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WBiPLBvuGu6/71r3+Nx+MzZ84sLy/3PG/Q4EGDBg+SP1UfwYrfL6letl0TwqpsWvb0m5bnx4WdkZ4utERaXtHYh2+K17UceGZl9vB+g+fdkV5aaGZFEvtrj67dWf3MW3seeL7y9TVZRXkdtS16MpVpWX+Z94Nz/u0LjqN1FWfPee7u1bc/Ft59tNmJuw8vOPCLBb4nshzNMrx9v3h59A++3OM7fOLEiW3btqWlpTmOk0qlLMsKh8OTJk2S0x/laKNccIxfMQAAUEV5sDQP9tyLwCJgqsRXZ0hVSJAVkarsVY3Ue82e0waD4BYu8mnIXhq1MKma1i7XJVI5RI0CBXtsgjdRjyJvEtxfTj603ERODjHJB5X30yPhBF9Fj7SjXoVpmvIZsp4qEeXjoj73l19++bp1615//fW9e/decMEFeXl5orsLTX5JUnXN+374lOX4lieOi45MI6SlhboMvTjmesVZU+f/sGDCSDeeLP/3sPxqNW07UP2bpQfeXJuobU7ztJBvhvecTOw9aeVmza74TSg3s3lH5ebv/sZ+a2//OWNzp5Sfe/9N6y6/W5h6UvjC8Q3LTGgi6aa2/PfTg6/9bMbQ/sGN50OhUG1tbVNTUzgcLikpaW9vb2try8vLGzt2rPpTIgIL3pFVAAD4lBc8wUEDOfggrwmOJKiRCvHOEYNgHpAxQO5OqIYReoxsiEC7r6S6atUkKPlY6rkFE4LKD3JnBXnb4CiKOqbHbYOLLMsjZXOIHGVSz1++QPkSgs8zmOVEYAdM+SjqhuqZB99SEFE+lu9tfn7+3LlzT5w4sXr16hdffHHipHOnTJqsvjm6rgvDiA4f0NKyz/BF2Avbltnm2Zm2sMPGpF/e1W/SaNd1zcyoEOLw/JVHH/lT/do9XX0yBo0cGp11buaIAaHMaLyhtbPyeMOuqg3fenz41y5NG5CfM6x/18q91Zv2CMcrvvTc9oLIwAajSo8brp4wRCTl5JqhjCHFXvcyX6rdKjs7++abb960aVNVVdXgwYOXL19eVFRUXFwsule+k8kkuKYHAAD41NI0LVhIBJsl5DW9B09OVZOmGazF1fCFPIGrbisPEIEZU+rOVWWi0pGKCuqGwSSjDvA8T+YTuaSyelZq73b1hNVgjsowwTlvMrSoQST1klW+krdSiUWFMdd1LctSozHqdYnAdDjyCRHl4/rGCiFef/31+vp6IYScr5lMJqsOVE6ZNFl+IuX3Kpyfc+H8+9++7r7WZbvimi8cN+L4WbrZ5+sXD5gzTX57W3cd3vbT15yK/fmfmVR+z025Y0pCBTnyk23bdigU8jzPi6cOPP/m21/6v15ju9Y3MuHxfzn+yopd9zw17P9cnZnSus4ZGN59JOKIhNA9IcLlA6csuj+zpEh+S4UQ8u+LTCCGYdTW1h45cmTKlCmTJ0+WK3CrQcweI7AAAOBTy/d9y7Jkra9GEnbs2LFy5cpVq1adPHkymUymUqlwOJyTkzNy5MipU6defPHFeXl5vat/WcHPnz+/rq5O0zTLsmQSsG17yJAhs2bNEt0jGCtXrqyoqJA1vWVZjuM4jpOdnX399derYYrt27evW7cuOF1qyJAhM2fO1HX94MGDTz311OrVqzs7O9PT088///wHHnhATjZbsmTJkSNHZDkkX8748eMnTpwoI0RFRcWCBQvefvvthoYGwzAyMjLGjRt3/fXXT548We52HZwnpiKNaZqrVq165ZVXDh482NbWFovFDMOQCzqXlpaOGzdu2rRpkydPliWfynLMVfmQH0e8N9d1bdteuXLlkiVLFi1a9Oabby5ZsmTZsmVVh4/ID70c3VNS7bE/TrplkTb76bRLnrMufmnotcmWDnlHbQeO7/vl/Lr1FY7jyFsFbyu375EXfN/vOFS7cNRN80u/4Pu+azurr/zRwtLrl33tv5PJ5Js3/feL+sw/mpe+OvxL7Ydr5fHBu5L339TU9OCDDz777LPHjx9XUUrdvwxF8mB+ywAAnMFkAXDbbbf1rpU1TZsxY4brusGSRl645557gm2rwZlOcrSkuLj4rrvuam5uVrWHKjMSicT48eN7NLFomjZnzhxZfshH+epXv9pjTEbTtMGDB8diMfV8/uu//ku8s/t//Pjxruu+/PLLOTk5wfsfOHBgIpGQT+DCCy8UgZnthmHceuutvu83NDR84xvfiEQiavBEvSLLsu666654PK6ennpDHMfZs2fP17/+9Ugk0mMcqceTLy8vf/jhh+WdpFKpYHlWVVWVnp7e4yS4EOI73/kOH9EeOHf+98mhhhkzZqgRT9V0pT5ewVmYZkakUA9X6gnPNzM8fdi/XWllp8sAnT44f+Rtc9XgY3AGpwh0X8khjowhRef98T/emHbb3kf+VP7NLwy/9/q14/+97JIpoVBo0PAhzdrbcc3OsN1ov9zgM1ETNzVNS09Pv+yyy8aMGSOEkCdFgsOmaqtHZkkCAABN02S1IMc0fvCDHzz00EOyA161rYvuLgvZC15bW/vTn/70L3/5yxNPPDF9+nR5jCwzTNOUszZc1xWBNazkRI8eXfjyMDX5yjRN+TTkAfKu5P3IO2lra3vrrbe+8pWvdHV1qU79UCgUDofllDDHccLhcPClua7b1NS0b9++a665Zs+ePfKZ2LYtCyGZamzb/tnPfiaE+PGPfyynoshyWdO055577tvf/nZra6ua0BU83a9qMN/39+/ff+edd77xxhvPPfdcUVFRsAbDByi/eQvez0CT4zidnZ1ykyO1rIT8Psh/1awq3/ebd1Ru3Ls7Rwvprp/Kskqvu/jUWQdNM0KW6F78V0UR9Z/qDkV3+1fumCET7rpx0w+e3fGTlxqXb201XTcacl23PR4TmhC+aDl+onbpph6TRNVXxbKsUaNGNTY2Hj9+vKamZtu2bcuWLTt06FBwjQ5xuhU2AADAp42s8mVh8G//9m8PPvigal6XFbwqxGUJoTZ/3LNnz2WXXfa3v/1Nnv1UZYbq65CFkCw2wuGwulL1xKr6R4Ycy7ISiYQ6JphP5COeOHHiX//1X7u6uuRt5U9TqVQw5KjtrVVK2bp16+WXXy7ziRDCtm2ZvtRGivLfn//859u2bQsuNLxs2bKbb765ublZbSYj3rkzpkoy8iXIm9x4443JZFK9q/hAGEV5XycV9u3bt3z58nA4HAqFsrMzs7KyBw4cNGLECPm9lf+qMwFNm/eXdZrtnhMNm9mzJ4QLck57n+prFvzP4JRHeXnwl2dueeSpyv/n2US2l5ude2zhmpyRg+uefitNGCld5KS02pW7B849L7jqhfqS67q+YsWKLVu2yPMEqVQqKysrGo2WlZXJpy3Hc8gnAACcYWEjWFGI7tOp79YRIattNUPkmWee+dWvfqXKCfHOzm95PjRYb2ia1tbWdv3112/durW4uFhOOZHVkSrf1aOouSTinTPH1AEisEawCHSfq8LJ87xkMnn48GHRPQCijgyWVT1u6Pv+0aNHg+eI5c1V0JLpSKaal1566ZxzzpFRyvf9++67Tx4WDCeGYaSlpVmW1draKl+Imqgi36i//vWvixcvnjdvHh9IIsrHpX///pMmTWptbe3s7Ozo6Gxubo7H4+Xl5SIwKqq+HlXbKxzDiArhO27R5NHBxvQPRH4BMkr75Z01JLa28vznHsodUfzSJd9uXLAxf965fceW/eWu/xluZjXurxSBzVvUnyS1wnefPn3OP//8SCQiI5bankn+tRKMogAAcEZQS9+qbQ3VKlVyVEENF7zbzXVdb25ufuihh4LViCzTL7300s997nO5ubn79u37/e9/X1NTo+pyeVhzc/Ovf/1r2TeiulnUYlzv9qAf4jWqiWeieycW+TTktBfHcdLS0lSyUj8SgWWUDcMYPXq04zi7du1Sw0TB6mvLli1qV4bq6uoVK1aoVCMNGjTonnvumTJlSjQaPXDgwN13371p0yYRWPRM3s+2bdvmzp1LlUVE+bhkZWVNmzZNXpY9XvJjKrdElPmkq7q+5i/rq9Zsj7+5o91LOWHLSrrZQweId9l89D3IOZTyi+H7fsHQ8n0r9maXDcgYWnTWFy8++OzS6Y/fqYes6ocXHzx+LG/51qXzvl960aTC2ZMzhxQHbyj3ixVCDBkyRJxuv1j2NAUA4Iyh5m+L7lnlqpqXdbOq7N/j5m+++eaBAwfkzuiqZvj+979/7733qvWIb7755quuumrr1q3BosJxnBdffPG73/1uZmam2iS6d+fGPyLYNKLGT2TqKCgoSCaTeXl5wU0eg4+uji8rK/vDH/5wzjnnJBKJJ5988s477+zxnui6fuDAgWQyKc/kdnZ2lpWVdXR0qHs2TfPBBx+89tpr5aMMHDhw0KBBkydP7ujoCD6oruvV1dVUWUSUj4vv+8eOHTt+/LjneXJlBiH8IUOGjhgxQoYT+UHceNsjJ9/c7vuJuKYZmqU7vhkO5Y4Y9OHGKNRS4rquu55ID/fd9sDvJvzsXzP7ZJddeZ5mmceXb6lrPBnVTddxG1/f3LBoS8Erq2Yu+1lwnxPP84YOHSrv6rTDLMF5pSyHBwDAJ5raV0D9n139f19tuP5372Hp0qUyb4juBXVKSkruvvtumU/kHZaUlNx5551f+cpXHMcJNsEeOnRox44d06ZNk20kah/DHkMQ/8gLVJtCynseN27cnXfeOXHixFAopOt6KBSSS3X1PgMrn0BmZuZzzz03ceJEIURaWto3v/nNRYsWrVq1Kph2XNd1HEdmISHEyJEjV65cKbpHSGTvfm5urpquYllWeXl5YWFhV1eXGrER3WsD8LEkonxcNE2rqampq6uT44bHjh1NT0+PRCKy+lebHGkJt8V0sxK+LoSheQnN87JCmmV+uCleaj6l67ot7bW6neioqF941i1+RyxsWrGWjpMvrw7ZtulrtmGkPFs3DCdl98gh8i9CZ2fn+vXrMzIyotFoWlpaJBLJzc0NzvVSxwMAgE8ute6WWjhUNYQIIVKp1N8d0PA8b/fu3cGeEN/3L7nkEjkpQ92z7/uzZs2KRCJy3EAE2ki2bt06ffp0eTm4Cf1HVZLJhYDlKy0vL1+1alU0GpWbkMjySe2uKFNWsLgyDGPkyJGyyUTtBH/uuecuX75cPdtg7418IF3Xi4qKVLHU0dFx9OjRNWvW1NbW1tXV2bbd3t7uum59fX2wp7/HxpSMpRBRPnqe511wwQXt7e07duw4dOhQdnb2+PETRo4sD+7O7vu+1z+7j2sY4YibSqZMLexb0bifqG/JGFz4QT+awaRhaHrsSCx3WvlnV/78yLNLV/7LIyk31bbn4Oj/vG73I/O1xjZfc7MMyxGa1SdD/YUS3eOMdXV1u3btEt3z03JyciKRyJe//GW1ih8L4QEAcAYITt5WWw2qjhTf99/P/+5t2z527JhaB+jUlgnp6SppqDGZcDicmZnZ2dnZYxq57FHpUdV8VHO91GPJMHDrrbdmZWWJwHb1ons/ePlWqOZ+eYDrutnZ2SpoyUJLRhqZfNRd2bat1kSW/xqGUV1d/fzzzz/33HN79uyRE+HU6FDvMk8+gVQqxSeTiPJx0XV9586dK1eutG17+PDhgwYN8n2vpqZ66NAyEegbmfbw7Seu/MzxJRtr5q9JtXb6rpfoSsUaW/M+VLPH/65loWuW7+pFxZqmDfnKrP0/X9CZil/29v8YmdFjS7e1rq0wonbRvAsHzDy38KIJwfla8m9TZ2dn3759586dm0qlbNtOJpNqfpcMTmquGhO9AAD45ArO3FbjDLJeF93zJoItHKcNAI7j2LYd3ALB8zzLsoJzxmT9oGaRBBOC7/tyIeDgsInaGuUjTCmymJH7uIvAyqgqwwRHb4LT2tWiW7IzR87FCq4JJq8JLigsb/L4448/9NBDx44dk9FFzXATgWlswfW+RPfuluKD9ySDiPJ+yS1OTdOsqKg4dOhQKBQqLS0dOrQsuKS3lZtRMnfG4CumbwwbNY//OaYJR/iJfce02VODkUAEJmL93T80Unh4SWznRnk5Y0rJkCUX3mYAACAASURBVBFDrOyM+Mnmun2V6bpWMOmcGU99L/itkH815MPFYrG0tLT09PTMzEz1BIKrd/d+OAAA8Imzfv36Z599Nrg2biQS+dGPfpSVlaX2CQmW46etPXqUB8F921SzuIwHaWlpsiEkuKOI6J7KIY8JbiL3ESYxec+RSKSgoCA4UUU+vWC6CD63HpuZqOWFVGgRgWWR1WoBMg49/vjjt99+e3CQSnTPOpPrg6Wnp3d0dKipZaqhxbIstUM3iCgfMc/zxo0bV1JSYhhGNBqVoxOyL0Ut+y1PTsjPd96YIVW6SGp+Hyta/fa24d+6Rs1H7L17ybs9YnBrxTGXTVsyf03F4y+U/cs1RnsqMqy/4zjr7n6yoMnp0J3scUNU/pH3r74Ptm3PmDFDbn4UPIBAAgDAGebIkSO/+tWvepzIv+OOO7KyslS9HovFRPdZ/+CuiKZpyiJBNqy2tLSoukUIoXZwDy4O5rqunJoRnEmlaVpBQYFayEvrFowBsl5StVAwPPQY4TntFI/gDvfyaasfBRcGEL32Y+lZAZtmsFekRwSST0ZePnjw4Pe+971gE7w8bNasWddff/2wYcPkRLgrr7zy0KFDonvUSN42lUqppdVUWuuRiEBE+ZB0XQ+Hw0VFRWpdLPnNVGtKmKapPn+apuXPGNcU8UIxv8O3WzftiZ9oSivsI7pnXgW/b+82vUp+YdRIS8FlE3OGDdp410tVC7fU/G1z886jex95tXHFzrjmWo4ovGCcuomc9WhZlmyCl1/d/Pz8Hl9UIgoAAGeY4Kl9dWpy3bp1paWl8oB4PL5lyxZ5gNzTWW2+3q9fP1nk6Lo+YsQIWWrLe9A0raqqKjiBSpbgVVVVcgEr+dBy2EEIMWjQIHWMDDlqw0chhGVZDQ0NKhhomlZRUaHCibqJ6LWro3hnT8v7Wc5YbU7fu8T6u29j8FavvvpqLBZTdyVf7C9/+ctbbrlFdE9dkWWbPCaYx8LhsOieYGYYhjzytLPC0PPXx1vwd8kpXnJ65ZEjR5YsWfL0008vWrSoKxZTs7zkN1x+2rJGDiqdMCri+nmeEa2LH3pmiZqM2OOj/x5RQX58Pc9zHCeUmzn++/NyUsmG5buFlda891jL6j1tws4WVsHQAf1nTw7eZygUUstZtLe3P/XUU08++eSqVauqqqoSiURwA6Pg8wEAAJ90akKHqpJ/9KMfLV26tL6+/tChQ/fff/+uXbtk2LBtO1iHlJaWyoJe07QJEyaoal7W1qtWrdq9e7c8XvWXv/DCC7LtRJ5RlZOaTNM899xz5QlcWfkEN4mWHSzr1q3bt2+ffBovvfTSxo0bZR0VLN97Z4Z3yxLvJ298uIJHlWrytQe3oRw3btwtt9wiCyo5tf7kyZMtLS3BKk4N6ci3Qmaw4PUf7Y4xZ+CHmbfg78c4XRdCrFixYseOHXKaY1FRUWNj4+I3l1xz1dXymOCifommNrsroYXMKrtrmJ++89cLym6eEynITSQSaWlpvUc2T0tlCfnnJn/GuNawJ+J+hh6K+U7M8wtcK2V4nZbfuvdo7tgh8okF92YSQhw6VKnreiQS2bRp05YtW0Ihc/DgktmzP8dACgAAZx417iGrYU3TKisrZ82aVVJS0tbWJmtoGV1UxSwnh0+cOFF1klxxxRUPPvigqqc9z2tubr755pt/8YtflJeXRyKRxsbGl19++Wc/+5nonlei+kM++9nPjhw5UiWTfv36ybZyEeiDjcfjc+fO/eEPf5hIJL71rW/JNa/k7HTxzklQPeZWBQv69zNr/bQB4O+mgt4DL21tbSLQ9G8YRk1NzbFjx+R4kRCipaXljjvuaGxsDDarnNo0b+PG9vb2zMxM2bKiFjX+aLeLIaJ8SslvVDgcHj169MiRIwsLC03TrKqqev31halk0rQs0T2YKIToqK5bf819HduPaikn0wwf0VLROnvzD34z/cm75JriwQQi3mUgRc0ZU8OjHUdO6p5uWFqLm8gwQ57mxf2Uq5uhyoY3r/yPWQsfyB1dKt659ITjOAcOHDz77LNnzJjx6KOPXXDBZyoqKurq6j7Ctf8AAMA/iZycnB7raMl6wDTNo0ePyhjgOI48Rm2MZtv2oEGDZs6cqcqDiRMnfvGLX3z++efVZDBZak+dOnXYsGFZWVkNDQ3Hjh0LFvRqgtO3v/1tEWhbHzVq1MKFC1XNoxw8ePBrX/uaPBWrRmZEYAP4YAI57Yyvj7WxNnj/crFmlSXkM2xsbJw5c+acOXOKiooqKyuXLVt26NAhtZWKuiCE2LZt28SJE9PT05944onJkycHa7DebwuIKB/4k+p53tSpU4UQjuN0dHRUV1dv3rzZEJr2zhlcXXXNK668u3VLpW4ZtuYnI4aRcsOOfvBPywbMPKf/vPNCoZBKHe8xGzLYdiavqXlllenZri3CunCEY9leVFgtntum2ZlVzatnf++8xf83Z+wQdXP5l2jgwIFlZWWNjU1FhcXjxo07evRoUVGheOdETIZTAAA4A4wePVoIIXOFqpXV0juyhglmAJkKLMu677775G4hqqX73nvvXbp0aUNDQ7Cktizr0KFDahuQ4FiNHG/50pe+dOmll6qxF13XZ86c+eCDD6pCXJ1+lY+iNrxXzSo9SvZgSgle/x5N8L2TRjASnLbsebfBFlWJjR8/fv78+SLQiux53sGDBx977