91XbX2FeGsBQAAAABJRU5ErkJggg%3D%3D
185 Vietnam 0.450 %2BwjQro5OcC8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4D8gBwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABXxJREFUeJztnMly4zAMRMXi%2Bv8/jCFAUeImyzlk2EzxHWbixIc2DKHB9Tg2m81ms9lsNpvNZrPZZMhFvNI0W8iXkPNGXRjr8IWTTUrDrVvZMFvVR4JhiRxaFk3k479Ox0%2BBG%2B4YZe2TOiKl%2BL8iT%2BZq6yHDCeCiMqNZrnIsM/3tlo0VbImnJHNE56cw/5EO0pbfYqBUe1UTZbc5zHkNVQA9B1HUxqzgB5Cj28BfRQBSHZVqMulZ41xQun9P/EyeKwqMahZkVCBvP7wp5TiQas2J8fIeSsUjcMAxiEn9KcoCG2OUbRWIO0pCh5fv/azUpEESxCUv%2BRxsZ7nqeZQEIW2SvbwZtT7L%2BKC6/HdCfAqp9MBHSMOoNpylwX0hOj6HGqMLoZSk7ispBqR18knCV4E%2BULpUkyTol/gRBTLSCFo9P6dzqbtCTX5Us6s2cHZ6UHbwwJZHyWkGrl6Jnu2K7lIgDpNrcZe2Lgt2jqb7i7%2B/67M0OBlwNW5NeXjAyaRfO5VfxpZPlYy%2Bj%2BQidQrwB/L5d2Z2%2BbB1KSAZZ5muAFa/QBOd0J2pLyD6cKbKalJgosdG6EqZ0igVD5%2BeLdo/OEW4m5G2cNP7OOeXCQ9OES7jM%2B0AgV5HlL/NyCkoOuPVi1BXs910G%2B%2BdQmVnTC9959p2vuiufDRG3ves04tH2XycxBymYkig2vyZ33r0taD1la7lA8iOtuh1c7rt3ML8gsc0X7fYyv0b07b8XTrNwahBG0rXz01HBTDYYkL7hcuiQMpkarPDYwSahbQWl3p%2BXjRqRoTdB5wGtQlyjVTkhyK0MPOPB8dvsAgUkpNXLg4z08s4mXxu0MkVi7rtAXylwA9U2/Q03v2eh0nok5Hqs5EOyW9iTRl8HXNxSrf5mgu2zC0Eg5Ubifjg%2BSaSPM5iLzlXGafIeoHX89tpPJeeQgcwgfdEDLauo00848SbJ2A181wNb/hwd7xlzknGMRgtxwNpN4KxPmLNOUnaz5PBwbuYZJJJ8w4mmysIboIMkF1NRzcoByetfFnVlURoZEeI7LGYreQnGNFLoAbzwDnqAlhu%2BQlpDN7MnqJDabuH7NFa52lUKciE7egN17yCxlho/g5xd34a03rjKtE%2BRzDnZpVlykgZ7GUqtnSA/EO3ZAeMyaWDl/1ni/mWotxpxGHukKCuWQTC2uT7CXOXDVqnXN%2BGWM5io3M31bRQCSmUriKaSi9cJampjC4tEuk6JVYZNFaiwyL1w5TBpTVEh2qQSN3COSSNoazRNzV99Br50YikFUp1t1RuFxDNDVP12q%2BQH60JrtHpNUm8huimXuAvawi28hO7RvtRL5B/c1YNAF3nwwqFujsYukR6tMv6foUJsm732AoDRd9o1CuIPmqNfo15hM5c1hAdqlf4Pt5lwwKBNnkp4AJdNBm%2B2KE5LgIt2qfzc11HZ5C9RRa0BnfX4E5Sa23Vw2YP1LW588qSYQeKWvG4ubAfRGO202l/yjCeDlUzF46Hv6Amx/F8ohx6O8J47Y1Qd0U6OoyXG47aWAc574eYGqqgHmMR7M7k84yfbOmVSBOdPsI7JzymZpIr6OSYiNieOpsjX0Qe63I3L1eMXdGkfK%2BAlbsSnM0nG0BaPJms8zms5a8zt58EENFpxZsToCgO6ba/RHfcAQERbSuzu6JslYV9/vRpd/q%2BpbA8KoyIOs%2BZZcfjMxnqfolJbpDyJUf2uk4Pqr6NueqHbIqFHsFe0H1JGk/3f3dP02zKU8uqK9ughKIfdbgNUo27Ik39bTCouNQUUdCoNjggLb25hRQfLNrdRwFWQXNOl73neBYBC%2B6PyoH4CptoqO2dV6ggoe02lijUWpm3u043m81ms9lsNpvNZrPZbDZ/iX/XahGdPnI4KwAAAABJRU5ErkJggg%3D%3D
186 New Zealand 0.437 /AnRLrBsTpAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA12pgSAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAlpJREFUeJztmttuwzAMQyP4%2Bv8/rPmaBltSNMUGix3Pw/bKabQk09k2QgghhBBCCCHIqK5WcB8VWS3hDSBFw4JYbUxfe8AOQgghvwVi4/4xbQ593G5P/7avHv6ICPNPOIhWcSuV3KCINmuKa%2BwamRBCCCGEEPIGiC8Ym4hfLeE25QaYV2u4TwirFRBCPhKYyPEA5iujCxGxkUOGppAG2bLkuFrDbYJgOaQt26WDIFlkPgxBNb40xXqkiwLkXQwWB/N4eACqdezQ2IT8WxDjug0yrtO0WgEhhBBCPg7I%2BydW4DZoMSHc3lxFC1qQ3ESjOaT5Q9CSFd9rDaa6iwZ7QYuQtoYUHRBF6ziKinQei9he7AJMfJ/LINckWLNx1NdJhnF2LXELwDTgHEfZCw10DkehFeoYjof3%2BiEmSKFT0GaMWH9gSB4DvNY6wXhD50ipmlEaR9pFI5jD57ZCywHrbxW%2B1DXHWIUnVYzxncSl8ZGRK6qrYmfdG15Cl1j7RsDYpNX1smoLaRTAGVs1R8uTtA9tjEJvoRU69AorxjVcq9Y4AjwFSTy0NOSxhM55CCE6jlHS50s8Fa3B0p%2Bist9P%2BlcGp6LV1ohUN3d97bm0OzuI1sKEvcm59tufV9SWaD%2BDf20FLyPxXJyp9t3cUXX2BpItWfeS3NfnfjEsmgFm%2BDbTxtrtUoDYOzqP60o0dNie05yhvgAjee6kWARLvexVTE2NV3GIlSbkLQAPqOVvbPzlYDGc9T6pp1l7qGETXAO0jZJVKM76/wD0OAKKttuTCSGEEEIIIYQQ8ud8ARNjbxsxMQoBAAAAAElFTkSuQmCC
187 Cuba 0.425 %2BwnQsDGPcE4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArkXlIAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABEZJREFUeJztmulypDAMhKEsWX7/F9ZaPsAGm%2BxmDtiq/n6kQsaDGyG1rywLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABeRJlFtqugbl01cqOin1BZC7SuQf26w4/TzewdkSdT59w6Idwts0G1EebLnxYdqPY3K93QLbDCXQo4p0tY4wvQNk0ekCRccljddak1qt23tI2pCeBLgPWi1lSdC%2B7%2BYIcUt0boFkvxLgyV%2BZ8LMjom88ecRg9B04NpDJW1NXtuoMFvNyH5gHLrXZpLl67TY4TYH82sgncrCY7U0yaN43twJMEiHcw9nbxZtmnm5tr6iF14ih95IZqKXqx0KWYV16BnZRyf2rciNdDhLy8jXWp0plDfMA%2B%2BZqQYxoFojznbSDoog2iVbnaX31BT0qxYe4k2LFJxlGFehtOgE31lHFOeffAbok5LBNoMo72zJYAj59nkjbq0AogWkzO73GHWkaz0LtWm1i%2B75mNX1QJKZuswWSRnSE6n6QjPfUR%2Bh3I1psUibLPO802bDLCSC%2BtkSGkG%2BKkyfj3W/TzI23UKkjdD8F1xUtdUxvfby3E65PDLE63aiSvhKaLrs%2BwNfTIFjvYn3hxwIjrmWLEbmvYpUyf6S0xdsB