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8YU/UzZz/s9OcjoKAMaOG+1Ka5m/ta4tIkmaKOK3jiwApxli6MSScnjAxgY4JKy6JcTxNFNr2pSRNwyFLcBh6cRZ/KrOk/6m5/6+pv/AEM1foAKKKKACiiigDh/GdjcxS3kmkKftFxo9601vlZUuCPKA/0U/wCsk+bAbGONjZDrip4g1PWNTmuHg0rUdIittJvxJc3IghZsGEgRXAdhCTg/M2F43YOwY1/GiKba9eZENuNB1ESNPbM0IBEXDyp+8QEA/InLAMeqLR4uRZLmVFRHuG0HUhGq2zXEzDMGQkR/dyDO3KPyx2gcFqANG5sIrK40GC0gdYY752bbbibGYJss7scoSx5k5ZmO0/fJqfSkZdR1wsjqGvVKlrZYgw+zwjKsOZRkEbzyCCvRBUes+V/avh3zPI3f2g/l+Zv3bvss/wBzbxuxn7/y7d38W2jRvK/tXxF5fkbv7QTzPL37t32WD7+7jdjH3Pl27f4t1AGxRRRQBn32lm8u4LqO+ubSaFHjDQCM5VypIIdWHVF6VF/ZN7/0MOpf9+7b/wCNVq0UAUdJluJbJhdSLLLFLJEZAu3eFYgEj1wBnHGc4A6Vm+O/+SeeJf8AsFXX/opq0dJ/1Nz/ANfU3/oZrO8d/wDJPPEv/YKuv/RTUAdBRRRQAUUUUAFFFFABRRRQAUUVXmt5ZLy2nS9niji3b4ECFJsjA3EqWGOo2lffI4oAyr25lv5JIlDrYRyiKQxSKsk53APgkjEaZO4g7jtYAcDdV17VotCEdxHaJMtvJFaWtuHESiR/vckYXbHjB92HeuVsbU694a05rvUPs8l1Z2skUV8I/LfzJo5UmRwg3TKzhSv3ZHC7kAcGtvX49W0r7RJpV/fSD7VaSy2y26TkQbfLYBdhd9xUFvmyAMgrzkAy7mzkj1eax0y2TTYxI93dSzIGMKEDzAhQkOj7zhGwQSSMYG0g8O3kd7ey2Gtajb3q3ATzbh4p1lc28SguFH7mQqoA3Z4YHkvgV4reDSPF8kcty1stw0d3b+fBDCjMm4KjpGmVjLSth3w25VwWI51jKIrTUorrWLi3EF0Eu7uaC2jl80pC6Z2KRLMAECFVC7XAIdk5AItI/tPVptJuYLiewhtHMVzZzrst1iAKGFUzl2AA+YkgHJB42V0N6IYdDvGmF3LLpe9oWtfmnO1d6CPn5m2kLg8MeDkGuD03Sf7V0S4ttTv2s4tZmYW9xNa20zOzSMT86qAsjE7SGXGdoTBrq/EGnzy6FrF3BfSoLWZ7mNfMjiWRY7cI0RkIHlqSGBkyGU5IYAUAdFp15NM0lrdiP7XAqs7RfclVs7XUZJAO08E5BBGSME0vGkEt14E8Q28CF5pdNuURB1YmNgBXA6h4cbxB450dbZtHuLMWN7Ms+o6Ql0tyfOQsoG5T5SmceWQQeG5YNk1dZ+F1xpnhnVLm5vvD91HDpk6sI/CsEcrHDN5iMjqRKB8q4+XgHaTzQB7GM7RnGe+KwPAn/JPPDX/YKtf/AEUtP0PQp9L00W66ikcZZGSCwsora3hAbcRHHhiA+fm3MxySVKZ4qfDq3lt/h5oHm3s915mn28i+cEHlKYkwi7FX5R23ZbnkmgDqKKKKACiiigAooooAKKKKACiiigAooooAKr3yXklnIthPBBdHGySeEyovIzlQyk8Z/iHrz0qxVe+S8ks5FsJ4ILo42STwmVF5GcqGUnjP8Q9eelAHIeGI/FU2holvquhwQ2s89lGh0mVvlgmeEHP2kdfLz7Z6nrUup2niwaho2/WtFLG8bYRpEoCnyJuT/pPIxkY45IOeMGr4Ph8R3Xhe0vtP17Rjb3zS3o36RKSrTSNKy5+0jgM7AcZwBmtO80XxTfCHztd0YNDJ5kbR6TOhVtpXORdejEfjQBZ+x+MP+g7of/gmm/8Akqj7H4w/6Duh/wDgmm/+Sqb/AMI3frkL4ivmXJIMpy30JUgfpR/wjuo/9B+6/wDHv/iqAMW/1XxlZazJp66ho8uy3jn8xNCu3++0i4xHK2MeX3POenFR/wBs+NP+fzS//Cc1D/4utuLwkwvxeT6xevMDHlo3Kl1RiwRsk/Llm6YPJ5rpaAPPptQ8TX2nX9lfz2MkdzayQIYvD16NjMMBmVw6uoycqRg+uOvL61deMNSg8RsLQK93ov2OQf2Jd/6SVe6AEWGOwlXU/MW++pIByo9prn/Bv/IDuf8AsK6l/wCls1AGFbavqr3F5fXVlJ50syRRomlXCFYYpmKZYRsWyGZslgMEYRGLA3rPXr2O61B3sLgLJcBkLWV1gjykHGIemQevOc9sVf8ABv8AyA7n/sK6l/6WzV0FAHOweIriTULS3ezdVnk8ss1tcR7flZs5eML29RXRVka1ob6vPZzJqFzataliqxOQrE45YAjJGCBnj5jx6VP+Ed1H/oP3X/j3/wAVQB0VULj/AJDdj/1ym/8AZKzP+Ed1H/oP3X/j3/xVQ/8ACPa7bXcU9l4ghdkjZSdRtJLhsscnGyaNQMBQAVJ45Y5oA6iud8FSJJod1sYNt1bUQcdv9MmP8iKd9j8Yf9B3Q/8AwTTf/JVT+HdK1DSILiG9vLG4SSaSdPstm8GHkdnctulfdlm46Y9+wBs0UUUAFFFFABRRRQBx3ifRbebxHoE32rVImvb9oJ1g1S5iUoLWZ8BUkAX5okJ2gZI56nNm98NaJp9q1zc3mvrGGVfk1q/ckswVQFWUkkkgcDvVPxJHq0/jDQraDWNNth5011ZRS6c8rbkgaNw7CddwxMx4C4+XrznZXTNYurOWDVdTspm82GWFrSxeHY0bh/mDSvuBKr0x39eADI0TwvpV5ZSzrca+qm4lAD6xfRNgORypkBB+oya0v+EN0v8A5+tc/wDB7e//AB6rdvp2o2yuqalEQ8jSHdbd2OT/ABdKm+z6n/0EIf8AwF/+yoAzv+EN0v8A5+tc/wDB7e//AB6qOteGtP03QtQv4rjW2ktraSZQ2uXxBKqSMgTZPTtW/wDZ9T/6CEP/AIC//ZVW1HSb7U9Mu7CfUkWG6heFzHb7WCspBwd3BwetAHCWUFjqPn/Y/EGsT/Z5mgl2R6ydkinDKf8ASOoNWv7GX/oLa5/351r/AOSK7DQ/DlpojyyxHfPKArORj5QSfUkksWZmYlmZiSTxjZoA8k8c6Xd6x4Y8iCbVJrqCEWkRtNMvo5zDI8YlBaSXbJlUBIkJ3bcZBOaj17RbnUdZ0qJp9XuLCVJbe+I0+/CCLydoVy03mEMVXKx4Dn5pCxQZ7/xl/wAgO2/7Cum/+lsNHiH/AJDnhP8A7Csn/pFdUAZF9qOpzXmmSC4Z/JuTISvhi5YJ+6kXJLPlR82Mp82SB90tRY6jqcN5qchuGTzrkSAt4YuVD/uo1yCr5YfLjL/NkEfdC129FAGP4f1O41JL8XBDNbXPkhhayW+4eXG/KSEsOXI98VsVhaf4dbR59QbTLtYYr67a8kjkh37ZGVQ2DkcHbnn1PbAF77Pqf/QQh/8AAX/7KgC/RVD7Pqf/AEEIf/AX/wCyo+z6n/0EIf8AwF/+yoANJ/1Nz/19Tf8AoZrL8fzRxfD3xAHbBm0+aCMYyXkdCiKB3LMwAHqRV17DVINP8rTtQtI7pp2lklurNpUIYkkBFkQjkjnJ6dOeMy/0XxRqVsLe51rQ2jEscuP7Gl+9G6uv/L1/eUUAdTRVexS8js41v54J7oZ3yQQmJG5OMKWYjjH8R9eOlWKACiiigAooooAKKKKACiiigDzn7NHc/B3wgHGHX+xTHIAN0bGa3XcpI4OGIz7mupM1zDeQQXTot8u5baY/LHeLjLIf7r4XOP8AZyMjco5y2/5JD4R/7gf/AKUW1d1d2kF9avb3Cb4nHIyQQeoII5BBwQRyCARQBw39j38thrdzeyJfRRNJe21sYM3P2jYdqyKM5K8BQuQ3BGBgVm2WhabLaXep2Xhm9eKzuvs8dhcQeQ8sLQxK+1eM/Oc5bP3WGcYx101vqqTNG2nx33l/LDeeYIpSmBwSCDnOQSMZ9KzLCHX1v9SNxo135LXCvCZdYMilfLQEKu75VypOGzklj0OKAHW1jBLFYX9/Yxxa/apvnkllBSAhdvnTbDsLbcHHU8AEBdwg8WwS3nw614Rma202HS7l0ByktywjY72IwQpPJB5Y9cDIbReRreITa1p09vYwTCO3sbG1e6WRtobzXWFWOAcgAgAEZOSUxm+NPFmnXPgXxDAltrIeTTLlFMmi3iKCYmHLNEAo9yQB3oA3LsY+IWjAdP7Kv/8A0baVoa7pn9t+HtT0nzvJ+3Wktt5u3ds3oV3YyM4znGRXJ3XizTm8daTOLbWdiaZeoQdFvA2WltSML5WSPlOSBgcZxkZ3P+Ey0v8A59dc/wDBFe//ABmgDoK5/wACf8k88Nf9gq1/9FLUc/i/T5LeVIoddjkZCFcaDenaccH/AFNWPCDwDwrp1pbx3caWVvFakXVpLbtlEUcLIoJHvyOvPBoA3KKKKACiiigAooooAKKKKACiiigAooooAKKKKAMvw/pkuk6bLbTNGWa9u7geWTgLLcSSqOQOQrgH3z161qUUUAFFFFABRRRQBz32HxcZI2bX9ICq2WVNIkAYdwc3BP0II+h7Z2h6R4vsrK4iGp6RbK9/eTLHLpkkrbZLiRw25bgDkMGAxkAgHkGuyooA4vQtF8YWVg8bavpduTd3kpifTWkDGS5kcPkT8AqwIXORkAkkHOp9j8Yf9B3Q/wDwTTf/ACVXQUUAZ+mQ6xF5v9rX1jdZx5f2Sze329c53Svnt0xjB6540KKKACiiigAooooAKKKKACiiigAooooAy9V0yW+1LQ7mNowthetcSbiclTbzRYXjrukU844B+lalFFABRRRQAUUUUAFZ+pw6xL5X9k31ja4z5n2uze43dMY2ypjv1znI6Y50KKAON1vRvFt5pZh/tXTbqT7bZzRqunNH5fl3EbsxzP8AMoCltvBIGAcnNGo6R4vudU0OZ9T0meO1vXldotNePygbeZAx3XB3DLhcDBywOcA12VFAHORWHjJFIfxDoshySC2jSZA9OLkU/wCx+MP+g7of/gmm/wDkqugooAr2KXkdnGt/PBPdDO+SCExI3JxhSzEcY/iPrx0qxRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAef23/JIfCP/cD/APSi2r0CuN0LR0134U+GLGVwkf2PTZ23JuDCIxSlcZH3tm3PbOeelaK+CdEiBW2Go2kWSRDZ6rdW8SknJwkcgUZJJOByST1NAHQ1l6VCkWo646m0JlvVdvIkZnB+zwr+9BOFfCjgYG3YepJNP/hDdL/5+tc/8Ht7/wDHqy9K8HaKdR1zytT1mVxer5qLq17GYW+zw/Kzeb+8O3a2454YL/DQB2lc/wCO/wDknniX/sFXX/opqP8AhDdL/wCfrXP/AAe3v/x6q2oeAtHu9K1K2jST7Xe2cloL27mku5Yg6sow0rlsAsTtBAyT0yTQBZvP+Sh6N/2Cr/8A9G2ldBXP3n/JQ9G/7BV//wCjbSugoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorN1fXbDQjZHUZlgiu5zAs0jKqRsI3ky7MRgYjI+pFAGlRXPJ488ISSJGnijRmdzhQL6Pk5xjr/wDrrU0vVINXs2urYOI1nmg+bHLRStGxGCeCUJHtjp0oAu0VmSeI9DikaOTWdOR1JVla6QEEdQRmrFnqmn6iXFjfWt0Uxv8AImV9uemcHjoaALdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVn3Gu6PZztBc6rYwTJ96OW4RWXvyCc1LZ6pp+olxY31rdFMb/ImV9uemcHjoaALdFFYEvjTw9a6je2F9qtpY3NpMIWS6nSMvmJJdygnJULIMk45B9M0Ab9FYdv408K3d0ltbeJdImnfhI472Nix9AA3J9q0NJ1KHWdGsdUt1kWC9t47iNZAAwV1DAHBIzg+poAuUVmzeINFt5nhm1jT4pUO10e5RWU+hBPFOttd0i8uFt7XVbGeZ87Y4rhGY4GTgA56CgDQooooAKKKKACiiigAooooAKKKKACiiigAooooA5XTfAWn2WlafaS32rSSWlpFbF4dVuoEfYgXIRJcLnbnAq1/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49Ve38D2kc928+qa5NHLKHgT+2rxfJTYoKZE3zfMGbJ/v46AV1FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAGDZ+FrfT9et9Tt7q7YRW9xC0Vzcyz5MrwtkGRzsA8rG0DB3dsc71FFABRRRQAUVxXiAeLLTRg8utab5jahYxxPbafLEV3XUSnd+/O5SDgrxkEjPNM0hfF8+p6/Euu6UWt9RWNjLpsrqAbW3YCNftHyD5jkZOSWORnFAHcUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVjeI9bm0S0tntrE3txcT+THEHKj7jOSSFY8KjdAecdOtAGzRXDS+OdXgheWfw/bQohAJmv3TJOMAZhGScjgZPI9RTLbx5q94Qtv4cikk53RC7l8yPGPvp5G5Oo+8B1oA7yiuCvPiBqen2tzcXehWsK2wLSq+oOHAAB4Qw7jwR0FSDxxq/224tG0GxjmtyquJNU28kZwMxc8c8etAHc1z/iL/kN+E/8AsKyf+kV1WW3jHWFUsdF0wADJP9sD/wCNVVvfEupXGpaQH8M287xzvIkgvLhPssnksMsptwSSkpG0BvvZwMZAB3awxKVKxICuduFHGeTj61y3h+Z4vDNxHC224uNY1GGI8ZDG9ny2O+0Bmx6KakPiLWAsTf2VYYl/1Z+1XPzcE8f6NzwCfwrjPCHijX5rGW7i8MBoIXnu/wB7eGPH2mZ5m+UxZOwMU3DglXxnoAD1iGGO3gjghQJFGoRFHQADAFPrgoPHusXOlxanH4aT7HLEsyTNdSqpRsEHmDvkfnVu88W69YQRTXXhy1jjlkSKMnUWO52OFUYh6k4A9yBQB2VFeexfEm7nvFs4tIspLppZIFhTUXLmSMAyIF8nO5QQSOozzV7QvHN1rtxFFBptnturaaazmS+Z45mjKqRu8ofLlsFhuwe1AHaUVz/2zxh/0AtD/wDBzN/8i1P4e1XUNWhuZb2zsbdYpngX7LePcZdHZHDbokxgrxjOfbFAGzRRRQAUUUUAFFFFABRRRQAUVz9zreqJcIltpdpKkt09tCXvWRmZQxJI8ogDCN3NNvtY1+ws3uZtEsTGmM7dSYnkgf8APH3oA6KisM6h4hNw8SaNYNsAJb+0WA5zx/qc9v1qhrHinVNA0261DUtJsorW2jEsjrfu/BYL0EOepFAHV1Tv7aSUJcW20XcGTFuOA4PVCfRsD1wQDg4rjtU+Id7oljc3upeH3trW2x5s0jzBFywUc+Rg5JA4rYj13XzIyTeHooMfdLXUjhhx/chbHXvigDftbmO8tkniztbOQwwVIOCpHYgggj1FYegRo+ueK96K23VoyMjOD9itayNT8SaroU63x0WN7a5lWO4VJZsRnH+uOYB8oUfNjJwAccHMmma/dCbUp4dEt4HmvQJ2a6uG82URxoCP3BxwqrjjlTxzkgHZ7E8zzNq78Y3Y5x6ZrlvCly9t8M/DIiwbiXTLSKEHnLmJecdwBlj7KasnXdUSC4nmsNNt4YMb5Li/kiAz/vwDj3rC0rU9SSa2t9L0Gzm0ywtlt7Ewam0kbKqpllYx/MACibvXeMnmgDu7eBLa3jhjztRQoLHJPuT3PvUlcy+va7ErNPoNvCoVmBe+b5sKWIGIjzgH8qufbfEn/QE0/wD8GTf/ABmgDaork4PE+tXM2lxw6HZsdRs3vI86iw8tF8vhv3XX96vTPetBtQ8Qo0YfRtPAdtuf7RY4P/fmgDcorHF/rM+m+baabYPeLO8UkM186RhVJGQ4iYk8DjaOp545zr/W/FGm2wuLnRNDWMyxw5/tmX70jqi/8uv95hQB1NFV7F7ySzja/gggujnfHBMZUXk4wxVSeMfwj0561YoAKKKKACiiigAooooAKoAXF7cT/wCkPBbxPsQRYy5A5JJBwM8ADH3STkHAv1SltbiOaWaymjRpTudJkLKWC4BGCCDwueowOgJJoAW0klW5ns55fNaNUdJCoBKtkfNjjOVboAMEVzlzpsmpeO9Xjj1K9sGXS7AiS0ZQ3+tu/wC8rA/lXQaWPMtzdyOXnnx5mQBsK8FBjoFO7jJ5J5rl/FD2tjqupXN3qdpbpe2+nW3kmVRKUS5lMhKMMFSkuO+cNkeoBr/8I9qZ/wCZz1z/AL82X/yPR/wj+p/9Dnrn/fmy/wDkevKNL1LR9NfUJ9OvpLedjcRo7uinyxasVGc53b1Xp1IBJJxRc6hosWjWkFveMkdsstxAiSLmO4Cw7GI3cc7sHnqcAdgD1U+HL9yFl8Y6665BKBbRM/isAOPoaTwyhj1fxUhdnI1WMbn6n/QrXrXnWu3Hhu88X2lw9xbzvJfSLcSSPG0bRlWGM55Qqqg5GCMKcjgdlongXwlNPqt4uieHby0ursSWhitIpFjjEMSFfu4HzpI2Bx82epNAHbUVz/8Awgng/wD6FTQ//BdD/wDE0f8ACCeD/wDoVND/APBdD/8AE0Ablw8kdtLJFH5sioSke7G4gcDPbNZXhC1ksfBWg2kuPMg063ifHqsag/yqD/hBPB//AEKmh/8Aguh/+Jqv8OrCzsfh5oH2O0gt/P0+3nm8mMJ5kjRJudsdWOBknk0AWvF43aEAsEs8q3ME8UUR+ZnikWYDoc/6vp36ZGcg8K/v7a91CSCa3ur+4E9zBL/yzcQxxgAYBHyIhIOSCWGTUviW1nutLCW8UsriQZWJ9jbSCpIPYgNnv06Uvhq1ltdLKzRzRsZDhZm3PgAKCT3J25zx9KANiiiigAooooAKKKKACiiigAooooAKr31vLdWckMN7PZSNjE9uqF0wQeA6svPTkHr681YooA4rw3aatrvh2y1GTxbr0E00eJoWgslMUqkq6EG3yCrBgQeRjFVvEmlahY3GiSS+KNduA1+UwsNluTNvN8w/cAdMg5yME8ZwRveDf+QHc/8AYV1L/wBLZqZ4rvrTTp9Bub2VYrddRKu7HAG62nUZPbk0AcBrnhSR7JZofFeqKlhIbhjq13ajLMqoNriM4ONv3uOVAxuyDwtpd/HfC+Hie8xLC1ukdilj5se1/MKyL5bIpzIflBJHrg4Gx4jh07WLSO60S9hnTS2e6uB/aK7stHsUh2c7CAAwJIGVyCDyIfCd7Hp+qHWr2azh067ge3tzHcQkDbIZCCQ7DA37QAzNwSQMhVALlv4dutd1W/gufE+vLHGAeVs1ZtyqGzthwQQo49q0NL8HXMYM6eLddEiyyqCVtG6My5+aA84HX3NaOh39tqXiDVLi0mSaIrGA6MGGQo7imatrcui6Fm1h86/ubuaC1jIyN5dzkjIyAATjIycKCCRQBBd3UPhe8gl1Xxfq10SCRZSQW7eYOm4iKAOFBI+bIAOMnFeXXBstd160iW9vbq8hlnhCyQQPNkC4cTp5Q2s48wgKjKVdVkYELgZ+o6rrvhfxgzvdNJq4ulCWsoSY3QIPJcrlQRs+bHSVlTyxGwFq38KXsHiPTLy3LS6db35S3u0dUvvMEfyB0kKnjYgKN/z0kOBuwoB0lzcxanp+k6Rd6reWt/A3lz2WowQtFKxkSRY5TGuwKSgQIpRirDggFTo+AdBuLLwe+pG5uPs13YPcRxSbMkSxRlQxVV3FRHnfgFmlkJGeW85t9Il8L6obvxHp8cFnZJ5V3GssZnvXkjYKqrvOVGSSeBIIyzBn4HdeDPGZubS+0C6juIsQSiBLk/vIHCuTC2eeiSFQQCPLcYChMgHRWH/JFdH/AOwRZ/8AoEdM+ISf2n4Rs7W1hhupftlvMYZkUxukbeY+4OyKV2IxILKCBjIzT7Dj4K6Of+oRZ/8AoEdReJb+z8U6FBouk6hbSXs5OyPzkKvtidij4bOxguxsdmNAHimi6Jcz+Ivt8OlaFc2ttqF5cyxCOzlTypQiRjyvtQDIG4Vd21CeHcnA7j4T+HtS0LXtHg1HSraznt7O8illjhiDys0kbgPKkrmTC9NyptBwN3JE2jxLrFzDcyPDHY6QqreSrqEBMgbCuP3czBA2d7HIy0QIG5jjvbLU9GuvE+n2+l3cc77LiWTbceac4jGSdxPpQB11c54XhjttU8VW8K7IU1fcqA8KXtbeRsDtl3Zj7sT3ro65/wAPf8hzxZ/2FY//AEitaAOgooooAKKKKACiiigDktdGoJ4r0y1i8QavZ2+p+aqrBBbGOJ44wwUM8DHLAO2C2Tg44HF3/hHtU/6HPXP+/Nl/8j0eIf8AkOeE/wDsKyf+kV1XQUAeM39pqNnN4hkHifX3mt7mAWyxiAnzZJJE37RFxwSSF27hlSeRi1NYaoZLBbzxjrb2kssMUqOtu3nl5PLDJ+7KDbJtJQl/lYc54rptG0231c+INQkuIm0y9mHkzxSEMphkc+YCRgYbDKwJHy56U230jSku/tc+qrqctn5l9FBsjV5GUD53IGWKkrjbtQHb8uQDQBzMVnrAfR1h8WeJGD2FvNeBPs7MTKH8sKzIoHKSAsxY/cUZzxh+I7TW/wDhAPEh1fxJqVzKLNJkiPktGyecUMbfutwZWXJIKE7gCAVIr0S58JHUNP0m3lzHqGmW0UTPEVeGUgY2urAF14PHynDsM4ZhWH480eLR/hj4oUq5uZrWMtJtRUCiThEVAAqgsxxjOXJJJNAEPxf0a/tPhbrM83ibVb2NfIzBPHahHzPGOSkKtx14I6enFdrLoeoQQvNN421qOJFLO7x2ICgdSSbfgVhfG3/kkOu/9u//AKUR1h+PtR1XxDbXkmmn/iW6dOF8sPtM5WTZJJ0IwrAgE8IMyHJKFQC/qfjGws9KEf8AaWs6kn