data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQdYFNfafukq9i7Ye8EoaCyxxkbsvfdEE03MTa6JSUxMTGxJbImaoiZ2jQ01VsSIxt67AmIFbBQVEFBB4P/fg2eY2V0Ehd31ypzn2WfLzJxz5pt3v36+Y5OcnJwMvekUsBIFbHQAWony+rCCAhoAPnz4EIGBgcifPz9sbGwUEpFJWur7mTNn0LFjR/3xZBMKaAB4+vRpFChQAATcvXv3UKhQIZNk4PHbt2/DxcUFd+/eNTrPELCGnaR3PE+ePChYsGA2eQTZ+zY1ALx27ZpCjRMnTmD//v2YMmUKHjx4gKtXr6Jy5cp4/Pgx4uPjYWdnhydPniB37ty4fPmyOBYaGoqcOXNmmqL79u3DoEGDMt2P3sHLTwENAAky2ebNm4dRo0ahcePG6N+/PxYuXCi4XrFixXDgwAFUqVIFbm5u8PX1Rc2aNcWxokWL4siRI5m+63Xr1mHMmDGZ7kfv4OWngAaA5GQvQyMAP//885dhKvoczEwBDQAvXbqkDDd5UEs0KfzQzMOndJ+7rBs8/jNfGYsA/OKLLywytj6IdSmgAeDFixeV2RSY1xK5HGyx1+1z1GjaQVjB0njIqvfzezaj6fkfxZg33/5HA8Avv/zSupTRR7cIBTQADAgIUIBWcH4rXG47Fy6V3Mw6kduXL6DmPyMFACWwvby88NVXX5l1XL3zl4MCGgD6+fkpACz8ZxvEjNprkVkWndccIUN8NAD8+uuvLTK2Poh1KaAB4IULFxQAFlngiej3/zWL6DUU4cXmv4ngwds1APzmm2+sSxl9dItQQAPA8+fPi0EJkGKL2iJyxC6LTMJlQStcH7hNGYsi+Ntvv7XI2Pog1qWABoDnzp1TZkMA3n/P1yKzc13YGtcGbNUYIToALUJ6qw+iASDjsLKVWNIeEcN2WEQEl1rsiSv9NmsAOGHCBKsTR5+A+SlgFAuWQ7os7YDwd3zMPwMAZZa2xeW+mzQAnDhxokXG1gexLgU0ADx58qQym5LLOyF0qLdFZldueXsE9v5bA8DJkydbZGx9EOtSQANAJiDIVmpFZ9wevNUiIrj8ig4CgDI3lpEQJkHo7dWngAaAx44dUwBXZmVX3ByYqpeZkxSVVnVGQM/1GjfMDz/8YM4h9b5fEgpoAHj06FEFgGVXdcONAal6mTnnW3l1F/j3WKcB4I8/poTo9PZqU0ADwMOHDysALL+mB4L6brDI3Vfz6o4L3dZqADht2jSLjK0PYl0KGAFQTocAvN5nvUVmV31dD5zvukZjhOgAtAjprT6IBoAHDx5UJlTRqxeu9vKyyATdNvTC2c6rNACcMWOGRcbWB7EuBTQAZKazbJXW9cblHqlcyZzTrLmxD852WqkB4MyZM805pN73S0IBDQC5FkO2Khv6IrBbKlfKyvn269cPISEhokuOWWtzP5zusEIDwJ9//jkrh3zuvugSSkpKEmtf9GY+CmgAuHdvavpV1b/74WLXVK6U1VPgOpMVK1JAV3tLf5xqv1wDwFmzZmX1kM/VH5eo/uPtg3adOsDe3v65rtVPzjgFNAD8999/lSurbxoAv07LwaWaLVq0ALOlixQpohyXGdLyhxf5Xr9+fdDyruM9CCfbLdM4oufMmZPxuzDDmYmJifho1H/wZssW6Na9m2ZdtBmGy7ZdagC4e/duhRA1Ng/EhY7LULp0abFQffjw4fjwww/F8SVLliAoKAjM2Zs+fTo+/fRTMHY7btw4MJx36tQpDBs2THGrVKtWTSznVK+6a9iwIcaOHYtOnTqh7vbBONF2qQaAv/zyi9Ufyvy5c0FVYK2XF2q4mTcz3Oo3a6UJaADIJZaSk9XcOhhn2y1GhQoVBADfeecdvP/+++L40qVLMXv2bAEqvgoXLowrV66gYsWKuH//PhISEgS3pFHD87mUk0CWju5GjRqJRUeMdvCc+juG4qjnYo0f8LfffrMSSVKHpUrSt08fVKlcBZu2bBZroPWWtRQwAqDsngD0rfElrt65jz59+oDimSBKS+SSA27evFmAjC0tkdykSRMFfARh/ZqV0THwBxxps0ijA74MAPT384Onp6fQATt37IQZP/8EW1vbrH0C2bw3DQD/+Sd1ZVot76FiVdyKfP1Qts6bZiHTteO7MCA6xdA51GqBMgYfcsuWLc0y5vN0ysX2jRs1Rs5cORF5/z5++fVXdOnS5Xm60M9NhwIaALIaQrly5cQlTW6tQaL/DosQ0L56G+wt0UuMdf36dbz77rsWGTe9QVhqpNEbjeDsnAsJSYmwSQa2bt2KsmXLpnepfjyDFDAqz0aiE4jST5fBfrLkNIp6a3I+Wr5qvx9p0KxpM+TLlxdJycmga6Z58+ZC/82RI0eW3HN27yRb1weksRQRHo5Lly7D398fjg4OGPL2UMXlcu7sOXh6voVixYsKnBCgMTEx+PXXX9G2bdvsjp0suf9sB0BGOCIjI7Fvzz54rfPC6VMn8SAmFvGPHmOr9zbUdq+tEHaHzw4MffttFC9eTFjofJELlitbDqvXrEbevHmz5CFk506yFQBZ83DtmjVYvHgxwkLDkSd/PuRwckRsbCzqetTBgkULNVbu9GnTMXfePCGCadUzNJeUmIR79+/h999+R/sO7bMzdrLk3o0AyIdBV4qzs3OWDPA8ndCnSDFHPSsrG+sY7tm9G5OmTEHw9SAULlpE1DGkCI6KikJUVDTm/q4FFI9179YdARcDhBuG9JDx4QcxMfCoVQsrV6/W3TKZfFAaABJ8N2/ehJOTUya7zdzlrNLVqlWrzHXy9GoW05z6w1QsWPgnChQsiHz58gnQEJThEeEoVKgwLl+6gt27fFG1WlVlTLpg6LNkI/eTlWOTk5IRnxCP6MgonPe7oDunM/mUNADctWsXypcvL7pctWqV0HH27NmDSZMm4bPPPgMrVjHCwZCdq6uriIgwmhEeHi44BGv6DRkyRGS4sLjlizYq+ix+mRXt1s1bqFe3LkqVLQNn59yQpa/v3LkjygDb2dshwD8QBw7sQ5kyZYSOxz/ihvXrMeX77+Hg4CA4IIEr9UCC90ZICPz8/TXx8ayYb3brQwPA1atX4/XXXxc0+P7779G3b1/xQBjLZSSEVVHZaDGycmpwcDCKFy+OiIgIlCpVSgDPw8NDPLBcuXJlipbyj5CpTgDB6T7572h4+2yHq6sLHB2dRInh6OhoFCpcGEnJSbjoHyBi2SFBwTh+7DhCw0NFuWHuX8EwJHU/WXqYIKR4pqQgHdKqo53ZeWeX6zUAJNeTAJRV8R0dHYVeRk5AwvOdD4SNokyex3P4XZ5D4GamMQadVY1gm/bjVPy98W/EJyQIn16J4sUFqHgvVy5dBmyAvPnyit9sbGxFTJvF0vlOn58sqMTPvNe7EXfhH+Cf6T9aVt3j/2o/GgD+9ddfCgD5z78bdhuJT55QC3p6f+QJ/Cz3tkndysH0bxkjSzKS4Zw3P548SVQuqFSpUsYuzuBZ5IQhwSHw8fHB119/AxfXEoK7k1vzXqlC8M8UH5+AsLBQ8RuBRgBSJ2ahdoKPagmNpeTEJBw/eQL8g+rtxSmgAeDy5ctRr1490dvVQ9tQ//wMJNo4wCd3GxQvlN8AiDzLEIBqoD5rUjaIS7RFXPR9NIveiZx4CPt6A3DztaHKRay6n9XtyuXL+GzMGBw9flzobuTWBF2JEiWU5AmKVmmopAAyXohbGiHSEo6Li0PxYsXhvd1bz5jO5EPSAHDZsmUKAG8d/BtuFxcgqNtSFClWQsnVkyJXVjHI7PeY6GjkX9kfhWu9iSD3D5TbkfpmJu9PuTw4KAgDBw7Eo/h4FC1cBE8Sn4ioBkUw1QqKXnK8GzduCKBRryXHo6FCEU7nNfdF4f2SG75Wsyb+WrlST1TN5APSAJBWrdQB7xzehJjwG3DrOTqTQ6R/+YVti9Gq0H1cqzVSOZmGT1Y1it/PRo+B14b1SExORI1q1QXz5u90TpMDUn8lAMntmCxLcG7atAmvvfaaENUEo0wxo1hu3aoVZs+ZowMwkw9JA0BGCKQIDj2yGbcdS6J+gwaZHCL9y5ld/UbY37j62gjl5OrVq6d/YQbOIKemzubv54/169djzi9z4FbTDWGhYUK3I/j4zvMIQIpcZm6T61Hfo3UvHdAcjhyTbqeBAwZgvF5EMwNP4NmnGAFQcsCwo1tw26mUAOSzNtQ0TDw1HC4jx+nOIQCv1HxPubxGjRovdHOPHj1CVGSkCLUFhwQj8OJFnDt/XmT33Ai5gfgn8cICzpM3rzAgOD8CTwKQ7wQhXzRQJPgIvJTPyQgNvYMvx47F8JckbeyFCPWSXKQBIHdDkgCMOL4NNx1cle/mnC/B0ThiEy7VGK4Mw92XnqcRILt9d4k1HEHBwYiNixWX53ByglMOJ+TOkwe5nfMgRw4nRWyK2K7BSw04AjMVeE/PTUwSPsJf58xGO31Txed5RCbP1QDwzz//VETw3RPeCLEroXzn1ebaNZMcsOm9LQisPkyZJHWvjDYCZdGChZjy/RThXGa0IyYmEhXKl4eLa0lcvRKIkJBgJCQClStVQ44cKfvZ0QqWfj7pTpGAlBxR/Z2/UW8MCw3F0iVL0KRZs4xOUT8vDQpoAPjHH38oHO/+KR8E2RSzGAdsHrkNAVXfVqZZu3ZqWlR6T4/1BBntcCnpipw5cyAoOAj29klo1rQpypUtg4MH9iEo+Bru3Y9DlSq1kDt3SmIBX0JkR0UJkUtXC8WumiuqRTN/T0xMQnhYKDimR5066U1NP54OBTQAnD9/vgK4yNM7cC25iIYDmoua5IAtorfDv0qqH9Dd3T1Dw926eVMkLlCnoyuF1uzDh3G4ffsWnJ2dkDt3Dty8GQ4nJ0fkL1AIJYq7KhksEoQEFrkh48N0QJMbqkWxmgvyMzngqpUrUb9hwwzNUT8pbQpoADh37lwFgNFnd+JKYiGLAJA6YMsHPrhQabAy0zoZ4C4EyedjxmDj5i0oWrSIAJZ8JSUlIjY2DsnJDCM6wTm3MxwdtFELCUCKcAKQ1966dUtYxmxS/zPkgvfu3kXHjp0wbfo0PR0rk/8uDQC5FFK6YR6c88WlhAIWASA5YJu4nThfMXWP4Lp166Z7a3QWN6zfAPkLFYSTo6MGgLRu5UsupZROc2mZqzkgdUH+LmPedMGoDRA1ICmu70ZE4J+dO8VaaL29OAU0AORaBwnAmPO7EBif32I6oOdDX5yrMFC5E2mNP+vWfHfuxJChQ5HLORcKF6LxYaOAUAKGOp1MmlADUBpVjGpI0c3d3/mZYGSWjwSo4TuBGRkVibKlyogsG729OAU0AGQ5DAnA2Au7EfAor8U4YNvHu3GmXH/FRSLn8axbmzxpMub88gsKFy4knMYEGFe18Z3hNJYTYe4ityBjM7WonA5ngpTAo4XLZaHsg7mBkgNKMMu5SPfMpYuB2LbdG