8U2rmGyyU17VjTomDwQYgRnlTG/mX3hrQ25YfAlaD3/Wr/ldjmFDFNCVvrdibt9QQZoPH9xzj6kh4qTlIitV1pnmBJn7qSClBr4c5yyH9gasg5JyU5W5455THm3GoLqIb40tWVJkrFR8bZq9PH%2BT2atVCyAMlW4M5xU3aULaU6XWg8Q6%2Bsj96R1QfqIjwbCdkyZraU6aawXYXpRTnyJ1bFaej%2Ba2NisaaWyV2BaXkHg/vocxbFxxFFspum7Z1DU5rb%2BJdZBxOlLXV62X42pfoWmxw3EK1Ukz7m%2Bz5%2BhZs3H/wmlcZT0rQs8n3E%2BdWh/EVoq1maOZyldOhU3y26LIKXPC2fr16jqzPvou/eCZQSwJS%2Bl8PGYyK9lHFE4iQ8bYRcNKwT4CeIzmt2ihGX9Iv9HhdEp2leu%2BT4wED%2Bz2idRHeL8zBsNLbuW8izPooLRZ93X%2BWsSwOL0BpXpe4hqrOPNNfrdO1jc9Pp8vjLSD%2BrS6dKk4ZaP75d92Fyr6NxPber%2Byfrtdt8hW4dpedKLIRieHlP6xvCruA91HpeoG0fuS2JbLP1C7qu2ULtL4Z0WcWbk0je2/qeugla17lHa1BhLUe9vLp9WfmI48iQEiRr1qCWCtSenzrmeum9vYrb3cPwFjrbN2sPpaNY7/vNwEd4dCUWYFhataHzYnuUGOrJedltRNUS05aGJ3HpkZ6I%2Buk2XnhE3Y0JY7uLYX7b4cUHiPKOx4bKs%2B3h58DUHtPGgcS9//TzA2haxTiivEtJD4/yhrKddRD58Lz/HgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/yd/AOJ4A3x%2B%2B6FnAAAAAElFTkSuQmCC
188 Philippines 0.421 /AnPLY%2Bub08AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwvkgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABNZJREFUeJztm%2BuOGzEIhcfCt/d/YWrwPZnMblRpDRLfn6ZJqp4wB4zxzHUZhmEYhmEYhmEYhmEYhmEYhmEYhmEYhvE/ROdPS/gep1B0dg5Pa/ga59xpCd9TIh1Pa/iarDHUQWMiYtCn2fgz0Ll0WsN3%2BKLYuXBaxndAqXdZWZku5c5BUBZoEp101WnEkoSEItGBBYfsEqpp81KNssua%2BrzSKGXsyrUYpNSNi5cWQok/sCvlbDws5rf4qRSKr3WwhFeNO66l49CThzAjHdX0eYtoPZkYlz141tKdApfpipZ9AK4lA5XYI606VYxrSmTDIjqqKNRx6zeUFI%2B1s%2BOOSYE7rqWz82qaPCBP1yJHexf44esywNltgAo/M66vLEqSkBmpp0jzXFpItIYsJGgR57lBVlM8rlb0Im7VTzyui60TGx1NXrVFqSGhv9BAm3fQn5A9AKhwSGxepjDXod5pRb%2BhlWi3gDSVlNs8Rcf%2B6F0q99fc%2BfFEUihu17pzWtwnqEo3iVGN6GllryfS0x%2BL6DDSUSiUh6mP1PufnJyi1xlu/12VmdzCaWGPkBFytwNOk5zW9QgFNXMq0ho%2BVCOf1Z0W94mSdwjdyGm3iECTIMf22rIQX0SLU91E%2BV6naX1B6GqhuAPkVZGWcLX9IJf40ibNGJfL4OWFul9/X0I86sdqDYmnuDA8u5SMbutEZgFxotm%2BtQENLk9X5ABruA%2Br3CFBEde/98IBMS01RFKt5lZ0PTikGQir9H72qVGUanzVXERfvrp8c8d%2BOc6y2rXevUQVpMrtoke7KuUkdxFdJ3rBzd3LDHUsb5X4C1FdO31e7uqNCEPntofJZKNSZkQ45L00jCjjKpr6KCgJIMHXozrMt1wrea35AMjLd7KAKV/T7JfwlST0XDaw2xrWHxaPG%2BRuGh1Le4S0FL5vyykP8Xioa13Y3vK0nt%2BObFqww9lQ8/XfZ14hh9orlZ3LTEBqVYdof3RMhu/e8HR77NVOXrb4XvMVHNzp5ltv1DMAHjsOyfwdN35iPLaFwRm5DV/XPCoYo5HytPT0OkPr5iFTd81v/31X1L9AUYXWjGD9B/nQWt7WjSF53kiY%2BovMJY6TrrfUfLQxLsafU0XMKhDeRV8BfGwzmmFtTz/0kOj4ag2MXccUXR0S6lUBHo5VfxwSTWrSfTbl8Vu6J2D%2BwMy/Ih9JRHSfDzfH0kFVD2JfzNun/PLI7SD%2Btmw0WmuRm9J6TjevCof%2BxHFXcE/bpjhqMtz0Jrysn%2BiYnp8YyrQHJ6l1gPdySYB67UOWfvw0bAdz%2B04lvq38Mnid8G5ph4/WOgeuww7qSWF8ENZl6Bi37uQ0DL2fGvUO20J%2BWDTeHnvXiRPf5Ov5npWWtWQbHySIvkmqfT8zNK/nRkfxNxXX02Adxio/RHfNEg/oxtygtVDLDXtJRKB3POtpoiM9FUCyu4fpfRD3RHmvC7weAj09XqQnyjy8sB0JoEDRKdA5VgrNz5jXOz9osifvUSPMUN28KEOfuGDH2qNKPG1u5eG1EuOH90VwM7xpH/SbsP5e04/QIxgfL78TeCdnrH3F5yldFhfoOkO/ntIMhRUO/Gjm/Vt/o%2BaX1NogzrHPtMZZFyXFJBxZfQcKKwuGYRiGYRiGYRiGYRiGYZzkH5aU1o/idF3nAAAAAElFTkSuQmCC
189 Japan 0.416 /Aku0G2Osk0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHYAC%2BAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA8dJREFUeJztm%2Bty6yAMhMMIAe//wjogLrbTpr6kjcWc/X6kaSedWcuLJGTyeAAAAAAAAAAAAAAAAAAAAAAAAADgf0McOcd3qziJU%2BhuGecIVbXcreMcRTJPp1qy4h5r8bOIz4KLas9Swn63mmNIESrqbO9cvFvOMaRGd64VOSwh3s8hW4qPlyxdVPsb5RyiWrkXRIpTFBpZ%2BVjUHC7dLGkfKjJDfa%2BazXujZgxP1RJhhiVYcIMgs2kWXYCT1MKmOS89lX23nGP0SJf3MkHaKIhbq56EKUXnGp7mE/148ISiu0HmWIMN0lo4RTu6ICpa5jJIi7GfTXRp8aboO4RSoiIzt9Dal1pvSYVCbfbbyKDsWsR4/kje%2BZCIKHHukVoPbXshSnAxDfsKV7VkWnS2MG9WnHb/tvN01rzaaQcdhrELput4bvRXmssonXPSYNvNB29ShGsTj7JnEbPukD4qqKjm%2BDBeWXhoK1MZ4jFLMjxTEj%2BGuNqM8nCy294CS9Di6DE50N/E8Ew6Lc5tVbz97g2n6TBaIulLsFKKuU1T09LHZTNzWqnM69CmaFpi%2B7xNEbOiuQ9x6evWKl%2BOTdE6huZvRjObPGILt2X8Xdp1WNy2RNeTHNWw1sBy28FEO8VlWV3t/ofyUlqjZut%2BKZYyXrdBHGuw21c9EYbD2ZtxR9tC1VAGCcPQvHV4zL62FOjU5ou0UcntKZZrWxay42hVlth9RVYJRPfjlg5LyPdyvb6u1qglzV%2BD3Gc0q56fnKm60uI8ckRcBTtSPUSTog4QzDC8sXXJyHteD0l4zqnDzum2xcddpsvVUPu8XA%2BJQyaVQuPsTA9kGKLPNV7lNTEUad9riP4I7uWGmywtxEezr%2BxMcYOh0lKolg47pjVTwpXQU52tUP7M6Dx3YplMmbpn6J8/lezkvDLzb%2BeodpplSzlPu7ySos1OvL5Dj9gdOi5jajgtP1XCzcc%2BoeYQMraEex80JLp20GTp1u/DR%2BxsDW9qT3KQNFeym5n5zPHg/U7JHDMdeFXEMx3p70whB0vh87/dugjk2lmIe7/fJ9eGXbc%2BxIjn40z1ROFdooVTnXacQucIfNPC1aeFFwwtJaPT50SvDkQsE7xLQ4MPHt3chDW6N74w9kFP%2B21Y5cnQYmuq8ZKnc3cTNqh/WTHeLaHycu0d7PTC%2BYu7uiGO5VidZAecT81P%2BPM2uip6pOX4rnev3OqL7pAgbVr3rr8%2BO4YUH/gXstre6N0kkiw9uD3KXA8MGjRjpAEAAAAAAAAAAAAAAAAAAAD4Ff4BphGxLMDrPB4AAAAASUVORK5CYII%3D
