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bzWwuYp4ngI3CVXBUj1z0rip1pQlzI6p0bxs0fOreGPMYvZ63pE8H/PSS6ELKP9pHwQfzro/C/hsSzGLSPJ1C6b5ZtSlg3WlqvcRhh+8c+uMD9a9NRvCesXxVP7HvLsHkARu5/qa3UjSOMRxoqIBgKowAPpXXPHuUbI51guSXvaHhOpQHxBodgY7vRUuY55/NYvDasVDBUyox2BP41jf8Ipd/8AQR0b/wAGMX+Ne439n4R0wr9vttGti/3RNHGpP5irFvonhy7hWa30zS5om+68cEbKfoQKqOPUdEhSwUmuZni+iaV/YWqLq15qGlmOzillVYr2N2Zwh2AAHJ+bFev+FoBo3gXTxLx5Vp50n1I3t/M0y6h8GWNyLe7i0OCY/wDLORIlb8jW5NJZpYM87wLZ7MMzkCPaeOSeMVhXxKqmtLDSpa232PCb6xfWdD0Y2+oaYuElnnWa9SNhLJIWIIJz0C1m/wDCKXf/AEEdG/8ABjF/jXvEejeG5bYXMenaW8BUsJVhjK4HfOMYqBrLwitql01vootnO1ZikWxj6A9CeDW6x6jokYvBOT1PDf8AhFLv/oI6N/4MYv8AGtLQ9KOhakdVu9R0sx2sE0irFeo7M/lsFAAOc5Ir2afRvDdtbm4uNO0qKEYzJJDGqjPTkjFQz2PhG1EZuLbRYRKu5PMSJd6+oz1FDx91ZoI4J3vEk8H2ZsPB+k25+8tsjN9WG4/qa26oW2r6TPIlva6jZSORhIop1JwB2APpTr7WNM0wqt9qFtbM33RNKqk/gTXnSlzScn1O2NOStGxdoqsdRsVsxeG8txanpMZV2H/gWcVW/wCEh0T/AKDGn/8AgSn+NIahJ7I5rxH4OkaS6u9Kt4bmG6O690uY7Unb++jfwSe/euMuXjkkS1uns5GiAVbPXYzbXMQHQJcLgMB2Ofwr2J7+zjsxePdQLakbhMZAEI9d3SqcV3ofiGNo45rDUUX7yApLj8Oa6qeKcdJa/wBf15+ZhPDN3kjxrW9FvdQWyhtIrGzsLSIqgl1SF/mZizMW3c5yO3aoNK8M2UlyIxI+uXQPFppoPlA/9NJyAAPp+deszaP4IsbopPaaHBOuCUkEasPwNbenXGmywlNMltHiTgrbMpVf++elbPHWjaP9fmZfUn8UkYPhvwq9lcJqeqmGS/WPy4IYFxDZx/3Ix/Nuprqqz7vXdIsLgW93qdnBMf8AlnJMqt+RNXkdZEV0YMrDIYHIIrhnNzd2dSpuCWg6iiipAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBksscKb5ZEjXIXLHAyTgD8SQKjivrSeeaCG6gklhOJY0kBaP/AHgOn41i+NONAjOM/wCn2f8A6Ux1wTvCuk3llpXk3pk066ZJY0K3dshdWkinUE5JyQDwcr05JoA9Xtby1vojLaXMNxGCVLxOHGR1GR3qeuU8PSWNx4s1WfR2gbTTZ2ylrbHlmUGTIGOMhCmfwrq6ACiiigAooooAZLNFBE0s0iRxr1d2AA/E1Gt7aPdvaJdQtcoNzQiQF1HqV6gVh+PP+RK1LP8AcT/0Na5SWSKLVLqDTTb3d3cXF95aFNl5ZzFJMscH5oyRgE44ZMZ4oA9Ht721uzILa5hmMTbJBHIG2N6HHQ1PXB+FHsZdc0w6V5Jii0RY7vyQPlfcmxXx0YYk4PPWu8oAKKKKACqkmqafDerZS39ql2+NsDTKHOemFzmrdeV+K5Y18QeI43nsBuWyb7PKP9JmxziE54bjA4PPpQB6bHe2kt1Jax3UL3MQzJCsgLoPUjqKHvbWO7jtHuYVuZAWSFpAHYeoHU1wehT2UXim2itvs9351zePhl2XlkxLM4lwTuQkYBODyvWo9VaAahrlvKYv7al1WzexDAeY0Y8naU77RiTOOB82aAPQVu7Z1jZbiJhKSsZDg7yM5A9cYP5Go4tSsJ7aW5ivbaS3iz5kqSqVTHXJzgYryoJdHw/on22SNtKae/CJaQt9pUGK5yQS2CcZ6AdqsyXUU1tcaHaW1jqbXjWkBuNNIjW6hG9mjYE7VcRo2eejjpwKAPTZdQsoBCZry3jE5AhLyqPMJ6bcnn8Ks15A11bR6YovTbLf6dYS2M2n6iAUuI0kICRupyJcBfu5+8vsa9bt3MltFIY2jLIDsfquR0PvQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUjMFUsxAAGST2pawPGWorp/hq6HJluFMESg8ksMfoMmgDynVNViOrX2qRStiffGzdFKE5x+gqFRealbPfpYXMlrbx/6xYjtVfXJ6/hXUfD/QItTvJr29gV7WyIigiYZVpcZZsd8DH4n2r1LaNu3AxjGKGhHzwlhPqt3aQLJHBHK4jR5ydqE9zXsmk6Xo3gHw8/mXCxxg77i6l4aV/wDPAUVz/jHwcLe2uNS0iLCFSZ7YDjHdkHbHp+VcLZPrnxG1ew0y5uiYbWL55AOEUcFyO7ngf5NbYeiqjd3ZLdmdWpyLTVvY6rU/jEvnmLR9LMwzgSXDEbvoo5/Wqcfxf1e3lU3+iQeWeyl4z+BbNSandSaJrcfhHwNYxLfhR9ovHUNJnGfvHgYHJPvgCodTvPG3hBI7nxC1vrGkyMFmRwrqM9slQVPp1Fauvh07Kndep1U8sxM4puolJ6pdzT1jx/Z6xpEF1ptzcwTxPtmswSJG3dCMfeGRjj1qfS/BesanClxqV61lHJ8/lqu6cA9mJ4U/nWB4v8Jx6Ra2nizw0Zbe2OyYxjIMG7BVh6DkAjt9K9J8H+IV8S+HYL4gLOMxzqOgcdfwPB/GlWpRUVUpP3X+Bx05y5nTqLVBYeD9FsCH+zG5mHPm3TeY368D8BW9RRXKbhXjfjUWJ+K0f9o6XPqVt9jXdbQKWdjhsEAEHjrXslefeIfDXiaTx0niHQjYApbiJftLnrgg8Ae/rSZ3ZfOMKjbdtH1t+JX0CDw+0Ory6Z4Wv9JnjsZAZrqNlDKQcqMk+gq78IePAUOP+fiX+dWrC38cXJuoNbbSvssttIi/Z9wbeRhevbrWB4f8P/EPw3pSadYNo3kKxf8AeMzHJ684FI6ZtVKc4Oau2nrK/R9Sl8RRZn4k6T9u0+bULb7H89tCpLyfM/QD35/CtTw63h62ury90zwjqGmXVpZyzLNcxsqnA5UZY8n/ABp2s+GvF95r2j67atpv9oWloI5t7sE8zLZwMdMNW1o8XjeTUVj1/wDsl9NdGWVYN285HHX3oKnUj7CMVJaLX3mur6dTmvh/4V0vxLok+u67ANQvbyd9zSsflAOOMH6/pXQaR8P9OsrG+0m7uTqOlyTieG0kyPIIz3Byeo9OlZNp4a8Y+EZbm18NTWN3pk0hkjjuiQ0JP8+31x0rf8F+Fbjw/He3mpXK3OqahJ5lxIn3R1OB+JP+RQiMTWfvTjV0drJf1pY4fw74S0K++I3iLS7nTo5LK1UGGIswCcjuDnvUPiSPQrD4piLV7My6XDYRxiFUZ8YXC8Dniu40Hw1qGnePdd1mcw/ZL5QIdrkt1HUY46Un/CM6h/wtH/hIsw/YPsvk/fO/djHTHT8aLGn1te1blK65O/Wy28zj/C66Vd/FGGfwtC9np8FqxuY3yhc4I4QnJGSv5Zq14I0Wy8a32sa9r0IvJTcmKKKQnbGoGen0IH4V1GoeGr2T4kab4htRALaKAxXOWw5OGAOMc9R37VlN4W8TeGNZvbvwnLZzWV6/mSWl0SNjex/E9/5UWCWIjNPklaTirNvs3dNlPSLZfCnxVn0PTmZdNv7UzeQWJEbBScj/AL5P4GuW8B6ldeFpYNYlOdFvrlrO6x0icYKufz/LNeh+GPCWpQa3d+I/ENzFPqs8flokP3IV9vyx+fXNR+GPA