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stvp9na2cRnHMUeN2DxkfjRzWQ0rs9S1LxBZ6JFbM6mZp1LIkLKxOPXmvFpPGutT+MDDb6hcxWsqTSGIP0O98c+wx+Vev8AiLwbE9jE5u2NxZn5SFVFY5zz1rf8FfD7wudLgvJdHtnvCCrytlifXqfetIu5nOyM39m/WdS1rwpfy6teTXbx3ZjRpW3ELjpmvWsVS0jS7HSLX7PplpDawZzsiQKM+tXqozM/Xb4aVot/qBUOLWB5tpON21ScV8yf8L78WXGrSW0MOmRoC2D5LHAGT/e9q96+L9z9l+G+tyZxuiWPr/edQf0Jr4l0h/3+oXB6iCTH1b5f60rjS7nvMvx217R9L0vUNW03Trq3v1Z0WFnjkUKxXnORzivafAXiaLxj4WtNagtpLZLjcPKc5KkEjr3HFfGXxGkK2/h2y6eRp8fy+hYlj/OvsD4Q2H9nfDPw7ARg/ZVkP1f5v61TWthdDqmFQMKsvUDigCBqjapWqJqAI2NVpz8tTuaq3B+WkBmXR5quDT7k5aolqWWh4prGlpppDIozxUgNV4zUuazuWSg0FqjBpCaBji1Ga8g+LPxMv/C+uw6bpCWruIhJM0ylsEngDBHYZ/Gsz4f/ABZ1PV/EENprC2iwSssY8pCDuY4HJPriiwXPb3NeRfHC9sEbT7fUHmVSC4EbYr1tq8F+PlkkmrWL3d2sSlDsyCe9JAyb4Xa/bLNc2FrLK0QQuu85NdBo3jeDUbu9too2ZoVJ5PXBxXknw3SU6vdR2aeY4iY79+35a1PhrqP2bxRfKF5Mb7s89DQ9wTO51zW5FvEt986qxwNku0/jxU9uwYwHLHnqxyfxNYPiBoX1uK4Q4DnO304rQsJleKIoc8/1qZN3NIpW0PaLq5L2N1k9jk+leVeMfGX9hahFGt7q8L+SjBbaUCPkeh710Z1hvIkUsffPevLvibPAmsRSeWskixJwWPHHpW0TGaPRPAXxF1XU5kijvbx0Y9ZmBP8AKvoTR7h7rToZpcb2HNfKvwv8y+1X7ZII0aVixWNAqjPoB0r6p0ZPL0u2Uf3AaINu5E0klY86/aSvvsnw1ljzg3FwifkC3/sor5B0vP2WZVGTM6R/rn+lfS37W195Xh/RrMHBlkkkx9No/wDZjXzZo2DPZoeFM24/hVrcX2S74yZr/wAZLbpztMVuoHsAtfeWmWostLs7VBhYIUiH/AVA/pXw14GtjrXxa0mJvmEuoIW/3Q2T+gr7vaqb1J6ETVA9TtUD0CK71E1TPUD0DIXNU7o8VakNUbo9aTGjLnb56appsp+c0KagtElMNLmm0DKsZqbNVojU4NZFkgNNY4GaKrahP9ntJJTjgdzgfifSgD5O+IWo2+reMNTvF85i0zL8yjgL8oxz0wKx9Pu47KQTQlldGDAgcgg5FaF3rEBupt+nWRO9sn5+efrWVZ241C+lTzIIFckgu21V57Vd9NSba6H2MupovhpdUl4jFsLhvptzXzL448Y3XjOWIXMEMPklvK29SD2NeiXviO+i+HU+mB9LkjisvIMiXWXZQuMhccmvINFs1utQCBgoCMx3GsuZJORpyNtRNnwtq0vh7c9vFC7uu1mcZwPauz01