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SIEGE COLLECTIVITE TERRITORIALE – CAEN

Maître d'Ouvrage : CONSEIL DEPARTEMENTAL DU CALVADOS
Activité : Tertiaire
Surface
  • Hôtel du département : 4 885 m²
  • Maison du département : 505 m²
Années : Etudes : 2013 /2016-2020
Désignation : Restructuration de l’Hôtel et de la Maison du Département
Montant du (des) lot(s) traité(s) par le BET : Plomberie sanitaire – Chauffage – Ventilation mécanique – Climatisation – Désenfumage : 1 545 000 € T.T.C.
Missions
  • Etude / Conception
  • Plans BIM
  • Etudes d’exécution du lot technique
  • Suivi de l'exécution et de la réception des travaux
  • Calculs de la réglementation thermique existante et BBC / EFFINERGIE RENOVATION,
Focus technique
  • Chauffage des locaux communs par radiateurs et panneaux rayonnants depuis une nouvelle chaufferie au gaz de ville au sous-sol. Habillage des conduits de fumées par un escalier métallique extérieur avec parois végétales.
  • Alimentation de la sous-station dans la maison du département depuis la chaufferie de l’hôtel avec la mise en place de réseaux en acier pré isolés en tranchée.
  • Production d’eau glacée avec aéro-réfrigérants déportés en local ouvert en toiture.
  • Climatisation de certains locaux spécifiques avec mise en place d’unités gainables ou cassettes en plafond.
  • Ventilation double-flux des bureaux et locaux communs.
  • Traitement d’air de l’hémicycle avec centrale double-flux dédiée.
  • Production d’eau chaude sanitaire par ballons électriques à proximité immédiate des points de puisage
  • Ventilation mécanique sanitaire de type simple flux hygro-réglable B avec caisson basse consommation
Enjeux Client
  • Permettre la modernisation des conditions d’accueil et de travail des services et usagers de l’Hôtel du Département.
  • Disposer d’un ensemble immobilier totalement rénové selon les technologies et dispositifs constructifs les plus récents.
  • Mise en valeur du projet architectural, identification de modèle de réhabilitation.