8tt4IvtA1sQt9pmd8xNu25A2kEgcgjNFmN4mkoyjJ811FPz3u16aanJ2m06R8SyMEGZjkdD8z1Ddzz3fgzwR4dSZobbUn2zspxlRIAB/wCPE/gK3dB8Aa1pnhfxJpk8lq8+oIqQMshwcZ5bjjqPWr8/gC5vfA2kac9xHbaxpnzwzISVDZzjOM46c+opWZpLEUYz+K65l/6Ta/yZPq3wx0KWyg/sz/iU3du6tHdx5LceuTyfeuzQtFaKZH810jG5wMbyByce9edX/h7xz4qhh0vXZ9PtdOV1aeW3JLy49v8A9Qr0e3gjtraK3iXbFEgRR6ADAqkeZiXLlip1OZ6+dvn+h5Z4D0Gx8Zf2p4h1+EX1xLctEiSE7Y1AB4H4gD0xWu2iHwBo/iO/0vUGa3aEyQ2TDPkP0DA556+nYVCnhbxR4U1O9l8KSWU+n3j+YbW6JHlN7f8A6+nbir3h3wRcINXvfEc8dzqGrIYpxF91EPYH16fTApHZVrRbc/ae47Wj92lulu5m+CvAuh6p4Sg1DVLUXt5fq0ss0jksMk9Dng+/rXPWk89p4N8b+HXmaa3019sDMc4UuQR/46D+JrobHQvHvhi1fSdHuNOu7AMfImuMh4gTnp+verVv4AubLwNrGnLcx3Osan880zkhS2c4zjOOvPqaVjR14qUnOopJyTXlrv5aaHNeEtTudB0mfQNRb/RdS057vT5D0yyEsn/1vX61l3sYk+DOgxnADaiy9OmS9egar4Gk1bwBp+kyGJNUsYV8mQMdocDBGcZwf8KyZ/AWsyeANK0VTa/a7W9M8mZTt25bocdeR2osy4Ymi5c97Pm1+Sevz/MxtT1a5j+HuueFdXP/ABMtLMaoWP8ArYfMXaw9cDH4EUzxgLb+0PBP2uzkvLf+z08y3iGWkGF+UAd66/4h+BJfFCW93ppij1CIeW/mMVWSP0JAPIPT6mquv+EPE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yc5OAT0zmgDotf1208O6TNqF55hSNGYLGjMWIBOOAcdOp4qC71fUFsLK70/Sfta3EQkcG5EflAgEckHPU/lS+LV3eDdbAGT9gnwMf8ATNqxtdnmTwBptjbl1m1IWtgGXqgk2hz7YXdQBveHtXk13RodRe0a1EpbahfflQSAwOBwcZHsa1KhWAQWYgtQsYjj2RDHC4GBx6VV0qLVYoXGq3VtcSlvkaCIxgDHcEmgDKt/Fom1G2ik02eGzu7mS1trp2HzyJu6p1AOxsHvjtUuk+Ib3VJmlOk+RpoaUC7a4ByEYrnbjPO096wJtROp+LdGntnn+0Q3kkM+mzxjbboFcGYHHBOBg55D49ao6fHC1zYafoVxqGZobuO/t7lmPkja23cp4U+YQBjqCetAHU6V4ui1GeJZrKa1hurZru0ldg3nRKRk4HKnDKcc8Gn2fjHTrzStY1NRKtnpkrxu7IVZ9qK5IUgEfewM1zvhqVdR1DwlHCr79L0qSO9VlI8pysSBGz3yrce1MurKe88NfEC3t4naVr+RkRRy+IYTgeucYoA63R9efUry4sbqxeyvIY0m8pnD7o3ztYEe6kEdiO9VZ/F0NvpGtXz2j79Lumtmh3DMjfLswe27ev51V0W6i1jxtearZMZLNNNht/M2kAyF3crz3AIz6ZrH1m2f/hYkekqjGDVZrbUHOPl/0cNvB+pSGgDo5vFP2a6t7eayw081zEpSZWA8lC+TjpnGMdRV7Tdes7/S9NvJJYrZ9QgSaKCSUBjuUHA9evavPI0f+1YTsb/kM6weh/55PWLeyh/CLR+Ulvcw6LYBGaFnmuAEDZQ9EVSTkgZz1oA9Ts/FVle6/qOmI0KpYlEedrhfmkYA7QvXjIGfXitQalYF4UF7bF5xmJfNXMg9V55/CvNNWsra51HWwLdWin1/TASq8OjLCT+Byai8YiCG+1aG3ghs2tpLIoFhLSTIGQ7lPREUZBx3Bz1oA9SF/Zm4FuLuAzkkCPzBuJHUY68UqXtrJcSW6XMLTxjLxrICy/UdRXmclnF9sur1YB9p/wCEvhCzbfm2ERjr6YJ/M1HaXGnWvhiNJdKmvdet4L03SRhldWw+/eRzhsjHrwR0oA9Qtr21vAxtbmGcIdrGKQNtPocVzOo+Nm06/wBUV9KkfT9MljjurpZhlN6q24JjkAOM81k+DGiTxndrDPBJC+lQbPs0JjiyruCFz97AK5JJPNSweHk13xX4piu7q5Wx+2W5ktUIEc+IIz8xxkjIHAPagDtxe2hu/sguoTc43eT5g349dvWs+68QWsGt6fpcZSaW7kkjYpID5JRC/wAw98V59cTxnxXaSqkdq8fiIrLCsTGQgqy+Y7norcYAwMEVStYo2tPD9vZQsviGKG/S5YIQyzGGT7x9S2CKAPXE1Gxk3bL23ba4jbEqnDE4CnnqfSllv7OBZWmu4I1iIEheQAISMgHPTivKriytdSs7JdChKyWeiNJc7Yyu2aNoniVv9vcj8deT61bSeOfStP1ea3jRdY1aa7W4uo2ZLZfLZYyy9yUUAZ4BNAHpMmo2UMSyy3lukbrvV2lUArxyDnpyPzpZr+zt/K8+7gi83iPfIF3/AEz1ry7w1aQ30/hi3u4fPSJNWVkliwAfOXGVxxweB71kvJ5/g2K3kjSK5Tw2oilkhaSWfPmfu4x0XBAycZ5HpQB7JqeoRaVps97MCUiXO0dWJOAo9ySB+Nc2/jd4bq6M+kyJp9rfLYTXazA7JG2gHbgHbl1Gc0niCQy+E9DnV90H22weVuuU8xOT+OKoaJ4dTV9V16S8urn7JFrjSizGBG7IsbKx4yeQDjOOBQBoHxxJF9oubjR5U0u3vnspLtZg2xlk8vcUwDt3e5rotP1KPUDdoEMctrO0EqE8gjBB+hUqfxrzS5vYLvwh4g8PQu0mq32r3UUduiksN1wfmPoAMnPtXZ6IrDxp4mI/1X+iL/wMRnP6FKAOlrnL/wATXMF/qdnZaU13Jp6xSS/vxGCrqzZGQem39a0rSHV11Od7q7tZLE58qKOEq688Zbcc8Z7Vz8St/wAJV4yO04NlbYOOv7uWgCxbeL5n8Iz+IbzSXtoBAk9vGJw7ThhlRwOCSQPxqey8WwXsHh+VLWRf7YZ0ClhmFkRmYH1wUIrmJDeXPgzwNo9lCklxcJbTukpKpsgjWQhiBx8wQVm2t4+i6/YW2s+Vaix1u4mJQlo0jnt3dcHHTczD60AeiXWvwWOuHTruMwobN7tLhm+Vghw6/UAg/Q+1WdG1BtW0e01Brd7f7TGJBE5yyqeRn3xg1yPjUad4l0LS7m0n86I6nBbmWEnlJHEci/QqxBru1UKoVQAoGAB2oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDP13UH0nQb7UIkV3t4WkVW6Egd686tfiR4rvrdZ7Tw0s8LEgPGjkHHvmu58Zf8iZrH/Xq/wDKuF0bWLzQvg2t/Ysq3CXBALKGGDJg8V20IRdO7jdt2OatKXPa9la5P/wnnjT/AKFJv+/cn+NMj+JPiGLVrGz1DQorQXUyoDIHUkFgCRk+9cv/AMLU8U/8/Fv/AN+FrpviC7SeKfCLt95mUn670rpdFRkozgtb7X6GCqNxcoyelj0S813StOn8i81G2t5cBtkkgU49cVzmi+Nn1nxveaLDHbvZQxl47iNiS+Nv4dz+VYHjnw6brxjHrGpwkaDFAi3Myvgr17DnqVrpPCHhfw7ZeVreiCZlniKo7uxBXPPB9xXLyUoUuZ6tr5JnRzVJTstEvyGePPGF14SjsGtraGf7SzhvMJ4246Y+tcxpHxbvL3V7S2vLOzt7aWULJLuYbF9eTXTainhfx3JLBNLLK2lFjIELJszwfr92uGh8HaZr2vWUvh2KWfQgwS8kaQhlbJJxnnoV6VrRjR5LVI2a6/kZVZVee8Hoei+J/Fa6T4VbWtNMF4vmKindlDk4PIrk4fiF4vuIUmh8LeZE4DK6xuQwPcc1d8e6RaaF8Mm0+yVlgjnQqGYk8vk8/jVbWvEmpeGvh94an02REeaJEfegbjy896VKnBwXLG921qOpKSk7u1l0E/4Tzxp/0KTf9+5P8as6D8QNZ1DxXaaLqWkRWbTBiwIYOAFJBwT7VzOjfErxJe65YWs08BimuI43AhUHBYA1vX//ACXaw/69x/6LetJ0oxvGUEtG9LkRqN2cZPdI9OoooryzvCiiigAooooAKKKKACiiigAooooAKKKKACq93dWdsi/bJ4Ilc4XznChj7ZqxXlnxo09tVXw3YISHnvJUXB/i8piP1AoA9KkubKOVLSWa3WSQfJCzKC30XvU5jQqFKKVHQY4FeBwaifEHxD8LeIGcmMTW9mCTwGW3Mkn5M/6V1Gm/ELV/+EktIrme2vLG8iu5B5EDKieUpcBHPL8DBPvQB6mYYiu0xptznG0YzTiqldpAI6YxXlXhzxz4hvNW0I6jcWf2PVNNuL8qI9nl7fugt6D1pdB8a+INT8QppL31o4vtPluILpLYrHC6njbu5dfc0AeorBEudsSDIwcKKy9e0uy1OxisJrx7JnlDwNBKI3Ljnj1+lcDpHiXxVqGja7qs2uWUOl2Mmy3v2tBiYJneQvcHgD3qGy1zXrz/AIQe71+C1e41DU5TFugAaOHy/lI9GOCfoaAPQ9B8M2OgW1zHCZJ5LqYz3E053PK54yfwFawijByI1yDnp39a8l0Xx/4je38MajqEtrLaapNcQSxJDtYeWGIbPr8vSrnh7xt4jvrzRGuTaSReILS5mtIVj2/Z3jBKgnuCOtAHpjmC3DTSGOMcAu2F6nA5+tMuJ7SMqtzLApxuAkYDuBnn3IH4isHVLHU9X+Hd1a6mkSarJZsXWAkoJQNy7fxArktQ1c6ol74gjjjkW3sNPgRZF3LvmlSR+PUApQB6iyK67WUMPQjNMQwXKCRDHKvIDDDD0PNcTP4o1G38V29sLmKe2m1M2TQxQnZEu1iCZD/HkcgcVz+k+Jr/AE/RbTTbB2SRILq7ytuZjI32mRVQgdAcHJoA9ZEaDoi9NvTt6VGn2dneNPKLIArqMZUHkAjtWFq+u3lt4Usr2CFYb6+e2hRZRkQvMyryO+3cfyrk21bUvD2qeIPOmSW8udRs7YXCQ7sBoAd+wdThTx60AekyG2jZVlMSlgVUNgZAGSB9BzSoIJoxIgjdJFGGXBDL257ivNptTvdUu9Fe+RxJDcahCsjRGMzILZir7T04OPqKr2PizUbDQ9Ls9PV3Njo9lMYVtzIbgumSpYfdwq8e59qAPUZDbxYMnlJvIQFsDcT0Hv8ASneVGE2eWuz+7jiub8a822ids6zZ/wDoysTTvFWsibTry9mgks7ue+gMKRYZRB5rK2fUiPH40Ad7mCOQRZjWSQEhOAWA68d8ZFOWKNfuxqOMcDtXl9xqetrPpOv3VxA8kmhX17bqkeBExjjcKf7wHHJ962r3xNrSSSR2USTy/wBi294sYQE+Y8m12HrhckDvigDthHFGRhEUngYAH4UyT7PDGqyeUiOwUBsAFj0H1rze61DUtWuNCKawjrHrYiDLBsfmB2xIhHDD5hjoQQasxa1q95pVhqF9JayxTa5HaxReSPkVbhk3Z/vYAx6YoA9C8qP/AJ5p1z90dacyqykMAV7g9K4XQvFuo6r4gtwEd7G5nuITGLYgQCMsEbzO+dnP19q7DVLSK/0q6tJ5mhhmiaN5EbaVUjBwe1AEkNxaXSs8E0MwTKlo2DbfUcdKS3ks7qMtbPBKinbmMhgD6cV5f4jnj0qXxBBbWc9iv2G1t47dAB9oj+0bGkUj2cLzzzXWeHDBb+JNQtH0tdOvfssUhjhl3RyRbmCtjAwwIIP4UAdVsXfv2jd0zjmori4tIWjW5mhQucRiRgNx9s9TVWLW7SbV5NMQT/aEySTCwTgZ+9jHeud8babbDTdW1FbSW+vJLL7PtUg/Zkw58wAnjk545OBQB09zfabaSJFdXVpA4G5UlkVTj1ANSvPaJcJC8sKzyfMiMwDNjuB1NcDeAwTXniCbSYdV0yPT7VxcSuN5iVWZmVSDz82e1VNY8u50jxjq+3N3a30P2WX+JFRIWTb6csfzNAHpmYUlA+RZJM4HALY6/WmGe0e5a2MsLXG3LRbgW2+464rlry0MHxP0af7RcP59ndny3kJRMeV90duprBtkX+ytJ1jZjUJvErrJL/EVM8kZUn02ADHtQB6UWgMxhJjMrLuKEjJXpnHpUButPCupntgqgs4LrgBTgk/Q8e1c/wCIpk0nxXomsudsLR3FnO3sU81f1iP51w18ZrXwhNazRx+Zc+HLi/lcr8++SdXIz1x8/T2oA9eH2eUvGvlOYz8yjB2kjPI7cc0TPaxNH57wo0h8tN5ALH+6M9fpXBPqNxp+teJDbXUVtJNqdtHvdDI237KhIRR95uPp1NUbK91HxD4p8NXF3cAeRNfx7GgUZMLKu4jsxGPpzigD1AqpJJUZIxnHaoJ7K3uY445IxsjkWRVHA3Kcj9cGuEsPEWu3PhvS7+51O2ik1FjtWO33SBVDfcX+Ik7c54AqO08Va/q9vp621xBbSy6ddXMrNDuy8MwQcds9xQB6MQGBBGQeoNBVSACo46cdK4ey8Qa54hQNp01raPBplreSLKm5ZZJlLbSf4VAXqOefamSeKtSh8T2sBuYZrefUfsTwwxEpEpQkZk7vkdBxQB2l1fWlkFN3dQW4b7plkCZ+mamR0kRXjZWRhkMpyCK4rxiVHi/w1v059QXyrz/R0AJPyx888cVkx3GseF9Fjs1uI7SQi6vVtEj8+SNTIWjj9AgBwT68CgD0mRoIFeeQxxqBlpGwMD3NOVEDFlVQW6kDrXlniDXdW8R+ENceJ4ILW30uCSaHZkyNLEJGw3YAEYrevPEepwzahqEUkQ07TdQisXtzHlpAxjDvu7EGTge3vQB2qoqklVAJ6kDrShQM4AGeT71wlt4q1R/It5JrZbi1hv3v3kG1Mwvsjz/dBJB47Cs+TxlrNta6nGJ0uJobe0nhmktvLGZZvLYBepX0J5oA9KVFQYRQo9AMUpVSwYqNw6HHNcLL4h1e1/tWwuL+2We0voIVujDyySRh8KgzufsPzNa3hbXrnUvD15eXoJltLieEkpsLiMnBK9jjtQBtT32nWpH2i6tYcsQPMkVcnv178j86bcXumWxjFzc2kRdfk8yRV3L7Z6ivN0bfJ4MuZ9OfVJLvT7u6khXaSzyeU5PzccbsVa8PaAbfxDpGmazBFNJFos7GN/nCbrgEKM/3VIX8KAPR1MDnCmNjgPgYPHY/p+lOaNGOWRScYyR2rzXwrO9jqekwxsxgN/qOmLk5zFGzPH/3zsIH1ru9Q1uz027gtrgTmSf7nlws4645IGB+NAFuWS2gx5rxR7iSN5AyQMk/gBn8KrwanpVxOI7e+spZpOixyqzN+APNYniZFk8UeE43AZGu51ZT0INtJxWbo1tpeka74wvzaQRpYTRyIyoBsUWyE49O/wCdAHZpPZhJXSWALBlZGVhiPHJB9Ke0sEYVmkjXzWCqSQN5PQD1NeM6VeQQ6B4ltY7pJptU8PyalPtbO24w/mD8nT8q9I1XSn1fwTHBA2y7jgintn/uzIAyH8xj6E0AbwNu07xgxGYAMy8bgOxI/CniNA24Iu7Oc45rlvApk1LTZ/Elymy41hxMEzny4lG2NPyBP1Y11dADVjRc7UUZ64HWgxoUCFFKjoMcU6igBojQHIRQfUCk8qPj92vAwOOlPooAq39hBqOnTWM6/uZUKEDjHoR6EdRU8aCNAucnHLHqx9TT6KAGCGNX3iNA394KM1BZWEVj9oMeS9xM00jt1Zj/AIAAD2Aq1RQAUm1ck4GT1OOtLRQA0IoxhQNowOOlI0Ub/fjRvqoNPooAYIo1UKqKFBzgDjNPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMPxl/yJmsf9er/yriNA0S58Q/B9NOtHjSaSdmBkPHEma9D12yTUdCvrKSdYEnhZDK3RAR1rzW1+GoJW3tPFyk8kRxMPx4Brtw8oqnZuzTvtc5qsXz3SvpYy/wDhUOv/APP1Zf8AfR/wrb+ISGLxV4Rjbqrqpx7OlInw0uJZnhj8Wu8qfeRTll+ozxTl+Gy2Gp2d1feJVLQyrIqz4BIUg4GTXR7aLknKd7X6PqY+zai1GNr26kHj6TV9V8bReG7O+aO3u4EzEzYQn5jz/wB80vw+l1fTPGlx4cvL1pLezt3AiVsoDlTx/wB9Va1JTd/GXSrq2UzWyxKDNGNyA7X43DisTUtbuPCfxL1jV20+SaJyYlJBVTkKeDjHaiK5qfskvs3+YSfLP2jfX8DlptU1DTvEOqRWF3Jb/abp432HG4byBn863In1f4ba/Y2d3esbN2FzNDbNw65K9D34rr9A0TS9Ot9U1SfUrOd9RhMyxMy5hJBbHXr82PwrI8DQWmt+CNVs9QvYY7maVo0muHBZAVXkZOfWtJVotPTRWT8/+GIVNprXXp/XmavjjW7fxD8Lm1K2R0iluEAWQc8Pj+lGp+Fr3xT4A8NwWUkKNDCjsZSQCPLx2q9J4Qtm+HcehHWIRCsu/wC18bT85OOuPaueT4exogRPGkaqBgASAAf+PVhCUErRlazdtGzWcZN3avdLqQ6T8K9bsdZsbuW4szHBcJKwVjkhWBOOPatS/wD+S7WH/XuP/Rb1Xm+G8tsVE/i9oiwyBI23I/E1peGvh9/Z+v2utDXBfCEsOBnOVIxnPbNOVWLvKU76NbNCjTatFRtqnueiUUUV5h3BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWPrPh211vUNIvJ5JFfTLn7TEEPDNjGD7c1sVy/juXUrHw3eapp2ovayWcDybAisJDxjOaAKdn8M9Gso9Pjikn2WV7NeqpI+ZpBtKn2A4FR6f8NNP0qawngvLyf8As5JktYJ5MxhJFKlMenJrWbVH8PwW9pdzXeq3s4eVBHEu/YuNxwMDAyPzpml662qeK3it5g+myaTBeQjHd3kGfyUUAcL4W8AX51+3a/sZ7TTLbT7izaKa583IlONseOigE+9dJB8LtPhEf/E01F2isJNPjZpASkT8YHpiu7rNmvpr3RrufRwkl0vmxQiXhfNRihz7BgaAORPwqs20A6I+t6m2n5QpCXG1NpJ4GPU1qw+BoRJpMt1ql9dyaZdNcwPMwJyUC7T/ALIx+tZd54g1XRU1eH7fFfm2t7c/aGVQIZ5ZTGVIHYDDYPStrRdRu4fFGoaBeXovDDaxXUcpUKwDllKsBx1UEexoAqWfw70uzs9CtVnuHj0e4knh3EfOXzkN7fMabpfw40zSrhZYru8cQwS29mjyZFqsn3tnvUF/4g1OO41PVIrlVsdN1KGxa22AiRWMYdieucycf7tWdR8RXv8Awn+j6VZlRYebJFePjO6TyWkVB9AAT/vCgDotH01dI0i109Z5bhYE2ebMcu/uTWLaeBdOs/Dl1osc0/kXF0LlnJG4EOrKo9hsA+lYtv4o1KPT9I1+e8WS31K9Nu1iEA8tSXC7T13DaM/jTrLxLqNrb+HtVvb+OeDWUdntggAhPlNINhHPG3ac+tAG0/gu1a+Fyt7dIiX/APaEcIYbFmJO4++cn6Z4pi+BrOK2hitr27t2SOWF5I2w0kckhkKn8WOD1FUNI1XWJ59Jju78Ea7p0lzGVjA+zSAIwC+o2v37rVW51TV9Fl1y6GryX9rpVmQ6yxKoa5YAquQOwIJ/3hQB2GoaJaajoo0t98cKBPLZGw0ZQgowPqCAayl8E2uy7aS+u5Lq4uIrr7SzDeksa7VYfhxjpUdjq11pGrajYazfC4it7CO/E5QKVBLK4wOwKjH1qt4a8T3r6Nr+pa4PL+x3rhIVHKRmNGSP3b58fU0Aaa+ELTNo73NxJLBJPK0jtkyPKhRifwPAHpUA8EWSQ20Md3dRxR2sNpMqPj7RHF9wN+vI9cViaZ4k1250CGO7lSHU7vW5NPLKoPkICzEAdyFUj6103hjULq8h1G2vJBLPp969qZQMGRQFZSQO+GGfpQBe1XSYdWS0SZ3UW11FdLt7shyAfas628I2NsmnIJJWWxuLi4QMR8xm37gfb94a6CuDtNVuL3xPqtvceJhZ/ZtREEFntTLpsRh155LEUAaVv4EsYWjEt3dzwQ2stnFDI+VjhkABQfQAc0kPgO0RJhNqF9O8lpHaCR5MMiRvvTBHQg1aj8X2kt+LVbS7Bl84W7tHgTtECWC9+xxnrVnR/Etjrk4jsd7gW0dw744TfnCH0bg5HagCgfBdsVEjXt0b37al811kb2kVCg46Y2kjHvViPwpZx6XaWAll8u1v/t6HPJfzTJg+2WNa9xew2s9rDKxD3UpiiAHVgrP/ACU1z/im41W0E91DqUNhZW9qzoxClpp+SEIPbA6Dk5oAnh8KwWdzJPb3VztUzPb2+/CQvJksV/EnGemTV6LSzceGo9K1R2uS9qILhyeZDtwxz6n1rlJ9d1u8i1adbpNOk0mwhuGt2QEPI0XmMGJ/h/h49DW1quvzr4RsdRsgsdxqJto4SwyEaZlGffAYn8KAEHguylhukv7q5vmntxaiSZ/mjjB3AAjvkA565Aq/pWhJpt1PeSXU93eTIsTTzkZCLkhRjoMkn3zWTaa9PpUmv2uqXBuhpYikjl2gPIsi/KuBxu3AgfUVj6T4h12+07TbK7uEt7+91W6tZZlQERLFvbavbPygA/WgD0TA9KwtW8MQ6peSXS3lzayTwfZ7jyWwJY+cA+/zHkc81zll4j1PU9Rh0Bb5Y50vbu3lvUQEusKowAHQMRIM/wC6adpfiHVNfmstKhvkguFN4Lm6iQHf5EqxrtB4G4sCfpQBtXngyyuvMijubm3s5oY4Li1ifCSogwAfTjg46in3fhGyu7+WczTxwXDxSXFqjfu5mjxtJH/AV+uBWHJq2pX3gy38QNq0tpIsRie3giUiacSGMAZH8TAD8adLfeIVF1YjUkW70nS47qeQRAiedt5wfRcJ29aAOsuNJhuNbstVZ3E1pFLEijoRJtzn/vgVnReErOLU1uhPOYEuWvEtC37tZmzlx+JJx0yc1h+JPGF5HoujS6UFSe7+y3NwxGRFA7ouPqxfA+h9Kua7fa3p1292L2FEN3DDZWACk3CMyK5JPOfmY8dMCgDZ8S+HrXxPpDaddvJHGXWQPEcMCD2+oyPxqvrHhKx1h5jLJLGJdPbT9sZAAjZg2R7/ACisS48QaorXmsJcqtjaauunm12DDR+YsbNnru3MT+Fd1QBzl14Ptbi/mv47q4gu3ukuklQjMbLF5WB7Ff50ab4Ps9Nv7e7jubiRoJbiVBI2eZ8F8nvyM/jV3xHfDTdHNyZ5IP38Kb40DH5pVXGD2OcfjVCPxrYyX/2RbW7JNzNZpJsGxpo92UBz1O04oAI/BtrBYaRb213cwyaWHWCdCNxV/vA9uePyo03wXY6Y0ZiuLhhHb3Fsgc5wk0gdue5BH61leGvF9zNo0d1qEF3PeX13OttbRxrnYjEHbz0UDknvVm88XC/jiOkyssLJGWdYw0rSSEhYlU8BvlYknoBQBYbwNZfZYLeK7uoolsorGcRvj7RFGMKG98E8j1NKfBFmLtJYry6jijvvt8UCsNiS87j7g5P0zWbaeKLvTruQai8rWcE32a5M6APDIYzICCvDLtxn/eFa8HjGzls7i4ezvYxFDHOiGLLSo5whXHXJ7dqANS50mG61mw1N3cS2SSoijoRIFBz/AN8iqWq+GbfVNR+2m5uIJGtjazCJsebETnafTknketRQ+L7KR44pILiG4a+SxeF1G6ORkLjOD02iopPG1glzHbR213NPLc3FsiRpks8JAbv0560AVZ/h7ZTae1kL+8jhltI7SdUYDzlQYQt7gce+K0LjwlZ3OpSXLXE4gmnjuZ7UN+7llTG1j/3yvHfAp1t4ssbnU0tFjnEcsz28Nyyfu5JUzuUH1+VvyNO1nxPbaNepZva3VxO1u9yEgTd8iEBj17ZoAhk8F6XNda7NJ5jf2zEIp13YCADB2+mep96rTeBre6aZ7rUryeSeGKGR3YfMscgkTtxgg/masXXjTTbeGKZEuJ4WtUvZJIkyIYG+67fkfyNJoHiC71XxDrtjNavHBZTIsMhAwQY1bn65yPYigB174QtLy8urwXM8VzNdRXayIR+7kjj8sEf8BJzn1q7o2gwaLbXdvHNLNHczvO/mnJ3P97n3OT+NatYGq+LrDSE1VriOYnTVhaRVXJcScLt9eQfyNAEGg+HDaJpT3RcTaRHPZwYPyyRMV2sf+Aov61Z1bw2dS1eLU4dSurK4S3a2Jgx8yFgx6j1AoHiuwbX10kLLvbAE2PkyYzLjPrtGaojx/pb6Pb6kkNy0cyXEgQJ8yrCMuSPpjH1FAE1n4aisdV0iK2jKWOlwysjM2TJNJwSfU43kn1aulwPSuduvGml2lzqUDiVmsLRbuQqvDq3QL6nleP8AaFXtV1yHSltFeGaW4u32QW8YBZ2Clj144ANAEt9pMN/qOm3sjuJLCV5YwvQlkZDn8GNULzwpaXsGtxPNMq6u6NcbT0Cqq4HsQvP1NV7jxtYw2Ud0tnfSRm3a5lxDjyY1JDFs9wQePapp/F+nQwahNiVo7FrdZCq/e84KUI/77FADta8J6frPl7t1uUgntyYQF3JKmxgf0I9xUukaHcaWxEusXl5F5XlrHNtwvTkYHXiqcnjXT45tRRoLrbYTeRLII8qZMqFRfUkuMVp6TrUOrG5iWKaC5tXCTwTLhkJGQfoRQA/RdKh0PRrTTLd3eK1jEaM/UgetX65u28aafcakln5FyivdS2azsmIzNHuyuc+ik1Sv/HUP9i31zY2lyZlspbuzMiALOi8F156AkE+xoA7GiqGi3suo6JZXk8LQyzQq7I3UEj/Jq/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVNU0+PVdLubCZmWO4jMbMvUA+ledap4VtPh7Yt4j0yaaa7tyEVJzlCHO05x7Gu78TXk2n+GNSu7Z9k0Nu7o2OhArxmx8bT6tdpaeKrpp9IYEyoiAEkDK9PfFd2EhUlFtP3eq7nLiJQTSe/RlDTPGuo6Vr9/rEMUJuL3PmKwO0ZOeK6668nxKUm8cSnSJYlxaKny+ap5Y9+hx+dZcGhaHpd3LrGt27f8I/e/8g/YxLcnIyO3y5rrviDL4XSzthqsUjXTWr/YioOBwMZ/HFdVScHOKgnd9V/X3mEIyUXzP5f1+BlWl5qugxfY/BlqNV0vJf7S4yfMP3lzx0wPzqf4gXF7d/DTT7jUrcW9690hljAxtOH/AKYrn/BkHjSTQi2gTxJZecwIYjO/jPb6Vj+Ktf8AEM8s2ja3dLIbeQM6KBgMBxz9DTjSvVVmrp/P5idS1PW+v3HNqGdgq5JJwBnvXe6Z8ObufwvqF5d211FqUJP2e3BGJOBj9c1nQ/DrxGbSO/jig8vYJlPmc4xuHavS/hpr1/4g0K6udQn86VLkorYAwu1T/WqxNdqHNTa03JoUk5WmtzitUuodP+FUeg3cgh1aKcM9q331BcsD+RBrY0P4XaTqWhWF/Ld3ayXECSsFYYBIzxWN8T/Deoprd9rzIn2FzEgbd82doXp9RWxp/iHUdY8OaXpXhOfbf2UCfaxIoA2hccE9eayk5OkpU5Wu7vyNEo+0cZrZWR1HizwdpevCK81G6ngjsoWBZGwAvUk/lXM+Ftct9K8V2nhfRbiO70mXdKZ2yX3FSxGfwFdZZ+JtG8RaBqcitLJa28TJdBkwcbSWx+Ga5fwrP4CfxHaLo0E6353eUWBwPlOe/pmuenzezlGabt9yNp8vOpRa1PTaKKK4TqCiiigAooooAKKKKACiiigAooooAKKKKACsTxfp1zq/hDVNPtFDXFxbskYJwCT71t1k61r0WiyWUTW1xczXkjRwxwLkkhSx/QGgDG8T+H577WNP1KKzF6sNtLbvB5xjILFCrA/VSD9ai07RdU0O9e7trKCUxaLb2scMb7EaVHdmUeg+YV0ej61a61ZSXNsJF8qRoZY5F2vG69VI9f8AGqej+LNO1qKSSDzI1jtY7s+YuP3bhsH/AMdOaANO+sk1C0NvLJLGpIJMLlG49xXN6R4Xu9K0m9a1up49RaS6MHnTGSMbpGZGK+uCufqatyeNdMih0KSRZkGtFfs4KcqDjBb0HzKPxFa+qana6Pp019eOVgiAzgZJJOAAO5JIFAHINoGqXt1qWoNpVnbST2It3tXfdHcyb9zM2PbIB681f8LeHmsNXvNTexWxWWCO3jh8zzGwpZizN7lgB7CppPG1hBY309xbXcM1kImltpI8SFZG2oQO4J4pZ/GCWtsktxpGoxPLcJbxRNEN0jsGPHP+yaAM298O6nJdalpscEbadqOpQ3z3BfmNVMZdNvckx8f71Nn8F38HiLSbu01S4e3j1Ca7nDhcpvR849ckhfYV1mmag2o2pnezuLUhivlzrhvr9KwJvHtpHY2F7Hp1/NbX2xYZI48guzFQvXrkUAZkfhK4n1y2aXSra2WDUPtkl1FJlZApJUKn8JJI3fQ+tMs/Bs1xqVn9p0q2s0tnlklmikLLKWR0ARf4R8+4+4rfuvGNlZKhubW7jYQi4uF8vJtoySAz+nIP5Gr9x4g0621ex0tp1a8vGIjjXkgBC+T6DA/WgDB8P6Jqsd9ox1GCOKPRbF7SN0fd57NsXcB2G1PzNFt4YvLrwDqem3myPUtSe4mlbOQJHclOfQAIPwrTuPF2n299JAyTmGGdbaa6VP3UcpxhSfqwHtmria9p8uv/ANixTCS9ELzOi87FVlXn0OWH5GgDnX8N3/iK6vbvVAdOaW3t7dFhcOcRyGRie2CxAx6CoLDwTqD/ANrR32rXCiXVEvIXUKd+1EwxH1HT/ZFdRba/p95rk+kW8wluYIRNLt5CAsVwT65Bqpp/i7TtRvYreNZ0S48z7NPImEn2fe2n26/SgDnbPwnrNlYyTNMbq6t9cbUIY5CB5iEsDyOhZXJ+orpvDWnXNlDf3F4ix3F/ePdNGpz5YIVVXPc7VGaZp/i7TdQkZR5sKGBrmKSZNqzRKcF1PoMj8xTLbxlpc1tczzCa1SC2+2fv0274DnDr6jj+VAF/TdCstKuJ57USh5+X3yFh1zwD061naHoP2bUtcury1hZrnUTPbuVDNs8uMA57cqaWPxnpv2a9muo7m0a0iSZ4p48OUc4Ugd8kY+tPXxbYCzvZp47i3ls2jSW3kTEm58bAB33Z4oA5ez8P6/a6ppeoz2K3F5ZS3Bnma4yZ96MFKj+FeRxWz4N0HUfD1xdxXPlyQ3wF5LIvGy5b/WIB/d6EfjW9pOrwavDM0SSRSwSGKaGVcPG+AcEfQg/jWhQBy2ueFRqOsaddpPdhVujJOFuCoRfKdcqOx3FfzNM17StRkt/7Pgs4tS057QxKlxJ88U3IDlj1GD9eKv6t4rstJu5rdoLm4e3iE1yYI9wgQ5wW/InHtVnU9es9M0A6y26a12xsvlDJcOQFx9dwoA5LU/Cl+9vFbHT7a/l/s6O0W9eUqwcKVLSD+Mdx+Nb2reH5pPCdnp1iVa409raSDecB2hZSAfTIXH41paVqj6mJS+n3dn5ZGBcJt3Z9K0GYKMsQB6mgDjf+EWvNZur7Ub2WTTpri5gljjiYOVWFSF3dj8zFvwFULXwrqtros8F3Cmph9VmuTFK4RtjMxDow6Mcgn6kV3OoXsWnabdX02fKtommfaMnaoJOPyrK0nxVa6pexWbW11aXE0H2iFbhNvmx8ZKn2yPzoA5yPwnc2umpu0i2uFlvpbqW1SXa8O5QqbH9cKN3rk1LpvhrUvD8mn6jaWcE06i7W4tY32hRNIsihSf7u0D3roLjxTYW2t/2VIsvnCaGAsF+UNKrsnP8AwAj64p134nsLMay0vmbdJRHuCFzksu4KvqcY/MUAYtt4Yv4LHwtpz7Hgs7p7y+YHjfh2UAdx5j/pU2t6VqqavqlzplvHOuqWC2jF5Nvkuu8Bj6jEn6V0Wk6nb6zpNrqNru8m4jDqGGCPYj1HSs6z8V2F7qMdpGswWZ5I7edkxHMyZ3BT7YP5GgDmta8AXh0po9M1OfzWFlEYiF27YWQZBPIwFLY9aueINF1rVVn02SCC4jaSNrPUCwV7YDbuJHc5UkY9a6C18SaXeXOoxQXKuunIr3EgPyqCGPX2CnNQ6b4psdRn8ny57ZmgNzF9oTYJIuMuPbkfmKAMOfw7qjyXekrBGdPutWXUWud/KpvWRk2+u5cZ9DXUato1nrUKQ3gkKI24bJCvOMdqj07xBp2qW15c21wrW9pM0MkpOFyACSD6fNVePxZpUuhXOspKzWUErQl1XO9g2z5R3y3AoAb4p0qfUPDgsbJQzrPbMAzfwpMjHn6KaxofDmpI1iTGmIvEdxfv83SF/N2n6/OvFbC+LbD7DcTyR3EU1vOls9qyfvfNfGxQO+QwxS/8JZYmw+0eVced9p+x/Zdn73zsZ2Y+nP0oAwdN8P6vpNpoV4lqk9zYNepLbiTG5JpCwIPqML+ZqK28G6ppljZ3NrIhvllNxOikYEu6Q5XPBwsrLg+groG8Yaf9jt5Yoria4uJngS1SP975iZ3gjtjHP4UHxjp7WdnPbxXM8l20ix28cf7wGPiQEdtp4NAGPp/hvVWluJLkgozTXEa3RD5ndNoLAdQBxz2rPi8NeIYre4FlB9hhMMKyWaXORKyyAyeWf4AUyB9a6mbxhpq2tpPbLPdi6tzdIsCbmEQxliO2M4+tbVpdQ31nDd27iSCZFkjcfxKRkGgDzxPDGr29zPd2+mxIE1W21CK38/JZFhMbLu/vd6u6H4d1a31+xv7uCJFS81GeQK+domKFMevQ13hIAyelc9Y+MtOv722gjjuEiu3aO1uXjxHOygkhT9AceuKAMex8O6rFLpmmSwxix03UZb5boSZMqkyFF29jmTn6Vck07VdQ1q31O4tEgY6PcW0kYk3bJXdCBnuMKea6venzfMvy9eelQXt4tnaPOI5JtrKpSIZbkgfpnNAHnR8E6glparJp0N3JLo9tYuHmKrBJGrAlgPvKd36e9dZoem3mm+JNbaSBfsd2YZYZVb+7EkZUj/gOa1rPVbO/kvEt5gzWkxhm/wBlgob+TCmXWrW9pqOn2T7jJfs6xFRkfKpY5/AUAMi0Kyh1iTVUEv2p8hiZCV5GOnTtWJrnhy51LxhYXSojadJFsvgTyfL3GPjvy5/KusDAkgEHHBx2rA1PxfY6ZeXVu0F1P9jRXu5IY9ywKRkbvw5+lAHKjwlrq+CyqrF/bi3glX5+NgTyBz/1y5rW07wjLB4j1ITRp/ZJtDDajPOZFRZeO3+rH512KSxyKjK4Icbl56iiSVY0c/eZVLbR1NAHmlr4M1trHSRdpEZ2uvL1DD9bdfL2/XIgTj/aNdJ4gstR1aJVk0mGaG3vGxGZdsjx7OJEb+Ftx6egro7W6W5tIJyjRGZA4jk4YZGcEetV7TVre8vtRtI9wewkWOYsMDLIHGPwYUAcHeeFfEd1pSWV4Fvg+my26B58LDMzOQzf38KVGfVfekuvDXiBrTULWKyiK6gthIztN/qjCIw647n5Mg+9emZyMisaDxRp1zdSQQmZ1QuPOEZ8slM7gG9sGgDCl8NajJp+shFjFw+tpqVsrNxIqGMgH0zsIq7pttq9vqmo6xJYIJdQnt4vs/mgmKFAQXJ7n5mOPYVoaH4gGuKJE068t4WjWWOWdNquD0x+HNM1TxVYaVdywTJO4gRZLmSNMrArEhSx7dD+FAGAnhjUTBaRPGoCa/c3rkN0hkEwB+vzrxVHTPBV7DpMti2n28E0WkzWIuTKXMsjKFBX+6pxk/h6V1l74r0+x1CS1kWZkheOOedUzHC0mNgY++R+Yol8V2EWqGyZZii3C2r3AT90szAYQn15H4mgC7oSXEehWMV3B5FxHCsbx7t2Cox1/CtCs/VtXg0iGFpUkllnkEUMMS5eR8E4A+gJ/CqLeLLBrC0uYI555Lt3jit40/eFkzvBHbbg5oA3qKwJvF2nLZWVzbpPdfbI2lijhTL7FxvJHbGQD71pLqcEuijVLYNcW7QefGIxlnXGRgepoAu0UxJA8aOQV3gEBuDz2pwIOcEHHBoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAz9cuILTQ724ubf7RBHCzPFjO8AcivPvDvhuw8ReIYvEcVtbwaY6sn9nyL8wIG3OPrzXoes3Mtno15cw2/2iWKJmWHGd5A6V5j4Yl1fU/iZBqd1pk1lA0TKUCkRrhCP1rsw9/Zyadv62t+pz1bc8U9TMfX7XSPGGsWmpWUmoadDK8dta9Vhw3BA7ccV3fiTWtEhv8ASLW90lb03QCxvgEQgkDn8/0q9pfg2207xLqWstMZ2vixMToCEy2eK5a40e78KXH9l2kEupRauxWW4dcm1BO3I/Bs/hWvPTqSVt0vS/8Aw34kKM4J36/1/XY0dc1O2t7lvB+jQ/YZrtA8d3EcRxnqc474XH41wHi6+s4NMOhS2wm1i1lBuNRGD53BPXr3H5V0b2f9makngAOZUvR5pv2/1qZycD/vj9a5+y8Exah48v8Aw9JeyhLdC3nYyzYC9f8Avqt6KhDVvbX18/8AgGNVylol5enl/wAE6Xx3qF7YeH/CptJZkRoR5qxE/OoROD+tdZ4L1rStS0yeWwsF02NZtpjbC7jgc/59K4cfEyayuY9JfS7aWO1kFsJHOThTt3fkM1seONDsNZ0261/TtS2rY2xXy7cjaxBJ5x35rGVP3VTmrX6/M1jPVzi7+Q/xb4P1PxFqtxLFrsMdjJsK27tkAgAZxn1Ga4zwvq48C+I9UjubaW7wDbboRgEq3X6VzlvYa1dwCa3gvZYm6Om4g12sPjrU9C0q0trvw5GBHGsQlnUguQOv1rp9nKMPZ/Eu2xhzxlLn2f3lE6Jf+F/EWl2RvxNa6hOjTpCTsK7gCG/A1vmytbP416fHYwJHbCHOIl+XPlvmuT8KeIZYTNozwLKNVlWHz3JLQ7vlyv55/CvXfDemab4aiTRjfpcXu9pFMuPMIPP1xgGssROVO/NvZr18/kXRip7bX/pfM6WiiivJPQCiiigAooooAKKKKACiiigAooooAKKKKACuQ8Yx3UviDwqllOkFwbybZI6bgP8AR5M8fSuvqvc/ZEeGa6MKtGxMbyEDaSMHBPsTQBlaPpsHh+3lgnvBNe6jcSXEjvhTLIV52j0CqOPQV5okkmn+EvD8sJIk1jRG0pMf89S6+X+jyV7CYra6aG4KRytGS0UnB25GCQfpxTP7OsvKt4vssPl2zBoV2DEZHQr6UAeZeJba7vb/AFq20vTpLmLSdOhs7eRHAEMqkTE4PU/LF09K6LxVfJqXgvSNYjObT7ZY3k2BnEXmIzZ9hnP4V2EdvDCZTHEiGVi8mBjc2MZPrwBTY4LVLf7FHHEIUXaYQBgKe2PSgDg/Hur2F3pWpWlnsadYLaSS9jwyxj7SgVSfXq2Pao/EfnC10dW8SR3Mn9sw7bkKg8j93J1AOOfeu6XR9NSzktEsLdbeTl4xGNrfUd6hHh7RhC0I0y1EbsGZfKGCRnB/DJ/OgBdG3/2eQ+ppqLBzmdQo/DjjiuDsT/xbbwZ/2E7T/wBHGvRrOwtNPhMVnbxwRltxWNcAn1oFhaLBFALaIQwsGjTaMIQcggduaAOE8QzR2l/43S5cK11o8X2dW6yfLKuF9TuI496v39qLfXPA/mRqLkSukj7RuJFq/BNdZcWFpdSxS3FtFLJEcozoCV+lOnjt8xz3Cx5hJZHfHyEjBIJ6cHFAHl/iSO6h0zxFpNje2jw3Ooh/LOfPWWR0bywvcE87vT6V1kkUUXxRsmSNFZ9IuC5VQCx82Lk+tbsltphnXUZIrXzAPluGC5/76qWT7GkiXkhhV9uxZmIHynBwD6HA/KgDnIIoofijd+VGibtGjZgqgbj5z8n3rj9GjaVND8qbzWuIL5YLEddPJRj9ePuc/wB6vU3FpFMLp/JSV1EYlYgEjOQM/jTUs7C0mlu0gghkf78oUKT9TQB5jMf7T8P6Hb2DeZPD4YvElROSjGGNAp9DuB49q1BqGmPqltqEzRy6ba+G2a64yoBdCqn3+RuK7y3sLS1klkt7aKJ5Tl2RAC31qIaVp0dtPCLK3WGbmZBGAr/WgDz/AFQ/bvDmta5fPbyXl3DBCtvFIG+xwiUFWYjuCxc/TFQXQMF7qDyXf21bfVdMmuL/AIwybsbTjj5Ov/Aq9BsNP0SIyrYW9kPMXbIIgp3L6HHapPI0mxt2sylpBDICWibaobPqO9AGP4aYT+I/FF3Ewe2ku4UR15VmWBA2D354/CtWzl1d9RuEvLa2jsxnyZI5CXbnjI7cVctbe2trZI7SOOOEDKrGAF578VJHIkqb43V19VORQBxMOo2mi+KPGUupyKqukFxGj8eZEIdpC+vzKwx70eMbuC7+Hc0VsBbShbNvs/G63DSx7QR2x/SuvudOsrySOS5tIZnj5RpEBK/SmS2unyLNPLFbssoXzJGAwwU5XJ9j0oArWEdxpa7NT1f7U88gSEyII+cH5RjqeCfwrA8btcSatoNoohNrM85lW4kKRsyoNoYj6sQPausnFnLHFPceSyRuJI3cjCt0BB9eT+dNvYrG5tgt8sDwEgjzcFc9utAHJw+b/wAKfvPOuRcsNNuQJRn5lw+3rz0wM1NoGjSwx6dr+sakkv2PT9kACBEhRlUsx9ThR+VdNNJYRwfZpnt0hdNvluwAKnjGPShzYvaLA7QNbSp5aoSNrrjGB6jFAHn2uoZ9S8X3dvh5LOLTr6Ir/wBMi78fUA/nVaW5e+0i1e0ga6k8Q6412IlYAyW0JyOT22xJ/wB9V6atlap5m23jHmoI3wo+ZQMAH2AJpsdjZ24gMdvFGLZCkWFA8tT1A9BwKAOZ8Bzypb6vpdxA1tLZX8jLAzAlI5f3qcj/AHiPwrB0RxJpHgiwRwb221CUzxj7yBEmDkjtyR+deiW5s5JpZ7ZoHlfAkeMgk46ZxSx2FpDdPdR20SXEn3pFQBj+NAHG/YbWXXfHNm4EFtLp9ushjXG0NHKCQB3qno5vdQ8XeHzPdWVzDbaZOp+y5ZWRvLAZs9N2Pu+xr0ARW8dw0m2NZpwFY8BnwDge+Mmo7eysdO3NbwQW/mMNxRQu49hQBz3g6CHf4mgESeV/bEq+XtG3Hlx8YrnTsj8A6vAI1WOTX5od+MLADd4EnH93g/hXpMUEUBkMUaoZHLvtGNzHuffgUwWdsIJIRbx+VKzM6bRhiTkkjvk0AeZSH7Pq8hkuRdx2+vWU0+ocYcNEygHHA2nZ+Yqx5qDxp/anmL/Zx8QbPNz8m77Dsznpjfxn1r0KPTbGK0a0S0hW3b70QQbT9RR/Z1l9i+x/ZIfs3/PLYNv5UAcDa6vFpqahcW8dvLe3+tXK6c8zBUC7VDvu/ujYenXikfT4rW/0Oxg1dIZfKvLp9VUgh5XZfMQduS27/gAru59G0y5hhhnsLeSKHIjRowQmeuPSj+xtM+yLamwt/s6MWWPyxtB9QKAPPvCt7bWd5YXN0qWlqfD5jj3HCt5czbiCfUFW/Gup8JRX1p8OtJSKJWvEsU2RynaM4yAfStaSLSL8RW7rZz+X/q4/lbbj0FX+FAHAA4oAy1Gp3Wg3KXsUMN68ciqsLFlGQQpya5jw/rumWvgrwvA8QubtUhgECAGSKRUIdiOo24bNd5VWLTLGC7e6is4EuH+9IsYDH8aAPH5brZZ/aLWURR3ugahMQLgvKx2KymQ9A4yeB05q5q0kNtbzjSLp2tZNOs5bhllJ/em5jCknPDFd2fpXoup+GdOv9IvbKK2gt3uYZYxKkYyhdSpYfnT7Gw0iOzNpCtnIMKZQoX5yuMMwHuM0AefGHTrKfXYBAPNn8RJCE84xrgwqw8w5+5nd9TxUWkXNx9p0gJIssttqmqxwhCSo2xOVVc849K9L+x6RfvOwhs53l2+aQFYtjpn6VJDZ6alx+4gthNGxfCAZViME8dCRxQBwvw++0NqFpM9zATPpSyTxRyM7PIWX53zwrZLDH+FTa7LBZax4gvtO1JbG/hhRrq3ulDQ3YEfykA89PlyPSu2tLawgkm+xxW6OzZl8oAHPvimS2OmajMJpbe1uZYjgOVVip9KAPNJ743umazqtxvtdajntDYW+8holZIiqqvcFmcH8a0LF7B7aS8vbmZdde/vYyqSHPHmgIy9kCAH8q757PT5rsXLwW73EPHmFQWT057U2O10ySaS9jhtWkYFXmUKSR3yaAPINSu9/hGOWNyt5Z+H7OUTzTsCpZSQYlHVuDkn2rW1WWZ/E2owxGI29xrMAn82QpGw+xBlDMOxYD6nFejjTNKuY42FpayokflIQisAnTaPb2qRtLsHikiazhaOTaXUoMNgADP0AAoAw/CUdy3hKSFbtJH824SCVCSqDewUAnkhemfauX8DxyWvgmWDUNX6Ws8BtQcvE67t529c8E16ZFFHBEsUSLHGowqqMACoF02xS7a7W0hFw33pQg3H15oA5Lw9f/wBnarHYJq/27Sk0lblpnxiAqQo5HQFcnHbbWbrdzDEvj+OSRd95ZRNbDPMoaAou31+bI4rvo9K0+GGaGOygSKcESosYAcHqD60smm2UskMklpC7wACJmQEoB0xQB5vqGYfD3jDTJnH9oT3kAijP3n3RwKpA78g/kakuXH9i6tpm8fb5PEyFI/4iDPG4YD02DOfavRpLC0lukupLaJ7iP7sjICw/Gg2Fo14Lw20JuQMCUoN350Ac3r93bt4i8M3gnjNrBfTwyvu+VJDC6gE9jnI/Guf0WRIPEOl380ipZT3+rGKRuF+Z1KnPuEcj1r0JtNsXt5LdrSEwyOZHQoMMxOSSPXPell06yntFtZbWF7dcbY2QbRjpgUAec+FZo9P1DSLy8kENrNp1+Ynk+Uc3XmDr6oQfoK0rZJrX4Gyh90cq6NKw7FcxsR9OCK7S40+zuoUhuLWGWKPBRHQELj0HapZIYpoGgkjVonUoyEcFTxjHpQByWv3Kf8IpbXUU+bjSja30qK3zBARuz7FN/wCVWvB9xH/Y8d3cTgTavdT3cSu3LKzEqF+kYU1v/YLTMx+zRfvkEcvyj51AIAPqME/nSiytR9nxbx/6NxD8o/d8Y+X044oAnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMzxFfTaZ4c1C+t9vnQQNIm4ZGQK840zxP8QdYsUvLGzglgckBwg5IODXfeMv+RM1j/r1f+VcBp2o3elfBQXdjM0M63BAdeozJg13YeK9neybbtqctZvntdpWvoXP7U+Jv/QOh/wC+BVV/GHjTTNa02z1aCCFbuZVA2DJXcAf51xh8d+J/+gvN+ldx8QGL+KPCDMcsWQk/8DSul0uWSjOK1vt5GCqc0XKMnpY19S0HUp/ivp+rx2xaxiiCvLngHaw/qKpayILXxTeXPhZjP4mZsXEL8qI8Dccf98/nV7x/43j0aC50m2aaLUmiV4pVXhct6/QGvOvCXixNK8VT61q7SztLCysyjLFjt/oKzo06k4c7Wysl3LqThGXKurv6Fzwj4ctvEV1r8mqhxcWuZMI2AHJYt+orO