PDVmLi/sp1W8uY2yjMeCeoH41x18w+yzhQMlCB7cVzq3d9CyMphOznoMU3d7CSS3O9u5WmuYXBXapGeaNGtpvtToSmx52cd8qcdaseF2nvppF1GKzceWJFMW0nrzkDp+NdHDapHKGjSNcHstcFWvJe6dlOktyt4qi+y6fbeVKo/eEERbueeBjOK5LxdZXuta8y6dazOyqq7AuWXC98V0/ipgz2QYn/Wg9cDrVd9A8Talr89xoUjRQzOV8wT7Q2ODxn2rbC1JN2MsRCNrnQfCm2lsvJSdcOrFW5zyBX1Hp/FlB/uD+VeK/D74eazZ+Q+qzWsSqxZgjb2bP6V7XDtjjVF6KABXoQi1ucM2nsfLn7XeoFvF2k2IPEViJCPdnb/4kV4zpE3l3MTcfJGzc9jXpH7V03mfFIL/AM87GFf1Y/1ryFJNpbB7Ypp2YdD1X9mmy/tD4s2k7DK28csx9vlIH6kV9mtXzN+x7pO+917WHXiONLZD/vHcf/QR+dfTDU0SxjVA9TMahemBBJVaQ1YkNVZDSAhes68brV5zWbeHg0mxozWOWpy0z+KnipNBaKWjFIDNhOatL0qjbNmrydKyRoPxxTWUMpBGQRTqBQB8f+LLA2fiXVYRA+I7qVRheMbjisCSM+Y22Nlbb0I5616t8WrrU9F8aXawwg204WaNzEWzkc8/UGuU8PWereK/E0Hk2rSyRlSwRNoVAeSatWJZ7angnTT8Mwn9mwHUzp2fM8sb/M2dc+ua+d4kuWuoo7WKR53O0Io5J9K+z4oxHAkZ6BcYrFh8K6Hb6gL6DTLWO6DFhIqAEE96jQu58p3esvsmtpLUpLyjZblT0PGKtDw5rLWolXSb4xMuQ3knBB719D6p8NfC2o3817dadm4lYu5WV1BY9TgHFdGyRwxLHGAqINoHoKd+wvU+fvDN/ZWGXnNlb/uwg8hX3Nz/ABE10Ueu6bLIFju1Zj0UAk/yr1GYRKCSiAdSSBXkviu7juPGkYtTFJGse1duMZ5Jrir0E7zbOmnV+ykUvE9z5kkK8qGfGBXZaHqljp1jBbpI6+XnJIJJJOSc1xXiNU2RSHAff0/Wr0Oqp/Z0Rj3u23bIccKarCr3RV3rY9+0rxSsVlAoIb5R87NiurtNUWdAysDkZr5v0fXLPT44zcWjX07NtQnkD2Ar0jwzrLyw+dFpstqwONgUhWHrivRUtDhcdTw39pa5+0fFe9wf9Xbwp/44D/WvLycK1evfFnwd4h8ReNLrU7DT5JlmVAcMqjIUDgE56AVxy/DXxb50az6LeRRswBlMRZFHqSoNK6HZn1L+zHpH9l/Cu1nZcSX88lwfpnaP/Qf1r1U1y/gi4sdM8MaVpcTgfZLdIT7kAAn8TmunR1kXKEEe1aIzZG1QPVlxVeQUAV5KqyVakFVZBSGVpOlZd4eDWpL0rJu6llIpDrTxQBTwKksZS04ilAoEcna6jDx+8X861I9QgI/1i/nXn9vaqMDn86vxwIMYz+dYpmp2n2+H/nov50ovof8Anov51xkuIl7lieBU0cDbRvJz1PtRcDr/ALZbt95kP1pVurZPuGNT7VySwZPU/nThAMEljj60XA6w30P99fzqNr+L++v51yNunm7myQucDmkkhK9GP50rgdBqut29jatNI24DsOprkbvxmjt+6icD3rF8TT7ZVhBJwMnmueaTFJs0jFW1OovfE7XVpcxojAmM8155fQgtGgkeB4hndE20knkk1uQSbYZGPVmCAetdBpWi2tpa3Gqa68ccQHzs65CA9FC/xOfT+gJqrXRLspaHKaFos+v3SOj3M4jYkRq2F46lvYVs317oOlBoppP7UuOhgtTthU+8mOf+Agj3rA1vxK1zaHS9Fg/s3RF48lWy8/8AtSt/EfboP1rN0/Tbi6x5a7U7s3SkoKO43NyNafxdqZUx6eINMgxgLaR7T/32ct+tY8l3d3cu66uZp2J6ySFj+tdBD4fi8sjO+fqu7gN7fWu68B6bbTQb4ZGtrlTzsReD9CK1h5GMtNzzywZo1UbWb1yOlbOj6hPBc7raaWEg8FWKmvXNVjmHlG+WJ5gu1LiNdokUdiOzDNZM1vby/wCthjf6qDWt7E25kXo/FFyunw+a6zSKOTMu4n8ev61saL4wXzAGZ4G7gnch/qP1rBttAtNQtHMLywzJwQp3A/gf6Vm6noGo6ZCbhR51ueRLGMgf7w7fyq7xkZcrie16ZrsF4oVmVZMZHOQ3uD3q61xEejr+dfPWn6/PbzYRu/KZ4J9fY+9dNHqkl/as1nIwuxyEd8Bvb61Mk1sNanrMk0f94fnVWSVP7w/OvPNJuP7RQr508N0n34nPIqzJa3A6XMn51FyrHYzSLt4IrJunXd1FczPDdqpxcv8AnWVKbwN/x8tmpbKSOz3L608MPUVwvmXo/wCW5pwlvv8An4pXGdxuHqKcGFcJ51+OtxThLqGP+PihMDKiC9ug6n1q21xFbQmSQduBVJNsUe+RtqqM4Pai1Q3cgupxiJf9Uh7+5rMsntw7v58wwx+6v90VbEnHNNZsLk9TXOXnjDQ7S8ktbjUYknjO11weD6ZxRYDp0k68VBezH5YE+9J19hWLB4x8OvgDV7Qf7z7f51Y0fVNOvZnnS/tJHc4VVmUkD6ZosFzaVVjRV9Biq9xMsaM7cKop88yhSVOa53xReeTYiJT8z0hrV2OZ1K6NxdSSH+I8VnyPSSScVVkkqDpsdX4YsYJsXt86x2lorTMzdAfX8AOnuK5XxZ4il8Q322PdFp0BIghJ/Nm/2j3/AC7VJ4o1Z4dItNIhO3coluMd+6qf5/iKwtNVfOiLAEM4UD1ra9lc5ndysjZ0XSBLtluR8v8ACnr9a6mJFRQqgADpgVhQ6osGrGzuOA5PluOQPY1vqaybvqaJW0Eb3rS0W8uIrr/R5Y4Z34JccP8AXjrWaT603DFsqDnqMUKTi9BNJrU9Mi1Qz6a0GrTWZO5WjeF+cg9we3bPvVGQ7JGU9jivPriK5EguLRT5qnMkXZh6j+tdZY6ra31rbtDLvm8sb1weMcc+/auiMuYxceV6HQaLqH2K+RmP7tjtb6V2LT/YplU82s3Q/wB015qz12fhi9TU9NeyuDmSMcZ647GrRM11MHx74XiSJ9U0lAjKN00Cjhl7so7EdxXGadqBglDb8YHBr2KylLB7S5x50fHP8S+teK+NbAeH/Es1ooxazr59v7KTyv4H9CKpS6Mix6BYuutxx3MMhi1CAfeX+Me9bWn6j9p3QzjZdR8Mp/i9xXlvhXX/ALJe279BnDr/ALPevT9Ts/taLPbnZcLyrDvUtajJrgjFZF0mW6VYs7z7SpjmGy5Tgqe9K21z7jrUsaM08HDfnTWXFXZoQRgVUaNk68rU2GREdjSrlR8vI9KUpnoaacr3pgc1Af7SnyTi0jPU/wDLQ/4VpNLn7v3F4FUC6qiW8agADGB2p4ct04RePrWZdx2pXptNOu7k/wDLGFpPyBNeA3Og30kjySGOWR2LMRICST+Ne6a3by32i39pAAZp4HjQZ7lSBXglzoepW243OkXsYXq3ltgfj0poBjaJeL/ywf8AAZqP+z7qPB8uVPfBprJJC3zpcxEf3gRSfaJSCv2yYD0LHFO4rD2kvoxtE86j03Gpo9V1SMD/AEy4IHQM5YfkapM9wOVuC3/AsVClxMOAT+NPcnY3I/EGoAfvHST/AHk/wrS0jWDeahBBPEqh25ZTwB1Ncul1Mv3kRh7gGtbSJxNO7C2SJo4Xbcuecrt/rSaRcZyvuXLu4a+v5rhv+Wjkgeg7D8q7PQ9IhKq9zAshC8MCQR/k1xVhh5lGOVOfrjmuwW8mRfkdkB5+Q4x+VTJX0Ki+pBqemeVC0wiRbgHcGViAP1qv4a8QskwsNTfknEUvp/sn/GuimsvtEIWa6mOVzkqCax5fC9osnmrNKzA5wVGDSUVaw23e51VvCZZgtSeJPFWleFAtvFH9qvAMsqNgD6n/AD9O9ZOj3RtUS1mkZ2yNjkc49K8v1mR5vEF19rLZM5D57DP+FJRu9QcrI9Lt/ipBdkR32lRxx5+/E2Cv8s1v6TeWEUk81qu+O/ZCHQdG9T7H+dePeILaxt7WJrJ18wkZCnPGOe56Guv+FzzPagNkorttz6YH9atNJXROrdmemb6n0y+fT76OdCeD8w9R3qgW70jNWifYGj06+BuLeHULIgyoNwx/GvcV558bI4rzw1pmsQfetrgKx7hHGCPzC10fgrVvlaxlIOPmjyfzFc58ZEa08JX/AJSFrS5eM8f8sn3g5+hx+dN7GSVpHldrdNFMCGOTX0F4TvRqHhmwuAfm2bG+q8f0r5qgclUbvgfyr03wH440bRNENjrl6LafzTIqlWPykD0HqDRF3HJHpOp2IuT5sJ2XCcgjvVW1uBcZSTEd0nBH96ufPxI8KdV1qPI6fI/+FUNQ8c+F7opLb6tElwO+1h/Sgk7Q7uf1FQs2RyKw9O8Y6LdQqX1WyWXoczKM/rWnHqen3A/c3ttJ/uyA/wBaVhjyMcr07ikIDcikYg8o4P0NQuxzkHFAHOqoDBR97qx/z61Yjw2TwI0/U1SQ4XaD87clvT1NWo8uyxjAjXlufyrMomRWSMyEYZ+ntVK8Jvb+GxU5iixLP7/3V/E8/h70+9vRDHJM2dkY4HqadosRtrPzLgZuZmMkp9GPb6AYH4UAauFI2kKRjnIrOvNPsJYZHnsrWT03RKf6VZaQiPP8TVXupAAoyQqfOx+lAHD+KtJ0lZoYItPtY5FXdIVjCkk9BxXNvoun84tkH51uX1y11dzTvnc7E/4VQlJHQMT9Kx5+zO2NOys0Y0mk2IfAgXp6mmw2kFvHdeRGFZoSM/iD/SrlxvDZ2n8qhiDmTaykBwUOR0yMf1p83mDgraIz9NYCfkckEfpXXQ2000CFba4GRkHyzg/Q1xtmdkyF+MHmuph164s7eOEQq4UbQeatu2pzRjfRHUsNkaA9gAaj3Ke4rjdR8Q6jMqi18uDnkhNxP51RXVtY73Cn6xCjmRp7OR2F2gbDKfmByMVk6lodr4huN8b/AGXU8Yb5dyS474HINYjazqo6yQsPeOnDW5o3jkEYWZSDuRsc0XXQTg+qLtj8O797gC6lUx5/5ZKxJ/FgAK9M0HQ4tJtRHGoU4xgfwj0pPB3iOHXtOyQEu4uJY/6j2Nb5HHNS5N7jUUjNmhwvFUi2CQc5rakFZl9bk5ZOCKqEraBJEdvcva3CTRHDodwNXfivrdtJ4Ns+C6XkpDRjGeEb19GKmsBpSTg1xev3EmqapHbxMWijOxB2yep/z6VpKVkZ8t2ZflskceMj5Ris++s7W+1BkvNSitJEjXb5obDZyeoGB+Ndx4itY4Vt7dQvyYBI79qmuvhYdatV1a01hYZJlBMTw5CjoBkH09qilLm2ColHc4S38FzXmRYalptw391LlNx/DOatyfDHxRHD5o0y4aLqGCHB/Grt98KvEVvk27WN4P8ApnJtP/jwH86zk0bxn4fkDQWeq2rLyGtXbj8UNa2Mro5240m+tpXjkgdXQ4YEYIqsY7hD9yQfhW7Nq/ie3lL3NxqgcnJ8/ec/99VAfE2qc+ZMWB6qRgflVWROpmx3t9B/q7idP91yKu23ivXLRg0OqXYx2aQkfkambxJJIB59hZSY/wCmeD+hqlcajbTSbn0+NPaNio/rQ7D1PeI5GEm4hdvpntU8M7qGDFCzZP3u9b8VnYv9+Rf+/lWf7O03H3k/7+Vxe2N/ZHIzrNPPbgiPyEO9hv6sOn681fluX8nYslujnuXzj8MV0S6XYOMAqR/12/8Ar0z+xrAZwRn2lpe3H7I5wXcjIqtNEXXOGBx+mKhlmkFrPvZGYoRu3dvpiulk0y1XOMf9/TWfeWsUSnbtHph80/bX0BU7anCId8ZCEb+vpT1QhjnaPr2rWvJhGx2gZrMm1Bx2B/4DXKqK7nZ9Z8iA+YMnggjoT05qrKjgncMgn1FTvfyH/lirf8AqBp7qTpboPrHn+lWqPmL6z5HKazD5F8+OFf5xj9f1rQ0a5LRhgckDawNaF/pd1f25AhQSLlk2rjn0/GuVtrprK6yyHg7ZE6f5NdS96PKzkbtLmR2ar5kecLu7E81DIqqBuWLnrimLiaBZIWVlcZRiMj/9dZlxcXluSJIYmXrnb1rn9g+jOr6yuqNeERtztBHb5RUVwkRJCxJjpnYBWEmrymTaI0Hr8tasNyJFG9ADQ6D3uH1mL6C6fdNpl+tza4UqeQONy9xXqOlapDqFmlxC3ysOQeqnuK89tLOC4I8wMCfQ4rqdG0pLKN2tC/z8spbIJq4px3M5zjLZHQvOB1qpNqNpG2yW5hjkPRGkAJ/CsXWbyeHTbuaFTvijZgT2IFeJ+fLPqDCdiXbJZ3bqfXNaRXMZzlynrPii6WGYrBIRMw+ZVPC//XqHwhoxk83UJlAjjysee7ev4VheCrddRvorC9nEJyGBk+UumMjGetel6+8NjYqlmmbeEBEQdWJ/xNZ1W4+71ZpTSlr0Oca1fUvEcEMoLxJiSXYpPyjtx69PxrrYdaSC9lR4JUglz8oiOFb8u9SeGtMtrW1M9/I322b5pCjkbfRR9K1Gh0lmG5pSe58w/wCNdVKPLGxy1Jc0