Articles

GSB, Boulders, WMM, WBM, and Pavement Layers in Road Construction

{"ops":[{"insert":"\nIn the field of "},{"attributes":{"bold":true},"insert":"infrastructure engineering consulting"},{"insert":", understanding road structure elements such as "},{"attributes":{"bold":true},"insert":"Granular Sub-Base (GSB)"},{"insert":", "},{"attributes":{"bold":true},"insert":"Water Bound Macadam (WBM)"},{"insert":", "},{"attributes":{"bold":true},"insert":"Wet Mix Macadam (WMM)"},{"insert":", and "},{"attributes":{"bold":true},"insert":"pavement types"},{"insert":" is crucial for durable road construction. These layers not only influence load distribution and drainage but also play a pivotal role in "},{"attributes":{"bold":true},"insert":"project management"},{"insert":" and "},{"attributes":{"bold":true},"insert":"quality control"},{"insert":" for industrial sites, food factories, and processing facilities.\n\nGranular Sub-Base (GSB): Foundation of Pavement Layers"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Granular Sub-Base (GSB)"},{"insert":" is a critical layer in "},{"attributes":{"bold":true},"insert":"highway and factory site construction"},{"insert":", placed between the subgrade and the crust materials. It’s typically composed of "},{"attributes":{"bold":true},"insert":"natural sand, crushed gravel, crushed stone, or slag"},{"insert":", with particle sizes up to 65 mm.\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Key Functions:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nDistributes load evenly on the subgrade"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Serves as the "},{"attributes":{"bold":true},"insert":"primary load-bearing layer"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Enhances stability and drainage"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Material Standards (MORTH Specifications):"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nGrading III–IV for lower sub-base"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Grading V–VI for sub-base-cum-drainage"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Minimum 150 mm thickness per layer"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Free from organic or deleterious materials"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true},"insert":" 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The "},{"attributes":{"bold":true},"insert":"sand replacement method"},{"insert":" (IS 2720 Part 28: 1974) is commonly used for "},{"attributes":{"bold":true},"insert":"field dry density testing"},{"insert":".\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Required Equipment:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Density test cylinder"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Dry sand (600μm pass, 300μm retained)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Pegs, tray (200 mm), oven, knife"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Weighing balance and test 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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Example Result:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Maximum dry density = 2.18 gm/cc"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Optimum moisture content = 7.75%"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Bulk density of sand = 1.35 gm/cc"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Location: Roads, hard standings, bell mouths"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Minimum required compaction: "},{"attributes":{"bold":true},"insert":"98%"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAFuAaQDASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAAUDBAYHAQL/xABOEAABAwIDBAQGEQIGAgIBBQECAQMEABEFEiEGExQxIkFRUxUyYZGS0QcWIzM0QlJUcXJzgZOisbLSVaEkNTZDYsGClHThwxcmRWSz8P/EABoBAQEBAQEBAQAAAAAAAAAAAAABBQIDBAb/xAArEQACAgEDAwMEAwEBAQAAAAAAAQISEQMTIRQxUQQzYSIyQVJxgaFCU0P/2gAMAwEAAhEDEQA/ANztztbj0Da3EokLEnWo7TiCACALa4ivWPatKpu1m2MEgSdNnRiMcwo8wA5k7UuNR7eqo+yHiBI4LSjIbVHCS6D0Q1XyJU21xQMU3b4T4IYju3nZKMOuGy4V0yoF06JlqtuWlbkIwUYZiuV4MiUpOUvq/IO7VbZsm4D0yc2bbaOmJMCiiC8iXo6J5a8a222jLDZTi4q9nBxpBXIGiLnv8XyJTzH9oMKxBjH7S2ikDF4aKSf77ZI2WVPKJCXpVgmf8pm/as//AJK604Rmvqgl2JOUoviWRv7etpv6u96Afxr329bTf1d70A/jWaor6NjS/VHjvT8mk9vW039Xe9AP419BtxtQZoIYrIIiWyIjYKqr6NZmnWxk6Nh20sKVNLIwCkinlvkUhVEL7lVFrmejpxi2oosdSbaTY8XH9uklNRTexBuQ8hK224wAKaCl1tcepEpcm3W039Xf9AP40/2exOBhA4dFn4vGmGk16SbwERg2CsGGpKl7kS3sleRnNmVdMZK4ILywwF11sCVoXelfdgqa6ZUW1lvyr5FKKeJaf+Hu1J9p/wCiH29bTf1d/wBAP40e3rab+rv+gH8afNvbJcPhAo1h+7Q2FdMyXe8vdN4OXl9JW5WpdHm4C/hs2VKjQGpsUnkjx2mkEZCGNg068q612npv/wCf+HOJr/spe3rabrxd70A/jUjm2W1bbTTrmJSgbeurZk0CCdlstly62WtQzP2Ww+dg78NzDc7b+Rx0W7Lu1ZXpENtFz9t1T76VhIwU4LAOO4OWJNsyN3vBJYouK8ipdLWRFC+XS1c2h/5/4dYl+4n9vW039Xf9AP40e3raZf8A+Xf9AP41oW5WyQzcoM4aUd2aouE42vQa3KXIPkjvOX00o2BLAgGSuPLCVVcbFAkj8TXMQrZdeWiWXy13nTq5bf8Ahz9ecXKvt62m/q7/AKAfxqddsNrUhcYuJSeG3m53mRu2e18vi9mtWQe2dTCljOBCUuDcLfIPuyuo90EQu3J5692ym4WWALDwp3DsiT9803EFUVGt0qIp35nfnUTg5JLT/wAH1pZuLvb1tN/V3/QD+NTJtftbwKy0xKRwqObpXMjds9r28XsprHPZzjYq58GSCMf3MTbXfK5u9UeJUUU6V9VRfJVo5mzCPSIoPQuBLEBfbaXMrSLwypdU+RvNFqSlD8af+FSn+5mvb1tN/V3vQD+NTStr9rYqM8TiUltHmxebuDfSBeS+L5KZYZ7X3H4xYk/ggGxMU5CNASNutqzZEDTVEPXqS9XMKmbOSChLir8B1GcPisKD4pYVQj3iIqouqIqac/LUctNdtP8AwqU3/wBmfj7ZbWSXN3GxKU65ZSyg0BLZEuq+LUft62lt/mz1uroB/GnreJ4SrOFNpIw8Y8UJjJJlUXUvn3a36xXo/Stq8bc2VQoyOJhixd7G3KCC74Ut7tv1XmnOloLvp/4MS/cR+3rab+rvegH8aPb1tN/V3vQD+NQ7Sv4dKh4a9BaiMyV3wyG4w5EREc9zunbl6+ukFfTDS05LNTwlqTTxY0vt62m/q73oB/Gj29bTf1d70A/jWaorvY0v1RN6fk0vt62m/q73oB/Gj29bTf1d70A/jWaopsaX6ob0/wBjYQNqNtMQzrAlz5WS2bcxxPLflew1VPbfahsyA8VkCYrYhJsEVF9GvNnHGT2exeEWJRoEl5+ObRvuKCWBSzKionNLpWmXE9lpsrEpMoIkh83UBXJZK2rjYtIOcOgS3UkVdLFyr5JOMZNbfH8HurSSdjM+3rab+rvegH8aPb1tN/V3/QD+NP2MRwGWeFuYh4LNGsL3QNkOTI+i6ofRVLW8W6Kl71AcvZsJEcWo2F7p3E/d7ip7uPlHxSVE6ObN1UUtP/zDU/3E/t62m/q7/oB/GpJO2W1kV5WZOJSmnRtcHGgEkvqmijTGRN2efh7vhMJbN2PMQjbbUSAxL3DL2KqeernHbMliSm8OHPtuy2gM3hU1Fnh0zKi9Xuic+2jlBP2/8GJfuZ729bTf1d/0A/jUi7Z7WJGSR4SlcOp7tHN0GVStfLfLztThl/ZmLs/DcbLDzxBkmHEUm/dFJHOmhDbWw9arr1IlTS52ASMSNZj+HOtnibrwoCFu1BWfcyNE6s1s3lqOUM8af+FxL8zM77etpv6s9+GH8aPb1tN/V3vQD+NN3Zez8dl51GcHfnixGQhBpVYJzeLvFbH6lr9VZLH0iJjc9MNUVhb4tzkW45L6W8le2mtObxTH9HnOU4r7ht7etpv6u96Afxo9vW039Xe9AP41mqK9tjS/VHnvT8ml9vW039Xe9AP40e3rab+rvegH8azVFNjS/VDen5NL7etpv6u96Afxo9vW039Xe9AP41mqKbGl+qG9PyaX29bTf1d70A/jR7etpv6u96AfxrNUU2NL9UN6fk0vt62m/q73oB/Gj29bTf1d70A/jWaopsaX6ob0/Jpfb1tN/V3vQD+Nee3rab+rvegH8azdFNjS/VDen5O+exZi03F9m3ZGJSCkPpJMEMkRFREQdNETtWiqPsLf6Re/+W5+0aKwdeKWpJJfk09OUqrk5t7JP+ucX+1H9g1mr1pfZJ/1zi/2o/sGs1W9oe1H+DM1fcYVcY/ymZ9qz/8AkqnVxj/KZn2rP/5K7l2OUU6KKK6OQooooA66KKKAL0XoooAvR10UUAXo66KKAKKKKAL0XoooAovRRQBReiigCiiigCiiigCiiigPE0r29FFAFF6KKAL0UUUAX0ovRRQBeiiigCiiigCiiigCiiigCiiigCiiigCiiigO3+wr/pF7/wCW5+0aKPYV/wBIvf8Ay3P2jRX531Huy/k1dP7Ec19kn/XOL/aj+wazVaX2Sf8AXOL/AGo/sGs1W76f2o/wZ2r7jCm2DYfKxKBPZgs71wTZJUzCOnT7VTtpTW09jXx8T+q1+4qa8nGGUNKNpYYn9qmN/MV/Fb/lR7VMb+Yr+K3/ACrp1qLV8fVT+D6enicx9qmN/MV/Fb/lR7VMb+Yr+K3/ACrp1qLU6qfwOmicx9qmN/MV/Fb/AJUe1TG/mK/it/yrp1qLU6qfwOmicx9qmN/MV/Fb/lR7VMb+Yr+K3/KunWotTqp/A6aJzH2qY38xX8Vv+VHtUxv5iv4rf8q6dai1Oqn8DponMfapjfzFfxW/5Ue1TG/mK/it/wAq6dai1Oqn8DponMfapjfzFfxW/wCVHtUxv5iv4rf8q6dai1Oqn8DponMfapjfzFfxW/5Ue1TG/mK/it/yrp1qLU6qfwOmicx9qmN/MV/Fb/lR7VMb+Yr+K3/KunWotTqp/A6aJzH2qY38xX8Vv+VHtUxv5iv4rf8AKunWotTqp/A6aJzH2qY38xX8Vv8AlXqbJY4RWGASqvUjrf8AKum2qWIn+Ka+mj9XP4HTxOWe1TG/mK/it/yo9qmN/MV/Fb/lXTk5JRanVz+B08TmPtUxv5iv4rf8qPapjfzFfxW/5V061eol7IiU6qfwOmicw9qmN/MV/Fb/AJUe1TG/mC/it/yrTydpnmcIcxFrD9/HSeUQVR5Ayto6jW8W/O5XsKeTlTeNPJzHcSw10AEowNPNkK+O2eZLr2KhASeap1k/gvTRMD7VMb+Yr+K3/Kj2qY38xX8Vv+VdOtRar1U/gnTROYrsnjmVF4Arfat/yo9qmN/MV/Fb/lXUy+DN/XL9BqK1F6ufwOngcx9qmN/MV/Fb/lR7VMb+Yr+K3/KunWotTqp/A6aJzD2qY38xX8Vv+Ve+1TG/mK/it/yre4zPWCkEG2xN6XLbighLoma6kX3CJL9NqWYnj8yC9iDBwGVfYgOYg0gvqaEAHlUT6KZSVNUtdNF7KdZNeC9NEyntUxv5iv4rf8q99qmN/MV/Fb/lXS2HAfZbeaXM04ImK9oql0r7tTq5/BOnicx9qmN/MV/Fb/lXobI46SqgYeRLa+jrf8q6barWG/CC+yc/YtR+rml+Cr00Wcn9qmN/MV/Fb/lR7VMb+Yr+K3/KunUWrrq5/BOngcx9qmN/MV/Fb/lXntUxv5iv4rf8q6fahVEUuS2FNVVepKnVT+B08TmPtUxv5iv4rf8AKj2qY38wX8Vv+VaQ9qHmsCw3FDhx1CbkIWEkWeJHHEEBbC3TLKQkqXTrpzhc8pknE47oAD0GUUdci3QhURMC+8ST70Wp1k/gvTRMF7VMb+Yr+K3/ACo9qmN/MV/Fb/lXTrUWq9VP4J08S97E+HysO2ZdZmsq06skyy5kXSw9i+Sin2yv+WF9qv6JRWXqybm2z7I6aSSOHeyR/rnF/tR/YNZqtd7IkoG9tcWFYcRxUcHpGJ3XoD2ElZ5ZgJa+HQkvqnRc/nW7oSe3Hj8GXqpXfJSra+xr42KfVa/cVZbjW/6fB9Fz+dbr2LDZlP4mJRIzaI20vuaEl+kXaS1PUye2+DrQX1o0lFOiahC4DZCyLh+KCuWIvoS+tffCRu4Dzl66y9xGhRiKinvCR+4Dzl66+G2YThuC2DJE2WQ0E1VQWyLZddFsqL96U3BRiWinvCRu4Dzl66rbzC8skt5EtFWz6q970v8Ay6XR++m4hRiuinvCRu4Dzl66+EahK8TIgyrwihk3nXMgreyql+S2XzLTcQoxLRTt1iGy2bjzbTbYIpEZkqCKJzVVvpX0kWNoqMh5y9dNwUYiop7wkfuA85euvhWYSPC0oMo6QqQhnXMqJa62vyS6edKbgoxLRT3hI3cB5y9dHCR+4Dzl66XQoxFRT3hI/cB5y9dHCR+4Dzl66biFGIqKe8JH7gPOXro4SP3AecvXTcQoxFRT3hI/cB5y9dHCR+4Dzl66biFGIqmifCWvppvwkfuA85euvpqNHR0FRkEW/aXrqOfAoIE5J9FFPDjxGxUjabAE5qRKiIn03r5VmEggSiygGqIKq5oV+Vtdaq1C0Ylr1Fst+tKdbiHvN3u2t5bNkzrmt22ve1fXCR+4Dzl66bhNtnNw2dlvbOv4QUkYrYznHQc3SO7xvf75vTMltdFv2L9NM4EKT7ZsTxGUiIJx48ZpU+PlzGZW1y9I7WX5NbXhI/cB5y9dHCR+4Dzl66lkWrEVFPeEj9wHnL115wkbuA85eurdEoxQfwZv65foNRU/WLH3QpuRtmXS6+Ty1GjENXVbQGldRLqCGuZE7bXvUU0WjElFOkag7szysbsLoRbzQbc7rfSvoYsUkRRZBUXVFQl1/vV3CbbMbj8N6SeEvxg3jkOc0+QXtmCxAfPsE1X7qVysCxGPh+PmzKDEJ2ItOAmZhGy6SKLY5s1kAEJbJbtXmtdH4SN3AecvXRwkfuA85eupZFqzOQo4xIceMC3FlsGhXtQRRP8Aqpqe8JH7gPOXro4SP3AecvXVuiUYiq1hvwgvsnP2LTPhI/cB5y9dTRY0dHFUWRRchJoq9i6c65lPgqhyZxKKdOMw2xRXQZBFWyKZqN17NVr1WIiOC2rbSOKl0BTXMqfReruE22JK8MBcbID8U0UV+haeBHhmpIDbREC5SQTVcq9i66V9cJG7gPOXrq3Qozm0bZ2XL2Ww/CsQkAwDMcIzwiwJmu7LQ23L9DMIj1LbyLTbA4TzGIY3LkhkKbMztjmRfcwbEBX78qr99bPhI/cB5y9dHCR+4Dzl66lkVxYiop7wkfuA85eujhI/cB5y9dW6JRl/ZX/LS+1X9Eoq1g7TYRVRsEFM66Iv/wB0V8snlnqlwcF9kS/t8xXL42+C1+3IFTbfDINMFflONuupBBl0hdA1R1FJSRcq+VPJX17IkTeba4sSyoY3cHom9Yk6A80tWcSAicpeHp9D/wD9VuaWHGEs9kZWo2pSRUroXsQfC8W+ya/cVYjgf/7sD8f/AOq3fsVthFkYoTkqKQk20nubma3SLyVfVST02PTprURNtS3ALarGkxSGsjiMFaaiikcnDcd3j3RbVE0O6jyVLaLUeF4ltO3izEGe8DbkcWQcbc1R9vhkVxxLNrmLeZulnQUy2VO3oPFsolkkgiL1ZlrwpMcm1ApDeRdFHMtlrGqzUyjlA41juL7MA+1ieImCwYcuU+zFRkmHlfDOA2DUVbzEqdLxUW9itT2CWIwdpp0iK9JdhzMfaYMFYHK4yUNu72bLfxhHpJYeaWraQlhQokeLEdaajx2xbabElsAilkRKnWUx85b9JaVZcmOxvF8WZx2UxGcfbebeiDBhjHQm5jZqm+IjyrbL0+RDlyIq3vStIEsPYk2pYIpb8h5zEVAXWkU1vIcyqgiKXzeN5b6aV0TimERU4luy9WZa94pi6LxDd/rLVwyZMRJxTFomMPQJkyW3hbc8G3MTSMKuA2UVHETQFGyu3HNlW3irrrSRMS2hadLEjjutyn4UBmS+rO7UGeIkorlspIJZd2qplXLvL5a6kkplNUktpb/ktCSmE5SW79uZalWWxiMbfmyPY5A8UdbeJ2WwDzjaLY46ywS69Ef9vxlQURdVTSvt2Tj8jaBW0nyo8V3G5EFRCI3ZuOLGcTEiBdc6WzLdNbWrWzkgzoj8aYbL0d4VBwDVbEK1Okpi3whu31lpVkyc1ZxramVhXF7+RHfah4ce6SCKi4668YPKSKN9BRCyoqZV15aUxakTj2gwQJZOPSI2NT4QPONoBuxUjkWZcqIi8g1RLLlStzxTF/hLd/rLVdwYDk1iW4bBSWQNttxSW4CVsyJ9OUfNSrLYuUVFxMf5w156Ekx+/a89dYZMktFRcTH+cNeejiY/zhrz1BkloqLiY/zhrz0cTH+cNeemBkloqLiY/wA4a89HEx/nDXnq4GUS19N++B9KVBxMf5w156+mpDCuAiPtKuZNEWphjIv2nnQ8NwWTLxGKUuO1YuHFreq4Wboig2X41tV0TmvKuaLBYj4YLc1oJkd7CJoRxjMkbLU117OrLSZeiqIQiJaaCtrV1pJTAkqpIbRfIS0cWzdV4oLrpqS1MZLk5pgsSSOLQGZjDq7Qs42r8mQra5li8PbMrlrKCplG1/G6r109PLUfFMZbcS3bszLXnEx/nDXnqpEyS0VFxMf5w156OJj/ADhrz1cDKJaKi4mP84a89HEx/nDXnpgZRYX3ofrL/wBVzjaQmsR2nlM4Q2EXE4EWVleRpW3Zcp2Ooi2JW1EUsSkq2zICJ4q10JZLG5Fd+1bMvX9FfPFs5cvFBl7My2rnDLk5O3HjeEcKlQoRt7OMjh4YiCxyEN4IvamGXpKBE1mWy26N+Wm72CYNjZ5BJs2WClSXIzRjlUI5PEraZV8VMqpZOpFSnvFsqqKsoLpyXMtecSwq/CGr/StFHAyiWiouJj/OGvPRxMf5w1566wQloqLiY/zhrz0cTH+cNeemBlEtSxvfF+oX7VqrxMf5w156miyGVcVBebVchcl8i1H2KmZP2RpEQMESJIisSJU7PFjlIZU2mVIbE4a2XKIjr2kthTnWYkQy45+PFF9/FlnYceGzDbJSKM202iuZ7dEei9mS/Mlv4yV04ZbI+LJbRfIS0LLZ1TiW7Lr4y1HFsWOf+x7HQZ+ElGjOsGxgu4xTM0oKsreAuU1VOkaKjy310LypXRKiWUwtryW1ROXSWjiY/wA4a89VJkyS0VFxMf5w156OJj/OGvPVwMoloqLiY/zhrz0cTH+cNeemBlDzCfgq/XWivjB3AOIqtmJJnXVF+iivnfc7RwT2Rre3vFkJVQd6N1RL2TIFVtoMJiwMOwybBkyHG5omSNyAEHBQVshWFfFXqqz7Iq5dvMVJRQ0F4FylyXoBotUNocbPHHweehxmHhRBzM5/FRLINiJURE7ERK3tK1YY7YMjUxmWe4ovW09jXx8U+q1+4qxdq2nsa+Pif1Wv3FXp6n22c6H3ou7S7TycHPFWWoQSJLMVl+E3mVOJI3FbUF7LEicupanibUxpEh1RFSiZIwsK0JG48882rm7EU52DKv3r2VexLA4uIYzhWJPk6j+HERNiK9E8yciTrRFRCTy0rY2IwxjB2sPbJ0gamLMbN0QdUTVFHLlIcpCgrlRFTkidetZTzk0eC0ztPBdkKrTwvRzZZJkGmnCeM3HDBBy2te4KluaKJXtVJjbOG5iREqujhRQm5IvLGNFFSeNpVc+SNxRNaixzZAHmY/Bg45lOMDzTbgRszbRuHcLDlEszl+zTSy619wdkUewN6LijhA7IhpBIWMqI2yLxm2iWGykiEiKVrLa9qn1F4HWFYyziK4jZiTHGDIcjuHIDIKqHjEi9lKMb2vYYwZ5/DgkHKVGCaFyKfSB1wQF0R0zDr57JpenLGEMteFQIzcYxF5x51k7WFXBsaIqa2Xy8uqlq7IxnGBblTJkggbYYbM8iE2004LgjoNluQjcl1W1XknBexPHIOENn4TkE2rUUpbhK0WrYkgktkvrck6PPWvmTtHhrDjjauuuuNkokDLJOF0WxcIktzERIVVerMnXUuM4LFxeTBelKd4rquII2yuIvMCv8W6Cv0ilKB2Iw4YUJjeOuORCdUXn223iNHLZkITFRXxQRFtdMqeWnI4GmD45HxbEJkaI1IUY27VJCh7k6jgIYqJdehJ9POqa7ZYOgKe8lqCNuPZkiOWVtssrhottRFfGWmOG4S1h2ISJUZw0GQLQkyojkRWxQBJLJdOiiJbl5KXe1OFwaRt9J3fBSYN7jfI+WY15eMi8v+6cjgtYjtBDgkQujJI1acdbyMFleyBnIQLkRZdahDarDeEjSH+JYR5huSQuMl7g2a2EnLaCKroi9fPlVb2mQFxUZzj0gyTPYSQORM7lRzZc2XLqg3si3tXqbHwt7DccdN5yPHbiqTsdk87ba3DxhXKSXVMw2Vb05HBbTaGM9KZaikqisw4ThOsuIimAnmEFtYiRQXyffaoZW0TZSoUeGJi6WIMxZDchkmzAHGzISRF7cmi/TU67ORVaab3slEalvzBUSRCzuo4hJe2iJvCt16JVDCdioOGOg60++Zg9Hf1BsEUmQMBugil7oa5l5qut6cjg+8Y2ifgT56NstORIAxFkKSqhJvnFQiT6oWWq0fa5yTOnQ2oje/bxNqDFzGtn2yIhJ3yW3T3oJTJ/BOIxTGlesUHFIbTLli6QmGcNE+qSLftGosN2SgwJ2Dy23ZLj2GRVjN7wkVHb3XOemp3I9dPHKpyVYPE20wVWd8jsvc7lZCGsRzLuhLKTl7eKJaKvVV/CsQck4njEJ5AzwngQFD4zTjaGKr5fGT7qXnshBLC1gq9J3Xg93DcyKObduFmUuXjX+6r2E4e7GxTGZj+VFlvNo2glezTbaCN/Kq5lt9FXkjwNaK9tRaujk8qSN8Ja+uP618WqSN8Ja+un60fYIT7T4meD4NJnA2J7ohzZ75QFTQSMraqgouZUTVbaVlnNuXvBoywaw9G0iyZguuukDcptpzIiNX1QiTpWLVNNFrX43hjeKxEYeM21B5uQ2YWVRNsswrYkVF1TkqUtPZdg8PehHLfWPJedfle5t5nycXp65ehfl0LaeXWuWn+Dvgrw9qgmYo+yxuBaaMmW2nBNHZLgtbxREvEFdbWVVVbKtGxO0pbSNyjyR1BkWrmxnRBcIbm0SHrmDS68lvU8rZOFKdf3zsng3nikFEEkEEdJvdqaKiZk6PVe19atYLgbWFyHJHEPSHzYai53BALNN3yDYERPjLrzokxlDaivbUWro4PKK9tRahSQ/grf1y/QaxUzbB2NtJKwzhW3SY3hLHBS35NAxvd8i+KoqVgQfGut62p/BW/rl+g1nfazHTEuLSQ/lSYWIC1lCwyCDIp5rZrW+Le33aVy8/gqx+RI3tuSBunBgPS3UiKyUZw3G03+fona5XDIV0TUtLIlXsQ2lcjYdAlxnsNmJIcBpG21cA3yV1AJG0LxVG+ubrRUW1XC2YYNTeOU/x6vNPjLEGwICazZLCg5bdIrpbXMt6+XNl2nMMPDinS+BeIjktWD/ABBk5vCJSy3FVL5NtLWtTkuUaFdCVL3ryvV1W/XRaujg8or21FqA8q1hvv5fZOfsWq1qtYd8IL7Jz9i1JdmVdzJbabRe1yLGfLcNsukYlIkIattqIKQiqB0rkqWReSddUB2vfScy1JjRYyK/EjOR3HryM77YlmG2hCJEgr25S1S1PsXwcMRkRJKSHY0mMLoA4AgfRcFBNFE0VNURNfWtV2Nm4zI4YyjrpQ8ORvh46iHRVtLCpHbMVudr2vUw8l4F0vaHEoeJyoZMwJCtLGZE294Ai++5YBK6rogXNba+KnXTnAsRdnhObktthJhyjiubu+Q1FBJCG+tlEh0Xkt6gPZyKcKWwr0jeyJvhBZFx3gPIQqBJpaw5RFEVOSVdwrDww5l4QcN1x945DzrlszhlzXTRNEREROSIlFkPBdor21Fq6OTyivbUWoU1eyv+Wl9qv6JRRst/lpfar+iUV8U/uZ6rscX9kOYbW2uLALEQrOilyjiSr0B61TWkcp2XEIRlYdHYIkuKOwRBVTt1Gmvsgoq7f4nZxG1V8LGq2QegGv3VY22msSMJwdgZMdySyT28bjySkAiEqKhbwulmXsv5q29N4jBY7ozZrMpPJnPCB/NoP/qh6q3fsUvJKk4oLrEVBFttegyIfGLsrnFdC9h/4Vi32TX7irr1UUtJtE9O29RHQHncPZF8nihtjHFCeUyFN0i8lK/ip9NSIMRXiaQI29EUMgsmZEXktuzRfNWH26wCRim0MeG1FdcwzHWAhYm62PRaBlxXEIl6swkQJSzC2tpgwccRkRpbE56XHhTEQTF5IsdogzjkQjQTduVxRVylftrGbZq4OkjwZSDYQYyvAKOE3pmEVVUQlTmiKqLr5FrxDglMOKiRlkg2jpNZUzIBKqIX0Koqn3VzqfL2mgJGR0pcp6QEGOhMhw7j5K9IIxEiTMJ7sQvpfrsN1tTiNY65Bk4tAl4pMxGPhDbaOii+7ym5ju8ZJFTpZUuKjytr2UsKnV9wx3DXoVBNcgQYjsqYkZmO0mY3DGyClZ/Z2LOg+2sQ4w5hT5L0UZZmTRiQorSgS9HKq6LZdLa2rL4nFxzFsG3CeHnGlbgOSOIQm3BlpKBXEb0RcohmJcvQTKKotLMYR00G4zgAYMsqJpcVyc0r63DHcNeilZ3apzEo+L4OWHFNfYRzI9HaQ03iKYJnJ1BUeiOZVE7ISKtlzWrLlN2rlTJox2cYisuAzbMhGTR8YImgqQIKe4qqqgXG2t9KZYwjpDoRWmjddaYBsBUiJRSyIiXVa+YyRJMdp+O2w4y6CONmIoqGKpdFTyKlc/xPw+rU2FJXHDgCeIssORgU3nlsHDoa2uQKhOWVeiqomZabzIWN/wD6bYfEwheHxNuDGbJsgLeIQi3mEVQhyqlivfypRSZMGt3DFveGfQSvh4YjDLjzzbANNipmZClhFEuqr91J9pzxFuJhqAchWyliOIO4c2SOCzlPUBTMSJn3aLa5IKrWXxF7GnsWxDA2npz0U4DmJgbqJvSaJgmRjEluavdK1r2q2ZcI3kV3D5YqUVYjwplVVbylbMKEN+y4qi69SpXsxyBCjk/MSMyyiiimaIiIpKgp51VE++sNg8THSl4dDcLEocFX2geJgUbVGhw4NFK10TfJa/PMlr0pnptJimBR28XYxnijYw422GGfczNHkWQryIlkJMqLrbS2XrqWYwdV3DCLZWGbp/xqGQUGMrKSBjNq84jLeZE6Zrewp5dF81c/lubYHFxxwH5bc4WpaAy2y4dy3ibgmcw7tLD8lSzX6WqU/wBtILw4fgjbBYnICNijDjzzF3XxaTPmO6Jfr6kunV1Usxg0+5Yt7wzb6qVWjv4dIkyY8fhnHoxILwCPvZKl0Req/krn5ObXmMYEfnMNE06sV5xlwnM3EFu9+ICuZdzk6J5UW5XXNyswoeJYbLlb1cabwyTjU12ScdTN3JlTckFkUkAivdRTWw30pZip0Dcsdwz6KUbhjuGfQSufMptiWG4g+ZzkxJnCGVisrlEDkqTuZSREsTmTd9HxUK2labY/j1jTCnyHnmleRY6Pg6jgBlS6KToiRdK66ppdU6quWTCHe4Y7hr0Er7bZZ3gKjDSLmTkNe19N++B9KUbGCB1uM0BuOtRwbFFIiJERBTrVVWqcjEMGjhHN+ThrQSBzMkboCjqaajdekmqcu2vvHG47uEywmx+JYIFzNblXs3Z0ERc2tuqsIzHkMbJYDKgM4wxtFCwhYkZpIKqBOWC7TqGFhRSAelcejdUKpllwjd8VhfFuxd7A4loVccZzhnAU5ko3uiVC1iuBPNPOtTcKNplEJ0xebUQRVsikt9Lr20jmMyZe2+COgw+YRXHt8BRFaaYU2bK8L3+5dbCg6+Mq/FpakGa5JjbQzIMm72NhIejoypOsxGm3GmOgiZlykSOKlrpnVeqmWMI3bIxJDLbzARnWnBQgcbRCEkXrRU5pX3uGO4a9BKS7DxHoeAID7Bx1clSZDbBpYmm3HjMBVPi9Ek6PVe1PquSYI9wx3DXoJRuGe4a9CpKKuRg8JlndCm4atmX4v0VXIoKSCYXhEfFvek3ccyByzKPPL5eVXF96H6y/9Vi5keOm37zg4fKRt/CXo8iQzDOzhqYKg7zLZVyCttfJz0rnJcD5vFMDciOSm5mFnFbVBN4Xm1AVXkileyUScTwOKjayZmFso6CONq482OcV5El11Ty1m8EKVAiSYrR4mmDRW4rWHyZGGbx9o0EkNN2gCRCKIHSUeZFqqVUw7CZr2yWy+z72HvMxnHiOcpDokdo1cQT+STpbvodSKSdVMsVRtWJGGPynYrDkF2Szq4yBCRh9YUW6VZ3DHcNeglZaIZYlt2Ul6HJiNYaD0aMpxHASSbmRXXc+XLk6KIOtyXMXZWtq5ZMIj3DHcNeglG4Y7hr0EqSirljBHuGO4Z9CporLKOKqMNIuQuQ26lr5qWN74v1C/atR9gkUZKwYrW9lJEZbzIOd3KA3VbIl161WoilYWE9IJOwBmra0dTHea/8AG96R+yVGblbLuhwLkyUjjRRxbjE8QEjgKpJlRcvRQtajmC61tUMzAxxJXp8qPxzT0W0co4gqKechRRIRtpmvm0UedMsuB4OI4KTL7wy8MVlgkF00dbUWyXkhLfT76+RxTAibacGbhStumrYFvm7GfyUW+q6pp5UrOYc5JjY/jeMNwJstgcMAWxKCUY87ZmQxgC3Tvmvm+hL1SxPDn4Wx0PAJEV96XiwOeE5zUU3xY3i53y6AqqkqllBPIhLoNTLGEdBVhjuGvQrzcMdw16CV9t2VsVFFQbJa/O3317XWWTBHuGO4a9BKNwx3DXoJUlFMjA1wcAGKqAAimddES3ZRX1hPwVfrLRXzvuei7HAPZI/1zi/2g/sGs1Wl9kn/AFzi/wBqP7BrNV+k0Paj/BiavuMK6F7D/wALxb7Jr9xVz2uhexB8Lxb7Jr9xVx6r2md+m9xHS6KwO1eK4s3tJiEPDJM8XmoUV6HHjx0Ntx4njQkcXKthUR1uqJa680qCXO2ocSWEEsQ8KWni5HJlNwwIifDE0SjYiUkat0izZiuiW0xMmrg3mIQYmIMIxPjMyWcyHkcG6ISciTsVO2vYLcRiMLEAWAjsqraNs2ygqcxsnJfJWGXEsdxTEwbhuYrGgHMgtK7wm7LdrHdJ/LnG6JnQEUraLyqN9dod9iLcVyfEbBcWeBY8cR3pgYcPdcvSzdLynrzpkYOi1AUqOMrhifZSRZC3ammay3tp5cpeivZXP8JxvGJu2EYZz8yHB4lGFHKiMPHwoluLZVs5vFNdSTQctr6V941HedmbXS2WHH8Qw2bh8+M2A5jMGmQPKKdeZN+Nu0lpkYOgb9myrvmrIe7Vc6aH8n6fJzr4clxm0u5IZFN6LGrie+KtkD6y3TTnXMtlcFxJjaCBElRJCQ5TqbSyXDbXKEpQIVaVeos5Nll/4+SvZDcaLsjtwzhsU4weEAfhhwpsiqrw6AQ5hS/ugr5bpTIwdTor1z3wu2615VIFRDGYCU5JFltJDoC2bqD0iEb5RVexMxedalooAooooAooooAooooAooooAr6b98D6Ur5r6b98D6UoU+V6/pooXr+migCiiihAooooAooooD7X3ofrL/1XxX2vvQ/WX/qvigCiiigCiiigCiiigCpY3vi/UL9q1FUsb3xfqF+1aPsVEVFFFCBRRRQBRRRQBRRRQDfCfgq/WWijCfgq/WWivB9z0XY4T7IkUD21xYlmRAVXB6JkaKnQHsFazvBt/wBQg+k5/Cnfshtm9t7ijbQqbhvAIinMlUAslfG1mz7GCQ8ONl9x517eA/dEQBcBUQkHyXun3Vv6U6whHPdGPqRzKUsdhPwbf9Qg+k5/Ct17FYMxZGKEUuO4hNtJ7nmW3SLtFK5zW19jXxsU+q1+4qvqYvbfI0H9aOmCuHhLdlATKSXQFs3MpZiAVVRFdOSKReepuLjqie7h5i9Vc32n2km4S9iceNEZflDFZew8Cze7uG4rZAX0FlXTqWpIu1sd95x1EzQiGK3H3aXcefdbV1QS6oPRDL2dd6yarsaVmdEWXHv7+HmL1UcXG78PMXqrn8faqFIfzR3CfYdaYVhppkleJxxxxvLquW+ZtUtpZRK68qpR9tI7k83ibkjhCwWpKOLH6TSk+bRE5roPRTy817aVXkZZvAw/AwxMsQFiKk1TVxXspXzqOVStyzW0zWvbrq2JQBlOSRJlJBgLZOIJZiEVVRRdOpSLzrWTwrGgnpiiuRn4jcCS7HcN/LlLd+MSWWk2O7XAzgzruHMS0lkMc2Udjpcm3XRbR0RUuknS5LZbqN01pREszpfFxu/HzF6qhlFAlgASiaeAHBdFDElRDFbiXLmi61l5OKMQp0GA9v3JcoVIBFtL2HKhESXsllJLol/NrVOVtTh0R2S1JGW26wgEoKzcjQ3EaFRRFv46omtl15UohZm64uN34eYvVRxcbvw8xeqsBO2qiNwXyjtSzmAMn/DoxmcaJlOmpjfQUUh5Kt8yWvX2W0UfD9k4OLYu62BPRmXSFCEM5kI3QUVe0r/RVqhZm84uN34eYvVRxcbvw8xeqspNxWLFjx3hMpKSXEajjGRHFeJbrYdbLoJLe9rItLZ+08RuDL3O+Ca2rjItOsqhC6LCvJmH5OVL3pRCzZveLjd+HmL1UcXG78PMXqrneG7UATTISxcflPE222zEjkpKaxhfJFutuSqt9E6udQ43tgwOEo/g29kOGkVxHEYUm2wecERz9iqmbTq67VKryWzOlcXG78PMXqo4uN34eYvVWBk7YYMxxROPPbpgHnENG8yOo0WVzJbUsqr2JfqvTV6cjMFJJxpdl/2t2m8T6UVbJ961arySzNTxcbvw8xeqji43fh5i9Vcrm7a5JL8uHHlScKYw1ud7myKK8rjhClyIrjly9nO9Pj2kgN4iEJ1Xm3ycbZLOCIjTriXBstdCXTldNU11qVXkuWbbi43fh5i9VHFxu/DzF6qymB4qxjWGsz4YSBjPChNE83u1MV+Mic7fTV6qoI5ux7xcbvw8xeqvpqVHV0ER4FXMmli9VIKkjfCWvrp+tKC45WVGv7+HmL1UcXG78PMXqrHbT4k5hWGrIZFvMT7TKuO33bQmaCrhW+KN780+lKzcfa2dNalhAGA4/BZlPPO9JWn0acyijdi6ObVb3K3lqVSOrNnVeLjd+HmL1UcXG78PMXqrlkbbJ57EGRFuKgSJBx2oZEoyLbjeg6q3tlJUt4tkRUW66pV3YXaR3aIJZOIyoMgyuZtsmlFwxUjbUSVVXLpY06JX05UqiZZ0bi43fh5i9VHFxu/DzF6qRUV1Ql2PeLjd+HmL1UcXG78PMXqpFRSgux+sqPuhXfBbMvUXk8lfPFxu/DzF6qTl8Fb+uX6DWFxLbI8NxOQEkY24alPRuFRVSQogwTovc7ZSyqni9aa80rmqR1ZnUuLjd+HmL1UcXG78PMXqrlz202JRJEaJNGA25JCM9xWUkZjA7nQs6KWuVQQUXMKKpJe1TQdpp