0a58QJ4M1SKxt0bSXLG6kIGVO0Z/TFe16dpmj2VjcalZ2YiW9h86bHVwQW5/M1zukx6T4j8C6vZ+GbT7Kk26LbIMAuVHP5YprFczba0ut+gewskr66/MqeF5tYg+FFo+hxLLfecwVWGRt8w5qh8UHu5PCOgvfqEu2kBmUdA+zmm2HhDx7pdmlnZapDDAmSqK4wMnJrA8bab4osrK0bxBfrcwtMREobOGx1/Kqpxi63MpLdvzJm5KlZp7fIvtF4B0+A3un38zahbr5turMSDKoyoPtkCp/B6654m8a2Pie7t1a3TdE8qDAGEYdPqa3dU0zwXo2paZp9zo4ae+2iMoCQCSBz+JrVs/Dup6T4rg/suWO38PKpL2qt1cqcnH1x+VRKtHke92nq+3kWqb5l5Pp+p2FFFFeYdoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxXjryjq/hgT2Ul7EbybdbxruL/ALh+3fHX8K7Ws6/0iO/1PS715GVtPleVFA4YtGyYP4NmgDz/AEjX30TRXityLX7brc8MUU6lzYoqbipX1+XIH+2K0rPxbrerbbezjt47m3tpridpUYLMEkZE2jqA20tntW1J4Ph8+5uIL2WG5k1A6hFIFB8qQxiNhjuCoP51ja74fu7HyHsP7SuJ3tZoJriEhmlLtu2sD90biSCOB0oA6zw9fy6p4a0vUJwomurWKZwvQMygnH51x2pareaT4t16Wy8szTT6XbAS5KgSM6k/rXUeHdHutK07ToZrtitvp8Nq1uANgdBy4PXJ6fhUF94St77U7m+a5kV557ScqAMA27FlH455oAwovE/iCC4b7UbOSG11iPTJ9iEGXzNmHHpjzBx3wamt/E2si5ju7kWx099Zl0zy1U78eYyK+fqBkVry+EreX7Tm5kHn6pFqZ4HDpswv0Plj86yvD/hW4a5nudQmnSGPWLm8itGA2ljI2x89cYOcevNAFG38ZauPDmk395JaRSatN5cTLGWEKqHZmI7k7Rge9Ml8b6ybSCQrb2i+XN/pM8beVPIkhULn+AMoDZPr7V0kXhGG30LS9Pt7yWObTH321yFBYHDA5HcEMRiorjwb5tsIk1e8VpIZIblnw4mV2LMcHgHJOD2HFAGXqPji7g12W2t1iMdq9skkCoXabzQpYqw4AUOD74NdD4ns9PuLOC51W5MWn2cvnzRk/LL8pAVvUZIOO5Aqsvg63gula1vbm3tSIBNbof8AW+SAE+bqOFUH1Aq34i0BtehtEW9e1NtOJxtQOGYAgZB9M5+oFAHJ2Wl2UOgrqeuGW20mK9nubbT5cnKSACNSvXP3iF/2vai30uzsPDllf+IxMLeJrj7Npj5Y/vZMxpjqXVflA7ZPpW7eeFL6+SxM+vzNcWczzJIYFIJK7Rlc445wfei78KX15Np9xJr032qyEm2UwKQS+OcZ4IAwD7mgDkJ7C+gtNKsLyzl1G7i0i4LWIf5oNzjy3J7kAbPXjik8W6oL7wHa6ZBqQlW30yG8ubgNhpvuiNfX5iGY+y+9dtN4YuJZILpdYnj1BbdraW5WMZljLbgCOxBPBqO/8B6Je6B/ZQtY49tululxsDSKq9Of89aAN261C2sdPa9nlAt0UEuORg8Dp9apXl/b6l4Vvbu0k3wvay7Ww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Compliance with the European Directive 2011/65/EU, as amended by the Delegated Directive 2015/863/EU, on the
restriction on the use of certain hazardous substances in electrical and electronic equipment (RoHS)
Based on the statements made by the suppliers, Sauro
declares
that all terminal blocks, multilevel terminal blocks and connectors made since 1984 (year of foundation of Sauro) comply
with the European Directive 2011/65/EU (RoHS2), as amended b
y the Delegated Directive 2015/863/EU (RoHS3), as
shown in the table below :
FAMILY SUBSTANCE
SUBJECT TO
% PRESENT IN
HOMOGENOUS
% LIMIT NORM IN
FORCE SINCE
MSD*, MSDH*,
MTB*, MTBH*,
MTS*,
MSB*, MSBH*, MSBD*,
MSG*, MSGH*,
MSFH*,
MSM*, MSMH*,
MSS*,
MSQ*, MSQH*,
MSP*, MSPH*,
MPS*, MMP
MPP,
MMT,
MCCH,
MCB, MCBH, MCBD,
MCM, MCMH,
MCQ,
PSB*, PSBH*,
PSM*,
PSQ*,
CHF, CLF*, CLM, CLMH,
CTF*, CKF*, CBF, CTM,
CTMH
CSF*, CXF*, CSM, CSMH,
CIF*, COF*, CUF*, CVF*,
CGM*, CIM, CIMH, COM,
CPM, CPMH, CRM, CCF, CGF
CYF*, CYM
Lead traces (<0.02% in the
copper alloy of pin)
0,1% in accordance with the
European Directive 2011/65 / EU
01/07/2006
*3,5% max in the
copper alloy of the
* 4% according to exemption 6c of
Annex III to 2011/65 / EU
01/07/2006
Mercury 0% 0.1% according to the European
Directive 2011/65 / EU
01/07/2006
Cadmium 0% 0.01% according to the European
Directive 2011/65 / EU
01/07/2006
Hexavalent chromium 0% 0.1% according to the European
Directive 2011/65 / EU
01/07/2006
PBDE 0% 0.1% according to the European
Directive 2011/65 / EU
01/07/2008
PBB 0% 0.1% according to the European
Directive 2011/65 / EU
01/07/2006
DEHP 0% 0.1% according to Annex II of the
Delegated Directive 2015/863 / EU
22/07/2019
BBP 0% 0.1% according to Annex II of the
Delegated Directive 2015/863 / EU
22/07/2019
DBP 0% 0.1% according to Annex II of the
Delegated Directive 2015/863 / EU
22/07/2019
DIBP 0% 0.1% according to Annex II of the
Delegated Directive 2015/863 / EU
22/07/2019
Compliance with the directive in question is highlighted in the packaging and on the product box using the following
symbols:
Sauro performs XRF analysis specific for the determination of the aforementioned substances in the raw materials.
Villafranca Padovana, 08th Jan 2020
SAURO
President & CEO
Favero Ing. Santino