Particularités
  • Opération BBC / EFFINERGIE RENOVATION, afin de respecter un Cep projet <= Cep réf -40%
  • Dessin sur réalisation maquette 3 D en BIM
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blKhgefV3fcQFCTSsJtZRNPncJJqeOtXc37MRB67WD77NGaoWJXV9atGHpS+iAR5Pat0sdbdHWVTe38FVIZAFTyLmh+eZlWsbbBxS5DIvNeAuCRmLaF72JLQSgCL+nctukJiGL4lmvkHFYilW1dloQUg6X1MUhTXv3yX5B81yhU/fCow0AgdeB2eOOLgGMJonndu5WHRfEqIKY2tzg/19jG7AJAirTJZ48P+9agREvUzOUz49uDvjckeGzx4qNmRFPVU3TAo0QdzmHTM8wwYYxk1a1WLY3QRa7nzfApYcwtkruJOwfwRF11QpV4p+r/xImb+WHoaOEk3pyY3T5iZ1GH7+OjjLM6RJjfzX0C6ccLeEuepsc+v70dRl8QFlrVn8wmKyJz14Orn4TH7E7CnIRS04mHYsEFBM0St2XpNoay+3KpI7xVMYDXKRKeLDIWOpuEf1hKwkmHcV8vR5RB3Rdusfx56ILnS6SlU8jblqUTfp1aBHXZ0vcH0QIaonwJxdMQMsjBtY8SOZbLK+6vBs82YoAgJSzLkaN5uxXc6FNOO7XO1YQIu+/AY0rhGgppw1OZwnwLK6f1n36Heqk+NoZ7sXFqChXdTGLPAq/JVBBaFBhNr3Fvk+ZKb9W26N6ob6OPdU+zLHftU3EpDTH0SwTzrNzpORB4A+/a1bGFlM4X77tcw980v4B9W5vA9ZX9NDbB90IKWi+ne6+k9Ch0Ngr9eqF8S5zX3T8oXBLFrOJPCN6RONOFFnUqgX/8GVe9KEqG7RW/tSqJryrvQXGUCHC55yr8fsbcpF35fy2SQzwEbPKDUez0+GX3+tCACpx93PQdqfkmNNphyKTkWjsZe4FD0dtm03zBoQLsiK5wXzzxSg7c9LL0wT1IM9Uwzm+yLKvYhd4aGHGpa74F1ruWK+n5a2g97zuwHNJZwfLvoSHlcQDTyU8BnsBxeiAAJCAkuBH59fmPW+U7/mJ2iLzNF7NTKa/tiCCBc67GDJeFgvJnYb09fGscE5h9WcHa7vfwaPcoZ67tJKQ0reQmdT0HBfN4udWhsglEeucTqpXWRA6847yvBo/RMPCZYBt/YA+I7OixpyCbDX5zOfQKMgDGg6CZhnLPRYb6+9ITMvbeDPp3Zd38dMHGgSDq8JSUqRr1QaxxOyegbGvNX6BrI5iIjuLL1D3QZCerI+PHWZZkvqr0izBUbb3E3sTYQLgjZkce49HSRgf1vEEYD1qpoUw7f/u3+mDOH85lfhXHz8XqZU8RqzOHkPdAzKygaU+fsxTE20fkCuKtkAkapRWW2/tV1W+r7F17o/p8apoNPzZ+gWWL0G3D0yIzpWSEAVLt1ajEawq9Ma5vxMTZCnDgV5ve3aTRjDNO7hAlRnnN6u6ZEvV8qiU2LXiKFNR1ac8x3BXBxt4SecJIIWcBFuQ2qxqQK2KUk6c5wVdouaLnrMHs48kmSh+xk2p6JwCihqTWgifD1Y4Dxosvo/fcuJ/BYs/RVkZ6ZeiKpaEGQHNsly4D0+I3toSB+0B7FgNk7HHnYCxjYtGk29eo0NkuS1VNzRhGR6iHBOMwbonFQQPauum48HGt7t7CrDyLCi6otV/+ORXA91pvRKIm2wyPlYcdpxtkWt0cZwtM7agEbN5W+qdoByDbMgdMlLusA8wdza+ob063zos2bwB4jrm+xUgdZQUaRfDP6Z8AUSTMF+hWFU+lchwcv8B6MAoVBuvaDpHKLecwmt42Ns/eiY2bR3EK7ZaacprH08wi9MIUmXjC2AzCzlhirjrBS5M1WWyu2Y4gdxi4czKY/hyu7W9hTMqaWWdLESnrhSkytqPnUcgAMNLFQ3Z/LfwuBTswub3BHsKbNrq+7G6EhzLXsxK/wlxMFkDhyS/+V1LvZpcu0tBku2h/NmrEc0jXtv9cgwirah9CX0tYi/16oeDfUNNovyapeK2MAte1AA/dfQHM+EPqU6b7ywTKa95sntQgVYs0sy8Es+SWuKosu93cUJGlg45gLz+uNPUODmjBeAQlV0FIjorG/xPgEk3YPSLF6lzOhisqC5z3YQ+vu1pF1SGQZuzwBJ2U2YEyleFzenwQGtREIEqk6cs+57U7ytPz3d62FHRstlKfogrejrzt2tQHTyVZLjlFF2W0MTnT8aQdATVZGoGG5U35NNaLT4GZ9G3y7D/1jNaTl6Ej7dnPZ1Q8v2knDE6fkTO5rA58gLGBalHucHQXDWoa/Gw0FsNgtl4Js1wc8m4xGTHi7uXddpZnkUkDHzPMUt6rhIdVmpttytKDrFN8luNItINddrcSeYQovjm2gj0wgTty4UwBRiveq2T7xzQulX1iTAaKg1rXER0neKaW9+ngxZc1VjT5i//hkhbya9Y9OmvuZkbpCZYA80nBJT7sB9/Of1XcW03v+5MfWrl/HBXN4Qzz3ZalLrmsjgBOQwSiPAOSBukS/g6+J5bxmWbsh7+O2d/QWojJLr5S8DwQsJ9VI5n0m0beZwAnuLnYe2o63Ag8ZR5lAxE47mKrcvPQnamFj12uzKDmEfnz8zSlFfyvbpDJ6FOQeL3ZyF0B1YtritNckVIQFuH7mFNGuBOJEr4K9o5lXbrMK+WMZvO/V1SklSRCDLf35BOH7GXPbiToA6uaMVx0ruRl3oDWzfu197JNKp346ijZRNSvpRPseFEEdUFXh/5fGgScaatOdBwaCVZu42drqIRn5UDvwU1/bGcXdtuGrDzUqUzv6OiplupNDkPw5dXzziKgGTedEjD6BHcef+EftbqYb3LOQJcQeAGzDdYJDqgWZo/apQBUDHhQJ2COOAP+M3w5UVGWHi8R9wUCE2+H5yQyjXhSgWZ5epWeGSvvu1RxazeWZ8AhGKAMmzcT43p2datm9RUSSBDxo9s3mi1uXofqCzIyMW/bt5fiGlfpxcYVSmhsYNxsBpxInCM6GDnyJdbrl1Pbw98nQYvUbFzWRKRUYwUAzyTssGySH6SaU/ksHxREOPOJrnlcJfaN1OJlSBH6pqXYjscpHxbCxyxgscQzkSyN+0x0d7Nf08lCL+/KIdFxGu7lcbeEIZDdIzV5VuAgFzZcmcO5vYu4RFnR5Epm/KbPfBpBJuNQTpTrlr4vc69ekCfuWo3790pCYmIbSImEpGMvtkKP5Itc/wPvsCZYlGkq8Ffec9e333MKT2ynqkTuvnlFesOrZgHNOecnig5AoYhbZJ9Rc8rg1RCmF9AiS/9n6PGd93auiiDQRutF5UwXM4dKFcl+Q5hP0cEp4o57SJLcCAN4kX/tkCB43DIPFIWy1Lmqs5ks5rytyDZm9XPij5rPjvpSZNA+Ae7uYGBbqQy0N3m7LU0X+1C87PEDDT7FtFlBAAgx4rqwoIyQv3CgGm+bK1wbjKXNKTi92MsR/OXY3u8rUaoVIrjI683DGHuBzSpfw8M19FmoLBy/V8A/sldI+95Xk2PA4DZPExjwALEA3VkyBTeqMEM+Hz6mvVbrHuC3TWxxfXQi2FJ94blkG4vq+HSyPUF7bIqz/1lX8NcKFAUma/OyJc9DsVSnQCTGMmSAGzg4u9eL3LQntnNknlVapc91J5VQ3Z7Vh4yfj+53auhQQ6ffJoxR0bZNOTh6CpR5ml9amudTSpMSeVXIQI/pz4tMizsnao9+kePuDOYv0OvfUqAzW8OG8e/txu9M0C26VAIa0idPMk0++5hLG2+gJYJ+beOVzGuF6AYVMbgGIoyONuCGv78W2bqxjON/RbloFyHTdsoWqtXtg+DjG/d/Rbs7f2xO9u7pBMeZQOuWBwsx9GPi4SBz+Ai6c9oHx/+rRpM5wWK62B4ARsEGjEM9Hx0upGS3xleB40