unchecked
{"Query":"giWF37NdawtC7hVtLvzAxGzHBJprwlVkahHMEjsBZWHinD0MZhTihi5N9G2vqlm5w1fXn9TsjSxv2KzIlwsXB39lxhV21RwOX/uyHVfl+xaNEBTB6KUyTgQNPd/3qFmnL2Q/aaKGOVeJ037wMOpQu+ZxSkK0/9U2AFVHJkTXNTZ8oEzK/iIQcukHmTi1uot18JN8QRAJRHj5uyl1s3Z/qLZCB4uxD7PkdVDLMlYB/+23gBBR2UgB9oXf/Y+UZ6e3sRW0fSNXNR2KNPiYFLABfREmhS42paBxL6AW0vzY1i6nGRua0UGIZzH7qDiehM8fNsNbCNatgKkhYKcUPK0nGNNmhP6ZUvcQKtUt0ajF1t4SKjoRtJ5xfC6rkYMMZxOLmzqJfEc7BAUjzf3zDIFPZeru/SgTziKavemUpQNC5ZQIwpLSXIZN7cS2Ta2XHHF3UundkSDLWJ6nw/nOFbo6Eh+9I/3sFLyeFP0OTApmcjbaUSoBoNuTWALBCuClXpmf9OqmmRQwU8z9Ev/VvFlWhciCPVV8MmWuexk9fz/2Ix4nNNTZzSFyw6PG9gEQZzWVBvGdoTY285msJb3TYX4WbIowyRC39aNK7OOT2l803e69BB98Xn2j4yxh8DpB0YRKS6PNyjBafNsZlxynRGxeQbCHBDHslkeC+AZs/GVq3+W7NuT+2x76/rwid1qheBkgUE+DivN1WjUtlrFIfM73P4IHCpwLwJb6Iq0tZQ59M5GGcY9W+qV1N754D8sQCxcWwQUUCmJ+H8HAQ11fd03/lbjQxTMdTK0ETy2v9tj323sbWRrodZXBBcC5QsK3EHxJDl35CQAQpXTitXtlAX521jx/UJosgCM8ZoYlyUS2gpojek1VRl5fFKCZexCtg2Z3F7bIyPyRxWBhzwbL4pRJCHAuKsb8IwHYvHtVOnGStAUrRMr8/q7rZJmrefSLJ6uNBsGRfvu8zwnRUW/qL9r8CozRig5A6TpJ0aJQ++jhZ1Txwq3L1SK3HyP3Bgdgw36fFhjcrgaZv8mhaDZ/F7dIjkNMtTpeaXLmC02tIs9PYEtzOAIiW7Z4IzFowRAuVmsp/lTZlKcD4cuvbyf18XuNDZvxqoEs1wXeEMbVqHSan6sOTMtvEBZbUJUzLsoNHhDYaHkwpjU7zQbA34C0g2ylGHmCkTl/rAZ3TDbCfoVnazrqBIoxXsKnlpnt3MhV43RvhEoare99U82nt7qgNFFZ5aLuOBAqSjLXLEgpbKJk++rxIdBQeMfMZtLgMu+RAXHLYU+oVfliMeRK4z/eNeHQRvdi0dcsIYZtI18V2WnguD3A9JbVIfbALWkSZqZk4oU9XpBdsrQ4hryUq4iLwBowOOhwciwBzMrWHiWOEVHEy8geRx0octX1ZGLqhueKvyUf9JHRZ3TaA2Vb/eSwAEWoD4TRwq4tUWcwNlE3G55yzekgzHTqdyfmB0OQTjrxxkm4FmAMRvw190whvXo2nLmF4QywcRIl1PB7CvbKhCXpdKVWKJTR/RqrQYycTu77iYWef6aWtxbIN6+4LRkNiZbCSp5RpCyNfiJ91WOsuRu9S+nBIa6Uu2C9/vcNU7bGwAxiFtfE7I6RROjUqN+xxVxI2368owvjy+sVJqdm83GYef8odRmtL0hTVC/OjZ8dVZOLJ6GZJMgrylVrnLiD2NOUPob9IcJerDI7QKmzc9Kpk3B4K9NnD/rhxlyKUjhFTB2m2VAqE+P1mTABth+OeXolpHKfdfLTzp92JL1jNDkD+Ry79PQhn2JWh3T0Z+4LnnOGmewGp9tu4Rt2kbL6HoeytUdn+1OwZNisvxeBF+/8D/P+rE/YK899zqDDdZ6l2U3CFLbx8iNeSF2S5yOTnwvk86hCccARaVoUnw4dM7PMpcgUGNRWrbKmrTiMnjWekEePY3rfOcYVnTCRHAtSbNv/XVLyeMpTLX9+8aJ/xjQRr/KAMxNB6G5ZtQd4u4+Z5K0rUqY/wLhGELB0t3v6sHhMKpi74+lUAsFROjD6v7Qf0Fvpi5aGMDdJ05lHjLt9RIiJWzWet0KhRAsDK1AvS9Fd99W/IXmYwVvbYvOrWFesfaJPo/8ClPpUZAzuDPOZPeFa80zXg8dlxpTD2jPeRQMqIjlylkKIbUSpylt5oky1iyVXHptxCDqQiTB392Ahtb32sZPa4ALluWZVVCcSEutdi+quNJG3lX9VkHIqulRRBGkOexJX3p/a6S39XjZW61NCdrMrGVzjFpwNORiSgPwGpB9t+BKvvC7TTitVhlZPdMsiJLzLdeEbMsSbMPTLvB+1RvVKiOahEiEcVN8TesMIuEqNzQ8+siGpb4kYGQMhoZ5O9HF0w/c0EY+MZiB6hOPXGCB8otZt13769pCGBLQI214Qjn5/3BAi2cuDeUps4VDqGfBkVfIfOsbqrag+WbgsmraSTBhikRjpfGso6LjPfdvSLo6U40MtphX5br0A66oH0pbU5IdctLR3Mhx30BY3SqCXPUr6nHhcRp4etF5RGvXpp/urx64PIo0edEDh6c7TeqtNICDtTcytKln/HxwXjoz2HNfCLntekdMQADZDq5Ubh+L2i70pN6PThj/o+PSWayIEZn6H+a5P5iWtZPYWLKSfI87V18PbvukCXMpHmfvUIGrtLFaMxN+0e1yxUXCc7TJuZgBuRAXN64iXfdP7svUCY63R3jP8XR3GmVf7xdC4m92PplZOmNTJImDhEmiE2gfftV6vLW7O448318HzYe/gFXkw0hYqbJBRtlDeIAWueQ+Z0mPA6aNoPqZTjep4KaKjZhhtHmZyKaxlI3i0zEsnjevMy76I5VTU8XbRUb8FsTbLZ6kEsrbeMiiSf6MSm00uQFeURYva5feaHA44KyS7pJP7eP2tWN11Pg++h5WUpkD25wwu90JkG89rF5QK8gNgTY9kzNZg7lOcoMUplXak2NJCNA4ZPjHtSJ5cFwEP6v9heCYtM6XU9kcvW7FLc66kJUnpfADGqNTXwx1rVnBKDBVi+nv547Ed9UYEK3p3e4WPjkjFEZY7LtFKuzPteI4moFw5DTUKX9rULNln+JnC5iHZJAzACEicXK2xpmU6bmox+LW0d+NfSj5D6ub709kH1TxdSZe38DqgpWLUrGEKVoaTFtQTRjA+ER724ZYiAFc611UbOVNOz1jITJsZ7Y625sQVH5Iwr2XF/vO9hFhMPDLv26A8yqqC6y9+E9lSfg3BGMuYqlB7ZLyYjoM0ilmFPQHHtA+N7GQpart0hr9Amvt35DdyRq/+PFqBpOsHxgjbj0ek3W79PPT8/An+ZwmEB7txlawWns+GLdgk6IAps5Wiw3OBaJdaQ2LW/vD0oOJfqDD4fRA2MsKBnoOoV5MKL/dYx5/Reu93vovy5Le1y7nb+Q1JOOYhsE+ObhzvAA4LiiNXsK9afrx7veS8W6W+zI8M7zB9LSTN/b1axeIWFv63iLSt4+RbmJcufRISiM8RpTiY3wdRUQ9Bh3k44V2uXR4thQTLE1p52uTyv8Y8xKSyOluNAiP5g+bP63CAusP467tZFaXehWCQhVvNxAaI7jRyuMx9kNxuDQhMZSUFNUFPq3SqYCL6CAqKY/2k/WjTHGx+nIdppFRwyZl7RD1alkND/pWh6BCCMrq7Pj9/vQj6An4r7kivv1YM