jM/tq3WT5VcowwQY2yv6U9tXh6EuVP8AsHP8q0Db6Segc4/2z/jQV0gcFph/wI/41rqZlD+2IV2qd7Z/2CeKr3F1pl00i3FrHKO26Hdn9K2QmkgcSSH23mpY7LTpV3B5QPXzDRZiOCvNH8LbHu7iC2hZBzHJB8knfjAyDSafpfg5WS6h0233MuV3BiOf9k8V3klnp6j/AFkgH/XX/wCtVCe305Xwryn/ALaj/CjlYcyOij09VX5rXH/bOpfsUIH/AB7L7/u6hg1aQ43ajL+M5/xqb+1GB/5CMv8A4EH/ABrzLI7dRrWkAB/cRD/gAqCS3gA/1MPXugqc6ox66jLn/ruf8agfUiTj+0JT/wBtz/jSsh6lWWC3x/qoB/wAViatHEFIWOL/AICoroW1HBP+myH/ALbn/GszUdSlVW8u9l6EjEx/xo0GcBqQdfuxtg+i1h3Uk4Ur5ci++010+oa5q4YiO+uhzxiQ1jXHiDXd3y315tx/eNaxSM2YU006dDMDjtmo/td1u+Sef2JyM1pt4g189L68J92NKmv67kbru5P/AAI1ehJn2t/elivnSZH95qp6papfMZAyi6744D/X3rrbHWdTaQefcylT13Ma2EvBNCzMwBHTLEkmi6TCzZ5Xpl9cabOybd0ZOJIm7/4Gupt3h1BMWb73xzC3Dj8O/wCFO1ywS8laXZiX++q9fr61zs1jJExMXz7eu37w/DrWm5Joy6cqyEq0sbZ5UH+hq1Z6Zd3EcrxygpDgvkHgep9BWXD4gv4V2zeXcoOALhd2Px+8PzqceI7J/wDX6Yy+8NwVH5MGpaj0NS2uTEBvXd+VXG177PFthtUL/wB5nP8AIYrn317Sh0s75j2H2hAP/QKil16BeYNNiDdjPK0mPwG0VLj5FJo1Gnu9VJjYyTZOfLQcD8K4PUontb+W2lVRJCduRjkdeo+td54Z1vUri9kRiph8s7Y4owiryOcD+tct4+sZLLWg7xsizoJBkYz2P8qUG1PlCavHmNhZftWl6fexHEsCiJyO2Oh/P/0KvQPCdhLcWcN7dTy3TON0agkrH/8AXrxDTL+eBZbcs3lN94A/rXsXwV8Zvpto9g8NpOC//LxHv2Htj2PT8BXQ4ptNmCk0rI7HymVvuP8AmaaqLu+YEe/NdO/jGYZzpejt9bf/AOvUQ8Xu2c6Nox/7dz/jVJITuYASAcFm/M0xoLYtySfxNb3/AAlQP3tD0f8A78n/ABpR4niI50TSh/uxkf1p6C1Ofa0sT0kYN7k1Zitrbbs+0HGP7xrQfxPbkYbQtOb6Kf8AGm/8JLak86JYD1whqlYl3M2ayEbHbKCmOpNZN9cJDkRtuC9wtdNL4ktzEynRbPb14GKyLnXrTAH9hWw+h/8ArVRJS09/MtIG/vID+laMIHoKxdAffpVsf9gCtuGuY6EWkVfQflUion90flTEqZallIVUXP3V/KpFSP8AuL+VNp61IyRYou8af98ineRB3ij/AO+RQtSCmIRba3P/ACwi/wC+BV63tbXvbwn/AIAKrJ1qxG2KpCZbW1tO9tB/37FKLOyP/Lpb/wDfof4VB5lOWU1d0TYsCxsj/wAulsf+2S/4Uo0nTHOW06yY+8Cn+lNjlqwj5pk2PGf2j/7O0jS9K+wWNpBf3MzFpEiUExqvI/Nh+VeFf2kdvzwx9M8EjvXov7SWp/a/G9tZK2Us7ZQR6MxLH9NteUMflb6AUWQ7s95+Evwv0zxp4WXWNRu7y3dp3jWOErjC45yQfevS9P8Agt4RtGDTRXl2R2mn4/8AHQKj/Z5i8n4V6WcEeY8znP8A10Yf0r0rdVKKJuzI0/wl4f0+ER2ekWcSjuIwT+fWvKv2kPDFrJ4Vt9T0+3SOWxlxJsGMxtgc/Qgfma9nuJhHGSTXIeJLddd0u906TmO4iaM+2R1odkNXPjQt8yyLxuGGrS0HUjpmrRTB/wB23yvg9Ae/4Hms2eCSzvLmzuFKyRO0bA9mBwaghOycFhlehpIR9jeGTaaxotveLEm9l2yAdmHX/PvVyawtk/5ZLXlX7P8A4kBuJNGuJQwcYjJP8QHH5rx/wEV7LqCbQaYzFa2tv+eS/lTGt7XvGv5UTMQTiqjl2NQ5FJErRWgPEaflUTJak/6pPyqJo2PXNNMLUuZj5UTsLYjHlp+VV5IrUn/VrTGiaoXjYUc7DlRzfhFt+i259Biujhrk/Acm7RwufutiuthpAi3GM1Mq0yIcVOOlSxoQCnqKSpFqSh6inYpUFPxigAUVMgqMVIlNCFJxQDTWNIGxVCJ0NTxviqavinrJTuJo+U/i7d/bfiRrUmc7ZhEP+AqF/pXIv1P1xWh4iuvt/iXUrrORNcySD8WJqiiF5EReSzYFWiGfaXwetPsPw18Pwngm2Ev/AH2S/wD7NXZZrK0CAWWkWVouAsECRD/gKgf0rTJ4q0Iy9auNqbRVbR4vMJY1BrkmZsVo6GB9nBqN5FdD5b/aC0IaH4+nuY02wagguUIHG7o4/MZ/GvMYjLNIdhwRz1xX1n+0B4KuPFXhu3u9MiM1/pxZxEo+aSNgNwHqeAcfWvlCKB4pJFlVkYHaVYYIPpTeglqWdO1W90zUYL+2ndbuF1dHzk5FfZWmaoNa8PafqSrsF3bpNt/u7lBxXyN4U8J6n4r1iKw0qFmBYebLj5Il7sx/zmvr2z06LSdJs9Ots+TawrCmepCjFHQOpUaPcaBAKs4pM1BRVMNMMVWWNMY0DKzRVBJDV4mq87YoA8M8H+IP7PtWjkjZsnPFdZD4uT/nhJXE6VbITyMCt20gRpMD7q1IkdPF4u44tpDUv/CWn/n1lrJihXHFS+WB3pFJmmPFrf8APtJT08XH/n2krJhjDMcnjNW4rZSakdzQXxeR/wAu0lL/AMJe3/PtJVR7ZEiZj6UyG1VowSTzQFy+PGDf8+707/hL5Aebd6prYxk96WaxjVVOTyaYXLX/AAl5/wCeD00+Lz3heoDpsRGcmmHTYj3NFmK5a/4S/wD6ZPUWoeNPK026kETgpEzZ+gNUvsKLNtB7elPfSopoXik+aN1KsMdQaaC585R/NITWl4djEniPTVYFl8+MsB3G4E11Gt/DnVLG6kfTY/tlqxym0gOo9CD1+orV+HngbUY9cj1DU4hbwwAlUYgs7YwOB0HNamZ7VB45CgZt3/KrX/Cept5t5PyrJgsEyM4/KpbiyRYjgD8qFcLoqaj4wjnm3eW4/Cr+m+OIYIQpic/hWFNZRycgD8qmt9OXb1H5UkncptWOnT4gQf8APCT8qytT1fwzqs3nal4fs7mbvJLbKzH8cZqotrHFMqtghvatNdPgK9F/Kq1IuSWfjDStNtvs+n6dHawjokMQRfyAqrdeOLZz/q3H4VHcabFtOAv5VkyabGxIIGR7UncaaNA+M7XuGH4Un/CZWf8AtViT6UhHGPyrOn07ZyMVDuUmdX/wmFke5o/4S2yP8Rrlf7KDqCrCoTpfzcsKNR3OxHiyx/v1Xn8VWR6PXJtppDYJXFRTaWV7r+dLUd0c5aybFrd04bIQW+8/Nc3bjdMinpkV0wODgcAcCgg0Ynp8z7Uz6Cq1uc9aLtjhR2JpMpF604jGep5q7EQKqRD5RViPpUjuLfP/AKOAO5xVqEBY1HtWZeMTPCvbNaMR6UICwnWork/vIkHrT161XlOb2KqQmaIX5aiYVY/hpmMjmqsTcz2Gb1fpV2NcVWYf6cv0q9GOaaQmyRV+Wm2Q/wBJkWp1Hy1DbcagfpVIRpoAMU+Zd0TAdcUgqZelUhHP2qf6xW6g1NGcEijpfSqOlK/DcUh3K+plhErr1U5rTsbgSwo3qKo3I3W7g+hqtocjNbEE9G4piNmZh1rLvvkmV1+63WrMrGqV4d1s2e3SkxiSEEVSuFBBFTRsWhBPpUM1QyipbS7JGif8KlmHeql98jI68Nmp8kqM0gI5uUOOtU0nJyknUVak6Vl352kMOtAH/9k=)
ΠΡΕΣΣΑ ΧΕΙΡΟΣ 600BAR
![](/images/stories/img_20200910_094648 14.jpg)
INOX ΓΛΥΚΕΡΙΝΗΣ 160μμ ΔΙΑΜΕΤΡΟ 0-14 BAR 200psi
Περιγραφή: Μανόμετρο εξ ολοκλήρου ανοξείδωτο με γλυκερίνη Χρησιμοποιείται για συστήματα πεπιεσμένου αέρα, συμπιεστές, πετροχημικό τομέα, Η γλυκερίνη προστατεύει από δόνηση και παλμούς. Η ανοξείδωτη κάσα και ο ανοξείδωτος μηχανισμός σε συνδυασμό με την γλυκερίνη έχει δυο πλεονεκτήματα, είναι υψηλής ποιότητας και έχει πολύ μακρά διάρκεια ζωής. Προδιαγραφές: Κάσα : ανοξείδωτη Μηχανισμός και σύνδεση : ανοξείδωτα Παράθυρο :γυαλί ασφαλείας Βελόνα και καντράν : αλουμινίου Υγρό : γλυκερίνη Πίεση : από 1 bar έως 1000 bar Διάμετρος : 63-80-100-160 mm Σπείρωμα : ¼ -3/8 -1/2 bsp Θερμοκρασία λειτουργίας : -67°F έως 212°F (-55°C έως 100°C) Θερμοκρασία λειτουργίας με γλυκερίνη : -4°F έως 140°F (-20°C έως 60°C)
=Κ Ε Χ Α Γ Ι Α Σ= ΟΡΓΑΝΑ ΜΕΤΡΗΣΗΣ ΠΙΕΣΗΣ & ΘΕΡΜΟΚΡΑΣΙΑΣ ΚΕΚΡΟΠΟΣ 1-3 18531 ΠΕΙΡΑΙΑΣ ΤΗΛ.: 210 41 20 333 FAX : 210 41 20 332
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