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OgHQ6YngMs+ADZI9UwLwIAyem5BNn5jAEVhFlsAE9cGGs12dz4QZpcsVNt9DJX+5uv2ma1HDhrUin1Z043a7RUo0451Ryoy5ZqXc8nQzay+KNRxk9cjyRrxrpXUeVfZRxJ4RTa29OrxdU5RXJvgDjb9K+MPK8AWV1ThxVVZS+DbJPHPbXks06t7GzozVKNCDklzSbWkV4iuwtrizlU937JtfC+vmLfKlXn2lKpBuS5ZrO6LFc9jYyVerGTimk09+46uLm8J4dRuadSpWTai8JI0PhfD5Uu1ziO2M657heDVYO0qU3LDcn1E7GtKvycibz983su/HeBm4rwynZqnKnnEtMM0PgVOFBVKlRrTLeNEWcbnFRt4OWWn1NXEJTnTpKknLw6ebCOYuDRnHNOpnu0OW49nVcHung9HZzrKvNVG5JL5msZPP3D5ruXjP/yJR6mg0qcV4IvWpmorEY+RojuYi05FqBEKCTIGD1AhAgCAT0IAD52rqQsqvM8s6n8Mn3IenwyeVzQWC7XTRwRYtVnR5O5T2XcYbWg6cEsYN8FpqQXRGWm6FjsN5AMh0xI6oZbgMFgXew4ygJuTOVgnQnXIEAw4A0BThuotDJVjKVC6ilmTWiNzj8SOTxKjXVVzozcW+4lixynQq9acvoK6c1+SX0L3O/i/vZA95vVvN/Q1ypxjO4yX5X9BWn3Gv3y7S1afoT3y4604P/tHKnFjy0DLNnvlTrQpv/tB73ne1p/QcqcWNTlF6NryHVzVW1SX1NDuqX5rOH0J7zbPeyXo2ORxZZVZTeZycn4s6NBXU7WM6dZrwb2Rmdeye9rJeUmT3iySwqdaK8JDkcWqUb/LiquU+qZknaVaNSMpr4eZLORlc2X67hepfbRoXNSPLUrSUXnEticjTuUti5FMNy5EiGRCEKJkgCAQhAAEBGQI46iOsjRw0OoruCjSNKWCiO+Ni9YAZMPXUCCvMB1toOipFmmACnlhUtQLoFrL0AKWeodga4JnUCJvcgNmRbADrkouFnBox/YSosoDC4a7aCuC7jXgrqNRWQM/Zx/Sickf0r6FmdM7DJxxugqjs4Y1ivoDsaf6F9C9yhjdE5od6CM7t6T/ANNCO0ov8iNeY9GgYj4BWJ2VF/lFdhQf5TeopvAezWAOa+G0c7NGq2toUniKNPZoMYKLIbWpYLIsRIZbFQyD9AIgEyQhAIAIAIQgNQji2VRuHJL5o6GxGKS7OpGa9TdHVIkWity5FSWpctigoPUAQGQ61K1kdAPnQKxgVPKDtswGS110T2JphC52zsFvuWF0CpLXwJlPVAQkG1OcH01QRYLLZhJjvApKprNWmu+RocUVSX21NJdRRs7KLispFcraD6IvSaSBKWIt9xlWZ2sO5C+6R7kH3vKy6bwt9RXf0uVvD8gD7rHuJ7rHuQ/brtlTw9VnJfFZCsNeioKLS6gSNV3DMY+ZTyFiUuhOo/J4g5HkqCEmA4AK2IBBAgPIPqACEIACMBCBHLq0lKBthTSijPy9pViui1NWTMWooobQATQKwTQAQCtAgTD6AN/kaOz1XqJzaYCmA2mCMAfICL6CywpKXfoMCesH340AOSAhJSin3h6gBla1uILxLGUv8TB5A6L2wZatWDhPni+XbPealqVSt4Sk21nwMqwurbp45W8eI6VGT5uy2WrL3Z0eb5dx1bQytXhdO8CiChzRlyPK08jVQqRqptLYMKMVol1yW0reNNPlW5Rmul8HqULY2XUOWjLO5jjsIGIQBUQhOpAIEUIEIQgAIQgAIRgCM9Kmqce9lgqCgohTYowECAKAK2CDJMgMERMYBg5QmRsgEgAgJT0lKPqiwrl8Mov0HADeDPVlyVFI0CzjGcXFrIAt+IU1HlqvDXUtd9Q/3YnOlbU+Z5QHa0t+Qmmtul77Qz97H6jq+t/92P1OR7vS/wBtDK3p/wC2iaHXV/bL/WiGXFbdRwqi9Dke7Uv9tE93pL8iKjdVvVcNRg9OrBEpt4KL0WEaMATBAojKgACwAQICAEgCAQBCAAhCBFRDH79HHT6k9+hjdfUDcg4Od78v1R+oHxGKXzRCukTY5tLitOVVQck2zfGcZLKYDZ0CgZJkBuoUKg+gDZDkUjkAUw5KKlzClHM5JeZXC6jJ55o46YA1VFzQeHr0GhJSgpd6MjukuqK6d2oJpuOM6AbwGT36OOgPfddHEDRKK5mDBmld6/NEV3f9UQNWCJdxklcvGs0Vu6w9awHQSyRx8jm++QX+qxJXsP1zfqB16eE9WWc0f1I4Dv4x1XM/Nlb4k/yxXqxoej7SK/MvqB1I96PMS4jU6OKB/Eqqfzr6F0PTdrD9SGymso8tPidSSxzpeR0OH8XhUcaVWSUnon3k0OzkDeoqllbkb6gMQiehAIAhAAQhAjx/br9QrrL9SOx/Dqf+xH6hXD6a/wBCBpHF7WP6hZ14pfMdx2UFtRp/Q5fFqKhSXwRj5IKxwqN1YvPU9TQl8CPI03rE9RaPNGOH0JVblLxHTzuUQepat9CCxMZMRMKYDtpIpnJvqO9iibwQcrjNTLWHojnQuekW2+5F/E5ty9SnhSbUuXds1Cn94m1pCZFVrPanP6HUhGWccz9C+NJ98io4ubp7UpDKF4/9Jna7H9z9RlRXc/qBw/d72T+XHqH3S970vU7nYLuD2C/SgOF7ledZxXqBWFzLerE7/Yf0/wBiK3fd/YK4a4bWe9ZDLhU/zVn6I7qt5d39h1by7mEcFcIi1rVn9Blwal+uozvK3l3MPu0mBwv4NR/5H6kXCKC/JJ+cjve6sDtfIG3mby0p28OaNJerMcGpSi1CMXGSxjzO3xql2dGD75YONBY/96/yFeshrgtKYPRFuTIZEBkgEIDJMgEgpM+ARWqEv1E7B95ekHBtlknQw08nE4/HlpRPRVFsef8AaPSjDzIscKL+U9NYyTt4tdx5eL+U9FYPFvFErbfF42LlLQzxZbF4Ii+L0DkrTDkAuRVUkkm2NKRTN5A4nE3moDgazz+YnEfvpY2H4D/qFnS13reCcpZNkacO4z2qzKRtjFFZRU4dyLFCHciRSHSQC8se5Ewu4aUowi5S0SWWxaNWnXhzU3lZwAdO4noPoYr2vUo1Wublp8mcpZeclGr0Dr3FdrKUreEptOTWrJcV428YuSbUnjQC3UmolCvC4hzU28ZLQFwLJaDgexEcD2h0oU/3nEprRfvj/k7ftFrSpr+s4tPeP/UiGo9NF6FkWVIdMyLVsQVMIEIAgEyTIoQi5MmQqJOU2iupsjzvtH9zDzPR1Fojz3tGvsI+ZCPPRfynoLGX2aR55dDuWEvhwStulF4ZamzMpF0XoQWpjcxWnoHIQZPvKaj0LHsVTQVxOIN9