0yNs/IbYhLHmzjgyTQyXpCriZmk+Su7vdV67a86VQyzpfFxu/DzF6qOLjd+HmL1UiTVEorqhLse8XG78PMXqo4uN34eYvVSKilCXY94uN34eYvVU0WSwTqoLwr0CXkvYvkrOVaw34QX2Tn7FrmUOCqfIzSXG78PMXqo4uN34eYvVWD2oxl/C3YTTBw46SBeJZMzNuhVsEIQ0VOkV9NeQroq6Urg7XSZ0ZrEWY7IYcj0OO62WZXVJ8WyUhK6ImVXRSyprYuWlKotmdQ4uN34eYvVRxcbvw8xequQQtuZkhmYW5hoTKMi6qiYjDM31bXOt/dQEUzbwLD1adWr2XxZcXhSXDJgzjynYpOMX3bmRdCG99FRU611vqtFFMOTRtOLjd+HmL1UcXG78PMXqpFRXVDm7HvFxu/DzF6qOLjd+HmL1UiopQt2bbB3QOIqtkhjnXVEXyeSiquyv+Wl9qv6JRXyyWGz1UuDiHshuG1t9irjRkDgPAQkK2VFQB1SlmKY9iOKwYsSfJN9uMpEJGSkRKXWSqutuSeSmHskf65xf7Qf2DWbr9BoxThBvwY+rJqckFbX2NfGxT6rX7irFVtfY18bFPqtfuKnqfbY0PvRo8QwWHPxbC8SkI5xOHEZs5SsK5kt0k+MiWRU8tLo+x2FR8KbgMo8jbUspjZmQmQuLdPjCoqKCuVBVFTLb6au4ltDh+GynY8s3kNpsHnSBkiBoDJREiJNETMlRyNqMLj79XnXgaaR73bcluzVlFVwQL4xCiFonyVte1ZXBorIsx/ZFqW0wscN8QlHF5tx7co400ThogqI2Eszl+VtOrRakhbJtuYM7FxZwzefipCc3JoiAyLpG2IrlS6ihIKlbW3KmUzaPDor26cN43t4yyjbTJGRG6BG2KInO4iX0ddVV2qhR9+ksjIwck9GNHcPK2yqIalpzHMl+rsvTES8jFjCY7JYml3DZxB03nmTVFDMaWO2l7F2XXyWpemycEmUbffmyFFtlls3XUUm22nBcAEsKaZhS6rcltzqyO0MAsSYhNq+4485ugcBklaU93vcuflfIqF99UZ+0EiNissBZaKBFmQ4bxLdCFXk6R/QOdrzl5KZRORpjODsYu5GWWbuRlwXkbHLlUhJCFbqikK3TmKottOVKY+xGFMumYnKVSEB1IdEF5Hk1QbkudOZXW2l6rYVtg7iLqshEaCQeKcIyKmvTjZSPfeiBacr2qSdtFPgjjCPtwzXDEivOuMIWXI4XTbsS3QxHpIvYqaU4Y5RekbKwnn5DwPTGHpByCcNl1EUheQd4GqLYegNutLaLV9cIiHgjeFOgRwgaBlBUukohbLqn1UpgqWVU7FryrhEyUsVw5rEkjq446y9HeSQy6yqITZ2VL6oqLcSJFRU66UFsyD20kqfIMiZcwxIF95dwyLMhuFpZCyKgovlWtJRTAyJoWzcGHMjyWVf3jDiOhmO6XRhGNdPkJ59apBsXhrURuKy/Obji2w2YA8nuu5LM2pdHmnktdOdaaimEMszxbI4asafHHehHmI4hNgjY5M5Zyyllzc/lEtr0yxrCmMYaZCSRjuXkfBQyr0kumokiiSdJdFRe3mlX6KYGTOsbH4WxhzsEFkqw5BDD1u50kbEiMVRbeNcl1+jSrTez0VvFVxHeOlJNQJ1SFtd6YjlQlXJcVta+VRRbcqcUUwi5ZVwmCzheGRIEbPuIzYtN51uVh5XWrVFFVHPcKljfCWvrp+tRVLG+EtfXT9aPsVFaW0bzRttvuxyVffGsuZPSRU/tSR3ZSAbSCDsxoiadZecbdTPIB0s7iGqp1lrdLKnVatAvNfprypgZFMvAYk00Sab70cGzbajKSC20JAra5cqIt8qqiKqra62r7wnBWMNfcfF6RIfNluNvHyFVRpu+QEyiKWTMvlpnRVwMhRRRQgUUUUKSn8Gb+uX6DSibg0efK3uIOPSWkQ0CO4o7sMwqBWRERVXKRJqq2zLam5/Bm/rl+g1FUXIE0PAAhgax589JBNtsJIIgNwWm75QS4Zbarra69a18u7ORlYw1liTMjNQHd+0LZCuZzpdIlISUlXOV/pp3RTAyFFFFUgUUUUAVaw34QX2Tn7FqrVrDfhBfZOfsWpLsyx7ivEoazo+54qTHbJFE9woopoqcrqKqn0jZfLS1Nl8OGQht75uPnZcKIBIjJm0KA2Spa+goPXZco35U8SimBkRYfszGw9GuFlzRNiMkOOZEBLHZzIWQbjZeSalmXTnTPDIDOHRtwwplcydM3CzE4ZLciJe1Vq1RTGBkKKKKpAooooU1myv+Wl9qv6JRRsr/lpfar+iUV8U/uZ6rscO9kj/AFzi/wBqP7BrNWrXeyFMcDbXFWwZil7qKJmjARL0B61S60lmLiELJxuGtR8/i76AIZvouOtb+jJrTivgytVfW2K7VtPY18bFPqtfuKst4Qd7iF/6jfqreexU9xUnFBeZjWFttUyMCHxi7Eqepk9t8HWgk5o8xHZw8Sx6c/JkOt4fJiMRzaaIfdcjhkQlcbonSHVFRbKSV9nslBcE2XnZLkL/ABCtxVIUBpX0JHFFUTMuhna6rlzLaty+/hzAySfOE2MYUN9TIRRpF1RSv4qfTUicIrxMoMZXhFDJuwqSCt0Rbdi2XzLWTZeDSqzCRtlo7UpJL0yZJkI+w/ncUE1ZbNsEsIolsprftXWvotl4auyT3kjNIGWJdJNOIUVO2nVlS3/dbgVhFIOOiRVfABcJtMuYRJVQSVOaIqotl8i18o5BKacQUjLJBtHiaypmQCVRQvoVRJPupdeBVnMcL2Xl4ftOk1gBQEkdJ83kNCjoyLaBkUcwudEeki2snZpTWRs/xb+0TEklSDizbS5mys424IZCVNNNBbJF7a3+4Z7hn0EqCc7AgRHJUxIzMdpLm4YpYeqlkSrMVB2XgwcVhz2CfR6JBGC2KkijlTkapbU7XS/Yq6VSf2Vdb2dlYVGmvSQmODvnJKAhqhOITrikIopmooqa+TlaukNtx3AExZZUSS6e52r3csdwz6CUuvBasQlqSqiWRVotTx0YrLRuutsA2AqREopZBRLqtQtyMOcaiOAUNQmWWOvRTfXHOmX5XRRS06kq3JQU2otT7csdwz6CUbljuWfQSlyUYhtRan25Y7hn0Eo3LF/eGb/USm4hRiG1Fqa8RhvGrDzw0lJlTcrlzXIVJEt19ESX6EvXoyMNJtDFyCrauEyhZhsriXuF/lJZdOei03EWjFNqLUwZxPBn2m3GJOHPA48kcTbITFXVS6BdPjKnVV/cs9wz6CU3BQQWotT/AHDPcNeglG4Z7hr0EpclGILVJG+Es/XH9ad7hnuGvQSvptlneh7i1fMnxEo5loZ5fGX6aLU8eGKy24683HbbBFIjNBERTrVVXlVV+dhLDEd9+RhzTMi25cNwBF2/LKq+NzTlTcG2LbUWpwrkHijjKsPiADek1cc4he2ZR5onlr5gSMNxBsnIDkKU2JZSJghNELsW1NxCgptRan+4Z7hr0Eo3DPcNeglLiggtRan+4Z7hr0Eo3DPcNeglLkoxIXwZv65foNR2rQqwzuh9xatmX4ieSq6FBWYsVOEWUgbxWejnQL2zZedr6XoploJrUWpi1iGDvRX5LUrDTjx7750XG1Br6xXsP319vTMKZejtPP4e27JtuQMwRXb8sqfG+6m4hQV2otT/AHLPcM+glG4Z7hr0EpcUEFqLU/3DPcNeglG4Z7hr0EpclGILVZw74Qf2Tn7FptuGe4a9BKljMtI4tmWk6BchROpakp8FUOTNJXtqcSjgxGkdl8Iw3mQc7uUBzKtkS69ar1V8OyMNanNwnHIITHEzBHIhRwk11Qea8l8y1dxCgqtRamhS8LFqQ4T0BG4xZHyzhZovkkvxV1TRe2poxQpccH4qRX2HEuDjeUhJPIqc6biFBLai1P8AcM9w16CUbhnuGvQSlyUYgtRan+4Z7hr0Eo3DPcNeglLijLmyv+Wl9qv6JRVvCAAYqoACKZ10FERKK+aTyz1S4OD+yAuT2QcSJFFFGQ2ty5J0Q5+Svdt34csIskXox4m844ckYkg3mbX6Kpm8VV7EqT2Q47J7a4sRTmWyVwbgoOKqdAewbVneFj/1GP8Ahu/xrc0oxcYS8Iy9STUpIp10L2IPheLfZNfuKsTwkf8AqMf8N3+Nbn2LEjxZGKFxbbqK22nQA9OkXaKVfVST03gnp1iaLW3Wz8jFdoo8VuK65heOMhCxRwE6LQMub0SJf+QkQJSzDI+0zeDjPkRpTE56YxEmIgmjvCx2lDMORFPKbtz6KZspX7a6Vxka/vv5CrzjI3ffkKsepqqRzjEJO0sBIouFLluyAgxxVseGN8lekE4AkqZhPdCGZefXYbranDZxx3D5GK4fLxWZiMfCW2hdTN7tKbmO7xokVOnlS4qnK2vZbpc9MLxCPuJwMyWcyFkdZUkzJyXlz8tSRXMPiR22Iu7ZYbTKDbbSiIp2IiJUqyWQg2diTYPtrFtJizDnyXovFmZNGJCitKBF0cqrztytrWYxKFjmK4Pw9sfNpW4DkhJKkDiS0kgru75LlQMxLl6CZRUeVdK4yN3v5Co4yN3v5Cq1LYQ7VFibOLYQeGrOfYFzK7HazojiKYJnJ1EVOiOZVFzokirrmtWXOTtZKlzRYYxiIy4DPNSMmz4wRPKRCg+8qSrkRQt5Uro3GRr+/fkKjjI3e/kKlWLIwGJt4+rc2FI8OOYeJ4izHOMim86tg4fOXMgVCcRFLoqqJmWmUhjF42zOybMFmQEhiPkkAAXJtRguIKL2e6ZU+m1a5ZkXvfyFXnGRu9/IXqpUljPbIBjDEx1rEnJz7JYdDe3kws3+JUT3wottOQ3FNE6udKYTuMLhmElNXaFHSeDwzlA8za5XL7jKl8mfKi7u/Ry9q1t+Njd7+QvVRxkXvfyF6qVYsc9eHa0sOkPbzFxfYw1XYrY2RXXklHu0dRE6R7nJmHy6603wj2wHtbIWc681GCVI9yVtwmXI9vccq23YqnRW6KpL0kVOzV8ZG738heqjjI3e/kKpUWRgcTYlKm006DFdl4thWOM4gyw2N3HQFhpEAfrNkaVX2U2exHCsbjQpcR9zDIbZYwruTMLkt1lG3G07SQ96dv8AmldCF6CLzjwqCPOoImaNrmJBvluttbXXz1JxkbvvyFVqWxzfEmJiRNoJSNyCcmTsK4STIjcM4bougORG1toCJoVtcxc8tdRO2csvK62qk89AeJpXlA1aNHG1JtVyGnIk00XVdfLUvGRu+/IVFFojaJ6Kg4yN335Co4yN335Cq4GUT19N++B9KVW4yN335Cr6amRldBEd1zJ8UqYGUV8bBhzCpQS43EsKC3Z3KvZ16ugiLfW3VXO48OYOB4fvsJnv59mDwpGVilmbk9G4EKp0ULTpr0ehzrpSzI1191/IVecZG738hVKstjIYfFTD9sopuQJJkOCcNLlNwzIXnhJtbKeWxrlFba+TyVd2JV2XIxTF5cOVCmTyaVYr8c2tw02Ki2CqSIhHZSUst0S6DyFFrRcZG778hUcZGT/d/IVKslkWKKg4yN335Co4yN335Cq4GUT0VBxkbvvyFRxkbvvyFTAyi0vvQ/WX/qsHtBCcf2qxFMNgvtyZeByYnFjFIWykEo7tCdy28VOd9LWralMj7oF3umYvil5K+OMi97+QqmBlHPnYHF4bizzmCygirgLEAIzsIlI5IC5lyt2uuRSEUO1tdF0vVvFScnYLgOCuYdiIRn48cp0ngXVVoGVBdyiIN0cIx5roI5i60rbcZF738hV5xkbvfyFSosiyqqqqq81W9eVBxkbvvyFRxkbvvyFVwMryT0VBxkbvvyFRxkbvvyFTAyiepY3vi/UL9q1T4yN335CqWJLjk6qC7dchrbKvyVqNcBNGX9kmMMrZh1sYLsyVvGyYFqMTxASOApElkXL0ULX7qV4jClysZxNtuDKV2djECfGlKyQgDDYt5lIl8QhyOJlWxdPlqtbbjI1k91/IVHGRu9/IVKjKMbhcgcFe2vkwsAnuNLJZfixWYBt79UZbBctxt74i3Xnopa092LicFgItuKZSHHnpEhSYNlFecNTPKBoioNysnkSm3GRu9/IVecZGT/d/IVKsZRYoqDjI3ffkKjjI3ffkKrgZRPRUHGRu+/IVHGRu+/IVMDKH2E/BV+stFR4M8DkRSbLMOdUvZU6korwkuTtM4Tt8wUn2Q8RjhZCdkNtpftUQSo9ssAawYhSK08rIumwUgpAOIZCifFFOgvXlXqo9kUyDbzFTBbELwEip1KgBS3GcdnYuAjMVlBQydUWWhbQnF5mVuZLbnW7pRm1BrtgyNRxzJPvkV1tfY18bFPqtfuKsVW19jXxsU+q1+4q9fU+2znQ+9E+1W0OJYU/iUWExHdmHFZcwwTFbOOk4rZCWutlyrp1LX1G2xjuk5JLKsE0isxkFREnH3W1dIcxEgoggo81S2vkp5OweHOxTDcRkNkUrDyM45ISoiKSWXMnxu36dapR9lMKjYa3CjtutNtySmNmLlzB1b6oq36lUbKlraVk4eTS4Ksba2HJeFyObjzDzMfcMgyiGrjjrjds6ll8ZtU6kTLfMt0qlH20bcmnLJiWODrh7Uq