2jP9oyxRxlVK/MEWNEZgY/MZWVCOp3YFUbXxBbW9iusJDK+nxeRFP5MC2ojCAlQS77Ubc8Z2sVABOCwbjjtKkuvEemvYQXN1dWlhdxPp8s8X7uSRvM3hizOoGSCdzSY2H5SrsouzeFNQttDuYI3Opz6deNe6jb28iJBhkHyqAykYVGT5QvyyNjhQhAPQZdas/EU6XekzyzmLbcm1YEdFePOFBZkbzOJEDqGjz61f02zu4zJqDedai4kjPljIUGR4lZVVgGGBGMkgFmdjgcV5Nb3A0LT2tTF9o1VLkXk11Z3AxZq6RAAMAwYn5Ms5CsZcM0g8yvXfD/AIij8TeFbe8UIsqXEEcoTO3O6NlZc8hWVlYA8gNg8g0AXr0KuorDcSPLbAKzK/PBjnDe/IA/KuWa41qVraSymuVlaQRNBcTsLZdyb1UtvMhbkDfkKTjA+YV1eoTLbawJ3BKxIjkL1ICXB4rJt/B6W0rmBZUhdg+1vLaWIAYCJJjKrt+XIywGAGGBgAxrq/0+z8q7s5JIEmFrDYyzPM62sLQGRvlVw2CkX3QcFgpPTIl0+9ng1Kzs72/u7s3AYMss5328jRO6EMhVWTap42EqSpLdDV9YYtRu7eOK2lhi1G2ivtPkt3RZLURKgyQwKg/vVXA3AgsDxVu00K4tLuKe9mlupA7+QoCRxRyMhXzGA5LbflznADHCgUAJ8NJpbj4faPcTyySzS26SSSSMWZ2YAliTySSSc1Z8fwxy/D3xAXXJh0+aeM5wUkRC6MD2KsoIPqBSeA9On0fwdYaXdGMz2S/Z5DGSVLJ8pIJAODj0qTx3/wAk88S/9gq6/wDRTUAdBRRRQAUUUUAFFFFABRRRQAUUUUAchceIJ7Ke6mtRbjTpbm2EM8pdg7SOisFVR91tyhWyQGZmOQMHS0vUhPqF7NPC9u2ETaysQSpcZBwMjGDn3qkx8QaNoNjaRWEE32drW2D210xdhvRCxUwkBMct3VdxByAadPr2vxXc0H9naAnlMF/f61JGxyoOcfZzxzj8KANltUj23EiqPJgbbJI7hADtDd/ZhWHoviF7jVtXhk0oWv8Apiqsm0Rl2MMRAlPeQgqRnHyFF+8rBaS3+t/b5LqS18NybnDxxnX32xttC7sfZuW46np2xk5hs/EPiS6udYgu7Hw9JALoJEk2rsieWYIiQh+zfvF3F/mOPmLL0UGgDso9RiaSaOUGKSJ9jA85+UNkEfWuG8XWdnrOkeIra40JL2SOCZ7a5kthJJGzxY/cAjJcFAcAjJ28+l+x1PxBZCceT4dmEkm9TJr7llG1VC5+zc429Tz65PJreIfF19aeE9auNQi0qzjjhkhWW11xlkdzEWCwuYB+9xnaMdRQA59G8LRu0K/D3TLq64ZYLWztcsndwZfLBAO0HBJG5eOaq3tj4b06xuL27+EwitreJppZDaaaQqKMk8TdgDWhb+M9Dn1uC9vfEfheCOG2liAh1lJSxdoz3VcAeWfXrTfF/jDwrf8AgvXbODxLos80+nzxxxJqMIZ2MbAKPm6k9KAL0ngPwve6S4i8K6NY3M8B2mTTYHaB2XjIXIJUns2Djg96l+HtnZ2ngDQntLO2tftNhb3EwgiWMPI0SbnIAGSeOfaiTx14VjsmEPinw/5yxnYP7Qi27scfxdM1L4HubCbwXpEGnX1veR2lpDau8EyyhXSNQVJU43dOPegDoaKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8G/8gO5/7Cupf+ls1M8WX1rps2g3N67JbjUSrFUZz81tOo4UE9SKf4N/5Adz/wBhXUv/AEtmpfEksUN74faYsEOosp2qWPNtOBgDnqaAOT8RWzeIbe3m0G7uphYyPNdGS3CN80YRCFkCK23aG6jG3IO7bS+HbwafrUviC/UwWF/bGOBo0MhfEhZeEydoRkUEhSdpyMBSZfGOj3Go2tullHf3kMUjS3iSQbWZSgRcKUAfayq20c/LkEHFM8HLPa+IJtQudNubS2uoXWP93LIZnEhYyFSgdflKDcyjOAMABRQB0mg6jban4g1S5tHZoisYBaNkPCjswBrzz4hZ1V72K11GzQ6WD9ojlniUKJp5Mq/mEICSkLYcjcFxyGxXpOlyrN4m1V0DgbY/voUP3R2IBrz/AOJWj3t7BB9mm2Q3sssEg+UbmjlldR8xC9GeTkjmEcjOQAc14Z1aPRrS9km1SPSIbZ4biys4ZUnSMSFl3SN0z5ZXAfaWK7iCxBrtryz0lZt88ulyfYL3dqU1zqJiNuzwuBI+HXbucmIbgxIfdyBXG+Hi3hu6udF1OaHSn1C4RJrIQPdC1CHzFbzAGViPMiU7ixA2kleBXYvcz3E+lXCWt7dRR6kyRXNrcqI5HEEkYdiQxK+XkbwUyWHcZoAy9StdGurKa0cW8sLwR6sbnz42ngtFCb2K8hkKMVCgFCVPG0hV5HSNW0a1t7ezjt/sxuj9qh1GbUBPO8KFmcNhFCruilVjxyWxuDbz1viTUrzRLW6nOnyvfW95BGkkHzwRx7VbYVDDLEIFMeQMbBuydzc7oI06+uZFstPsv7aikVWvbaaSWAxICGVNzvxshkCsD0MY+XOwAHpdgQPgro5PT+yLP/0COoPE+pW3irw8mjaPJNLezA4ie3kiWVVictGzMFADgFCc8b81YsP+SK6P/wBgiz/9Ajqbxh52reGorDT4Z5LmYlRE0TxecnlOXjDsuELoGQN2LA0Acdp9tc6tqa3ggltrHSneC/cLGGABAaLCMSSco5ABRfJULktx2thq2l3viewhsbmeaYpcTSNNA8ZPEYzyqj0HFcFonh6e4v7OWDSL2ygtYo4b2T7O6Epn5o1R4wSd/lyYXeieW2D83zekRmBPEunRo9y8ki3ErNPCUJOIxx8oHp0oA6Suf8Pf8hzxZ/2FY/8A0ita6Cuf8Pf8hzxZ/wBhWP8A9IrWgDoKKKKACiiigAooooA5/wAQ/wDIc8J/9hWT/wBIrqrfiIbtI8olgk1zbwyAEjcjzIrDI9VJH41U8Q/8hzwn/wBhWT/0iuq0dZtprvTWS3UPNHLFOiE43mORX257Z24z2zQByen3Cy2PiyRZnigBcpvDSJEvz/MIumMDJUAE9DzWd4XNtdaxp1v9uiulazZWgGlNbELswcufvAZwR33A9q19GhluNM8Q31pE0UV3LKYQqkTK4Z92UIGGDZ4zyQfxi0w6jaX1lNdG7litbJ3eIxoEUquOGDn5hnAB6hmPOMgAbe31yktlZWN1eRObK3e7mj/eynzN4j2mVtisSkmWYNn5FwSRjmfFd/qE/wAMPEsGrusl4LCN0lUnlPOKFWGcBwykk4XO4DaCCB3WoeEf7VtNNkluPst/ZxKh8seZDLjHyyKQpdevAKnDMM4Y55z4gaBDovwp8SuriSea3RXZYliRVWTIREUYVQXc9zljkmgC38bf+SQ67/27/wDpRHXmOreFNUtr5UsrcyXBBmsr+WWNTFBGu3fgks5C7Bz8yFN67mdsenfG3/kkOu/9u/8A6UR15xcaXqV5bapPPYRm9kmCzagZEVLWXdsPyZ3uQ26JQEJzGrR5Z2wAd7bPHqLMr31xe2D7ZZhKpjElwzKhBBAYKC644AAHAJwwta1pFuluzTXKs5VzFLB5kbLsUybeWbqqH5gQQVGQwJFZdlrceoztcRXUFzcAparbtDJBNcRj7sgDhWBJXqOjIpU5GxtTUb/UWtdSID3Elmp84yyYWGNsEqQUjB4BywDsRkAjdmgDi/FWk211qNtLJpBiu7zZJBZ2twIopGU+W7EhSQCwgACtGSSCzDYGHS+C7+G7vNVEVnFp4jntLb7HAxMSFHVyVyowf3uCMDGMc4zXJeJtYhTUbixWz8qwhWJdupNJFKf3YyUKumC32kBlxISpYsvCo3Y+BYLA2t5eaLZGz0iWSyMcTktJ5hZWYsxJLfIYTnJ5JHbFAHYah5X9sDz/APU7E35/u7LjP6VzL6n4gka2a0klWaSYRGG42rANyCQKWDFy+Pl38KT/AAnINdVcf8jDB/2z/wDQJ6zIPA1pazy+RdOsMhUjMamWIAYCxydUG35c43AAYYYGADNu9QsbPTrG909zA1xJFa2E0olkS3ha3SQ5QNnG1OnGWCknjIisNauYtSsrLUdSkuXuQ37lxtkgcxu6MHXarIVU8bdyllyT1ravNPtrjUE0ORHtvMzfWFxbFS0HkiGM8MpAPz4xhgVLA9cU+y8LSW0wubm/N3LEZHt4gnlRLIy7N5GWJbbleu0AnaooAXwKzSeELKSSR5Hdd7PI5ZmJ5JJPJOTT/Hf/ACTzxL/2Crr/ANFNTvB1rNYeG4LO4CCa3ZoX2HK5U4ODxxx6U3x3/wAk88S/9gq6/wDRTUAdBRRRQAUUUUAFFFFABRRRQAUUVQd57y7nghuDBDBtV3jUFy5G4r8wIA2lexzu6jFAF+iqVvJPDd/Y7iXzsx74pSoDNg4bdjjIyvIA69OKu0AFRxwpFJM6lyZX3tukZgDtC/KCcKMKOBgZyepJMlFABRRRQAUUVj+LL640zwbrl/ZyeXdWun3E0L7QdrrGxU4PBwQOtAGxRRRQAUVy3iHxbcabo+s3Wn6PfztYWtxJ9omg8qFZI1JwRIyO68A7kDAjODmk8O+LrjUtI0e51DRr+Br+1gk+0QwebA0kig4AjZ2ReT80gUAdTQB1VFFFABRRRQAUUUUAFFFFABRRRQAUdKKr3z3kdnI1hBBPdDGyOeYxI3IzlgrEcZ/hPpx1oAxfBEiT+HHniYPDNqN/LE6nIdGu5mVge4IIIPcEUvigWjXOgLfGEW7agysZsbebacDrx1x+NVNJh8U6PpFnpttoWhiG1hWFP+JxKOFGP+fWsrxSdavX0WDWfD3hyW0a/J8q41R5InYW82A4a2wB3BweQOOcgAreK9K2WUT6LEt9AHd76K1hVxIvlhY1ZEVt671UlcHuegNM8J20EGvTPc2MNpozwN9ljnhKKZPMJLYYAbthjBYZDYGGYgk8pDoniXw1oMNpa2HhuYIAL2XSJ5l8+NYgsYuAke45cFic4O5shV3mtPwvNraao7DS9Bk0fyD9kSe/eO3DlskxN5BUkKVB2KFPX724UAeiaN9l/wCEi1T7H5Pk7Y8eTjbnaPTirEuk22taHPZXQbY1xKyupw0biVirqexBANcLceJ9Y8PXup36aJpP2RY90r293cPDHtVT/rFttuTnvjpzjvpW/i3xHaXM+nt4espZ4Z3Exhu7qRUL5kGSlowxggdaAOF1bwPJY6w1v4i1H7FpFzciSWeKHctx975RIzfIf3suFPzAvgebgMuTYXd/c+NLRL8TJf3Vyz3L3iMLNFKnLbHIVh80xUFQNyxbTnfu9ksvFGrTXaR6hoUcNo2RJJD9tlYcHGFa0UHnA5YcevSuGuluEniW3ENm0zyMItMnha0+0kTbmuCdm6Ep5BzsPQL977wBxuiaZcaP4pht7jSIXWOIx3sE3lsLvIIT9302qxU7yQrlA7MjZx6v4T8K2Wj+Gr/UVNq9zPbyhfs771hRhuK7jyzNhSzHrtUdEWqtzELHw1plnpUtjAgJxBZrHE5XevTcwCS+R5gyxxvPXJUiTwkt8NI1Qs5+xm2coruJCE8tPLG4O/RvO+8xbaY92OAAC9Yf8kV0f/sEWf8A6BHTfFkEFx4cjj8PratqeCUFrt80r5T+YqFeVZk3KD2ZhUWmXtpL8HNIhjuoXlGk2gKLICwIRMjHtU/ib7J/wj8I0I24vyDt+xAGfZ5T+Z5eznzNm7b/ALW2gDi9K0qOfUok0/S5tPtAxi1Z1sDDC6EoOjRA53lGUNyirJnAbn0K1ttLtfE9j9hltXmlW4kkMOwHpGOi9uBXnehQpeXW3SRdwwTqi6m0wBgTB2sXVTjzfMWJvnw5UyE4Feg2FrZW/iTTzFPYT3TrcO72saoACIxgDcxA4HfrQB11c/4e/wCQ54s/7Csf/pFa10Fc74VZri58RXxjaOO61aQRq/3sRRRW7E/VoWI9iPpQB0VFFFABRRRQAUUUUAc54imiHiPwjbmRBM2pSyLHuG4qtncBmA64BdQT23D1FdHXOarb67Lr1veWmkaVcR2iuLeW41KSJ/nC7iVEDAdCPvHI546U/wC2eMP+gFof/g5m/wDkWgDAg1qfSdS8TMshc/aYI7eOV2MaPJJIpbGeFGAxxjIU96ktda1RZEOpXkV5p93IsTp9jeF9kknlK8fPyruaPKtubDFt3Y5SWniR73UfP0jS8ateCGMpq0itBLCZJQ4P2c9CuQSOqjIwaauk+MtFS4v9Tt9L1C1ju/tot01N0LyErt3k2+DhgGAXYobnHAwAaaeJrlbfQ9Ft78Q3tzpsE7zSxtNJI8gIUKeQpJSQl2DAYHBzxi+Nten1H4ZeJrK7kSWWOyjmjmWBodymTayspJ+dWXBI4O4YA5A020bxg9naW9tY6NBd2VpHatIdVlMc6gArvUWwbgjI2spBJ55Oee8cWPiLTvAPiV9R07STNd2sf2m5t9Qc7ERwFWOP7OowCzdWJ+Y5Y4AoA6f42/8AJIdd/wC3f/0ojpnjzwbd3Yl1DRlLGV1lu7UE/vGXGGCgjJIADAENwrKdy4fD+Lerazc/DPWre7s9Dji/c+YbXV3mlXE8fRDAuecA/MMfpXcz6v4mtWVbjS/DsRbJUSa5IucdcZtvcUAeQapMYtFn1AXsRlurqOG+jhhCizSNZCozhAHz83/LJlICkKXZqrgXuu+FVuZE/tG3S/ZWjkIN3dQhEClQdzMMeYBjzCGkGM7N49W1RINYs4pdQtPDseribEEi3X2hVULuG5yiMASu0rjGD1OcDntNtrS7uCb6K2ms42t0aLUHgctKdyuCEyNgDK2PuZC7cDdQBy+hac2vaB5V1p1krwXPN5ct+5s4QoAjkAIV2DGRhFjgvjbECMexWNpp1l4as4NLlWa1E0REwcOZWMqlnZh1Ykkn3NY+vRSXBWfTyr6fassUgsM+ZFEUcvtMfzDL+TkJ821Tjril0Gzv2mbBeO1mPmW/2sO07xxvCy7yx3dTNjd821l3cjFAG3eypBraTSttjjVGY+gCXBNc3Brvia6b7as9pEs6p9ktDblo2Zl3eU77t3mZO0sp2rtYlK6S+820u47+cowH8CA/wRzE8n13fpXOHwPqSXVuLW+S1s4UZBHDJsmCldgUSqgyqplVLKzAHhs4IACbxBEbptZs3Hm3kcC2k10ryJbwvD50h8tTnlYs7VwWYKM96m0zW9Xjult9RukuYLo7F/0cwzQl4jIjEjAKnY64xuU4BZuTUcMH26ezgtbYWf260hv9PeGUKbVYUjUjlGAP74LjaQVLZI6GfSfDeqab9l/tO5t71oC4gKMyBXZWUO2QxZtrFfvABWOFoAs/DWea6+H+kXNxLJNPNAssskjFmd2AJJJ6kkmrfjv/AJJ54l/7BV1/6Kao/AWnT6R4OsNMudhns0+zyFDlSyfKSD6HHFO8eMx8D6vbRxNJLewGxjC9nnIhUn/ZDOCfYHg0AdFRRRQAUUUUAFFFFABRRRQAVUltp1uWubWRAzKBJHIp2tjOMEfdPPJweAOKt0UAZ+mCScG8uHBnYeUyKuFiKscqMk5OeCe+AasX94mn6ddXsqs0dvE8rBepCgk49+K5nUdJuNRur942nmgOo2bG2jkSLY0UsLGTcQcgAZIPJEYAwTkWLe3XXm1TTr64unto28plWUx7hvfglcEjAUH1Awe+QCS38YWtwl2/2WdBbaXDqbA7clJBIQo5+8PLPtzVl/Edsk+lwmG43ahcC3QmMqFbyGmzk4DDauMrkZyOoOMmTwl4Xt5Jo5Ly5ieSNYZUOqyqTGMlYyN/3BuOF6AMeOaqWmmeGry5mhk1CUCyuPMs3/t55GKlApkUeZmMBhLFj/Yb1IoA09P8bWWo6pHp8VrciV7+7sdzbdoa3+83XoeMfrip/wDhIdU/6EzXP+/1l/8AJFVNN8FeG45vtWnyXLSJIzebHqMrkSNgu2d5+duNx6sOuaZeRXmpR+J9PlSXULZbTyobLzhEZyyyboy+Pl3fKu49OtAF7/hIdU/6EzXP+/1l/wDJFY3i7XLyfwZrkN34U1y3tn0+dZZvMsz5aGNstgXBJwOcAGt+e0vLu6ubOHV76xEYikWWBYmc53gr+8jcYOAemcjr1zzvjPQ9Qg8DeIJZfFetXEaabcM0LxWYWQeW2VJEAIB74IPpQB2ljcS3VnHNNZT2cjZzBcMjOmCRyUZl568MevrxViq9jby2tlHDPeXF5Iucz3CoHbJzyEVV46cAdPXmrFAGX4msl1LwprFi8rRLc2M0JkVNxQMhGQMjOM9Mj6ijwzZLpvhTR7FJWlW2sYYRIybS4VAMkZOM46ZP1NO122urvTWhtBudmAZd+zcvQgkc4/EUmg213aaYsV5w4Ztqb92xP4Rnnt7n60AadFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc740it5dDgFxbrMp1CzjALuhXzLiOIsrIQwO2RsYPfnIyD0Vc345mW38ORTOJCsep6cxEcbOxAvITwqgkn2Aye1AB/wgfh//nhef+DG4/8AjlH/AAgfh7Ofs95n/sI3H/xylj8b6RKpZLfW2AJGRod6en0ip/8AwmWl/wDPrrn/AIIr3/4zQBE3gHw66lWtrtlPBB1C4IP/AJEpB4A8OK7OLa7DNjJGoXHP/kSpv+Ey0v8A59dc/wDBFe//ABmj/hMtL/59dc/8EV7/APGaAI/+ED8P/wDPC8/8GNx/8cqT/hDNH3wODqYaBSkRGrXQ2KccD9504HHsPSj/AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmgCf/hGLD/n41b/AMG91/8AHKpHwB4dKBDbXZUY4/tG47f9tKm/4TLS/wDn11z/AMEV7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0800 731 3186 www.oem.co.uk 139
relays
SOCKETS FOR C3 RELAYS
•Built in retaining clip
•Removable label marking facility
•Coding ring compatible
•One or two level terminals
•DIN rail, solder tag or PCB mount
ø
8.2
ø
5.3
24
6
29.75
68
38
8M3
8765
22212432
10 2
A2 31 1 A1
0112
12
4
9
34 14
311
75
1
RELECO S3-B
S3-B One level.
Integrated clip and marking label
Accepts the exclusive Releco coding ring
for coding both the relay and base. DIN
rail or panel mountable. Removable label.
EN/DIN and sequential numbering.
According to EN60947
Wiring diagram Wiring diagram Printed circuit lay-out
Specifications Specifications Specifications
Nominal load 10A/250V
Dielectric strength (adjacent screws) 2,5 KV
Dielectric strength (screws/rail) 2,5 KV
Max. screw torque 1,2 Nm
Screw dimensions M3, Pozi
Wire in-lets capacity:
Solid wire 4 mm2or 2 x 2,25 mm2
Multi-core 22 - 14 AWG
Nominal load 10 A/250 V
Dielectric strength (adjacent pin) 2,5 KV
Hard brass, tin-plated terminals
(14 )
)
A1
(
)
11
(
)
31
(
)
A2
(
)
34
(
9
(32 )
(24 )
(21)
(22 )
)
12
(
11
1
2
34
5
6
7
8
19
1.3
32°44’
32°44’
1
2
3
4
5
6
7
8
9
10
11
ø
S3-L S3-PO
8 pin, solder and printed circuit tags
S3-L Flange panel mountable.
S3-PO Printed circuit tags with flange.
S3-L
S3-PO
PO
L
15 4.7
1
10
15 7
ø
29.5
4
49
39
3.4
38
6
21
5
22
7
24
10 2
75
A2
10 A1
2
11
1
31
11
34
914
3
12
4
32
8
RELECO S3-S
5.3
25
8.2
7.2
ø
ø
38
M3.5
M3 10
30
80
S3-S Two level.
Integrated clip and marking label
Accepts the exclusive Releco coding ring
for coding both the relay and base. DIN
rail or panel mountable. Removable label.
EN/DIN and sequential numbering.
According to EN60947
Nominal load 10A/250V
Dielectric strength (adjacent screws) 2,5 KV
Dielectric strength (screws/rail) 2,5 KV
Max. screw torque 1,2 Nm
Screw dimensions M3, Pozi
Wire in-lets capacity:
Solid wire 4 mm2or 2 x 2,25 mm2
Multi-core 22 - 14 AWG
7)
24
((22 )
56(21)
8
42
10
)
12
(
)
32
((A2)
(A1) )
11
(
1
11(31)
(14 )
3
(34 )
9
S3-S
S3-BC Coding Ring
Can be used to code a specific relay to fit
a specific socket up to 11 combinations.
Supplied in a pack of 5 pieces.