oPwHer6B4l8yBwHer6FnRXo7V/FI2xMNqviZvhErJkx0zJe0Kk+Rwy4p/FFPD8zRaJuhHtHmaWJeYDVIqpTlB7SWDJY0I2caseZvGG/pubHSaqNrOJLD8GOqSzzS3xh+IFTm1WS6OOQP43TeN9wXsoUbWcniKjHRllrVhWoQnBpprdALmTjHCxmQlWEbhRi47517lsa9AOK7umAKLejGhHs4vOdSiV3JV8RXNTT5Xprk2cri2+//AAVyoRrLM1h5zpoBZBqcFJbNZJKOgySUVFLRAk9AOB7QL4Ka/qOHSWZQ/wCrE7nH38FP9xw6Hz01/wAqCvRxLCpFiMhkxsiDIBgEIEAhCAW21R1aMZyWGy0WKSWFsE2yrqbI897Sfh4+Z6Cr0PPe0f4ePmRY86uh2bGXw+hxV0OxZdCVuOjB5Zoi9DNT1L4mRZkgERsomRJbhZHnBBxuJZ5kHgO9T0DxRfHHyF4DvU9DU6K9Ha/OzowOda/O/M6MSpViAqeKvPF4yviXeFMZBDkyAGQMfFaUa1lUjLbGTkcAnOhWhGXOoVU8JrRPpg7l4k7aou+LKOGcs7Gg2k8LQDeEBACAgspKKy3hAHIsnoRVIvOHnAnOpRymEcTj+safmziW2takv+VHZ469IebONaff0V/yEaeiQ6K0OiBwoUZAEhABBIDJANRAIjZtlXV6HnvaP8NH9x363TzOB7Rfh4/uIsecWyOvZdDkLodWzeMMlbjp0y9GalLJfEyLERkRCoGcAb0IwMiuVxX5oeQvAvmqB4o8yj6i8C+aoanQ7quI2+ZSTeX0NMeI5jKUabaik/EyPOdKfaa7GmjCopaUIpZ38OgRdQvu3qQjBLEm853STwdCJioQqKcXOnHxwjbFFQ6wllvQTmT2Frz/ACroJCWIZehFS51oz8mYuBz5rCC7m1/c5nFvaDDlRtUn0cn/AODhU+I3ND4adWUU9cJlH0PIcnlOGe0FaM4wunzwf5uqPURnGUU000whs6GOqpT7N4k0pPPkbFqR6dAMsqbcpSUcZ8Q0abpxfNuX5fcJPYDhcd1UPU49n+Io/vOxxlNxy+iZyLH8VRX9TIrvxY6K0yxEDDIUKCGATJAIDLJkBQZ88XT5Z+eWVVqk+0jrqn0Napxwk1nHeHkjr8O5plU+bki5POTh+0X4ZfuO9VWElg4PtF+FX7iLHnFsjq2fQ5S2R1bLoStt9NfEaYmeG5fEyLEFioYIVgexJAYVyeJxxKIOBfNULOKbR9SvgXz1PQ1Oh6K1+Z+Z0IGG13fmbYsItXkWNuMclSkLOq2sZAWScpGLjVWdOylCnnMljQ3R1ZzuLtqCwB5bsKvMvgI7Wo9dEdF1ISSWMNEUIy/MNqxU7WeVmaPX8Km1aRi3lrTJ51QxNJPJ6Gwi4UUVG/tOUXtXLqVTegsdyC9sST0JnQSUtGVHJ4w/sZeRxuH63dLzZ1eMS+xkcrhmt5DyZFd0sjsV5LIkDhWwoUEEhMkKATJGwegRtyiZEi9A5NMq6728zg+0P4X1O5Wei8zh+0H4X1I1Hm1sjqWWyOUuh1LJ7ErbpQ3L4meGrL4mUWZCLsN0KFYHsF7CyZFcvieXy57xOBaTqFnEV8MfMr4J97UNToejt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Variação de temperatura

Ativo