190 Indonesia 0.396 /QnPLZBuTa8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAASe/iCQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABKZJREFUeJztmQmOHSkQRAsl2/0vnEMubPXre9oSZY1H8WS5uzYIkgAS%2BroAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPAjcqhnC%2BRAZwt8qqLBjZMlHivrG8EpX0XQbzaIazgXgme66JC%2Bv7Br4pKTfhGftf0qAodgswc1Dc8v1LAEjksNC5%2Bqm8/urXwD0kriowQhTBGcKVAqPLun3lraQtD%2BvT4SZf4QWfJf/hRszbGrSKEWNmlFP0gU8tZUUfy%2BO1SM6i0f/V3UOcFDzTlQ7G1pLyZ9msbNLtouD05HT0iPkkaZbqqDi1ZXN3mJxxfBHuck4V9UV%2BuV72Y7hLijmAwZZGlWZsbgqGM1TfMEC6f2QWxT4qLaRPuTF4lzpuaPOcF%2BTd3wHIv59urSWCby8UUeffBypKVSxxzSNN0qlB6o/nMR1EVr/8gt%2BZqs33rD3pMukUxLkAJNaaX1c7jhU5q9RPuzrP%2B8lWNJf0E8j0gvF34ddOYdIeZKzOtXZdecLplRuqd5lnlcdPd1Wi982i42gbAsK/vYetIc1tI41zzad160GEQMW6aasAyl8Fin2oSHmWart1Zwzq/52iuOW6WL6IeK9QVLXcJw8fieN%2Bl5LjuHVdPd1v6oz20btvhbY2l/3y/CB8dzEql4pBk6lMbEF7ewL8rS3QpRB2neRMc5SGRhPRpuNSevtq7kYzE/iPY7fPeBesH0LSbbHp9Mp7oRvQ00e3yZtde35UfU6N1E6/XH3YVz0Wavz0tMs0MlVbrXNAIdLp/1qDvblkJr9jrF63qaPRr10JTiFaTtqsvoz2oZTy9d12tf211Fm89pfFuWaZyHNWj04WnVW%2B8OV5J3bza70zJJF%2BuK3Qj72pPXmg6J1hrJYybHFzNKN4eyhypudx9EB15k01bTMdFxrd7aoBsoC6LUX9MmYRdojR0v2M08or6H55joNvxYauFesifOXh8PWb0/tlhzLyOUpLvyMnpFWQ8pjicjYSYR1qO0n4nUykOhDsO0iZ7FkHhfjye68rn7Ob06am6ZrpkopbseXjpjCWZ/izW7K7KkSrInmQd3m4zvDotOOaubY480jwj1Q6WR1NsQ%2BEw%2BRll63/ODxSSnRUvc%2BpivrAcdLfPXjWB88MCYIuYhVbVG%2BhHJ2qDUY/2CaNqnuBolnyBebDEoWQJZryK7sm2CSJpvj63P2Fe%2BItr7flVdksW%2BFjFny5/Xra/sH3h%2B52WII6pE1o/3lkFwbQY6i44cmvPszkxFxKf3VMLXbA62NVj8bkn7a6LNIS2ufWOSVtFzFtzGYE8Jx/jTJ2kc%2BblT6msnq5H8BEMlB5vBrCVFDqLa86voIExiIE6ZqKd8sfQZ5X5AKbdyfPNk9XaoEe7X/86e8s9y3j0O5pyIUvqVsJW24/Jo50wff1%2BY7x3%2B89Q38T%2BL8uaGjy2KlpHUUX9EtArP9MUibanMn6K/Uf5UpI22%2BfKtCtXcN6/mT/v9Z8XUd0%2BCn2A/KxiZKbc88Gn7%2B1%2Blr/f1L9J89T8V/FWSFRaX/u5fdgEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA8D/iH22PH%2Bj34kzqAAAAAElFTkSuQmCC
191 Malaysia 0.392 %2BwvRsE8vjnAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzwsdGwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA2lJREFUeJztmVuW4yAMRMNBCO1/wxoExsbGM4lt9aQ/6n51cmKlIvSkXy8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIDH5BDitzVcJYWCflvFNdQ0h2%2Br%2BAROORapkXKi4Opp%2BaFT0xSrXpHcFBvJxXKutiJ5GNsZLr6gtHojd9Ue/lldkJs1L58rBeLtpVTPeIV1MyTdB%2BUcxcGqlYoxELiaV/HKxao4pSZanQ4wBRqtaLdq4oNDJCqXeCOzK4vTn3eAg2Yz3l5zSyCPGNSic80TfX6CevDzZrJXEYfOWOK6ZneqxvlpYSo5eIyNsOSkpu4dPn30c2LVKqa0fpnGZ3Gdxt%2Bs1bl5e6P4hB2K35zS%2Bcn56S7TwkGz%2BYQ4P46RPEdxfBAgaXf0J6VZSk%2BwnvasishkQB8cHo0elFm0OvXG2UK8fXg6HJKeqYtjA36AHsKudrSbtlLTqFRknU527DU3TSVIb4vOoRsIsszQmlhZrOGqnQN7lLyzEObboom6yWK0leRwgovoOfBu2oot0GSZ6f6CRyOPx6p5v4o20TZ95FY4ikdISmTY29ScTC7Tu8yi818%2B%2Bg4TbXrZYsxGI9odWtPuIrqmzfjG/QM00bs5QOZI89qTDnF2PzyKF9POVp5Eq8%2Bi8aqqh1f3pw%2BxmjE%2BPItmn/X21aav8avvnuB0JzMPGclt%2B98P/1wT8bJtbdcbw3N60v7I7XZsL7p6%2Bko2KnOMcxHWechzDOka1Nvypq2TfR57TTCVZr2LWDrpfeJ5NyTjSaaLzTZuNTMOi%2BuJaL3dAk7RcZ1Il25AxjDg7UE9ri3TBvkc%2B451kaYr40ce1eV1jx3tLSS3ejeYXBPpk%2B1l/V1xzLeyGWu3djwt9rirOaJpjez3k15t1zpfp%2BmS0vN9LPvc1Exwj%2Bz01tXroKmHfONYXx9n0OKRn9Fcv9FCkcPbAUTGEbmqotDW7BIh2Wa9vWaaItwRzaOSf2C/rrcU7nXS6r3S9LwZdc/BHfkz0a1Jp/7ZbJG9/mBTX7bD%2BjkW8tjA36pRlfcBuIwWXHST/XvFIrm5mdUMmPBY%2B3uU3/OfLaUw0oXx8ocmyURZ%2BPcoNtrGnTU43Tv/J9KTmz8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIDv8QfZ0bTr%2B/Bw/QAAAABJRU5ErkJggg%3D%3D
192 Tonga 0.378 %2BglKKJTQqmEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATn36fwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAOxJREFUeJzt3EluwzAQRUERmnL/C3cUOojlXbgIiO9UneChIRngIC8LAAAAAO%2Br9r1mNww7WltnNwy7ovMmXes2OwEAAAAAAAAAANJU3k2hZWutzW4Y9dUcdyurgqKf18fOnOZbacyLuMWM9y5mvADA%2B6h2zE4Ydy0A9tkNv/HxktnaOa1kwMsqNuVDo/uCcE1Zh9ft8SjLFwAAgP8sb4HVT5Qj9gye%2BoHykbE986NH5xyEf9sf0bMzxtTRB31mzbquWZ9r3Mu49N28vOjrGQn8q6C034%2BHxGYAgD%2BSt2MQevgdGQ0AAAAAACM%2BAfw5Kd3yB/QbAAAAAElFTkSuQmCC