DE1KiJONzAi3+3q6mrHcdra2tRiaCrXqZTCuePe6EV5f2+Trgsh1q5d++yzzz7xxBNvvfWW7/uzZn9OTkBUH31d1zoaW9MMM6XpqZCZ2WlHHa3T8nM77BU3/6R5Q4X8QqpWsPeYXqniu+d5DRv2Vfzhr67jd4V8XRee5xmWGTP9kGbqniZ8raOlU4+Eg7eV3/Pp06f369cvNzdn7pWf9zzPtu3Bg0vIJAAAnHkGDx58xx13yHyidixRxUZws0IROFl5++2333jjjcFy2TCMsrKyF154oW/fvmqSiBDCtm01RKAWFBZCmKZpGMacOXPkemIqcgghpkyZMmPGjOD6v8H1ReXTuOaaa6699trgYr5ySlUwrvSul+RdvXdlH+wTFoHVintHoN7hJDjNbN68eWphJPW+qZlyKrDJ90EtViYHqeQAkXp1ciFjtb0MyYSI8tFoamoKhUIzZ8684YYbvvrVrw4ZOlS8c0QiUtBn+gO3JoQT8R1dc0091GY5ppbq1EPhhPu3q++p/cuG4F5CUu/LwSaqjopjK776oNkR8/VQSOhJYVh60nGEJlLZdtSwPGGkxt/z5cyhxT0a8dUXT60gceWVV/bv35/fIwAAZ6SHH3740UcfLS4ulhO0gtuVqAJD1uie5+Xl5T322GM/+clPVOpQIwCe51100UXLly+X7RaysSQ4ChGMPZmZmffcc8+CBQsikUiPjdei0ehvf/vbQYMGBXOLeiaapt1yyy3PPvvspEmT5Pqo6gBZyqvS6LRz4//uol62bff+qdq65L3J/CBvPmrUqEcffVQ21aggp0aB5L9XX331+vXrp06dqg6Qx8vDgkvCJpNJFVrwHpjo9b7I79ucOXOCG4yc9sj+V5/ff8naxM7q4ZdNG/j5aU3r92z79pO21talR6yW2Ppr7hv+oy+P+T/XGGFL/eFQ2VptmaIieN3aXetv/kniYK1lWc1+KjPlZRiGphdMuO+avM+Maly+/djra7SMvLLb5gaHMk/7DIMnLQAAwJlH07Tbb7993rx5r7322muvvbZv376GhoYeZzALCgqGDx8+b968q666auDAgT1a0lWdI4QYM2bMX//61wceeGDNmjVHjx5V64LKkiMvL2/48OFXXXXV3LlzS0tLe0yjUnM6hg8fvnHjxvvuu2/RokWqg0XX9YKCgu9+97vf/OY3NU0bNmzYhAkT5KJetm3rul5SUhLczqG4uHj8+PFqqrz8NxwOy1VMe0QLVf2Xl5e3t7enUqlQKJRKpcLhsG3bo0aNkj9VU+CKi4snTJigHktGiz59+sj1gqXbbrtt+PDhjz766Lp16xobG1VAGjZs2PTp02+99dYpU6ZomjZ//vz7779/8eLFlZWV6i0Nh8MjR44sLi6WIy3Tpk2TG4KrNZF93y8uLubT2/PDzBjT+6TmdP7dLULdroSeFhLdmWHnT/+0/z9e8L2467m6boTCpju59Lwffr3oonPU+GCPcU/P8/yUs/uxVw7+5E/tze2G6yctLcs2uwwnN2QW3TRryv/cqZ6VE0uGMiPy9MP72bceAACceXqfiKypqamtrW1tbe3o6BBCZGZm5uTkFBcXDxgwoMcNxTvHKFTAkEV8Z2dnZWVlR0fHyZMn5cpURUVFhYWFgwYNEt17sYvALDK1rrGcxCEPOHHiRFVVVXt7ezwez8zMHDNmTJ8+fdSSxHL6k4wTsqc/FAqpJ+D7vm3bcphFDV/IPSGCe7erXeGDiy/Lg+Wdy8V/g9vPB8/qyolYcoEBEZhdpsajbNuur6/fu3dve3t7enp6dnZ2WVlZfn6+egPlYU1NTfv3729sbAyFQvK9Gj58uHzfhBDBzRzVa1EbaPIxJqJ8YOqb1iOjnyaiBHKC/AjueviV3Q897zd2OJ7n6VqekXbciZVeOmX4dRflTxkVHVSghyz1+XYTqeNLN+156KWutRWtlp9lazHDD/tau+5mZEaH3TRn0k9ukx9xy7LUeGvwL4tKPu/2pwcAAJypgmWAHCtQ1YLal0Olgh7xRlY4iab2msXrfcfJmziiz7ihwfKmRwl0csUOoWmF549LpVKm0A48s6T0ms+Gc9LlYTJy/O/9t8ZPvr2972XnyhpddE88k7FBddKqhBCcq6Y2Ywg+hx7337rnSKy6of+lk3q8HBFYZEyVQzIe1K3Y3rRuX2RAfsnVnzGip4ZNDv3hraLzzwoPyAs28KitZuRgS++TwsG0Ix/l+Esr+l86SeREev+CevTNB4MWJN6Ov09+bmQ+kY1W7/ExUl9+lWo8zxv77avbdlee/N3fmtN0U9drU4kCEWn789Y1S7bqESt7VGlW/77m4D6+5zk1zfVHqu1dtUnXieqWr3ltmmsaepfjZhnhrAnjZD5JJpNqcFN9b+Xfo2CUUum/x8kAfqcAAJyR4UQtGSovB8totW1asLxWNbfobkcRQjRt3r/m1p8NnjvtwDNLPvf2L3xxaiXSZFOb3ZnIGNxPFeL7Hnstq6x/v/PGWpblJe3OIyc1caresGOJUHqa67puLBHKSvd9v72+qW7f4YLPTZSPleiIGY5v5WaI7hXGNE94XYlYZzx9QH6wyOk8WhfKzQjnZATTlOM4Mp/Ilcq6jjeeWLHzxLKt/S+dJA/oOtmim1qoT5Z8H+TwhaqCdF2v/P2bOx98oeSK6dVvbbJj8ZG3XXEq6uw/1mfCsKhRICtAzfE6jjVklhaq5mEnFk82d6b1y9VM/X/XN4onY/Vt6YMKdEMXQtidXY2V1dGaQVmZg+S7nahvcbpSGSX9gjP8Eyebfc+P9u9LSiGifPD3qHvQUH6l5ejhu42iBDczsSzrVPJ23Oa91UnL6GdYXbGusNCaLDtDN2zNt+O2t63y+NaKfD2k21676Vm64ZuG7nutERFNaqZhdPpeyHVTupPceyjV2mlmReX8SPVnJfh8VD7pMbRCMgEA4Mwmz82rvQ1OW67Ic6kqY/Q44FSriedllPQbeevnK55a7Pu+buipVKpp9e4d9/8hZIUzxw6e+JNvnCrWEykzEj5Vo9tOa0WVG0/62em6rq//1uP9zh8bzsk8/MqK857+rqbrbiLVUXlcdDfi7nvgxYZNFaO+edWAy6bquq65/vIv3Kv5wmnvHP7vVw68coZpmsL3N3331517qhPtHaO+dfXgeeertn5Vj5mmuePB55tX7Oqoa8oeVSJLoIpfLTzxxkbdMgZec/7QGy4WQqg8c2oamOPufOC5s3745bIbZ3nxpOrI92wnVl1vt3fKdQJa91Vt/NYv0/vmeJY+7fE7jGjasT0Hdt70SHpRvmPbF7x0txYJmabZsH7flh88GU6L5k4ePuY/bjBN0whZbQernc4umU9adh/Zdu/vQoZl5GdNfuTfhaHpul753FtH//BWpF+fsm9c1m/aGD7A7/gw8xa8n3MSai0LNVjxbhPk1CJ6wb8CLTsPN249GHNSoivl6ppumGmmqfu+aWhZhq57XlgTbW6i3XB03UikUiKZTPe1qOt3ugnTFYbrh6004fvxkyeb1uyTdx5cwy64VJ8QQi44SCYBAODTJpg6epQHwSV9g3WCnF4VXLbHiIY7j5zY8v3fePGU8D1Z3+/6yR+LLjrnvJfvPvzS8raKY6c2CbEstfKVk0y17j7q2acW48ocNuDoqysrn38rkp+j6XJgIdG09YDonuBUPOtcp7nj2MLVontyWsuew6Pu/ELxZVOrFqyWpVdbRfX+J16f8ttv979s6s4fv+jZrpq4pV6C3RE/8OQbZ/34lrKbZsuX6drOrh+/mDNhaObIgdt+9IybclKplHyeKtg48ZTdGY/2zxdC6JGwEU2TT8N33La9R+22Lln1HfjdX5K1TQOvPu/Y/FW1b28XQiRjcc/zpj/z3eZdh5p3HZbPc89jr4YL+5z36n8OuX6mnMbme37r7iPJ5k75bLOGDRj21UvT+udVPv+W25WQr6Jx076uk82Dr7swd9RgPrpElA9zTkJ0D5ietvej9+mH4DGapp3cvC/HNbKNcK1lp4cta2ThZxfdP/I/rss8a4iXaXqm62m2MPyY4cR0O6RrWmbImVwy/LbLr1r1P+mXjs8wrHbN0XXdi4Tq1myRD6RGA4O7k8pF+izLCiao3it8AwCAM1Lv/9er+R3B3QiCC4H22E5a0zQvaacPKki//RLN0L2ELe82OjA/1dqxY9XGtKLcUGZU3lAzNNG94YlhWUaa5YtTOaf05ku7TjS17Dg05tvXnBq00YWVFfV94Xme73oVv1wQ7pd76uF1XXh+pG9OtH9fKz3NDJ+aXR9KD2cM7rdz49ZEfUtGSaFmnOpICa6DbBhG+qCClt2HY9X1mqELITRdyywpbNtfo5n6mDu/qJu6HEJRhZnneVZmpPTazx56bumWP7+99+cvV72y8lTJp+uaqWumLv8zvX9f13Obt1eOuPWyPmed2iM7s6TYiqRFi/P87rWJM0sK/aS9e9WGlopqTzbBa5oRNo00S55KPvzSso3f+bUeCYez0z3Xk+9Y6RcvGvrli7d878kDv13MR7fn55ay9R9k23Yikezs7Cws7Ke2ZVVtVfJyvK553yOv7n10fqatm+VFM+bfmz20vzyg/cjJ+pXbNn/9xwnftExXczJGP3Dd4CvPyxpSrJuG7/upxrZl19zdsfGok7TLvnph+d1fyRxcKN7Z2aZylOM4juM0NTUVFhaqfrjgLpCsww0AAAAiyhlLVvwnT9S/8McnLCPrggsuHDt2nIoBwbanU4vQbT1w9NevD7vrmqzhA13XVecARMqdX35z4nh1h2OY2dqXD79qZEZEYDHieE3Dzp++MHDW1OLZk+Ry3WpRv2Dvvud5sVjsT3/6U1tb2/Dhw2fPnh1sklOTU/nFAQAA4J8Z7fL/QLzTNCFEY/PJSDgrkYhlZTki0KmmetFUMMg9uyzvyTt7LPMnhBAhY+AXzj3yVGu+puVfPtHMjGjv3MAxMiD/3Idvl5eDsadHF4qmaXKLIiFEXV2d3D9VPVBwv3kAAADgn7fMZhTlHyGHSlpbWx3H7ts3P/ijHtse9aY2FZJTQpNN7a7tRPpma2bPBQF7LO8tV/J+t3W+E4lEa2trv379gm1wDJ4AAACAiPKpEFycWyYN8c6tkaTgfqvBtvvgT4NbqIrAZiaO46gtWXrs/CoCy3Gon8rrVdd+cANHeQxjKQAAAPhnxsn1f5Rc9k5uBqRigAwkHZ0dnufZti0TiOjeNUmu0ydvrsJMj3wi52uJ7n1OgllIdG8KG8wqp9b7cxwZQgzD6LFAh3wI8gkAAACIKGcstYK4Ws83uD+r6ziLFyz6zXO/r62tlU0jMpbIrKKW21IrGqs7lFFHro6n4oea6CV7Uerr69YtXxGPx+WkL9WUIveXDKaXHpvKq+WJAQAAACLKmUatrh2cPaVCxZ69e4/WVPfvk//nP/95y5YtqoFeZRXRvWaX6B5CUXeitjrRutcaF+/conHp0re27Nnx0ksvdHV1BW8oR2yCN+8xbEJTCgAAAIgon0aO46xduzYSiUydOrVPnz6rV6/ujhmisanOdR01U0t1vcsoEtxHSWUMwzBs2961a1dNTY0cUcnKyiooKDQM47XXXu3s7JSzv4QQlmX12DIWAAAAIKJ8qsk+ky1btnR0dBQVFb388sstLS2TJk0yDKOtre2VV1585eWFv/vdszt37JZHynAihz4kx3FkzJD/VlRUbN++3ff95cuXr1+/Xh6Qn58fj8c/85kLOzs7Xn75j6lUSs3p6rHAFwAAAEBE+bSLxWKrVq0aOHDgNddcU1xcnJOTM23aNCHEwkV/rK9ru+KKyyZPmfjWsgU1NVWGYVRU7Pv9738Xj3cJIRKJxOLFb5w8ebKlpeXpp5+uqqoSQmzZsmXv3r2hUGjChAmVlZXt7e2mafbr16++vn7JkiW5uXnNzc2vvvqqmjymulP4RQAAAICIAuF5XigUOuuss9ra2l5++eUDBw7IzpCG+oaGuviECVOKiorLR452Hb+mukEIUV9f39jYaBim7/upVKqy8uDRo0dyc3O7uro2btwoV+jKyMhwXXfEiBHhsLV//34hREFBgWmaMgVdd90NM2bMkG30cv1i27YZRQEAAAARBUIIoeu6ZVmXXHLJ3LlzMzIySkpKLrroIl3XGxpPun774MH9hBAnTlSHzD6ZWSEhRCwWi0QiMmCEQlYymZQxY8aMGceOHTt58qQQIhKJGIbRt2/f9PT0PXt2CSHS09PD4XA0GjVNs6ioqLS0VAT6TyzLYh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JOURNAL BOLIVIANO DE CIENCIAS – Vol. 19– Número 54
ISSN Digital: 2075-8944 ISSN Impreso: 2075-8936
55
♦ Sistema de control y monitoreo, descalibraciones, daños,
lecturas incorrectas, mal funcionamiento y uctuaciones inadecuadas en
los sensores y controladores de presión y temperatura.