6thmZzPuNKZqhcuiOiXXmtquY/soxPbYJkBecE2EeCS8Qo820Rkg5hTolmcVb2Xlb6PuFsqweEOxcWM5DsiMkN1QcVERkXSMGxXn0c2XNzVEqfUOC9hWNcYmLHJiOQ2sOkuxyccMSQkb8Yuiq20/8A+Wk2PbXE3gzh4fEmMzHBjuM71tu5MuvC3vBRSt8bxS1RVG6WrRsYXGZPEMqGTc9wnn2jLMCkSWOydWbrSlw7K4ajG6c4p5EBloCdfUibbaNDABXqFCFF7V61rrDJlFuZizECfh+HvC8cmWi5PETxcqEq6oir0k6I3XmqJZKoSdrsPjPy2HmpO/joCq2CAZGhuo0lkElsuZU0LKut7UzxbCo+KkzxhPE204Lm6E7ARCSGKknkVE5WpWzsbhDJqohJXoiAor2gCLyPIiafLS+t16r0+ocHzN2qZGHJGNFmFPAZKFHRsSNkmU6RF0sqoikPJVvfSvoMcNjBdnZct1M0xoXHsrObP/hidK2qZPFVevstrdLEnZfDn3X3f8U06+b5uGy+oESPIKOD9Vco6dVtFqw/gcF6FBiuA5uYIqDKIaoqJuia1Xr6BL9+tTkZR5geNx8XcIGmZLBo0zIySAQVJp1FUCSyr8ldF1SkeAbYNngcZ7Fm5IyyjJIujQoki7u69zRF55lFLLbxr8q0WH4TFgSd/GE0c4dmL0iv7m1fJ9/SXXrqgWymFFFYYJp7dsR+Gb91W4jvBcRUX5SGIqi+SryMopTtqW4+Ixkezw47HFce2+AqQbtkXBW4qqKliReiq3phh20cKdExB9lDQoAbx5oiAlRMmcdQIh1RF69OuvHNl8MezrKbekm7vVeN51SJ3eAjZZrW+KiIlrWtpV2JhbEeC9EVyQ808KgSvGhFlUcttETqqcjKMhJ2nxqHhKhuoz+KycNjSoAqGUXHnDyGBWXVBUg5W0q6G1jstiS9hwMmJtxmoQmipvJLre8LN/xAFFS+gqZwNnWUY2fcxGz0/Bm8jLoEqCq5ct1Tr0RFsvItalw/ZrCIOHLBbhNOxleN/I+KO2M+apm5didiaUxIuUQ4HtCzIwLCJOIkSSZcVp80YjOEFyHW2VCRNepV0pKm101rEcLhyWo6Kk9+LiRoKpugRxG2jHXTMRtrr1XrRwtncIhwYkRrDopNRWxaaVxkTIRHlqqVXnbKYTNcxg32XVPFmwalKLqpdA8VR+SuiLdOaolMMmUL4uO4o+xs3LUIYRcUlE2YqJbxGyRwmsutkXKIqqrfVeValiQw+pow+y6oLlPduIWVexbclpfNwSPK8HpvpbAQCE2AjuoAioioiq6LfoqqUzAABSyAAZtVyiiXqpEbR7Usb4Sz9cf1qKpY3wlr66frVfYiFO0b8+PhjjmEs76XvGxQUb3ioCmiGSDdLqg5ltfqpNimOSWtmDxPD5rLzrJEyrT0MgN99HMqM5c1wK/R61vryrSTY/EtE3vn2VzISGweQksvbrSktl4OeIbT05k4rjrwG2/qTjnjuFmRcxrr0upFVEtXPJ0sCqbtcsWXirsjMzEguvR22+HJUkOts7wh317Cq62S3Ied1tTPAsRnOYo5AxIo7p8ExNFxltQQd4pCQWVVvZR0XsWpXdmsNeluPPtuui44rxsG5dknFb3auKPylHTs67X1qxhODxsLIyZOQ66TYM7yQ6rhI2CKgAi9iXXz63oky5Qxoooro4CiiigJS+DN/XL9BrMM4pODaJ+JiBcMw4+TUBCiLkkIjaFfe5vGvn6Nk0Fa05/Bm/rl+g0pdwdh6cEt56W4bZE4yBPdBkyFRUgS2i2VbXva62rnB0Z6TtHiER6ZEuzMdGdHgsyGY5WRxwFJwVbQlzKCD1L8ZEW1lqpim2L8SOchiQyTEeLvrvxCApbovEDjKJf3MgQdU1W5IvKtBF2XhRsMZgA/PJhlwHmVN9FNpwSUkMSy3zKqrdVve63qZNnoSQ24eeVwaFvHI++6D5qedSc6yVS1XWy9lqmGXKHC2utq8r1dVVV515XZwFFFFAFWsN9/L7Jz9i1Vq1hvv5fZOfsWpLsyruZnaabiMJYRQQc4VVdKW83FWSTQiFxVAQkXVfpqKZisgJ+BrDlRZUXEnBEWhZXMTW7UieQs3JOitrWsSJzWmuIwBntI2cmWyOUhLh3t3nEksqLp/wDadS1Uj7PQ4uJBNiuymDBluMLTbqbsWg8VtBVFsPaiLr10aZeCnClYpIxzE4I4hGWPDaaQn1homR4+lltnsqI3ZV+slWtkZ0vE8EbnTSA0fcM2CBrd5mM1myUbrqQpm/8AJKnTBYY4diMId8LU83XJBo4u8InPGXN1aaJ2IiJV9lpthhtlkEBpsUABTkKIlkSokTKPuiiiuiBRRRQGs2V/y0vtV/RKKNlf8tL7Vf0Sivin9zPZdjh3sk/65xf7Uf2DWarSeySqe3nF9f8AdH9g1mrp21+i0Paj/Bk6vuM9ra+xr42KfVa/cVYm6dtbX2NfHxP6rX7irn1Ptsuh96LW1G0k7CXsTjxYrL8pIrL2HAWb3Zw3FbIC16iyrp1LViBjr2LpMew9+HGgMMR3eJkARoim2rp3sQpYRVvr6ypliGCw5+LYXiMgT4nDiM2cpWFcyWXMnxk0RU8tLg2Pw1vAiwhlyW1DOSso0RxFUyzXyFcVRQ0Ho2tYUSsnDNLKPg9oJXtHTGBYYHEUhpMKIRLqKdIrD43ioqp91L39sX/CONRorDBo2TDeGGV/8QZGLZ5teQkQ8uqtaEJlATfokl1QVsn3gDeGK80VRFNNbUmw/Y7CYI4IjKSF8EE4UdTeupKfPeadLXVOxUSryMohm4xiA41Pw2I9DccGE/IaJGSFWjBUyCuZbOXvrlta3lSnuETQxLCoM5pLNymG3xTsQhQv+6X4hgpub+SzKffnjHfZh8U5dthXUstso36k530SyUywyG3h2Gw4TPvUZkGR+gRQf+qLJHgs0UXovXRyFFF6KAKKKL0AUUXooAooooAoovRegCiiigCpY3wlr66frUVSxvhLX10/Wj7FRGvNfpryvV8Zfpry9RdgFFF6KpAoovRegCii9F6AlP4M39cv0GoqlL4M39cv0GoqiKwoovReqQKKKKAKKKL0AVaw34QX2Tn7FqrerWG/CC+yc/YtSXZlXcqpRQlF6pAoovRegCii9FAFFF6L0BrNlf8ALS+1X9Eoo2V/y0vtV/RKK+Kf3M9l2OM7fzJKbcYmwwjZKroiI8O2RKqgOmo3WlOIBjWHABYhCKMJrYVehNihL5LjVv2SF/8A3xi69e8H/wDzGq+00uOrOHYbh7wvRITPScHk48fSMtfuT7q3NJOsEl+DM1O8nkX+E5Pax/6zX8a3fsUyXJUnFBfFkkFtpUsyA/GLsGub10L2IPheLfZNfuKr6qKWm2h6dvcR0FZUESlCTkVCiChyEsPuSKOZFLsTKirX2rkXhOJRGFj7ve7xARUUMubNy5W1rH7bYJiEzGGvBrBnFxeOOG4kYqibpoXENHF/8Feb/wDMahmRcddnygBnEd6syQilvP8ABlAVkkbARvlzXUEtlzZkJb5axm2auEbaK5GlxWZMYWXGHmxdbNG0sQklxXl2KlS7tvumvQGud4VH2jgtQIRRsS3auYQtwJN2wy22AyQJb6dISzD13vrVbwRtQmEZ9/jfHLhEpxR4wvhou+4JbNzyX6PiqnjXpZjB03dt921+GNeo22qom6av9mNYrDI+0JbXOPTnpLcdJREKC2ZMuRlasIXz5BVD1Xo57pzstfctnGz2jcyjiSEuJMKw826oxRg5R3okiLbP751ZsyioramWMGnw6ZCxJgnoW6daEyb3iM2ElFbLlVU6SXRUul00q1u2+7a/DGsTgODz8O9jFjDhXEIeIIJZsmZ91tVeVeWZCso80EkWxKqa1TUtqHZ2AkOGzoitOxN//iHHgVpXCR5CuWXQbXzoR6pZejTIwdC3bfdNfhjVNMQw3JiBq7GEMPJRlEQIiMqgIa5lVPkki1gW4O1kfCWN0WKnJew5xZeeRmNHUlBZG8y2E9yriDa3V12plheH4jHwPbdYcbEmH5bzzmHJIO75f4UABUVVUkXMNkzLdLa0yxhG2AWTATBtkhJEIVQB1RaiZkQ3pkmK3uSkRsivBu0uGdLj1daItZGLCx5vF2ZRniJD4VaAgN9VbSGsVENcl7W3t9bZs3KjE8LxQNpcTxKCExCKVhm73btm3GxXK/cb2JEFVvm+7WmRhGuxCRDw+C/MmblmMwKm44TaWEU69Eqfdt9016A1zLEMO2km4JMjFHxNyY7Bltzkecuy+6pJudwill7fFQUQdC1p3hMXH/bhIenPyQjJKfVBQDJl2Mo+5Ci58gqmi6Dmui30W9MjCNOs7Dhjuvk9DRhp3cOOdHKDmZByL2FmVEt2rUs56JBiPypiMsx2AVxxwgSwinNeVZCTgs8tt9yEYlwGTJbxh57TKMhoFDd2/wCRI05y+KVQbWR8bZ2ZxFzFpTb8MCjmYgYrYBkNEarZkNMiFfVaZYwa9cRwzI2SyISC5I4Qb5UzPXVN39e6L0eeleSsTwqJGkyJUqAzHjOoy844oCLbi2sJL1F0h0/5JWC2q2ZxSZtHi4xIplCbJcchuiqZSnoIAjaeX3NS/wDOosc2ax6fsYKjDYclOtyJ70FxxRcSY85mTkiiW7AlFEumuvUlMjCOkuvxGprERzcjJfEybb3aXIQtmXl1Zk89T7tu3vTf4aeqsBjb0uTH2q2hjOky7hTYx4qtEti4ckekonK4mSK35UCpsPb2gTFMDmu8c9xTyvPxt4W5ig64RJ7oJZVVtvKKgQqJfFstMjCNlAkRJ8JiXC3D0Z4EcbcFtLEK9fKrLbbe8D3Jrxk+IlZr2OlVdlWTvdpyVLcY7NyUhxW7eTLatO374H0pVyTBVmPRIbBvy1jssh4xmIoiXW3ZVF3HMDahxpTk/DQjSb7l1SDK5bnZfJ19nXVzE3XGYbhsjKU7oiLFbFxwNfGES0W33/RXKcR2bxt3CGmQiYgyqx8QBHGGxJ6XvXs4syhzWAXE6R2tZeShyqZwXB1EMRww8SXDgkQinil1jplz8kXl9Cotuxa+oE7DsRV1ID0STuyynuhEkRfptbqXlWFxDZvEpE4I+Hb+M3xD+IOq4ygNNPuRTbUW3r5jFTJLWTREW66IlM9i0xfDmmI8qLiq4cEaHFBmQIKTD9iF0htazIoga6/8b0sw0jQN41grgSzbnYeQREzSFzDZpL2uXkuiperUGRCnxhkQTjSGCVURxsRVLotlT6UXS1Yl6C/tBJxadikDFoDqC0zCbGHnJttl9HRJfimROIhZE0QERL3vT7YqFNixMTfxLML0/EHpiAYIBAJIIpcUVUFVy5rXW19db0TYwaDdt901+GNG7b7pr8Ma+qKpAVtvdD7m3bMvxE8lUExLCyxIsPSRC44RUlY6OeyIirp5EVFXsvTJfek+lf8AqsTtJh0jGNoYTZR8SOC1xLT6G0IMg05HICcaNOkTi5kFEW/MtEtUyXA9axzA3oT0tqfhxxWSQHHRUVESLxU++6W7eqvpcawUUiKs7D7S0RY63Gzt1sll8q6fTpWFj4JizWNQ8WNmZJhwnoLSNFFFl9xplt8c6NIuqirwL1KuUsqaJecoWIlhUfBpWEzwgTpr+ITDaZ3u6aWSrrcewroZdFSXkKZvjLRSGEbnE8RwzCwA8SkQogGqoKvZRzW5+br7K9dnYc3PbhOPREmOJmBmw5lTttbyL5qze18aTiGeZBi4iGICzLw8W1ig428DmW6qqlYBVRFRNerNceqlWB4Nj2C40LLJzTzyoe9eRRWK7FCMDbiEq9LOhAVk56iqaKtMjCOibtvumvwxo3bfdNfhjX1RVIfO7b7tr8MaljAG8WzbadAuQInUtfFSxvfF+oX7Vo+xULMTxDDMKZF3En4cRor2N5BFNEuv9q8LEsLHEWoBSYKTnUQgYuOckVFVLJ5URVTttVDbMH38EkRI44nmktONZ4DAOlqCplLNyQr2vp9KVlnNnMRN3Do8Zt2K46/BmThFhFjx3GGgFd08q3VLAIoKIq9d7XqNjBs28awRwJZhOw4gipd8kILNJe2v3oqfTpzqxHm4fJgrNjvQ3IaISq8OXImXxrr1Wst78rVzJ/AcXk4JhLCYTLYcw3C2cPfJERHN4khkicYsXTUEaJwepVJOeqU3jQMTa2HxrCnMKkzpM3jXG3JIoBSkJUsT9iTK6eYrCNkXInicqWYwjWJj2BLBWYk/DuFRzdK7cbZ7Xy8r3trbs1piysd9lt1kWHGjFCAwEVEhXkqL1pXK/AON5syljllxDfpjKMj4TROF3erXi5b+53y+L1X6ddB2PivwtlMIizIrMOQzFbbcjsrcG1RLWTVf1X6Vom2Ghtu2+6a/DGjdt901+GNfVFUg0woRSMthFEzLoiIlFfeE/BV+stFeLfJ2kcJ9kRiMW2uKqc1GyVwbirBlboD1pWdWPD/qKf8AruU99kBtHPZBxJtcyob4CqAly1EOSdtS7d4BBwZuKUAXOm860S77fDYbWzLZMp87j1VuaWpWMI57oydSOZSl4M7w0P8AqKf+u5W59i1YsV/FCGVvUJtpNGSG3SLtrnVbX2NfGxT6rX7irv1MXtvk50H9aOn8dG7w/wANaOOjX98L8Na5rtZj2KYbKxCFAFg5b8VksLQw0V4nFbMS+Vbol9C18xdtGXM8w8nAO8LHjCpC3mfcaV1y5kqCIiKimvWi9tZOEaabOmcdF+WX4a0cdF7w/wANawWCbTpjGKtMRIR8G5CGWkgnBRUXeECio+QhVLpe/PlrVTF9pyaxWADDbzWHhiD0aVJVBUC3TDhmKJ4yWIU1tqoqn0qxJmR0jjo1/fD/AA1o46Nf3w7/AGa1zuJtvClo0kaLIeedcYbbbbcbPNvkLIqkhZR8VcyKtx7Ksw9q4kuTAjtsPA7LAyTeEAZFAyAh1LpkhCt0G+ll5LVqvIyzd8dGt74Vvs1o46L8svw1rmOH7ZHwqvS4bzsNnD4sxyYOQCVHSIVJWkLoomW62VbIi+S71zHoreGzZytvKzGkFFHKiKrxoaN9DXkprlRVtyXqpWIszY8dF+WX4a0cdFt45/hrXOMQ2glPYvhOHRo0mM6c8o8wUcazCgsK6Ni1RRVLLdNbIqaLWtpRMWaHXHRu8P8ADWjjo3eF+GtJaKu2iXY646Lr0y/DWjjo1/fCv9mtJaKbaF2OuOjX98P8Na+XJcNxs23FztmiiQk1dCReaKlJ6KbaF2OkmxUREQyRE097Wjjo1vfD/DWktFKIXY4clQnGjac6bRookBNXEkXmip116kyIgoKEuVEtbd9VJqKUQuxu1Khsti20u7bBEEQBqwiickRE5VM1OjK6CIZXUk+ItIqkjfCWvrp+tRwQuxus6Ndemf4a15x0XTpl+GtIJyGTDm7kDGJNVeIUJAROa2LTl26JSnZ6dMxLZgZbziI85vVafFj3xtCLdubvtIUQsvl+6lEWzNrx0a/vh/hrQk6N3hfhrXMcNxzEsQntYWEoGX3JcpviHIqC6LTQAQ52V0ElVxP/ABRFsmatDsxiLmLbO4dPfAQdkMoZiHioXJbeS6UUUw5NGt46L8svw1o46N3h/hrSWirREux1x8bvC/DWjjo3eH+GtJaKUQux6s6PuRXOVlJfiL5K+OOi38cvw1pUXwZv65foNZ2VNmMbVYfCakg+1JF1x2NuURWGhHouZ+ep2HXndbeLUoi3Zt+Oi/LK32a0cdF+WX4a1iMamS4mM4Q1HkgaTJKNLDVlL7pBVXXM/NMvRXs5J10t2Wx+fNxZiJiKpvn4bkh1jhiaWI6DiDu8y+OliTXtS/JaVQszpHHRfll+Gte8dG7w7/ZrSWirREux1x8bvC/DWjj43eF+GtJaKUQux1x0bvC/DWpokyOTqoJkq5CXUPItZ+rWG/CC+yc/YtSUFgqk8l/jotvfD/DWveOjX98K/wBmtY7auU9AwSVMZnDDVhsiRSYR3OdrAFl7Sslk1W9ktUst58MEGTLlBhZgyj0lxQFxGrDc06Wmi9fkpRCzNZx0W3jl+GtHHRu8P8Na5LM2oxqHhjEyc2MUxgx5O54UiSU4TlnAzf7aoOVbc0UtboldBXQiTqRaKKYcmhzx0X5ZW+zWjjo3eH+GtJaKtES7HXHxu8L8NaOPjd4X4a0lopRC7NtgjwPRCJpVUc6pqlupKKq7K/5aX2i/olFfLJcs9U+DiHshuGzt9ijjRKDgPAQknNFQAstKsWxzEMWEQnOgQiauZQaFtFMuZLlRLkvatMvZI/1zi/2g/sGs3X6DRgnCLa7IyNWTU5IK2vsa+Nin1Wv3FWKra+xr42KfVa/cVPU+2xofejUTMKhTMSw+fJZzy4BGcdzMqZFJLLpyX76qRtmsKiwAhxY5sNBJKWCtOkJg6SrchK905qnZbTlUWM7TRcJlvsvxZrvDttOvOMtiQgLpqAfGRVXMnJEXtqObtZDhYZKmyY8hsYrzjEhsyaEmibS5Jqdi0VFRBVVWsrg0UmM28LjNTWZYb7iG2eHzq8S5wvex3Xpaqq3Xtqq5s3hbk9JbjBmaPHI3aulu94YKBlkvluQqqL21RXa5hssSWVEdZZjS24bLm8btINwAMbXJMuhX6VkRE1W+lA7XRJbJcA1JM+Fekk4jYmDKNkQFm6VisQ8hVc3UvXTMRhjOPgUJhqK2nEuBFdbeYR2QZ7pW0VAQbryRFXSow2dw4EjiLb27YeWQDW/NW97nI86jeyqhESpVN7aeOzwkZzOkqXGzsudBEI9yrqdDMpIlhXW2W6WvUuH46DeDYA9iRFvcQjiSuoKIG8Rnelfsuglb6KcDDPv2uQmITjUBvdEsDweKOGRNq2gkgIY36WXMuvPVakg4BDj7LxcDeDfRWY4MrqqKSjZc1+aLmTNfneqcTbLDJCw0IZLBSnhZFHW0TJmZF0SLXoiokOvatqvYdj8KaMMhSUCyhAwE4zmgklxuSIopoqddOByfTGBQGX2X0bcOQ2+UlHnHSMycJvdqREq9LodHXlpTOsIG1eIM4TFmvCwaYjh78qIOS1nkcTdtr2pkcDy9Eqnw7bB047MiYwqgzEYGY3HbzGkt1/coA3XkhCf3KlFJCrNpRSLD9pY82e1DKLMjOuOvR0J4Ry71rVwLiS8k1v4q9tUcO2qbGFIlz0eUHQcmxABtOnH3qNAI/KNVylr3g1coYNXRSrAJr0o8VjyiQ3oM5yPmyoNxyiYcutBNE+6mtUjCiiihAooooAooooAqWN8Ja+un61FUsb4S19dP1o+xUL8Yw2Ni0B+DORwozts4tuECkiLe106tNU66iXCmSBBORPOwE2hLLczWJUXmi80ypZerW3OmK81+mvKiQyJ12cw5RvaSj++J9ZKSDR5TIchKrl76jYbcrInZTOJHZhxWY0VsWo7II222PIRRLIlS0VQFFFFCBRRRQEp/Bm/rl+g0nbwSI3iUqc25MB+UqK9aSeU7DlRMt9EROSJy504P4M39cv0GoqiKKmsAhs4gE1t2cMkWQYzcW4uYA8USuuuuq/KXVb1ZiYaxGlOSkV92SYbtXX3icIQvfIN/FG63slXKKuBkKKKKECiiigCrWG/CC+xc/YtVatYb8IL7Jz9i1JdmWPcTYphMbFCiFKKQJRXN8yrLxN5TtbNpzWyra/K9QT8Ahz2VblHMMd4058Kc8ZvxV5/evaqIq8qbJRTAyL38JjyEZGU7MkNtqJbt6QZAZCWYSMfjqi669idlMF6166KKoYUUUUIFFFFAazZX/LS+1X9Eoo2V/wAtL7Vf0Sivin9zPZdjhvskEKbc4umZL7wev/gNZnMPyh89bL2QZ8xvbbFGmXSREdFBFAFdcg+SlOJeHcLVtMRbfjK4iqG8aBM1ufVW9oyahFfHky9WOZtiPMPyk89bb2NSRSxOyp4rXX/yKsx4VnfOF9APVW89imY/Kk4okhzeILbSpcR06ReSnqXLbfBdBJzRexDBIE9yWckDIpLbTblnFS4tGph9HSX76p4jsnhOIOSDkC+hyDeN1W31HNvhEXB8gqgDy7OddC0+SPopRp8kfRSsq/waNfkwbuzmHOb6+/FHXGnlQXrZXWxQRcHsLKKIvanVU3gWEqmTivOGcUoZmbqqpNESkv33XnW20+SPopRp8kfRSpdeC1fk58mymEjLbkID+dskMR3y5cyM7nNbrXd9H+9fOO7NxsS2fg4QGRIsZ6OqC4RattklxumuoXH79a6Hp8kfRSjT5I+ilLrwKvyYHFNmMJxN+U7KaPPJYCO4rbqh0BJCHLbxS0RMya2S1MRw7D0fbf4KGrzeXK4rI5ky8ula+lq1unyR9FKNPkj6KUuvAr8nOoWy8NMIwqDiFn0wqRvopASjbKRbvN22FURU5LarLezeFttzgBo0GbMGc9Z1dXRITRU7EzCi5U059tbzT5I+ilGnyR9FKXXgVfk59imzcWVFeGK6caUbkh0HsylkN8crhW6+iq27Fq5KwXD5BYaptWHDiQo6CVkGyIiCvyk6IrZesUXqra6fJH0Uo0+SPopSy8CvyYrBcPKDx7jxtm/MmOSjUOSXsIjr2AIp9N6ZXTtStHp8kfRSjT5I+ilW5KGcunalF07UrR6fJH0Uo0+SPopTcFDOXTtSi6dqVo9Pkj6KUafJH0UpuChnLp2pRdO1K0enyR9FKNPkj6KU3BQzl07UqSKqcS1r8cf1p/p8kfRSvW0RXB6IeMnxUqPUCgZwlTMuvXXl07Up7LkR4cZ2TLNllhoVI3HEFBFPKtRN4jDcw8pwmCRRRSJw2VCyJz0IUL+1NwUE907UounalW3NpcEaw4p72Iw2ogvcOrjnQs7e27USTNm8lr04VERVRRC6f8Uq7goZy6dqUXTtStHp8kfRSjT5I+ilNwUM5dO1KLp2pWj0+SPopRZPkh6KU3BQQEqcM3r8cv0Go7p2pWlVE3Y9EOa6ZU8lUVxOD4S8Ho80UyyErQt5lFFS6ZlRLDdNdVSotQUFF07UounalNzxPDwxZnCykxUxJ4FdbjdHeECcyy9lR4VjGHYsji4a+3IELopAySDoqitiUURdUVNL8qu4KCy6eSi6dqVo9Pkj6KUafJH0UpuChnLp2pRdO1K0enyR9FKNPkj6KU3BQzl08lWsNVOILX/ac/YtOdPkj6KVLGRN4vRHxC5CnYtSU8oKHJl7pbnRdO1Kc4jPh4awLs51pkDJGxuF1Ml+KIoiqS89ETqr4xHFcOw3DCxHEZMaLBEUInnkQBRF5c0vfyc6u4NsU3TtSi6dqUzl4zhsN+OzKksNOP5d3mDQsy2HpWsl10S6pemFk+SHopTcFDOXTtSi6dqVo9Pkj6KUafJH0UpuChnLp2pRdO1K0enyR9FKNPkj6KU3BQs7K/5aWqe+r+iUVcwpP8MuiJ0l5IlFfNJ5Z6JcHB9vXSj+yLiDwEgG3JbNCVLoioILe1fe2eMw58CJGilGcf4h6U+cYHBbzHbln1uvNeqq/skf65xf7Uf2DWard0tJSjCb/CMrUm4ylHyFdC9iD4Xi32TX7irntdC9h/4Vi/2TX7iq+r9pj03uI2Du0kRrbFjZw230mPxVktu5U3Rar7ne981hIuXIVqHBtrsLxRnFHkdWJGgS+EJ+UQtg4VkVCBb+KvVeyraqG1WyUrGMRlT4OIhCmrHjjEf3akTDrZuKpL2ooukNvLUcTYx3C8SZl4S9GyRZQPR48gSyZBijHsRJrm0zISJ1r21i8mrwaM8Yhtuvb55lqK0w3I4o320bITUkT41/i81Sy3Syrrb4Y2gwh+dKhtYlEKTFVtHm96PRz2yfTfMPLrVE51lWNhH40QgblRnXeHYBsl3jO6dbdfd3gEGo2V6wproNl51ZkbIz3Y85pyfGeckjAe3ptKCrIi5OYjpkLJfTVL8qZYNU7iUFpwQdmxQMnFaQSeFFU0sija/jdJNOeqV9xZ0SW483FlR33GSyui06Jq2vYSIui6LzrM4PsrJj443ic+TFcd4ifIIWWyTKsndWQVL5KNql+u/Vyr72J2VPZ0mlfeCQ5HijDaeR1xSJsTzaiXRHqWw31vr1UywPixbDh4lSxCGiRVRH7vj7kqrZM2vR101rw8Xw1sGDcxGEAPohMkUgERxFWyKOvS100rNxtlsQjYZhcQJGHmuEyxkxjJs0WQiE5o98lbOXuN+kKF5KqubCPORMREpcVJE3Dp0W6Mrladkvb24JzQB5W5rzplg1DW0GEOu4g2GJRM2HubuXmdQdyVkXpX+smvbpzqc8Ww4FYz4hCHiEQmbvh7qhaCo69K/VasziGyUyQ5MJqayCHiMfE2lQjAs7bItEBKPIVy5kJNUXq0qtK2CVzDsQjsPxmDlYWUEVVDd3bhSDeI8xdJUuXk1Tq0plg1mH4xh2JOzWoExmQ7CdJmQDZXVs05ovr5VnA9kTCT2Ec2pGPO4UD3axcg8Rn6htmy+Kufn4utPcIw16BMxoicZNidMOY3ZFQwUxESEurTLoqdtYsPY1eHDUieE2t34H4NW90uRZm5VhJHbbdrbLzvrTLHB0BvEIbkoYwSmOKJtHdxvB3mVUvfLztVvKSJdRK3aqUgwLCJWF4hNJXIj0STIWVmUC3wmrYBl7MvR0XnbS3XX3E2biRcaPE2zNXyIiVFbZROlz1QEL81UDuiiihAooooAooooAr6b98D6Ur5r6b98D6UoUz23OHycTwHcwhccdalxpKttmgG4DbwmQiq6IVkW1+tEqvhMnGcPwyWsjD8RnuZ5D8Rs321eRtFTdMuGReOV1sutk5rdK0/Wt6KmBk57PwzEX9g8YaLDJ0jHcSeV95N22HupZfEuejYiKAi3utteddABzfCjitm2p9LI4iIQ36lt119UVcYAUUUUIFFFFAfS+8p9K/wDVYSNhmNQdqJj0YZ25fxU5rho+PDuxSYRN3kVffc4iiaaWRc1tK3i+9D9Zf+q+KmCmWnca/tTs3NbwiYDbIPFIOzfuSuNiIiSoWuVUW9ronVevNmIEqDiptw42IQcCCOScNNeRz3dXM2ZpMxKI5VO+tluNk0rVUUwMhRRRVIFFFFAFSxvfF+oX7VqKpY3vi/UL9q0fYqMhtlhsuVieCTYrU95mJxIuBBfRp5FcbRAMVVU0RRsuvxuy9RYk3jEjYKbh0+DImYuuHIwrre7UX3zZVFIeklspaES253S6Vr6KmBkxm0kXEsUwfDokWDiIuhwzm