6xxo7cXo4AGgCwIJDnPQ/898IvLbTEO2D5hD06X7afcRYMMRGA++e8n+OW3X+HmVgNMEKAVK0HGJZ4sJcIoyPjx48Him4x4SLEsB+J19Osx4sFj/MxEBfYj087U73JtSHJSEh49jheLmY4eP6qnZb0Y/qABINe7SgA+CtiLC7HOFgEgdcCOiftwqkxf5TYYj02v/TDlB0ydMRVlS5fFrdu3xKJ6AocZzUwwrVWrlkiaZUyXC8pp4cqYrhqA5ILkejxO8ctaN2quRwBK4Bn+zhSvyZMnYdDgwXpcOL0HZuK4BoCMIkgAxgfux9noHBYTwZ2TD+BEqd7KFFnAKL125fIVtG3bTjieQ8NCRcY2gcLYMv2IFMvMYmEygcztI3dTLz4n4OgHpPHBzBeKYSaiSh1RHYaUnFDqhDyHHNbezg7r1q8X2TJ6ez4KaADIsrhS90q4dABnopzMwgHp6pA7c3K6VatWRVebQzheMqU8BxtT/tNrBMubzd/ExcCLiI2JRbXqKRk0TJV3LVkSBQsUEA7mlCxnGwFEckhWuZKWMBMPyDFZwYvAUgNUDTQ5FwlItWHC5IR3hw/Hf0eP1t0y6T00g+MaALIwuOSAiVcO4dR9B7MAkHOgy2fDhg3Ytm2bcAB3sz2Moy49lOk1bdo0Q7cye9YcfPvdeFSqUBExD+NEdQNWtcqRM6dwkRDsNCjkSjhGPsjpBPd69BjXr10XwHPO4yx0RALRFNjUk1GDUHJBJkAwm6hBBlQHwxsjdz544ABqu7sr3DdDN/8KnKQBIItNSgAmXT2ME3ftRD7cjh07xOKbN954I82ya5IWaZVlM3Wczl+Kyu3bt6OH/VEcKdFdIWmzDMZZmbc3YtgIjHh/BPoPHIj8+fMi7kEMXEuXEuCjOOYCJ1q6XGpJY0OucAsOCsYno0dj0aIlCIsIFTqkYTleNReUbhwpijlZGR+nHsl1Iiza2blLZ2EQSYv8WTjh9RO/m4AZM2eiaZPGWLdhQ7ZK89cAcOrUqakc7/pRHAu3EZnBfGCtW7cWoootLCxM6FvUnwwb1/QGBgaiffvUqgFc7slVcoaWLY2E33//XYCil+NxHCrWVenuzTczXhLuQfQD4QtctnQZfv39N0SERmDGzOn4/IuxCAu7g+rVa+Dxw4e4e+8uXFxdBch4D23aeGLixAlo06o1bO3t0rRkJQglANX3LBdjiTSux/GIuBuB/PnyoX79hvDwcEfFChVQpGgRsSaZuiXDfASmtNa5PVr3bt1QqEgRhN+5g398fcUqxOzSNADk9lgy/88m6BgO336CiLv3hL5GFw3T1SUAKTqpg1Fk0WlL/5lcZ0HOVrRoUQFmPpiNGzeKdcTkoNTJ2CT4Ro4cic2bNqFPzlM4WLSLwmFZl/p5G8EQEBAA35274F67Nm6H3sH3k6dgybIlCPAPwPhvx4s/U2RkFBo3aiRCabSKmzRqhBzOznCwt8+wJWsohtVim3SJjYtDQnwC7Gxt4ODoKMZ1dS0ploa6urgIrszfvh0/HnfCw+CcKxfCwsLx08yZ6NI19Y/4vDT4XztfA0CuBZZGiG3wcdw+fxDnHKuL8rxUtCUHpOVHkcwoAi1IPgwepw+NiaR0Z/B3iiqeR18bf5PgY6IBdUD66fheIiYQA9wL4ECRzgr9MlOmLSVrJWWZKHUr9/9fqzxp4gR4rVsH51zO6Nu3H94b8Z4QkxSd9V+vj8LFisDu6TJTU5wuo7+pgSgc2UlMYk3Ek8RE8Yfli3QQqkpSEu7fj0wpFZIjh1geMPaLL0RBpOzSNABcsGCBUNjZ7EJOoLb/71hebCQeJtoI31jJkiWfSRe6PfhAn9UIRNaFpo7Hqgse7rVRY9s7yO3RAfsLdxKX0lrtmIXJntQDRwx/D/Ua1EPv3n1QuUplRdejn7BJk2YoU6aUIhbVERP+ufjdMBfS1G/q+za0lg2BqU75oh7LP8yjuIeYPWc2OmThvb/sQNYAkIXG+WKLOueLtmErkQgbnIgviTDbAhm8F/W6Ya79sQHX/aY0ecwGMYn2KGVzF/UcguFgk4TkJiNxyDElv+7y5cuCO2ZV48Ml55Ep+Op+fXf64p1hw1CmTGmN+FWDUB1DNuSE0uhSR1hMuWo4pvxdneQgHdz3I+/jXvhdHDpyOFtVYDWqjsUtFs6dOyecquRoltikhQ+E4pxinHrmRx99ZLH1tpMmTsaq1SuVEhsSYIYZNARQWlk16mOmuCD/AGoOKHMN1b5EnhN07Tp8d+8SftHs0rJVfUDDh0qfoGdrT8Q9ilOc1YYZM+q0LkNOqOaGhhzQ0EhR5xYaAk/MKzkZoWFhGDpkCMZ++WV2wZ82Fpxt7vrpjQZeDESbNm3g4uqiSdlSg0ld/0YoEU9TvtTnGHJNKW7V2TSmuJ46H5Gfqfsyi2fnzp3ZxheYrTngnn/3YOCggcK4UotXQ3BJ0Mk/qPq7IcdUi1qpH6rBpwYnP6s5I/VU+l3pG6SFnh2aSQDSHeDt7S10Mmn9WeqdRSEzko6fFQ+H99ekURPkK5BP0TnVHM8UKE2BU3JGCcZnGSFq8WvIAfmdyxP+3f0vKlTMuupgWUErc/VhBEDudkQnsTUbreAXcUQ/75zJfUZ9MErUPsyXP5+43FDnk1xMnVVtqO+xH2bTqHVCw3Cd2gI25HzqcB8ByBV3GUnIfd77fRnPNwIgIxqyUR+h81lyP27Qcu3aNSXjmMcIFoblaMWpj/P3zKyXYHq8JTjhpo2bxMaKpcuWEWlVhiCUNWNosMg0LTVnpNhkyhf9pKac1RJ4jA4xBKfmgKbEMUOEYz79FCOz0A31MgJPUWeSJYWe/kKAycb4LZdqsmjRli1bRBYJIxvcyKZbt27iWI8ePUR6Ex8E3+lC4NauFG+Z2cyFXIC7cJq77fDxQY+ePUWokAAzZYCQm/HPRie6/DOqdT/qbaLcr2pzazVZ+ZlqDd1a0oFtKKYlx2SUJOHxY3itX58t3DFGHFA6ovngWaWUwKJ1RgIxdklCsor+W2+9JY6RkBQ/sjFMJ605RhletBGArEtt7uazfTv6DegPJ8eUQkUSRGpRzHtktIL3rwao5JYMNbKpdxYwdMPwHF4rq60a6oJqbhgdFS0Mo+kzpovEBJnAYG5aWKN/IwBSdL4MjQBk0XNzNyZCsMgQAWjvkFIt1XAVHedAR7ksXKmeE0FF9YOxb3JBU4aI5KDkokzSkGAzZaxIi5nj2dnZo3rVqujZuxf69UtdL2NumliyfyMAMpVKNv9xjdGwZMpi7jM53WHjkLH90aTint6NJCc8Qq2Hp8RpDNndH+GrXEIAckNrczduvj3uq3EinYtxbOpysk6M1PUIIHIwuTOSKdcLAUgVRB054nUUqTJtjXqgrEWYlghWW8YENqVJHQ8PrFm7NsOZOuamWVb2bwRA6m+yFZjXEn653FFueMru5YbAyqrv1/4YhboJZ3Dz7dTtYglAbgth7jZn9myRDErxSTFLkDDFTA0yAolAkDqimhbyPKoeUg+WICKgCVy5Go/HCWr6+NTrS9Qc0fB3zodZ3sdPvJr1qI0AyPUUshX6ozViP9xnbgyI/ovMbYYbQ3coAXsCcNy4cWYfe+wXX2L1mlUiGZWWLl8SJJIDEjgEgtTxTEVBeB3BI0v9UlcmECU3lRyP53EsQ33RlHUsxTH7Yoz+VVz0ZARAPz8/hdPlX9AOjz7YZXYQcICi85ojZIiPYmV6eXnh66+/NuvYBEzvnr1x8vRJwaUkp5N1YqjzUaTyuwSXnJChy4X6HY0xilzqb+xPbRXL6wgqglAuhpciOy0nNseVe9w1f44scbMSLgs7NwKgrCIguNICT0SN3K0AUopcc7wX/6MFggZ5a3RArq8wZ6PYbNKoMe5FRcKBFRVsbZXqqNS/+CK3IpD4UqdzqQHIz9QBnyQkoFz5Cgjw93u6w5KDSEUj6AxdNOybIrp06dKCa3J9SsFCKYul1Hogv7PY5rC338F3EyaYkxxW6dsIgOrlkkUXvoXIEZbhgC4LWuH6wG0aALKigTkbOUtdDw/YPY1iGOpzHJtAIUejW8SQW6m5IQ2N/v36iUwWH29vzJ03Hzdv3kipthAWppQOURsfBCB10NZt2qB92w6IehBp0lnN1P4KFcphxz87LZIeZ06aG/ZtBMCzZ88q5xRf3A733t2p/CvV/3rpkFWLlswcL7moDa7236IB4HfffWdWWvDPxpCfXCes1u0oSmUiK6My9Imaqi0j75kg/ejD/2D0p5+IOdOgISjZR9fOXRF+LwK2TMNPTknO5XU0UOhsp7U/9cep+HnWz2JtCHdykpxQfEhKRsKTBBw9dkwpHWdWwliwcyMAnjlzRhm+xJL2iBi2wyIiuNRiT1zpt1kDwAlmFjkrli8Xi8nlLkmG7hXqftTtCC4uVTDlfpETJpi4OP2rceM07hICbujgofDe4Q17O3vl/vg7jRsPdw9s894G0p2FNvNxE+ynQFXiycnJiIuNw6JFi9ChU0cLwsP8Q5nMiJbDui7riLC3LVN+rOyydrjUZ6MGgNyl01yNABjx3nvYtHmzkkhgKsohXSnSAjU0PuR3umm6demKn2fPMvLX/TzzJ0ycPMkox48bJdrb2OGCv58QrTXd3EQVfrkBlVrKPI5/jM4dOmHu/HmvlD/QCIAnT55UnnnJ5Z0QOjTFMMhqkWvYX7nl7RHY+28NACdPnmwu/Am/noe7O2JiY5Xwmjp+K4FFAPJ3+u7S4oD8nSK73uv1sGr1KiM9jdGW/gMHIFfO1B1E5VjknH9v2IBmzZuLhVrXg4KUpAj1zZMb5sqZE4ePHHmlcgWNAHj8+HHlvkv/1QW3BqXqZWZDA4CKKzshoOd6DQC5TNRcze/CBTRp2tTkhtPyz8F3WUWf1nBa3I9zpDh1KV4Ce/btNUrCOH7sGFq0aokcTgaRpGTgcUI8unTqjEWLF6F3z57Yf/BgmtnQMbExYjeATp1Tl6+aiz6W6tcIgMzGlW6WMiu74ubAVL3MnJOqtKqzAKB8+PQDcjNsc7XJkybhp1mzhNKfVuNcaCnLigamJIH8jRzKzsYWp8+eMeJQp0+dEmCXew4bcjYHRwecOnkKUyZPwZq1a9Lcsf5xfDwaNWiI1WvXvDLWsBEAmekiiVpudXeE9E/Vy8wFBvZbZU1X+HX3UoYgAFkqxByNxkXjNxrj5u2bz1x9RwAy189UEoLhvGTGzLGjR1HBoG60j/d29OjZAznTADsd059/9hni4h5iwcIFaQKQY7Cg0k7fnXjejXzMQces6NMIgIcPH1Y4YPk1PRDUd0NWjJNuH9W8uuNCt7UaDjht2rR0r3uREy5fuox6DRogj7OzdsdZg85kEgLdNBlptJbnz5sn8gvVbfqPUzFh8qQ08yMTn+p37rVq48ixo8/Mo3z0+DE8W7fGosWLLbZ0NSP3/qLnGAHw0KFDSl8V1vbEtd7rXrTv57quxvqeONdltXINY8Gs1mWONv6bb/Db3Ll5CN58AAAE1UlEQVQpSzGfMQA5pTqem95cyMmaN22K1WvXKqfSOHnL0xOnzpwRYtNwPBn14LUcj8YOw3hpNfoIWUFhw4b1aNykSXpTeumPGwGQtZRlq+jVC1d7pYpFc96N24ZeONt5lQaArFeY1Y1cbfTH/8XWLVtEPUE6ikW1KpZZ5evpSjW5cyb1P1MOaFPzSuTeJA9iEHjpkijUxEYjZujAQThx+iTiHqYkLKgbx+bOTW7Va4oiUPFPEuDgkOovNDUOQV3S1RVbt21T8guzmk6W6s8IgPv371fGrry+Dy51T+VK5pzUa5v64kzHvzQA/Omnn8wyJGPArBXIHdTPnj2HixcDEB39QHCnlLivrVioFPUgBnny5NYUFpETksVG+F29T3zsgwfo378/Zs2erVjNdGaHBAeL9TTMEicoyfmYwFqufHkRZWEeYrOmzUV5NxE3fhoNMcWieW1cbCxatmiBxUuXmjRuzEI4M3RqBMB9+1LTr6ps6IvAbqlcKSvHZwmOvn37ihjrypUrUWtzP5zusEIDQNasNneTKU+yfAY9APQRdu7YERf8/GFjmwwbG1vxkpxQHc+lM9kGKcWLeJxbgtEds3nrFqXch+E9qMNx8hjHbNW8Ba5cvwr2mZKVzVfKhjspoprriBNha2MLlxLF0blTZ3z6+Wf/0xX6jQDIilWyVdvYH/6dVwgCcCdxLtxR+8gymxUj+2Q/7lsH4GS7ZRoAsmq/tRrLBp8+dRrnzp6Dv7+fKG5JpzVbCtCckDdPHiECy5YpJ2K0xUsUEzQqWKiQktqf0fmTrqzoyoz0iwEXRZlh/kkjo6OUUnMU6+6v1YZ7HQ/Udq+tbCeR0TFexvOMAEjRI1v1TQPg12m54FIECauZdujQQRzmvnIjRqTucJ7ezY0ZMwamrFpWTaXlXcd7kACg5A40QlgU09pNxmypu8lFWAQgX7LSqWH5jszOWXJlWU9Q/umZb2i4/jizY1n7eiMAspyu5GxuWwbhfIelIkjO1qVLF4waNUp85lJNRipYlJJxUoasaMFJZytDTPShkSPQsmaau3p9BPtgxVTWCuR4r/sMwfG3lmjcMNw6TG+vNgWMAOjr66sAsObWwTjbbrEo3s3VYlzA/cEHH4jjBCDTlD7++GOxMJ1KdO/evbFmzRpMmTJFnEuRQaOGHIKZLay6QEc3r+c+IDzG7RgIwvo7huKo52INAFk9VW+vNgWMAMjKTGxk+7W8h+KHh564dueeWJ/avHnzZ1KDFe9p5TF89azG+i979+4Ft2Lgu8/GtZiQZwcOt16oXHbkyBF89dVXrzb19bszLs+2du1awe3YCMBcDrZYFeuGxPyl4GCXWqo2LWMEwmmRYrWlZ6Q8SUqGXWQI+jifF+MdarVAeSQMNbH4ud5ebQoYcUDqcqyMRRDWrl0LxYqmbtxiTlJwq63Tp1OSYbl7Eavn6+3Vp0Ca9QHVuXGWJINhypMlx9bHsjwFsnWBSsuTWx/RkAI6AHVMWJUCOgCtSn59cB2AOgasSgEdgFYlvz64DkAdA1algA5Aq5JfH1wHoI4Bq1JAB6BVya8PrgNQx4BVKaAD0Krk1wfXAahjwKoU0AFoVfLrg+sA1DFgVQroALQq+fXBdQDqGLAqBXQAWpX8+uA6AHUMWJUC/wfWfGvjs0sUOQAAAABJRU5ErkJggg==

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==LuLu2The results of your calculations are 1.5itemLuLu125510