193 Gambia 0.375 %2BQrRL7FOjm4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFpMZEAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA6dJREFUeJztmYty4zAIRaMBgf7/h1mQ5bfstFs3dmfu2Z2%2B7Ng3CC4ofr0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHAFxkWJUqKswneL%2BRqsyfWqFtUcPxW7W9Fb2IUqTzpN4vdnyzbdRzYiL/fI%2BRJMqZcMHv3nBlsS9evOSqKHqpaUD5XxQ1Xzieal6oMcugWj01iarwPXSq1QzqT3e7imMw1cpbK5AYp5sCl780nlY%2Br6yKmCEmYdMpfmx3erPk8O12xV5PokS%2Bm3dZ3CZ/3DqubXK2/f2HlK/To7PUuovaPdO7OaH1a8LG/wEzvNzjELjPLuiHjjqWwP/T6STiJlidpPZXtaFRxWyJ9S7f3CrSvlal/%2Bxa2XSP1bVtIc3%2BKf/5%2BWQarpLfPYfx0Ojnm/ROj6kcXv4ypTTjHwJ0rV0ih1KNMr5NCeN54Zjl6vd7VsGoNzltKcZb4vDX6tnfOW/len8GhG8R6vUhsVHxLGXLW%2B4VnJLHO8zFx0jnrsTik0RrUGeZwX6boGFHVDJc2R7og2WaaKn%2BnZPKxNGIbsZLvWUOoGmGg%2BKpdliI1yxtiEaPPyMzMWKcXrcFKcpZ3ryseEysM2crvHaa9ZdRxO13QgH9UkNlGUptKXNhJtoPa%2Bmu7XnKHDMix2k2MwaLsGs2P%2BSHPtcBpDWxPh17W1Wne9FKOn1XSIRVcvSF6WlZnse4p1k/3n%2BaEten6tUXRb1iKeGjmzreKn9YgNs/S6qmpyv70hXRDp0bHcWMPBxMw6jmrMxTO3WhfNFblNT4uc9zNPio0vSA8Zr%2BFbkbKQs17DluFEw6cexho7lV0bn2u6r9rrWjut8ttMTSA6MLP3gaxDK3gtLh6bq52r7QemgIuvVuTceivvJp%2Bb%2B/xY82JIWNZekz0r6fmUnCSwrher9aQs5ZqJO09dmEuzsmKctjft3Ox06K7mHUbvC1QDLz0n%2BV/WvlmG6oqoL51BO0Hldx25zBVy9abA1vNOtIi9ok6k33zGMLws51K8vC8fSSPSJlrCld2XVQuLF6Tv96zSRO9uW%2B7cEO7bX5etQu4OpB9D3SuyO2hMRxFk/1JjnsjNK4alEtuW7TB0eZp%2BD9p2ksajP4DsrP3Akz/q5cOxy4/06v7gzx/mUEGEtPP44mABHsP6QZH9hQdFQf0ImrJqeyS33w0%2Bkvbwk%2BLh599QDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB7GP7/408macAdcAAAAAElFTkSuQmCC
194 Seychelles 0.355 %2BQfRciuNUKkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApGcukAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAPFJREFUeJzt2stOwzAURdFYTuL8/w%2Bbpq0gCAlhBrhHrDXrbCu9zsPysgAAAAAAAAAA8Fr6NrvgF0rpsxPG1cRo%2BEbkQiyn2RGD%2Bj16n53xY%2B1sfUTnPGDqLXY9B3rrOWPdy1Huy3CPGurnOLfE6CVnOpbHKlxnRwzrR%2BKjBfgjW95dLfSN2acr/0ergdMeeV/Z9sBoAOBVJb5Y1KC98nfHUPQW%2BL%2BsUXvUT7UcsxPGtcBmAAAAAK56LTXt2M6tOe/E%2BOPsdZ2dMWgvdU8bj69C9rh7bR8/1pAzwvW6EFOiW7lc6ZTxAAAAAAAAAAAA4LM3x/4dMHnHpKkAAAAASUVORK5CYII%3D
195 Kiribati 0.351 %2Bwgxrc2VdlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAvyEzegAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAT1JREFUeJzt2NlugzAQBdBabPn/H55ClL40jQTUwR7lnEcU4RtrxgtfXwAAAAAAAAAAAAB8hGFoneCEUqJ1hOOm0jrBOVHG1hGOmzKWyFDeUiL5JmKbiXypS8bQMV6TufIocUXqUrcf1zVpqvm%2BP0XlKiyVJ%2BHlKJVDV3zbS3WL8KLQdWUNPczZluqY100x30lsm%2BvWGQ67lVvrCKfMCQ4gsfx6kGEJecp4L%2BuYo%2Bfafj5urKmXKVtHrsteGbfkrYMcsqyJ50tOqTXFeGTl6%2BbfrYfe2Fkf/eyhcS/rXT8t/fRsRIz7osRcMm6jZ3u2m2Y44E0fnHY6OdMNQj8Kft6WmZODX14e0yPp%2BI/Ql1t%2BkmbsprOGbrakA/ZuXV2JdLd%2BAADg0w0ZP6xNKW%2BMkxsjAAAAAAAAAAAAAPToGzTuL1Oua2TGAAAAAElFTkSuQmCC
196 Western Sahara 0.347 %2BAvQb5CvUC8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAq%2BdrcAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABItJREFUeJztnNty6yAMRcOI2///sCphp4kJ2OqDm82M1kwvc04eVlQMkoA8Ho7jOI7jOI7jOI7jOI7T4BIzBYFyLPxtGwsc1TenKKSs5vDeNYlwqb%2BaXIuIp/pNpws4jgT1jUTYaFcKaSjHKRBmsCXMczN5P/E/ZYxINMdhNv33dxCpi1DGkP5Hxc6ls1qDjZBiEdL5%2B34VMxyyYcDqInm/i5kcLA9ZhJIuoVhexiJteuF/wGQZHJs03S1jpRrjV3RQo6yMmWzLRpMGmazZOv/q8IimR/Z%2BzB4smbb5Hd5Mvnq4ishSK2VEmjDGx0GDH9zFnXOrvFrxlQJfvsV/4f0PXppgoLecX8bEa0IUaYxBXfdZjJsxUatpVbuQJKN8mC9iqBVi0itb6NqY3VNmLbt%2BeR88Is0Qi2J8Sr/Xgaqd9RvF42sLinT7kUZpZz98C450U2NLBidpN4b0PqarJReqKNLbdFBNWadIF4jZo83TbEvfOCSMebqtiGQtAxLGivhIJOPapiK1JEjuISuGObcPGeI51PDZe16a590qYybZi2yUyoVrsperGDVi2fYp9G/OShWK0nYChKyQsuVP3xZ%2BbGWfGfVG6ItVLUgkkiHntBEbGmuJOR/LmIpRIKZtkDJZugi2V90P7U9WNbTMpVhEeArbvLuJlEtrTiDriizfz%2BjFC2uJM8SA1hZv/A1fPO1RM8r6LUOaXtLaqpttzmq1iOIsSdubtEYzDx%2B1moG2tqROjYcIFt1k7jtM2g9BCfOj1bRH6badT6k81xTmktC29IkesQ8i19Ya0xUyt9/QdvPDQPqxxbflSPkVcxh022IkDU2ShQVuG/YKLaxNW7VAsCbHq0nr6FhNeus4riW9ZxNLSad9aV5IulLYK6dlpHWT7Zm1rSIdQ3gVqItIS/r55gnSFbiAjy3ENaS7PkAF6Siewl2zcQnpvnmxgjT3HcQVpD%2B6F/jSenC3%2Byd06XbapC/5GFpalemz5YIsXfU4z6gXACytnaNx%2BwJX%2BmTnG1f65JA5rjTNt1lhpU/mYq4Qm2wDpke6ueCceO0Zb7NyzdrWBeuJPvlIkpTU9mChGs8HBmcW9XxuKrjKo6PGJQDtoYzph7SEGfT62BvdkNYlHTzMH8sHQ21VzejaMTg7r2ekrs%2BBca7uAjo8hwnk%2BMMFx9AmlCNqp3R3PNZoOPa5J60wpvvbNCe5NQ59pJcY1P0%2BcllBuh8OGPdUzvk4Gb1AF/2zeYAvXT6zI4zbEydwGIQVPNI8LLVRewY7efixHNjSeawHcn1iwqRHk6EjPTlThS09ud2RkNO8WWsxffUuAtcU9Qx/KSlSJvn1PbJMkyQjf096cm1C7/XmrHc9pp0C28di3ALrcdC43ZCo24c9SeS1D/r0n63WX7ybFyeBptDu0eg9kP1bSkR62FV%2BJr1m88XrCCKtN39qaUM6xqxfeleF8qbWpGn/QID9i87/Brfzh/tWOEzWaGgY5l7gH4gQ19X%2BCC04OmBuYP6JFZ9D9Ppjwnpzh%2BM4juM4juM4juM4juM4juM4jmPgB1XwxKpEeaXoAAAAAElFTkSuQmCC