6dVpIykDgqovpmzWHLmsPPo8+VbQtSVU7a8oqpAKKKKECiiigG+E/BV+stFGE/BV+stFeD7nouxwn2Q3og7a4qjkMzPeDckkKN+gPVas5xEH5iX/tF/Gnfsioq7eYqiDmVXgslr36AVpyw53wlAfew0Wpi4ERsN8KgiUpMy5UC1lJE+LW2tRaenH+PJkuF5s58j8G3wA7f/ACi/jW29jKWw07iZR4mRcjaLmeUr9IvJWc24aBrHERG223ljMlIABQUF5QTP0U0Rb9VNvY18bFPqtfuKutXE9GxNPMdXB0fwka3VIyKn1lo8Jki6xxv9ZawTrByvZFcFWWX2mYMdz3V4x3Sq65cgFEVFXROduSUmwXajEMmGR4kWOI7lh3duOIiPbx4xJBNx1CTKg9SGt1sttKzcI0OTqvhRe4D01r3wovcD6a1xLEcWeb2JxTDhkRYzKQ5j93xVSkqUx0MgdJLZURO1ekPVWv21xZ6GysNuRFiNvYdKeJ+SN0JQEURseknSXMq9a2TRKYQ5N74UXuB9NaPCi9wHprXMMIxvFGMAkPspGOHhMeDma3ZK442rDTjpZs3MRIlTTq1ps7j8r2phi4pHbSVIAWHHBXI1HceQAdPXXoKhLqiapypiIzI3PhRe4D01r3wovcD6a1x+BtDOglPZhnFfORiM9zirCjRk2jWUEzuCg5r3Vcy2QVsi08b2kxLwim/GE3G8JM4erOVVIVcjI6pK5mt0SW2g6pTER9R0RMTK3wcbfWWjwovcD6a1yhzaKfNiMdJkMUbGWKm0OcGjGLvEyKLig6nYq/eIlV+NtHiIPYNBJyNMfxRiO5Fki3YSt8JzIJKlxGypa3OmIjk6R4UXuB9Na88KL3A+mtYfFcemxNp28IZYbcOTuXo1hVV3KESSM2vMco2X/mNKtk8Vexfa6JKkSYjhvYHviZYFUWOpPj7mWq3VOWtl0XRKYiMs6d4TXuB9Na88KL3AemtZjDsRnScQNiRhxsMJms6oua2XTxgRNfpptXVEc2Yx8KL3AemtHhRe4D01pdRSkRZjHwovcB6a0eFF7gPTWl1FKRFmMfCi9wHprR4UXuA9NaXUUpEWYx8KL3AemtSMYkpPNpuB1JE8Ze2lVSRvhLX1x/Wjghdl/wAJEpKiRxVb/KWvFxNUXVgU/wDJazu0crD4eEyZGMGgwW7K50lTN0tB0VLqq2S3XelmypNt7Px4c6e20+8LzqAEwSNhpTVcguXW+7QhFS6vNUqi5ZtfCRXtw6X7My14uJr3A3+stchgyyd2c2ajBOjLCclS25DkuSRNrkV1WwdMSzW0vZS1ypz5LvNmpfH7P4bL4ZYu+jge4uq7vTlrrbs8lRJMrbRovCi9wHprR4UXuA9NaXUV1SJzZjHwovcB6a174TXuB9NaW0UohZjUsTVGAXcDqSp4y+SvhcSK1+HS3bmWqR/Bm/rl+g1jXpEN7bpoYMhtp6ELh4g4si2fM30Gcqlqqe+LZOigp1lXNUdZZvvCa2X3AfSWvVxIksqx0RF61Jawc6VE9u2zchnEUMZLMizaSvczDdioEgXsuZV0Lr6qh2NQIGJnhoPRMQIo5SSnx3CIlu8tgduRIhdLSy8hXSlUMs6D4UXuA9NaPCi9wHprS6iuqI5sxj4UXuA9NaPCi9wHprS6ilELMY+FF7gPTWrELEVN4k3Ip7ma3Ql6hWk1WsN+EF9k5+xakorBVJ5LA4kRaDHRfoJa88JrfRgVX6y1itvH4TeDozKQTmSczEJpZCs5niFelmulkFOkpfFRO21Q7Vuxy2HxNhzFkORFg5nHmZW6Ij3SqKqorfpql7fGpVDLN4mJGqXSMionXmWvPCi9wHprXNcadZYlQsZGTCnqMSM0MAni3hkTnvjWUrKS5usV8XnW6JLEqdi0UUw20MPCi9wHprR4UXuA9NaXUVaRJZjHwovcB6a0eFF7gPTWl1FKIWZs9n3+IgkeRA6apZFVeyioNlv8tL7Uv0SivkmvqZ7J8HGPZDw+U7trizjbYqCuDZd6CfEHtKs+uHz1VFUVW3K8gNPzU29kcULbrFkXKl3R1VP+A1A9s223i2FwvCMZW57IPNv7osqZlVES1rrqnk+6t3SlXTjl/jwZU1mbx5F3guauqtD+M3/Ktl7HGHygPE0JnVRatYxLrLsWsNiETgp8mKSiasOm0pINr5SVL/2rd+w+icVi2iJ7k1y+sVT1De02mXRS3EjZcBJzKu4K/bpXyuGvKQKsW6h4q5R6P0dlVcf2q8EYjKZKAT0aHHZlSHkeQSEHXVbRBG3SVFS9rp5NaZvY/g7DkwHsSiAUMTJ/MdkbEVsSqq6dFVS/ZfW1ZW4zRoVlw14rZoqLlva4jpfnavTw580TPGzIK3TMiLZe2rLeO4U5IjsBOYV6QOdoNbkiqqIvLS+UrXtey2vUSbS4Iscn0xSJuUcBrNm5md8iJ25rLlt41tL1bsUKk3BXJkCTEdYcFqQ2TR7okAspJZbL1aVI1hbrUcGG4qoyAI2ILa2VEsieavtvajBncRiwmpoG7JjFKaIRVWybEsqrmtZNepexalLaTBRhuSixKMMdtzckS36J5c2XLbNfL0uXLXlUuy1ICwx0hQCiCoIt8qiNr/RX0uHyOfDre9+rn21Ozj+EvvRWmcQjG5KAXGRQvHEkVRVPrIi2RdV6qlmYxhsKY1ElzY7MlzLlbMrL0lyjfsuuiXtdatyUKQYa82iI3FyImqIIilqqns+pYjFmrGNHozbjbSCqIAo5lzLl7Vyol/pqfZ7aJjGGcWkorDUKFKdj51UkVEbVUIzzIiImirpyTnU7m0uCNxQkuYlGBg1IRNbpfKly0teyIqKq2tZUqXYoVDwMyxNqesd3iWmTjiubTIRCS6fSKVYHDnxVVGNlVVutkFLrUknaXBI0ooz+KwwkCqCrandbkOYU061FbonNU5XrxzabAmwYM8WhCL7aPNrvPGbUsufyDmS110RedqXLU+eBkp/sF/ajgZXcn/arRYzhoy3opzo4Pstk64BFlygNsxXXSw3S+ul9aortZgxTY0RmWLsiS066yggSCW7tdFJU6PjJz+mruMlEScDK7k/7UcDK7k/7V9Q9ocNeGAD0uK1LmNNOAwjqHq4NxRCRMq31yrpmtpU+G45heKPmzh0+NJdAVJRbK+iFlVfLYtFtyXRaKbFEVuBldyf9qOBldyf9qdaeSjTyUuxRCXgZXcn/AGo4GV3J/wBqdaeSjTyUuxRCXgZXcn/apI8KSMhpVZOyEPZ20208let++D9ZKXYohG5hz53E42cVXkSIqV8JhbgjlGGCBqmVAFE156Vdx7FBwmG29uVfcekNRWW0JAzOOGgDcl8VLrquv0LWde24QW5KN4U4cqCzJfnM8QKbkI7iAeUrdNdbonR0525VNxig1TCnEbUEhAgFqooA2X7ql4GV3J3+6vrE8YVh7DY+HxeNl4gJmw2riNDkAEIiUlRbeMKJpzJPLSGL7IEOXPwxiPDcVJoxiETcEXlR7NqDdvdBBRXOSL0dedqbjFB3wMruT/tRwMruT/tTrTyUaeSrdiiEvAyu5P8AtRwMruC/tTrTyUaeSl2KIUlCk8O2m5K6EXZ5KrrhTm83nBhvPl5BzeetAvvQ/Sv/AFWXPasAxQ2CgOrDSa7hySANCIpANK4oo3a9lRFRFvdV6rLepdihYXCnFMSWGCklrFkG6W5V9N4a82i7uLkQluuURS69q2qDY7ahraZH1Yji2LbbLmdt8Xg90RVyESImVwbdIPi3Ttr3BNphxxmU9hTEV9sEXchxoI6djyoRggruxWyqiqqrbqutqbjFCxwMruT/ALUcDK7k/wC1T4BinhaI+6UdY7rEl2I63nQ0ztllLKVkzD5bJTPTyVbsUQl4GV3J/wBqOBldyf8AanWnko08lLsUQl4GV3J/2qzAhyAfJSZJE3TidXyVpjp5Klje+L9Qv0WpKbwFBGdcwx50bOxEcROoxEv1oXC3FHKUMVHTRQG2nKpMexo8NkxIkWFxkyS288Dauo0ORoUI+kqLr0hREt180RL0nj7eQ5WK4dEixTMJqRibUnEF0hfDOhi1a5Ninjki9Fb87U3GKDQcLcFQUYYooaCqAKZfo7K++Bldyf8AavjFNo2IeOsYS2kZZRti8SyJQsCIkWUUG6KpkqoVhRPi89UqUMXdHaNvCpUHc8Qy8/HdF5DzC2QiWYbdC+cVTVevktNxih88DK7k/wC1HAyu5P8AtTrTyUaeSrdiiEvAyu5P+1HAyu5P+1OtPJRp5KXYoi5s2y41h5C4KiW8VbadiUVbwm3Crp8ZaK+aT5PRI4D7Iyom3eLKSXHejdO3oDRI2igOzsIkJhTwphzYNgHGXzoC3C65O3n2+SrHshyWQ21xYShMOKjg3IicuvQHsK1Z3jI/9OjW+0d/nW7pxUtOOV+DJnJqbx5Pcalsz8Tky2GCji+ZOEBObyxEty1sml1ra+w/8Kxb7Jr9xViUmR/6dG9N3+dbX2NJog7iZMxGGlyNouUjW/SLtJaeoWNFxSLo+5lmyPZ6I7tUWNyQZfeSO0w0DjSFuiAzLOir1rm/tSA/Y/ZKJiEXiwVp4ZIsOG24bjG/PMfNzJbmmgiqpa/l0vhN3umv7+ujwm73TX5vXWVRmldFaTgTrmLYpIbmIETFWQZlsk1mKwAQJuzzJluJdaFql050rwzYkIaYcTkps3oT8U0eFtzM42wh5QLO4VvHVejZE1smtPfCbvdNfm9dHhN3umvzeupRi6E0PZJ+EQHFxY2nNzOYJxGekiSXleQg6VkICtzui25JWcxTYrEYrzTrc3EJRPyd7IegiqutZYqspbeOqRIV1v0tOy1rbzwm73TX5vXR4Tc7pnzF66PTYujOYJseaPQ588Y7LhhFekQR3hNsvMNiI7uzmXTKPjCVlTRaY41sseJSsTUZ25h4oMcJjW5zGqMrpuyzdG6aLdC7UstMvCbvdNfm9dHhN3umvzeurtsXRTc2bB7ZzGsIflOK3iT0p4nBGyt741OyJ15VX76jm4HikqU3OXFYwYhwj0Fw0hqratOKK9EVO6EhDfxlTWypolMPCbvdNfm9dHhN3umvzeulGLoUQNjWYKsCxLPcsTokwBMLrZiOLKAq360G+b+1JU2InBLkYe1NQcNkYS7DfkFHQlPey3XCEel0SQT5rdPJWx8Ju901+b10eE3e6a/N66m2xdGbxTYM8UxCU9Mxl82HG5LTQZSUmheQUQdTy2DKlrCmZPGvzpzJwafLnQpsvEWSkMsyIzm7jkIG26IItkzqokigi3VVTVUtyq34Td7pr83rr48M+77n/Db7Ln3ebpZe21728tNti6EkLYo4kYIQ4nmgGUJySCse6OHFFsRylm6IluguioVulZdavYHsx4Lk4U7xiu8BFkxsu7y5988LubnpbLa3XemPhN3umvMXrrzwm73TX5vXTbYuhpRSvwm73TX5vXR4Td7pr83rq1ZLoaUUr8Ju901+b1174Td7pr+/rpRlshnX0374H0pSnwm73TX5vXX2xiThPNpu2kuSJdL9v00qyXRNi8PjsPejZIriHa4ymVdbXW+ooqX89Zd/YSK7gSYUvA7p0nnH3ihIriE6tz3PSyt6aJdCtZOapWgXE3UVfcmv7+uvPCbvdNfm9dSjLdFWbgkx2dDmRJ7LD8EnBiIUbMAMuNiCtkmZFJUUUJC05WtSRj2P2Y70RGZ12Y6xSBxxm8lvc80adzWAXFupJlXxi7dNL4Td7pr83ro8Ju901+b1022LoaddFK/CbvdNfm9dHhN3umvzeurRkshpRSvwm73TX5vXR4Td7pr83rpViyG6+9D9Zf8AqsrimybOJ4zx7xx45BnJp2LHySM5NE0hk4pLdRQlVLImuW/Km64k4jAFu2tSJLa+Ty1H4TdvbdM3+/11KMtkKdm9lnsCeV6LMitkYR2XAZh5G3AavclHOvupotlcv1JotVY2xkqFHAMPxgYz0SG/Cw98YqKTAOuCZEfS6ZJlRB5InjWVa0CYo53TX9/XXnhU/kMaeVfXSjF0SbPYauEYSzB/w+RlMobgCFLc7rmIlIlW6qSrqq3pjStMUcXVG2VT7/XR4Td7pr83rq1YuhpRSvwm73TX5vXR4Td7pr83rpRkshpUsb3xfqF+1aTeE3e6a/N66sQsQcN4kVttPczXS/UK+Wo4PBVJFTaTB/DUMI6pC0v05MXfKF0tmDpIiFqvO6eSkTewbDGIxHY8pBjxnIptZmc0hoWG0BG23c3RbJE6SZdcxdumg8Ju296a/N66PCbvdNfm9dWjF0JcX2RfxZXyl4i1nnQwgziCIibwBcUxVvpe5l0lT43bzSmGFYNMi7QYhicubHlFLXKP+HITZZTxGRLOooKLdV6NyJVVeq1rwm73TX5vXR4Td7pr83rpRi6GlFK/CbvdNfm9dHhN3umvzeulJEuhpRSvwm73TX5vXR4Td7pr83rpViyNXhPwVfrLRVbZ98pEEjIRFUNUsl/J5aK+eS5PVM4V7IqKu3mKZUuW+C1+3IFaKfAxeVj2zxBIGHJLDxbfk3b9zIVJXERE+NZU5dtV9u9mZ03a3EpLTkZG3HBVEIyRfEFPk0h9peIW0KDb65