O7ovVs0ANKspy9hQ7DVRXgkJkSyhmni5Z0Rzn+j1eFWICTPb9BJI3R5mcVmEYSAi1WXP778zJEa9vY6wkgc8VYaSbNboo9EEhRKe7VhwkwRp93kJS6vFbYuduQ5Z86CmZ2IcZYbWKrtxxJ7N1K97GyspvpjbEMq9AgiS73N7AVivZGWSKiT4Jhela8+xG4jx4S+NhC23Jbq+yfDGS+WAD/rdk1QwmVr6dtt2fc7qt5y+/kQrbtGgiprGmnucae4c8NfkSC6HQJ3cuKhrDFlX5/1kRm5Z1/+hCJlBvzTRGrqMVNxwVAewMDFwG+NuHBS2D8sV+9eVv9cwhl2at4OnXIA8pSOtdy6qbBaIusbwQR3/JhLVJ+eCYBCeA61ERwLQ4v10DJh2yXq2l4i7VD8R+TZOEzsmDEakPgi2iQa8q6hUzYpdFInE5dComLrFxcaQmhrrZ71478+ubnM2qitg2z15507PaKaO2zUZbSyULnTSYK+uPfMEo92YnHrps7WEsAqCJUrF8t1GTCBlN/VbOm7QtZM3gXmIbQS49cb7Mbwoy0aXx+T/deMIeItvuX60QztmIeC62ykM2iAyxK0wZSUzOEMXiBF01taCYlcaDMaJwzl4PEUlQ4K2V71JtyOFPGFat7o3FJ/u73VhVMpA6SEK8QgJ8IsRruVdYkjusi8BXWwf5uv9AT2WUlf30g3347pA8/tyADtGe4PaTQ/qPlsENJpClkpf8YOUrVRv3FvwGYum9KRC6rOOHADHvvxFu4ofXIIDT4ZkzluS49ghuoK2pJHjxHVfNtiesK0vmzlMfq4LSAe0oo8pV6slgA8mayGL/qIvRNyxZYnWfE2cU3qY1BURc3p8Pf/uSGnFe4Ya4vDdtmaT+kMi84UXX/L+JmXDzDHlB95d85SdtmW1F4jIbqVZMeeSVzydsg/aTBtwCisDBeCWp/3iywzbq81i0MWMtQvn+HKyWlJe43WpOz2pOGKReXoYRQL20sq+JPp0eDFAMikvN3E6XJUCkzgfToeycC0cP8UdZjyEx3z3TlZlyZC71Swq0lMGt4O2MtN3rWqsSJ3Oh1BZLkCuunuIICOQnZY/Sh6CBGU9Ew2TPCuiZ5sUvg986hrEKt9bsWQudBCS5XexIk4CCmH8a93Qh7K/nmjEpys261BVYnL1ca4g9O6ysiSd+Fk1aFkxIhzc3RV+3Mk6emy+/5lVafMNtCGevb628N2dWluJ/ydpRXTz+3coXzon7FxbL8GB+eWRDE4lzhD4emD2kn6yO7zAKwOAkcahOj4re+h2K2mJGLenfwgLjJwCIh8sazqMdGZlGmru1rbe3Wp3xg8XlKMEjRdRAAneplAFX91rBkqLNnNQy0hLKB6Z97xCf0R+m5SuwKlm7Isufs1KpfaAGw2oCDLg4is9Po6kUZXIP65aMFLvrDsCfZth5oOA5/ojrtjqXsvYQmMGxI5KbY7oaWZ7B1K3X4825STNTiMQ7BF1ukWqPbaamr5+wdKOEywsGT2yB3t9GFMYkTibQVZKd4N+LAuo2uwoUTrU+aSk/cM3vUJT6UST0EA29eN4ifACW20rQU0lQvSdobbljlgd+iEoTY9gcU/UAhts4T5pIVdDBMfVyD7E77Phxv6ldW80+LzGKpkm2c4o1VjSSeWzko3UQ+59CgVxh6PHS0PviQidXgILXh56vnXZAlZVatOx2rs5j2rsIZBk7EfwR2SN/QuHxD2/FefUtyjSEpZOgO5P9PMZ7M/bf4ix0ysubPOVsfw/pPcI3Jzy7zOirhPJG33aSh+w19aO9ESMilFpUZOvFgpuTR/G81s9TAG9CyV2//SPJpPr+66uCEZqYapb/ZdEX6HVvlscSAnmUzLAsbOAr6JDv+DmWlVyiI62mbUr1dAs7mAns5xKpi9qISF0d9wuoQdEC75yPMAWX4ejoF1LYOCjJbb6v+wjOX+f4Q2WKohaNSOG6QE/Ug0PnMc0aQux5xOsRgaYbCsgFNw+dYCdiHD7OqpXRCq2CRJz2s0oMb8Fi0Zy0FW8obCZo4HrQjKlbAtkIPZ2c/Xrpxg6HquGlp8D0EZp36Ym3aL5Xj0MYyyF4WDp3woPmaM5+5wpAfQjQk45K56+VnV9ryZiWPuI1LtzDpUi7wYN5RFo1NSZP//V2SZL7zn8OV7HpFBjAQnG0OnGLxUOBK1J3y7yYXsohXFXYHJpM5UtVccBkU9pxQGf7tQoA7gcawcMHahOpJwQFgW+p1iLQjFYoySn5v0Udn5TY96thLQs7HBiL167M9kwIL8H/BhWKZQmO5HYc2eKnbyNDcdWGe1V25OnQ1yD8U3cPYRvVqFxb2f5RGN6yJ0CBhBz6+cBnUMG4L8IP2fqu1D6e1S0GnfDK0ag9Xd7GMF1ybGppXI8TZZjMJ8YZplM6TjTQWpqgWz4DrgjFkLC9+eKoXIc/RtkTQN1bEj/hyJP5CqBvs1FNhNbgbO+TCjlcbq1cB1nO0B1VPtpcsoj/+v1s9cIZ4FhUEz8SiTTMsgjyoy4ioPru1YXwtkrUpksGHU6atNGEAk/75WgLZL7+zgpu3UiAbjmYGWH29tT74yKbEC+SLla5IbLVt8SiRZmV4oTghi4baxlyBbuDcV+xRJBbpn+XCYom5L3f2gXHy9EtGxmZLe9L5nkHbxPbTNjt6+uqU7AqWXIS8JdA/ItkzpZYCnfUXN5xlh6L4zmDfkUKyEgw/JWeyDcbYtg+bdW6EVTce/WqFkT5m1HD4BsOl2et4mM9eYnTdCZb/nslXBl3s/d8xZsoPkf5ZMI31xAXSoOkuupPgfgW1GmHnqre+QNAl1KbjE6UajfoZrSy9FFvP4G/A26rwO/rL18TA5OiGkcs+aVIxikofBDK/MfG8WasCVweIrnAx5e9r6JGLAJeDCkwA3Hvqyy65hPL0X400apbAnulkPTaF6/s4T/kGFiPpEIDZrMn9FH8hIXg20frS6GSMTWjhDO56gSGYIg7DT3JkxVgMW4lMNIYpfH9MAi4UdyaY8eNPtrXoDCLFxB55vGHsiVmmU7akNzp07y3A652nXGzQQAQjZoixDDix12iHR5S5xgokW+eu8C41DPdm2teSx3OTT1cfQR9FbvvGDrTsHunvqUQNOfIPm1fj6g6frJRpHqmFWrfiGGgWB+TX3QCSM4QSqUF5PcBreEGFlfcEXR0pk9aFu0Aw0BNe2433oOpAJ3mCguV72Ri4PmydU+3NYJorRkDXG5VyU620OQfSOmpYh/AReLvWAi0KsyJ+u3Chh7dA/8Bt8o6dHkL7PXr+ex9/N9iZoc7HhlZ+frkZX8svR2Y5aNxuDa71cxUePgW+a5yv+56zDgWed9Xx3Jp8DlykChnNvMZ5vISVue8NPU4sHS1o1HDkhXcFMcVq2mRx5J++1vhRQPlVnw/2PO8iIpDq8XLMVYRp9Ur3bRzbpUGsSxS3uf8jxLEIx6IUI9ZCY+GowIJtJdoSbNmxIsQcPR8ScaHLVmGQlWxtp4An37bpr/gDxVKMGYeygM1PDG1QX0/hiemZLjf/yINiGwnjClbSPkswGTN/tlc9UKYbeQcZ/wVOzXS0pEikCeWgpijWFbnx7FRaqMMe8lmZuZTXqYH/9r4DN6S8xknrz2ezWqDPV2oTJRblH4hQeU0U8i9vKHx1TooSRNgtvRwV50VuKFs0A2QPnQf7r5YD7dC/tTbGu6ojmzTGQVtK8IRTGeL9hjA7yn6/RiLTwcSiaqh5KYCJ8Rady4oWuYfNJ1E3/WdX5r7XgS/9zoG0OmKFdRBvwymXmayH9BIHVWvpeI0J9uPbQNOkWIztI8z0Ngk84pjk0tRl+CNOvxo0PQcttxqKxhQkqV8Q9QNxXVN31gpfmFaq1n1OUm/zOez+vi4dRLXvjkDNX4ZbHPSuzVJ24ZUf0536HAmVsemF797nQyAox2Rutgbc+t3YSRycmb3s1PI+DJJ1+Fsij2+bSHtSAQ+QQXn2A71sL2v6J8/eUoC+n1ow0HCmxssets7sg0Edmvk2NvHD3Wv6ITVzISHk43