197 The Bahamas 0.342 %2BwnPL2%2BPrVEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOQ3N9AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAABJxJREFUeJztnNly5CAMRdslIfj/H9aw223wllSMqNF5mHLidHKbFlrxfD6KoiiKoiiKoiiKoiiKoihCoWUBchZH63iCXTIwWskVuLj1klxSbUYquoFfXi7X8RLJyFXtohVgNAdDC0C4Svr9GyE%2Bf/UgTFSGyxdYbvmbg/X1CdLILyqigao6LjCHKytzrddV9rZBDtlrt%2BlW/K47f/kgKEmu9st1U7KNiz9M2Rlm%2Bd5yXK9hNRZ58IGuYDNiRXfAINXb%2B6dauHw4Or7wr1Sj7hEXOHuW0VpuAyFSmugI57HpiJ0g19vDE4pGucnHISH3cGLT0yMghJbJVtrHSYHly7Uro5Jbi%2BFoFbd27IRpPozPklOkw8KV5RlyhfFImpFmyCv8KNgdZdwvw09Ml6TUiuZBpW0F23nEth8Byy3LE9xxhWaRnjsRNM6DCTkKn6ZcLBiZNsKWTl1bKArEuXC67KVbeWvtLnvpKHBCENscSXQwhaWzJeW1yWDxWr2n4OSZe3kgShPtleYxkU2WAq2pgLTejQvDOFico1ge2s6eE9clM9FeOUQ%2BRugPXIywjWjytAWi0foI2Kp2ofMrSbQr3g5zBOn0PEDYeJFXPZBVUxP%2BeHUoLCE00sbDUUqMGNr8yOafQQmDL95Olm3OQk3rkoubthJCYx6HJycH2S642C%2Buq%2BrSJUvYkWYJzsMmtVj0QM77e4k0jN%2BSFvwa5qVefbEt4jv6aHyYsTblSP7Dhzod90VMvt3bczw8TU1r6mrykVTTqdnC6JKAklOog/JkzFufx02AxNHFrkuLVjLS5Nh4a8rU5qQ0OLnm6prLkYTPzk93WgvB7w1Vne3jU5ca9xHR7R0ztkcr8N0w2VnqpnsK38uaRG/fGL0dcUwy4GAFFGtF1%2ByyfTgh/7Xjrx942Xezl8DlL0PQ3nzUdCXp/UG6Vx2PPXoDSWeCGvO8mhEMKdVDbDFYytvOn8fz4T4PSaLYrSfGbq9ZL%2B1%2BGUZHz0Tj8MQp4Gp0uQUHr8ejhzIM5wttN/fI1lf8bRqCl7%2Be8WThzFZgioj86KP5EfC7308bb%2BzyR/L3ScgvR7Jmm3LUN/DnJm1%2BWXJEE8aUgA%2BvBG6Ttmrsm9H4%2BvYubGxukwjssp/AnGZ3OOGgrluHiSdMRSfZiitP0hQppGDYU42ITuq7SZViR/a%2BgJRFfHKglReqXGnj3S%2B6%2BZJU2yhIG3rdYtN%2BEjGMuUcd5BpZ869zMFtwzLbjrFe6SW%2BpfTXRZ552rM%2BCTWMlQTPUHgQfRUthJLGUVtrMkZiU6RHHMxYILh/Dla08HxPfledhVDo8e%2BLzTYb75xhLo36o7ou8f5/gfc%2BfRnH6KAk28rg%2BQT8yxoexwdE97BpC%2BLoZNb3MyZziZIYxeCt2DllnBDdCuHNkL0PzhG9FURRFeR%2BaoVj8hkfnpT8BZTd%2BDxhdtvwImM44PqdVg0Q4VVoziUZT%2BmPz9CNTlRvOOE8jOvRsUjsSYPRh69tk38zENI3m8p9WeJuGaeZIfg9aQnp2%2BGw0awsvH2OdArs4Yx1OpFhRFEVRFEVRFEVRFEVRFEX5v/gHfjPOQ0s/774AAAAASUVORK5CYII%3D
198 Vanuatu 0.340 %2BwrSsC5Pj2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdA5gIgAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA29JREFUeJztnMluHUEIRRtBDf//wwSoN1S3nEQtRWpuxFnZlhfXiGJ%2BPo6iKIqiKIqiKIr/GSZ6WsJ9TLQ%2BreE2QiRwqpWI5tMibjOI2tMa7qMK5x7hIICqN9EC49%2B9v7/yV4lndYpUowPqaa5HCZclu4VtAhNtmkmIsRxbqONlSHcNMOc44hGSPC3iLg0xUh%2BIlQikaqtUqf/911LRInqA2VotscCFPPcOGk%2BruIkXp2BJvCguqHhYBssoHi28SmLpMMI9XJDMOU05o6TCCMzRx2oTGhDGtj6F%2BT0Y0wkxjLSsbdZlF938LfZTqzVzThKEfCjWLXHzKpTGViyNnJVTM8NaJWr2Pmj5tm6Fh%2BScp7pdrZX1uk5ec%2BrN1C1n6cQSMW95yVoJ9M269kgfFPc7wrZmaTczre2Lbn1LymGChmgh8bmSNg7P2OJHyiXSEq1vJwhvWD87mtjfklL0wf7Qxvu5DfeGFu6xBk05u0VxG3%2BUdRc9/bsZo1NN6dMrVHxjhMv3gGKeoW72nHNqZYtyn0WRjw%2B6e8cKJrpMn4%2BoNcwTehOORB6xWrvMsbwkZbE6PpalFav3l5czenizZVXeDG%2BgT2X9Ju2EzBWPwVNjIHZO24nnNjo%2B3nEZp3PO4mOhrc9pbW27dFs9Z3Y5ESOxdvlBTqf%2Bor6NO4kEuAVRknaOHwDuwdZ48d6Pt/zecVwrO4ibBD2pXouM9JY%2BOnd/i1GAjJUlIQbsTK15TtE4fdNrYs9JVExubOVXs5s95h3vBry51k4oSyNfjWt7xQ31MwoApza54xtCGOOO4hT2BOX4w8NzU4mY4S6N4B6nlRGKoXeWqzDO/ihY6TFx9/IT7fUoMdZHb7S3NdZ7WshtFO98rPEcEKXexkD0DUboA65Y8fS0hKL4p0yEduuC5ly7/BHII861hgGztZWlA2Ggt9Nj1CtYBdPr2gZL9HkiCcP4YX0EgEJ%2BxrIoiqIoiv8A7Ri7jB3FK1K9TGWG%2BKDDjqw766dl3MPNDCfaz2YZY1n%2BJVqvifYWFXF04yN2NPcIFODQpngQrODhQNwXXhGI%2B8IL108NQBBnWWjzSI77QrCk6GcUDJcUB2L14ZtFNJ924KJHURSZ0IbXwijcCerxOgRBszXkMPLQAfMPboqiKIqiKIqiKIqiKIqiKIpi4xd%2ByawMYlLsJAAAAABJRU5ErkJggg%3D%3D