fxraglPTjz+PBlvKm+PyRbcOnI2pnPHFKLvCQhbLLmtlREJcul1tf76cexr42KfVa/cVLU2NxFEshw08iOF/GtXsHs7MhFiG+OOucWrZDJesv+Ndasox0q5OdNN6mTN7eO4g/i5OYbClSVwJgJoK1lyrIU0LKtyRV9xA06N/fKsT9oMYEsSDDmkkHFadnNqrC+7MGArHH62Yiv1rul7a6P4Nf+U3p/yXT+1HgyRyzt9vjL6qzv7Pvyc7w7FMYmTMOYCcysWRMMOJbBt01bGPnyqojkFc6c7clsutLZW2OIhIn8MjxsIyhDmjgrjR8ULSigpyXISqgmqroi8ltXV1w2QvMwW/aS+qquI4B4SioxLym0hi4NnCEgMVuJCqaoqKmipT+xn4OZLtHjqRmBCUwrjgyDB54W203gu5W2HEy6EgZVIR6SqWi6U92sxiRh+IYfH48MOakRZLpubhHfdG0DKKXTtJfp5c1Sthh+z64cyTUTKCG4ThkrpERmWpERLqSrpqtelgW8nsS1RviWRNps85JlEsuZPvyj5qf2Mo5/huP47JxiMzLaYhmqx95FcyjnbJlCcIUVM6khKqJZcqZbF217heMYmcXACxbE0iJPhLKckLEFEV64WYQbaaKRW8ZepUtXR/BshNM7dvrL6q9TDZCLoYIq/wDJfVT+wcrf2k2g4XGHwSO2/HbkrwxCJmwQOILVgRMyoo6rmXW6KNXJk3FBxxiK/ibzMaJjIxnJCMgAutHFzoh9HLbeLlRfo60vXSPBsi3jhZOXSX1V4mGyE5G2mnyl5eamPkZOUP7Y4ij87h0fNjdtqKFHBXWjWUjRDlTkWRVVBNVXRFXRbUJtHjvDxRbkxyccafcB14W2xJ4XsosOdHQkDKpCPSuWi6V03EcA8IxhZl5TbExdDK6YEBitxISTVFRetK+sP2fXD2VZiZQEzJw1V0iIzJbkREupKq9a1OfIysdjJ7U4rIgy2GklJAjHFee4jco7neHLlZ1RU1uq25layVV2OSa9j2OzZ4uBIdahKUcmxFAJY6EQIVr6Eqpz+nWt8OGSE8U20v2Eqf8AVC4Y/ZLk3bq6S+quiI5vEx+Y7hmGPv4kLZSXwCeXDCng24mqgt00uQiFzvbn1pVN7aDaEsPkyGnkBY2H8S3eF8JXijbElRdRQmxEsqWXW6WSuq+DpPeBdNPGXT+1Hg2Rfx273+UvPzULk5rLx6fDxcMPmYmMaOmISIxTTijmVsY4OjpbKnSJUzWsqac6hZ2qxVZWBNOtOBKeWMMqMTIgJI6JXIUXp9Q63QRXoreukPYEr0yLJcRtX42dWTzkmTMmUvOmlWPBkiyoht260zL6qnIz8HMExadLwvBJh426y6c6Px7bUcASLmQ0Jsrj4qFlTpddr80qIcbnQ4cgAMMOERmvx8kRCSU+MlwRasqc1RBVbdIs90WuqeDZOi7wOWnSXl5qPBshL9ME7ekvqpgHPoeL4wWLMrJXKw5inAlF3Ce5hw+8zZ+aqh6X5W0rbRvhLX1x/WrfgyR8tv0l83KvWMNfF9tczehIvNe36KueCMXrzX6a8q+WGP5l6TfnX1UeDH/lN+dfVVUiYKFFX/Bj/wApvzr6qPBj/wApvzr6qWGBU64+MhoG42dkvHd3ojk/8V1L7qmq/wCDH/lN+dfVR4Mf+U3519VMjBQoq/4Mf+U3519VHgx/5TfnX1UsMFU9YzfV0y/Qa5vikZ1jac3IqtzJPGPynjikXFtx1jEm5XSyJmyoPS8bLYb3Wuqlhr3Dtpmb8Yl5r5PJXx4NkWRM7ap1JmX1Vy+Sp4OV+xu6OHnISW7GIXWITYOxGyFrOomiNmlvf7+OXX0boNM4cPDVxjaHFpGHxm8NhNrCEUjCiO5PdHzy26XSyin1FroXg2TfVwFW3yl5eavPBkjRc7fkXMvqoXJkth8PKBs+0bzAR5U0ymvtACCjZOLdAsnLKOUf/Gn1X/Bj/wApvzr6qPBj/wApvzr6q6zg5wyhRV/wY/8AKb86+qjwY/8AKb86+qlhgoVaw34QX2Tn7FqXwY/8pvzr6qnhYe82+SqTa+5mmir1ivkqSfDKlyKUoq8mGP8Aym/Ovqr3wY/8pvzr6qtiYKFeGqoBKI5lRNEva60w8GP/ACm/Ovqo8GP/ACm/OvqpZDAriuPOMIUhjh3V5t7xDt/5JpUtX/Bj/wApvzr6qPBj/wApvzr6quRgoUVf8GP/ACm/Ovqo8GP/ACm/OvqqWGB7sr/lpfar+iUVNs8wceCQHlVd4q6L9Hkor45/cz3S4P/Z"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Boulders: Subgrade Support in Road and Site Preparation"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Boulders"},{"insert":" are large stones (≥1 ft) used for foundational support and embankments in "},{"attributes":{"bold":true},"insert":"food factory construction projects"},{"insert":".\n\n"},{"attributes":{"bold":true},"insert":"Rounded stones"},{"insert":" – natural erosion products"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Angular stones"},{"insert":" – quarried rock, used for interlocking strength"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nWBM vs. WMM: Evolution in Base Layer Technology"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Water Bound Macadam (WBM):"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nTraditional base course"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Layers of crushed stones and binding agents placed and compacted onsite"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Measured in cubic meters"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Wet Mix Macadam (WMM):"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Modern base construction"},{"insert":" technique"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Pre-mixed aggregates and binders at a plant"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Transported and compacted on site"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Measured in square meters"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Preferred in modern food manufacturing facility design"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nTypes of Pavements: Flexible vs. Rigid"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Bituminous Pavement (Flexible):"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Layered structure"},{"insert":": Subgrade → Sub-base (GSB, WMM, WBM) → Binder → Wearing Course"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Wearing course"},{"insert":": Dense Bituminous Macadam (DBM), Bituminous Macadam (BM)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Concrete Pavement (Rigid):"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nSubgrade → Base (DLC, RCC) → Concrete slab (M40–M50 PQC)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Follows "},{"attributes":{"bold":true},"insert":"IRC:15-2002 standards"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"insert":" "},{"attributes":{"bold":true},"insert":"Cross-section of a typical rigid pavement"},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Concrete Pavement Joints and Functions"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Types of Joints:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Contraction joints"},{"insert":" – handle shrinkage"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Construction joints"},{"insert":" – allow staged work"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Expansion joints"},{"insert":" – allow thermal movement"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Warping joints"},{"insert":" – address warping due to environmental changes"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Reinforcements:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Tie bars"},{"insert":" – longitudinal direction"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Dowel bars"},{"insert":" – transverse 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true},"insert":" "},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Conclusion"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"From "},{"attributes":{"bold":true},"insert":"GSB compaction"},{"insert":" to "},{"attributes":{"bold":true},"insert":"modern WMM base layers"},{"insert":" and advanced "},{"attributes":{"bold":true},"insert":"pavement design"},{"insert":", each component contributes to safe, long-lasting roads. These standards are critical in "},{"attributes":{"bold":true},"insert":"industrial engineering consulting"},{"insert":" and "},{"attributes":{"bold":true},"insert":"food factory infrastructure projects"},{"insert":" where "},{"attributes":{"bold":true},"insert":"hygienic, reliable, and efficient transport surfaces"},{"insert":" are essential."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\n"}]}

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