JhTcW7+MDE8+o+61YLMlzQPMqeiVk6P7q+8YXnZvFU3rq929OSOtLMdcr45CpZ6U6iHX4hGOx4sQOLABxvT8ueoiaqcwBokNlL3iFrOrF2ZvenSRel33tuNj8QLHNvXw7n29vubd8ec6zBZH6rWe+ftM4lbeG74BkrKRa6HP/3p3flsV4DzGIA+boyKYloglXySPBUVWmkdTiD6CDTImI9hzUd7eKAV0kxLL1zcLefIBbq6mk0EphF1Jowux94PxWKVxcoDp/5KGIdoFO9Sgr+6dkv2DcjrPzI88Mp824axq+3z2O54AXKVihIQ6odPLNavyMIOEZ312qdyT9r7qmd76117N/Dc3WtuR3GCEU52vLCCQgblM1w+KTZFMJ8DpC+oy0G6uIFbeycBcx934zHRbovk5P3wxp/gimcRY4U0zjo53tJkFQnxtBAg4HT3TABehkJemsjtNMkc6OK3yCA2s1i217R3ZTl7Jiumq5okrvv6IxzZcmeb+mGgkQAn9dY6bMBm8RCNLeLVZc2AMnTDUnBoeMwIIt01CK0AIMDgB6L+JmcTgTtVtmmRnQ0KLDqUrBtQxcb3fWV5FMvE6DOfsBJxy8OAFMijK/86V4XK2+bBwjF7W5910rfxaH+gLuztGONaJ8TStS4NYpTpy52hdwKKvGDQ31rrMOgxvrpvM3FBhtxoYTo+g8umxbXxniI2s17800DRekTKTkofD8v55GJGUpYfmTjfnl19SwFL8oVOwnGZhTMjsTxbK9q1RjNOrz75yT1VHaQyn6ldNCuFrTH8CU2hjQ99Zr7j9XuEsjFAEQ3Z0I4NFQ0wGOvKyivaFbKS9Q8uv/h6VxdhG8rw8pv63WfSSvvV/52WHQkvEFCjm33LSleqk1lnUh0btJ0iOT00PdjrW593XWtL35m3Gxvici+zIJSAuPA+yH3tuApjBCbgx8syTFChJ3CiEMw0+7c7NDJQrg3ZqzxGeShV8K4G6bh4sixPuf+Qhg/U7DTJfXiTU0YyAI65NTYYqEdO7nz2TxuEK8cJFvOowq9iKiuPSiSmzfAdtK8mea9m/pL2diJGHKKoPqwqVJdQat/OIbKWOno5IhFf+tjSf1M9g7wxpAInhHW0zpMR+zBRRTbLhBijdgsEV8YVQ0C05sMZ6JMyFfYRc+rrQMvykh36FWAQEJvRFvkgv5wK4DzrP90uRa2c74O8eM28/rqqACHiQf1vuzgigkdtdmfqzg6s6bRx39Leyn9oDdl6WSN2Y3R/c5b6P79H+pjg+6ef4G6ONv2rzkFqKDLW+x1Mqg4o5YCCBmc8Cn4M/sAJuXqvTSrfGpTWmotTn+kQ3GH/i+VSBukSt2O6X43lOOsf55UhQ2JKZ4RcArjG82Od7FoehlDwJHk8ObQxC1vPTqP/mHkkX9v3fBjM5xAhqiJ0oxrNDkivCX87CjcgQ9xJc/7q6+ARgBq81hK5BCI5YuJcNX+lZCBt3LbDv3X5nXvFXJaLGyKP4yvSRvZt2EqVF6NmSdwaYahoSyj57EipHTSzpeZ5mB0jP7tkxzWfw6xT3c4gfQLtPE+FAU1G0jtLfAoAoTAuIeWq9xUP0JG4pFqc2+5314/sH64gH7gDsciXy29OmHOPPJm8qn16B0d2M3JvpvjPiIq3KPK7tv6cP1nZeUwcx0I6eNLQvd6GrshXAOAhO0uTD0hGn/7Kce6ejpqg2ix5AoLaP1EtGp3K2p7jYx7laFpVZeLQoext2+X4gAm5xqbkMhT2cMrrOuQV7TsMLVPCpsAoECCkdBE8qPoxiPSzsGWcthWLvtlBL3sXH+n0GSeLLWcqXgYM1NGuys5egeTZdP+IljmtZYrmAU3w6Q4eRCRJpdVhmGI+pyZ/dvKYQPYO9DpX2B8xt+PDuDAbL7nzHmkWquP8B13DZWF0tI/1VZhy06gE47YVTWHtz+7+fX8QRwmkfaiJ5rwPTzwDKs67KpE3uqMCL9624qPJNyj7H8w2YvVVZAnnMc3QuvCmi0Oh3HY2SIVR