9NzYgHfza+0tYndBds6CcMzEAeuTO2gMEMnkRyJm/vxxfLUt/iup3lcrmub6S4Ziz2EErDSTDvuPVaKyksf/W/z3x12Lc/hVXGN1wclBJrXHqkErTucuYmlLJfa8+JH/3Q8VSIlzn8FVq/SpmHx5HMwar3DFGS4qjWZ26OY5Qvc8LiBNhotQAnHh45CtiI/bWuvWiQ2mfoneHldFozGTReFaCtMC0Cg5R+If2qH/HW/iYaR4mgKb46jvwk0AEi5eJUvAFD+Bcdfl80xZ3+Yaj2Y2ni80Vcv0MBnbU6JQz057nSAIao8G2FzawBXnfYI4RVhpkDtHX/spPmZU33zMSVDMFCCFt99mGXKxNkBANYy0NipsCgycEiA4MWUNYgv4Vne3fXXOI8njfeuOmHGo8UUYh2qc8vvUsm7cAhjLQZIs/a5wZrPDLGWZ8bjBuKfsLIvBNLjvntY3nj3UpTOdabvTD1XDXRQaB1oviajRtrFJzD+Xbsi5KPhZayrbh5YGkblJIfloxBvKOd7HqSO1sqZC14cBIIoMMC76uMBEbC5IozCnkk5oXHlt/rjIvBEnv6xKrj2EdHYMC6OvfG8eQhzSKucAlq1fDijXw6gQm8tlWGkPgwq5bRAPkwLvqAr+uZEl5y5949dYDSEOM7HNeju/vaD/0xdv8GiD87v008eHTstvEqx+SlZVpCDuNWmbrn/4FoROX1FPuIj3rkfHPfSGFtxsB9iwmX47f+MI+MrlUBG67A7CP/DoDDBHuNxzwAEZJiBfaZVr9ajIhYNz1ludJbMtXl3GMKSmvFmQG3iQkwVFS9E8gCG39/4QdLHTGJmX+NDKfogxSTFVpsT8Dv4yXLbH77xs2WpFproRQEldnYdlEbYK8NzcZborvDuSmn69xlfRmYGZRSrJR6VPgCO6GgiKFfJ92ooHhphu+uBFFDL5pL23s9ccnXJyEMJqqL+sc9Ib1X19whg4amCPqWM5V5yUjFoREBWl59kIioat8fto8n3FkRS+WeeAXe3A6IC9XZe4rKsu0rSAAPvSgAbakF2p+VgBCnhwetEARf3fJYCPSlhrD8DkicGQPcLsCMeZR/dZUXUY/H1gQypT9EI6UhcOHKc7TGPAYByIwKEFfZXhJOHRXJXlTQ0MeHTsxrYbqtZ4hgPfAJkxU9oE/s540OchHuPpAS/0TOxdOi6sFp931WLPjK4Ydzge0gj3NS3kysLZwuAMnF65xHcFL7FkldN7FsnCcGH98wOvuEzH1ZE19kESeJBFm2LsRq3j++R+Ohofod42hSo99Be7sAAIxf57cAX/zTcS4/ac407RiyvvO1DJYmc0TKf4QAoEy8+7L24udoOk3Bx+q5ShnZ1zj2rbn/tIJ0EwUXdRy5LMwr9ByE9J2BlDbF+E7Ct2MTp9msvCKEUAQG79cKHJTrdfaJ253qQWvInRTlzSDbL2jD0BOyg6jfDvzN0+b/aDIytXcgFoGi0GZEI/4jwUg5obW6hyxrotIQxHmqRCE6E1yLRpSDPJdJpvazM0VSgOBYa30nGcxKvacpYXpK1OR//ygo4CyX4Xqk117R1ApwV04gZnOEcqYRabfgOYSA1aoYHTRseli1jfSwobiOMUzyuqvEug27Ifo3vN4IdaLWL4kWuoKWDYbaNTx9uOM9LUNxlNlZ203LcWFaO3xGGNgKX09mLk6iq7WcZ4PPh+JLY+vhVrVN3uRp/RSq7Tu51OVOewFEoTfFtsUCtQ+QdUf1tO2kBatvMN5pluMlGiOz4QraPjmwm3TmFlRlstIvDHmBwlaY80DV+DRo/imtMwFCC3mWNOmVSiZ40t492HesAFk3WXvG2RHgSHVUav3F6lX85hNHb3xuRwXIUyQPiiA1tYeewkSyrOq+PTQEEgUwMtWcgjjpxnS+mFxlRMERZzRHeyIhHgv2Qi4bUOgV/+jtXlZCVWsupitQ+RornK/sZH/jNbBdQveO/PDasbjS2aQSosKAzxwnB/Uz0BpnAOBV/8Clxq0mzj2tJajwOWPYtc4UQIjAZRz64wP3k/b58in4vDBatSGH6pXmhYqcew3dNyFKWqcqAg3aSfchNUNDpxz8/EyhFZHpVR9x62LEmDQkHxgQhJSAdb27or0qHf7ZfzR12qMleJOyn41GyMaLRqHIt5FV2U2cpknEBmLSj31YRcMqPBSfT2oiVHBFwI450HUDSJwhKZJUYTscdfJI9C606di3DOAn3zDnaFBON30UiCZf3kjbM7h9ctFJ2zupwkfC2tu+MaqfbiKm1tJELTEE6/VlgOppf8vb41o+A63m6F896JtkYfppRrDYaXosahWOmoJuwYKUc+DvRDDeP05WalISMNOkeN5TFaY5Klt60aKQIfdg5gB+lCqdPD2hmEFChZ5waUiU4SlBS2QVDTLUOfoC5cYDSuRM5oVlbsN32+XUlfxD3m8OBdLO4uU4NBSEOsas5sZDAVZPsHO2IoHN8k9s//IPjvZ5vP+E89THyYAbNYOg/fFSK3W0SoDlw6OOHlun9TFKnQwww90odZr6NAmrQm/ncZsmplnsionBjU4EIKTLmwUZjjqmjwOxbkS6BIqQwYuKS1B0oseGppKbXzIBTYKXpWHhZst8pM972lak/aU8d/NPXnbkDnOu8RxKImHDaIkLrKLLWM47FMvREzVxL5PUNxWsMDt3+WhkAT5hn8SpB/fQeRnpKsYHFH6cr4E7hQSa3knJXq9ANxh+QIzqW+b8F6fRsfmsqxan274ihIJbZHzvhPHRn/fuSpKqYbjyJMBj8nd4JkruF+ewtbafd87ueNVfXAlQ29Nf+402QGuRzw9hCFwHABDLzBcCbDptmcT7rPbY2sR5jAix1pFBaFirPqaAQQySZNqFo7tOSG3yVuNFkRzGvVuGFWHXRibIIePssKDFSv3L7Ac+EcbILrx7d3+BmGKKgIi5Mlgo6DvbHSMXp6KaDWRVyb4fyeaHIWUnrvBsqlII2jWFpz/0+W2vh7BgGzNtt72/OHpqaIIIiMpRQ3pj1I9Q+TEGubSPieQT+1ZHrJ3oNTd6N9FDzuZ21KHKwU4gO20ihL+7+MfjChm+kzSXG3dwnBHXmYrYfPlUo97wxtElQTzevXOAIFQ1MvvB+Js4jqp26UkfK6xmB9rPcmEjGBGd5KzFg0WMy9HqxL/wanx4HypD8Ft2LBDclp5TXWmImDfoT9bWg2kPO3X1faE1JzSwTBtRNAatvkA69mgzCAcgDlRNwftiWnIxAIFx6iFxZu0fg5/2ibRFfdZzGNzM49Bc06RiduYnM32VTEDW1RUxuISWQG6oXKDp2AeYVNIdfVWF8Lx8iYtZ0VI+MfEn25Yk2lj8SQMkk4idx9gMYe9Ni/n5YsDAYYdOV9sfh5inL+Mj0TBEvGkNEMUOaBUUPXZUz9CnjlveV3iBzdNkiJn1qJ/EmqYCx65im7R1PyyBcTdZNi97ClK7Y3KGpl5QnIFCsThm5Enlk2XwAFIYDDgG2Cy3cJ3LVyXiNIN5EcsLtJIOzeqidHlVLEVix3V/L5mEQzsuoqkqpKEPVXyozgRwwwwUk9GzBb+1NDX4o0NTBK1gdI8TmLHd6b5nDlbJKocglXe+OvTZV4R4wKE2yLvxV87fqSkexzjpZ9kB3N26tRPV7OSy8bPy3PYPokRkCs7AXMaQn0LBUzDV/peTfDms6KH4IDpEkIaY7lJYgPreZQn3+pEvrIKa1i+amhm8EpBUwekfKZcALKPdXjuxquCdy6z9tGyAlbDa4ZYUZrvM9hdKKFgm4n36EKsis2YlsSm7zuHPY+v3U7del/q7G8gN+wtbYRY6FsWtbuIUgiHWSuGSPnmunkn8p0hcG8HUAazs+Z3fd8rlNGXN/vtwQgiHISvN5+hYn96h62GStns4xvqLvY/CjnRJlJl9M7bOx44U2A/XwKwK9hjmaHdXSp5EqmTyw5UjEcMlXag5IqkENG9LCLJgfGffBVNBC1AgCdknHz8naO8NzPth4lsFVn8gglrh3bYxXrhJsAdwjsdhqf8R4ZZmFjEAEOlDZppqZO84YIUKx1mslT/xnnkCg9SZC8fU6BNqAqS++3JwZpRjc8lkRiEUD2J0CFMoTBwJiX8odTRv9jyX4+wjCisBjAtAf2AXIYAbQVM8p5Jyt4LRxWY2Aw4BwU4J7I24u+RHveiKeN+Gwyh7oq+gN/OU6ktmC+wzK/d+FC/IzVaPcYtHUji0Y3HshEwapfbA6F7hz4qe08Mtt1sfm85pGXk4jOfOAwaUhTQmlbg+d/yV9k7emqYrqJIPIVIyIYBTaVDIqMf4qWL9Sql31Nvu5cZtCrMowuzqYWULKI66nx/Bao7ML4Jqfv38rVO6Fhp5I+8o3nsnP/gBhQ8rfX2V1p22E4EtqXvqateIy/Gf2NVdwDEWT42E7VxkWsT+pCNTlQ2XdSx0wOyGOUG6zIk4Qet1iRHgv6TSsuHZPmBXk449KS1EU/qRhHp0g9T2fN11gOKS+9KLnebjGXQDZzfX4PDvgh7FQllOz6kbyXoxSjTdKYtQueNGdkM53PpSSmmBgpa6I1SOX5J4fVcyH6DzLHtSTngcXawoElafKWv5sTTIbqlNY8cMXubc6j7houslrkFiChKKTJ5T8b8guP+qit/x3BhTPZR6r3L0qP4TGJfGUTQpIqM9tJ2AqFE56zqDId77GiRW7dFXbz7QOMuMbSHrrQlxFYom+dw3KgYYV0h/lIy2IFbHOfcDk+WE/f6AMVso6mNorO9upXpD5RO9m4uJL6/NPOkg4Wmrf+e3Nqag8vFV5gcTE5DjDPMBz3yJzeFtb9uOAWu2CD4FuRwHQMwadk0li6yOl5QggpNcFZD5P6F7edPN6ylX45kzdQ+EO3UcBZUFmaeUg320NPcuicuc3cGi8A97l/YMw3IpjDTCFn/21eb2vzBRe1SFSw7wcsMF20CabWMz0AfwzrOB0k0e4tXJ88lcbC+/FITZPVoSL3MDAfmK4adp0BtDSR/Y99oBgFFDBF+ZiRzTkdN9enGSw3gTvQnecpoLfJ5j1qtMnWdtBODv3MlPCTASi9kDl8kK49dwOVCXx5pQg5Om1Rfb7PAHMs/viVyCjvsDTRYTf1MiQLgb962r3zM0XuczeelL89AvG7YYXsgyi+DT5t8h89csLzkBLhUWjW+M3NVbfwqF4wjz7CPs5G+76tDxkYqC5Imu/tKMvGVEm47tbGYeVXEn6JTa2fG1CUdcZUzAYSB4mxhvXKsLUeB3Nz8kiIEfBPqbM=","isViewmore":20,"country":"test"}
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Pie Chart
Line Chart
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Bar Chart
Pie Chart
Line Chart
Radial Chart
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