199 Solomon Islands 0.333 /AjRsC5xkU0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARzB%2BZQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAArhJREFUeJztmtlu6zAMRC2QWv7/h1lRi5fEN7br21AG5qAPiWskU2a4iM00AQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABwA/FiLeEy4pwL1iKuIUW04ycF27k4ucpDZBNplCdh5%2Bgpqn2NcH4UsqudS9aCzsCagdXM%2BVF0zlsrOkZypKlZQh1S8tFW0jFZ8vJEWjY68voRjGpvqXaen8Yuu/wmypi6JXRvNFtIKqGeo24p7hCNMa0D%2BwTVxRhh7YfUVG/LyVCOCcUVOoAssloNd2ERKkO1n7lyxFVBmS8uLWdM0dsJhHqw%2BwU/UvNZRG8nkNZwBp0AyQUfdmLdamBOSEmR%2BS0z9Raz6Gv%2BLeHetPLqEaL8Q3vzq462lswtcd3eW/Vj3w4L9KKajWfDVj9e4inLhbin2pjF1dteyI5Du4HccMfJYlp%2BKc451GF%2BNGCocymgXCg045qwJBpf6c1wr7cPQ49lMQqxiFRfaw0Z/aBQpE6anDU/VbvslL2xYE07zT6KNdSxeH5Qf3S6kVlCOYdNbxVxUHpBKVrbAdha0yFuUa0dO24Gv1HpJi57SukLHmHbmeOI4mldB3MZnWr5C4N7pJ%2B8dHOm6ViqXros%2BsuttGQfrQpHKsovvsj389fX9rJOwKtxu/7Z/EeEokj8xUdtWd3bCezs7X6IWaVlpT%2BxutEh8cLf94f07dPxDOJVb9oc3uzg3iMPYn25wvwlvs%2BpR26VSOPMhDsrs3/fNoY7lD5CfbxJ3mq7OSkfvQ6GJtpsXZ%2BC4Ub77lub7PtuHsDFxNe5AtxZ2HmTJWU5rtywCJmchOVM//sI8/e/CMM3Ky45C4vU1cGv3zcYNRk57NqfiFb/uEnPa27gqcithmUEj3SsOYs843teAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADc5gddpY7c3pzkTgAAAABJRU5ErkJggg%3D%3D
200 Cape Verde 0.299 %2BArQry%2BQTnEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArhMJ/AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA91JREFUeJztnO1y4zAIReMBIb3/C7MgW/6I122SjSxp9p4fbZpObUIRIAR%2BPAAAAAAAAAAAAAAAAAD8N6i2luBtNE0TUWotxjtEnmbGkTqSaTmYtsPEY9iIapyKrMF0HRrL8wou5yaoyjS1lOY1gi%2B/cPi5nTCvQgdzcBcygHmYorelp2YpIyxEs2FZXvqCpNhUmlfRYsRmzZxG0LPDnL%2BZzGNoOcPkX3WIFbhihszMJYArCQ0gfc46aLGNmBOQ/i1b06rZ5DnItPmTL9%2BoylVljuieo1a4eqyiC1uL8z4gVDAQrfQfNFnFhfUg822hTSFSJa1RW5KUTWTir1/btFzhsvnSyV0JyfeXjFqKE6pti2Ilz2FqDiOF3IwFgjic0FnTDaKW8j8Yu3m8QJWi1jVCS4D/rKYT2D3TzfZhKykF94n0aQrLdLt5aHayFuH93i762wUS%2B9u798zus5KXc3gSEuH3I1ADoXN9RPOdfSeZX72n67jfQt%2BFRfnoOZXFTZpt%2B90LVBHrFyyPSsueLJqFUJVM4utwnUS7LjrUhr1AA%2BweT%2BgA%2B3QAAAD/FeKpqYaxgqpXN/0oigc5FXZ0PnxnGaIAvqDEOifhPMoJ/KMc7jzyzm2YZgdZ92fh9qrNp4QtG69zKFCBUrJ3KlTt68C7rZqOIjRtFQetdCbwfTZNm3HEMRSdK1SuX%2BUWlaZP8QaYfLQ6TmRxlCzvGOHkHQAAAAAAAAAAGAkNSYiI0yjlmMfSc8Pi3fqTDFEr8GoML%2BdAGmRXJe0XfTqVsM/QfWFG6dR2E85v9YXSX%2BZkTPk96/pCPKWOK6ThYtV5fbdX55eu5gimjmd9ZtnO7/vMxdRrX5x4b%2BTZevPZivQqtHcZ0tmsvee635FBn7/MvdWnt2O/bZPzOLE8jzTOx4XcaYMqz6swPNl1yuJKp0KXUbKnAf%2B8OC2W9ym0lAP6fOq2aduHHrr102lV5nHyXKXK9NpX2DsI5YOzUNsP9NmQoodOGT6uxrZjZpHp6oD4MHbz1DYjDU16Ns8LAfTgNQ5WrO2aaHwo1IL0pX2mvYEc%2BmbaKVqX1gG9dLlx95u90PWmPX%2BFy//4cpJBdw%2Bv2PuSdr0dm4Lj5Z4vTGXvHTalN9ltLXdMq%2BrCdaTIXZlE3oZSPli8v4bgi688RaOI%2BlOkWPzL6jtCi%2B5M2VwcFVnDj8mP50aS97Ea/GlUDba0uQF3tgtT%2Bjy7zz8nEpofnEVEy/jf/Zg/WIdivUyX/HEDv0YKL5uKNCuayiECztOT/beIHp8IozEN8RieAR%2BgBwAAAAAAAAAAAAAAAAAAAFb%2BAKhXs%2Bfnk42HAAAAAElFTkSuQmCC
201 Chile 0.297 /AcuT9GOrm4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA5%2B/HDAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAA%2BlJREFUeJztnIuO4yAMRYN45f9/2APGEDJK1UZ94Cv5aKV2ZrXSqesYY5LdNsMwDMMwDMMwDMPQSoiOVjvcxhVWO9yEfJWOqzXu4RqrNe5RhGnHk/abh5KmkDijyx%2BQAkIhs69LuZoHBG3KLu60xZoaoVpn/dZBYhuqdAk1lTf7aqkn7D2wHGmueZSUW%2B8uSTI4kS4/ltKn2doPZwlyLXyF1F5UQvGocFGk8/%2B/0MY%2BBTS1hUWWl/IVrFF6CrWwNlyXbiFOWtvUMGeudHi90fMuLHF6Sp4bUQlx7O1Hzhf/QgFxylsS6frKb3ad%2BUFTBlBvpesb11ZIlVXPT1pn6bidP5Ii5liWhmPkSuTfA0jT0SVRi7lSaX%2BuePImyaKotObR1Bb5Ht5%2BHZbvQWX1mEte6OthXxFLxJc4PSUdXREN6f6LqHRxmdI2tAgf0kpT%2BhTNZlvi3VWz2t40DEepeCOjg469y1U1KBvxsdlK7aVVQVIy/7ic01Hf1ra86OlRPoyOxsNfTkR9s/YtL6TVK85Kr0IhuOinbUt99VG5Mysm6fESj5d2/hjKIZ491uuwDvLKD0nFNfgMqtPHmNtUHUN54xDvqZrvHkW5Fo107F1A4NYO6xTgmD2u9rhF9fVO7SDsmpoZ5JTuVB7hAKW5bmSnpEd6kXrQsjmwSNeZYwBz3urh8scK3v6jBrFeg58qePSzas/SH7oM04%2BqfYs01nrI53CQ0glNOtUTC6d%2BX3hGmrx3ZndfbbYuD70/0Jl%2BK7l4ybtSIz5jeVP6S30LS8eL79E9/Djr2R9NFDmb0Qo1L4YOqzMlyQ6oiuf6vUurRW6QFV%2BGD2m6WEOPtnyD1Y5mi3U7r%2B%2BXIZAzuV6kV5vcII7sWG1yA1kH4aTbC9CjAL3SZaRIB5GGWlpIbuIFm%2BPxYAmrTI87vYGuw62Vj/DeRvzn1CNaHnusFrmDk3H6ao9bcF8KJs3bQ7SBWJDHAKBSmuRxPijphCjtkKVV3IL3KoiRJsRAJ8BIewcoLcYRasgbhjTSMj7SA%2BChWoHvIOyslnmVNDnDbLfCJA2THt06IEn39RDqBgSR9h4o0OP/80DKjtzrxu/uOnqfUTeQUlpqB9jBVnsUoDoD3c072iWY5fAo00C1Y5YGyo5dulKobvrol1ab3GDsEIH2WiOnoQ4BCC85QKV784HzsFYFcXHBlKbeeyBJZ8RIH3MPTwQj7k6AdCDDN0acNKFzqCGlQTYws3JG2QucQ41yXORnaZi%2BOk7pAXEdVuZQr3Z5HUjp88UIkyGnFMGxnoIN0oAwI9irRW5CgM4cbZDuwzAMwzAMwzAMwzAMwxD%2BAD6Ss7cptb2LAAAAAElFTkSuQmCC