♦ Sistema de limpieza y esterilización, Se pueden presentar
problemas del ujo de los químicos, mal sellado entre las válvulas.
La frecuencia de fallos del equipo determinada según el histórico es de 87 fallos
por año.
3.3.3 ERCA - Termo formadora de yogurt
En el manual de ERCA (2004) se describe la función principal del equipo, producir
los envases plásticos para el yogurt en vasos pequeños a partir de láminas de material
plástico, calentando las láminas y dándoles la forma requerida usando multes,
cortar los vasitos, dosicar el producto y sellarlo. A continuación, se mencionan
los subsistemas del equipo y las fallas por las que se pueden ver afectados.
♦ Sistema de alimentación de lámina, el subsistema se puede
ver afectado por atascos, y problemas de tensión que causan arrugas o
deformaciones a las laminas
♦ Sistema de termoformado, puede ser afectado por calentamiento
desigual o insuciente, al igual que el desgaste o daño de los moldes que
ocasiona mal formaciones en los vasos.
♦ Sistema de llenado, válvulas de dosicación dañadas o
defectuosas que pueden ocasionar una mala dosicación.
♦ Sistema de sellado, sellado incompleto, generado por
temperatura o presión incorrectas.
♦ Sistema de expulsión y recolección, bloques o errores en el
transportador de salida.
♦ Sistema de control y monitoreo, descalibraciones, daños,
lecturas incorrectas, mal funcionamiento y uctuaciones inadecuadas en
los sensores y controladores de temperatura.
La frecuencia de fallos del equipo es de 85 fallas por año, dato que se relaciona
directamente con la frecuencia de inspecciones que se propone.
3.3.4 Transportes Fila 1 + Contador
En la empresa este equipo consiste en una cinta transportadora que cuenta y lleva los
productos recién envasados al área de empaquetado para su posterior almacenaje,
en base al manual de cintas transportadoras de Javu (2016), y el historial de fallas
del equipo se pueden reconocer los siguientes componentes y las fallas en las que
se basa el plan de inspección.
♦ Rodillos: Desgaste o daño en los rodillos y rodamientos.
♦ Correa transportadora: Roturas, desgaste y desalineaciones.
♦ Sensor de conteo: Fallas o sensibilidad alterada