202 Maldives 0.289 %2BgrQLrCQcEsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAVM/UqAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAs9JREFUeJztnLuO7SAMRUE8wv//sC8GQlJMcVPMoCXtVYym3LKM3zkhCCGEEEIIIYQQQgghhPh9sp1W8B2L8Tqt4Tsxxhxo1u6iWzf3aRnfKDF13ZFla4uD0zK%2BkYiip2aWdwSzGmM5reIjuds5nRbxlYRzjp7Du2%2BwRLceNfwZVlIBYv0FZmLIM2TMC0RT9%2BrDgKYexj4t4RO5Bg8jxUimnvnQWCV1mYWHsQqQ9QYLytQ9IYZZN51W8oFpYpZPu43HX1R9ets458NC/h9LdYkGJcW86o4aU4qYCjVN0dFFYx6ju/Q1CtSUKaKtllp7pEaNP9JoXjzcFU59asmuWXZYhUjuWOZYeNMfYBmaSQV1WZsATOhwim8CwhwnYKhLNIzbl0lOfZNYxekgRaCfgLL4Q84GyjHV%2B9oe8RKoUVxCc6/0jOMgpd7/Rc6e/C6XSFsu22mco3knwgZyjg2nrX3ptALxjldcvlKFGDqU7cWexNtJKZ9Y1rZKcWlfM99tVoO49LAyqjd0XLQBa/%2Bx1IdRnhMVS5SE%2BNrlTwcnvEZrT1/Yg/bF8JW0n%2BEI2IxdQPeO%2BxwoYcLIVdb2k8VzjGyYuUd8DF0xXcBrpJ4T4hl6QqzrdsL9BCL6ijM2p1gvjOhu4RGbe7NVSFGkuVZ3bYqdvTIdXoHpxZ3uyGsCeVrJB8yTN%2BjUY%2BOxDpNXNq01Trh7QZo%2BekocMxqW6HVEmEARbwTqChqILWw35A2kvcZRkhqoYFr0gimRMrmTezZPpCovTM24jf7lIQS3KPKZOu4dBmbxIYQQQgjxh3BGpi9wxbQD/BWHcbB%2BWsJ3MLexb2Ci65yoWwYNx/Z3qoX0FPdVL1A06xt9/%2BoiXy1yPlYN6yvbyLheejD/vva0CCEEF1CU3sB%2BK2OCO/4eIFtbGGaQa943MeKWtdDPaxtwhRisFeC5mBBCCCGEEEIIIX7iH8avfmi7huq4AAAAAElFTkSuQmCC
203 Tuvalu 0.278 %2BAdKj2y1zjUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANQ8vXQAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAMRJREFUeJzt3NENwyAMBcBYkKT7L%2ByuUPpR%2Btq7CZ4iBMYWOQ4AAAAAAJb0de2OsK6rxu4M60aduyO8oXcHAIAYPQPPzaraHWHdqMAClv9237sTrOvE3aHPx%2B4IAAAAAPyoM3Hef0Z2%2BUbgtAXIM%2BbuBG8IHe0Ghj5m4voAAOB3dGIf6q7AMroqsA/VgU%2BpAOCD%2BhF4vs/MSiqw9VuJ9d%2BVeDvovO8MAAAAfIeuzP9yBE7wZmKD74gMPQKXBwAAAAAAr3sCkHUTtynnRRwAAAAASUVORK5CYII%3D
204 Cyprus No Mans Area 0.260 9wrPri5OkG4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/bVLAwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAlhJREFUeJzt2O1y4jAMQNF6ZFt%2B/xfWSv6gMEA33SkO3bnnRwtpQhRZlk0/PgAAAAAAAAAAAAAAAAAAAAAAAAAAwH/FmpZTblzy0Rtb0WY3R3JKyZ6c/TpVTPzGmlL%2B26ktBcnl%2BpBo2p5qDzhiadV/fHGa1WzFn6ta8dxmjaGptflrP6zbop1yz14y%2B2qYLR5JkkTcUoukC2nqx3cGHEq/t%2BcqPa2PKhGcj0ckuQdc/TEk5bxCr3tj9iyqSNxUI5X3d7eoePGycF7AFuenUcX%2BtrZi8SS7g75EN5KW9bZIZCZ3/LJ1qgef59vmk7jtj3eIKkg5JubVQc%2BmB1dKi4HI63m8xLWsR4gCixGovVq2d%2B2iUbxj8C0ish5Hu5%2BgtR9fl8Xr5sWlrcUn7K7wXqAyesmUH6bOTD8HpI7z%2BrPFDN1eLB62l%2BgqYznWGG7moukJ3SStTtYsHUxa7k3TV5vxCfnRGhkDYa9a8M1rMxJdZv8%2BdElMwFh5dL6/vy7%2BGL3dF6NXRC5zvTA92glKuvTFcYXeL67Xq%2BiPhjtDEM/Jt7KRVx%2BvXk7Vu0e5L6vRiESeL7ybjVDGJIjYanvY92qkooru38k%2BsmpDo1DGTjd9rkRvakQZW9TaKyD7dkbepAqeGkF72/FXMspbf0nQH2OS%2BX5QV7W8s%2BZruIfrbWduU3Kfj6dt/Q6x%2BUVgLXjR8Xw6vvlM9J3hVWe39JJF78fVqzjLGf9T%2BCdl7k3jq8DvyHOw2M7G0ijf2wKczGpTbef8jwwAAAAAAAAAAAAAAAAAAAAAAABA%2BAM742BWXvTncwAAAABJRU5ErkJggg%3D%3D
205 Spratly Islands 0.199 %2BQouTLCL1HUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAk1RGpwAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAOxJREFUeJzt21GugyAQBVCIFN3/hnm29bfJ46d4m3NWcKMEZwYpBQAAAAAAAAAAShmrA8x71Lo6wrzI0KNtqyNcApfpVmte6nOZ3uWV/9/ox%2BoIAMAttbrn1WN7rXm1TWTlC5%2B1xL7o3Dzyhg5nB9pXZ5i35a0OAADg1kbPmqtsz7hhTWh7Da/OLrStTjJhvCduWaHLeK3moXUGvukIPAsqe%2BKxyqrtvUV9Ct%2B2xFOGkRj6qj0Afk7i9tYSfxvpiaFHy8sMALDc6Iljj6zDuEsPnOXxPfWxOsG8yAvhR%2BKTTrw8DgAAAAAAAEz6A8iAH/UuFxsBAAAAAElFTkSuQmCC
206 Marshall Islands 0.116 %2BwexzilPbI0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAtYxL5AAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAAT9JREFUeJzt202vgyAQhWEmfMj//8NzwUXjAuu1MYWTvs/KRRcnOoVhbEMAAAAAAAAAAAD4MdF8doTb3ARDh1JmJwAAAAAAAAAADEVzl5s7J8uC03JvueVCh54b%2BB/fol65FLM8O8NtnuLsCACAx%2Bj14o3Z7AQfSGl2AgDAiJvgAu2SW6Fk0wFc8qQ32AlxuUWk2OXPvPP1R74sSW4glbUYQ27b7Aj3ZVOcUtMQAXiI3N8Re1wTW7n3eUEVu9PZrOptNtVMsLfe7LSBiq9S13kYbl307Gm58%2BK5uIfeo%2BuEDr61Y1mPLFMdL14FTw0A8EtqXrn3yMM5eml94Lr7eBrv1%2B2gsHDoN33RsuXxprNex%2BHblftlETjClEMxyDSfx9dXUWaGUETuLgBAj%2BIoZuFW%2BVwUe3cBAAAAAAAA4FF/7MgzjkSgKu8AAAAASUVORK5CYII%3D

Dataset

First off, we need something that tells us the shape of each country. For that, I used the Natural Earth sovereign states dataset. It contains a .shp file, that for each country stores a sequence of points \(\{(x_i, y_i)\}_{0 \leq i < N} \) and you have to connect the dots between them to get the shape of the country.

It also has information about the parts of each country (the \(C\) we talked about before isn’t necessarily connected), it tells us which \((x_i, y_i)\) belong to each part.

Then, a country will be represented as a finite union of polygons, one polygon per part of the country.

To read the .shp file I used the pyshp library.

There’s a small problem too that I have to talk about. We cannot use those \((x_i, y_i)\) directly to draw the countries in a plane because they are in WGS84 format (a very accurate longitude-latitude system), so we would be doing an equirectangular projection of the Earth, which really distorts a lot of countries.

So what, for each country, I transform its points from the equirectangular projection to an azimutal projection centered in some point that depends on the country in question.

That point is obtained by computing the midpoint of two random points from the border of the country. This is not the best (if the country is not convex, then the midpoint isn’t necessarily inside it), but it works pretty well.

In order to do all the transformations I used the pyproj library.

Algorithm

For each country, what we have to do is to find the circle that maximizes the formula at the top of the article. In order to do that, I use a regular gradient descent algorithm. I have two initial guesses and make them a little better each iteration.

But let’s talk about inscribed and circumscribed circles first. Given a geometrical shape (for example a rectangle), there is a circle that fits inside (resp. outside) and maximizes (resp. minimizes) its area. So, for each country we compute a frame that contains it (a rectangle) and compute the inscribed and circumscribed circles for that rectangle. Those two circles will be the initial guesses.

As we said, we apply a gradient descent algorithm to those circles. In order to use gradient descent, we have to define the neighbourhood of a circle, that is the circles to which we will try to move to make our guess better.

The neighbourhood of a circle will be the circles that we get by moving it a little up, down, left or right, and also making it a little bigger or smaller.

As always, the gradient method has the problem of local maxima, because it can get stuck in them. I don’t care about that, given that our dataset is prone to having only one maxima.

I also run the gradient descent algorithm with a couple more of guesses, that come from the inscribed and circumscribed circles of the frames of the largest parts of the country.

To compute areas of polygons, and intersection between polygons and circles, I used the shapely library, that is impressively good.

Code

If you want to see the details of the implementation, feel free to take a look at the code. It outputs code to generate the table in this post, it is easy to change it to get the .png files.

Epilogue

The idea of this post came from a great post that analyzes the rectangularness of countries. We both use gradient descent, to find an approximated solution to our problems, although the code is completely different. We used the same dataset though, so I should make the same clarification: all geopolitical decisions were outsourced to Natual Earth.

Edit (28 Jul 2016): Updated list and included a fix for projections. Now I use an azimuthal projection centered in each country, which allows a more precise representation. All the details can be seen in the gist, which has been updated accordingly. Also added an index for polygons to make intersection computation faster.