Nos moyens
--- FRANCE - PLAISIR ---
Un plateau projet de 250 m2 ;
Moyens CAO – SOLIDWORKS, CATIA , Rhino 3D : 3D, 2D, volumique, surfacique ;
Moyens Calculs – suite ALTAIR : Simulations mécaniques linéaires, non linéaires, vibro acoustique ; fatigue, crash, aéraulique, rhéologie, emboutissage ;
Impression 3D : 2 imprimantes 3D, PLA et ABS : 300 x 300 x 400 mm .
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PUtbjVFkKytaRCStUrlZ2EWas7DsnKpKkZ+4OJBednEMZo2aHz4hGhYOcLM7UbqQuaQaCn9rOTzLdbiYKNCjQonIIKiFN0wYQy06TKFJqpTGEwS6GyT3CFdRyDVLawnawTTW/ykpPRNs1G2DCSJpkSZ1Kle0lwPp+uWnScvsvuhTLWO3kGJmGOL4+3kMrWsZUspVeTZ/wLV+Via6DV8I7N61okCUtSMOFNinjXNC2e4FKMqqaTJNUWzmNOu/kBA2lcfeRqQeSdvngV4FUn2kGi7KUcBZUt6nbYs63ynXk1vFmllviy0PKwXSTjTBh77Uxaall0VjwrxCZjfrUrYrVpmJt86XTn/KT9iQVsnMZFkt47aWDuSZwp2/jSRu2DzaaswzvzFjYm7VYmbJec09J5WoV1cWS9N/WiE8kGqc4GEm/CAFAKUIZVCSgB0/VxOPNh5fR8MMYGSFBT+yqvJIDvB3JNIadbm6gXe9NU8r8zr+wYRbpOrkPi4N8SmhK9Nw1/gmpvsmUGCjMTi2ifLojPfFegXelwuF7lHTc/7Zo8CokqIuk1iAtdL0fzabaQho590bUzhXdmVr4ylaSwhsk2U5lCokMSUjIbHP8wSll0zkpn1DZJOGO2sBtH8cvlout6qrWjtPFJDEZqbYjipNqcHhdtZmnobJA6zSfdJ2MGW9lS1Uxnay/CyiZdBB0dtmS4UmCCZD/PeFUX8SaJF3Bb8Oul4/HyP79//ueP6H++65MwSb90Yl9nnJo6pHtBerpc5IWASLripJIalMJDbYeVSXSYsmZKknQUd+ZDTWUOySrHMUKF0lnrRjAJGPmJXeXyVHx+Pxf6RiwPul9+n7+/v9/fzz9/To+nGk56uP9KVxM7Pp9vLo+7wdGMAadpg2lq3kxlH0wassoUtiz8YFZ+DjGZ2WI9NzWxmrT8+Dgrc7ArRtr2p4MZPOr+EGAC6fv793l8VBUkhMCYbg8dqwhGR4GHov1RTwBQQYHdm6SOcNpUXZliSc0ssoXpxPkimoxjSf6KlmM+lZkClDYnq9o4QcLpapyIDo5H2cPzzgvyqo8rd5CclzqRpmOTcb8+AEo4+a7kXehC9qahdylcvMMbU9k78y5YyiOuFVWCaYHSsebanQ72JpRtWrat2ldEKnidKB70iY49Tp9XvfMytAm+iJctIzCvboKgFR160UFj5rGFV48tW9jKFN4ZKnVt5Y0h2QSDnakZZYFCBE7YyckZhU2wQcyJIQUvDEPoWj8I1FRS6gelY90GyM0L3NsRt7peT4JkOzfprJDjZWuY7J+MrH1tXiXLI3Fo5mM2Q8ZLJAwj2puOhilAWW0prUYBMThy6TxALzdQRtOUaVnYBDR6VqkQcutzw/SDEowjooKPACzmRfl/MLFD6YtkVnzuvrVamVFKoRgbZTJOrKrS1ikgTQg1eEh8MCicbL96qikYQcaFQgWX63InjQZSxx9PWZQ5fbyUfovSg5ncDHu2sBlmCDtXMrkt68LKK4xzE/ZhHYsubqSE3HVU9a5kjMsLVVtNdB6XH6qhPr8UqdYImRfVVOmjXvKb4/109iKLqIiOVq6sceLw/8dU5pCsS++NicWq1dzCAQoaMElz5dgflJpqCPcY6JIdcRADXRRkutAogWqNnpsyYfK8btDz1GTFT7MGkzDZ16oxSBX3bLIubkxGMhtvQi9ZYWtQfOLkGldMX0p3IyRS2ltW/3sNkKvUBP8yRBMnk5f0Lecm+Y7nCkya297koSo0U9nCVFWXHNbMqfkqOA5BuEoSRtWigGJrb4tFeaVdJL6kkHo0CYeqAKDAcnIzhg8VPMBYxCQQ/f3BkTl4ozxnhNRC3Rcd/8Gk4GTIHP5ZW1kxSZpx1nmSPOmsmL3DFi86tzwwFUp852RvCjqpEsvPCkWAKM7oqO/gTRnw/hCk5+M9bwgkkP+YDcWbhqLOHPdsK7wKzJDnGuMsmcJg3lh3LEaCUrx8A3vKm6w36zHiNBfp06xwop9EBskdNYAc08OGcDhgcSNHN8J5D9fHSSMf+JNFT7Zi5Hs0vWkmHnoRbuxatcmadxY+YSZLebDhughM3MrCSiSr/upNBRPvBvyHYSKbDwou6ExgJlmwqSKDhATmC0yaYyCVOySYhpbTgsocXpguOSwZ1Sl9ZGa/ZraEmAxvWmES1R01qU6SOJPGmjDpY4bPXIEJKLSFF1wFChNERAuLAEl97hctOjmVv7Ly9DWdCIl0QXHPuYQ9q7CV/8F8DsRmHCpTICaT1V4FEyOZJJVzS0m6Sj3SPqtOn8ceV94W2W7QACazhRl91DRVC0r00GfkO0hcT+zhwMRcTT6F13wjLGyHkbXgU1g7LmxCssmRFRdeiW9DFh3mFhwYFW2tOxpHWn0ME950fTwGTAUCYwGZkVEUTOrUtaZ0kDfdxeojc+baYTJwGqf13cPCEjChmPcqkrWwNdmzjQ1niCxVBB8UHTDJjm3NWQ5I7hdn4t3J/bqYL+JfbtCIjQopMNG3ZaAETgf+skzHAi268tn4bpPmtHa6StF/B5K9NNnECs1U9okZbCyOEuoonYKS4cCouTU1StSkWyFlmPy2SELMByRI5jOGhQde8boJDYtASlv4/aCFxdtzTrIfvQntUDNKb4ZMU7r8LukseQprh8EMWWWDITFHxJtMXj2iOhlH99S8gqRLKLU3GYkTP7XQRzThhESNEXrRDZCYw5McBLHuxVkPAVBChcxZpLKnG+GNqcxhzza2eSdrE/HNVBiMwsx0kXP+aaAapw0mZZGjN51wJcNU3qT7rjSbul/7+s9gaH/zFNWVpuKASRgctXfjRXFcze0ZTfaubW96ZyZb2WCLn+zKE0a21a+MwmQxWZeMAiGpB04Yoiv48D0jdUhtKZ4ExZuu2ps4DQQAvw5+PE534eX2TjQfnD2rGsahjvcD7/z8msoL2wiZwE0SqzfUfWe6srK1cbdK0llkrwisTWeIeCtOb4rbSGB1jRQKU4Gc1iaOTcfT9f7oc5JS/jzzeL3L/NM9oICK2lGwoMnTHU4H+82cAsaiuBfvDqQcWrayk1kNeGUG21nyFNZ2zVS2Vm2tdJFKI3BA1TKkDwQ2InJZCh5GKTixOXFOCh5s1lcdqo9X+ZnHsJzxzU+YuBn4j4b2r4M8A6IiQ4eoDZw6E0dhkSuQEF1yTIWTDiTOR2mrJymBWXOSUPQOHvXDYI91DkrW2GI17U4MxPcjw3b/qPd+uN5VwadiD6PI1oeLqi9daYnLeuDGg4mGAxdmpFGy1O08k7+xVbnKkimvcsLCvoeZkYdlBDirBDJmDFQdm1A9Yu/S9ghMtcF+j+33lPEU7d33Ix/7tc7SmoaaZMDkltwVSUSZg60pc1DyjPIwoAtMpe4MiTPfw8ImJI6Kyj6FhU0gqRQzAAcF0dU2jUVn/V1hm7EcxkbrAH1nE6I7jy+VTzwPhBfgVWPmweIKOFJRpqg5SFI2bOY1xlT3PSRWGMxWIOliJEuXl3YfGEd7E5lX3fCaUOnsTEJPRlOSSo/3x5V/DsWjAOHJJZ2bcKZCSWVjo3rIsgDl8QMJxTGlYCJKOmBKSNzKnTgdxVcm11vdnhVb+eCJrlQqJa13gSRrAk9ffJ32ePhnBP4uN9/98puC50NHAP/+i69yL0++0734G0qODKT8Okx7uhakf5rBoQqS1pqTWTQ8t0hT1iIMThK3uoSKK/83yRoHl5E20SdZJ2G6SHc19u31PRWB0+pMqjmfwOjb9KuoSwncn4sYnSiv399PNaCRf4UhrLSh+wvxJ1+OPx9XXYD8EJhKro8rv/8y1dxVatK0gbMUxaqELr1UJe5c+GZes62iZUQzXWGGaHgg9qV41MCJG6vdOu6DBykAhfCQN1n80IFSPiVo6tcUuviu/IQnUeRnKDo8qOAfD0igxjo2aWUxB0RKoUizSpsBDLq+5MRmLFHYs9mgi2/sTFYm1V2QuLLsTSTssIs3mVgRuq98gpOZwODfXEBXFpGWVhJWF6cpil5aJIdjUAOmQgkcBWNwYeIgtc6JuI+Xrb+TwRLhh+C1AfVklXdLh2ZmsjKVVVk5iYxiZwWf4UscCLw/JJq8oYrYno0Bv9zlUOkTOb5iRsUioNFuniqLKbtKj0PDklgTwC3EokNTK7nqPQPJImymMgWXqkkkKzM6fKokDkY5T6ZB+gSBR8jByvGtsMgA2hjIf1PAklIHhtPhQIW4UIACIomYysCwc6vAMBwaNPiASJkHZaqFam8qTR0qG4FkL81sBOYlq3JlZl67VDbbKJAQMcnrBVOwDhP9xyexA0sEED6Gw9kePfu9iFg8+Zd2xBoi1GqPYhz7EiuSdyymnx8d1g1PCFFVNOHIzFp6f9b/PwejEU5J5+Gbc5iNwpAORubEKlNgyv3O3Y4NXouGCTNutGHjZtcuwpdwrcCkWFX2ORGHbt43/Pzwly1gAxiM33NQBCGjJJqnS64RFpaBnVYh2VLofAC9NZpJhWRricgkvvXc7mJg5SFRFtVjQ8FkW/h0z27Ow8zQGmh4jaYhLfJY5KDkrmW+Vl3cySVGA7KMPCGiXnvTCB/YKu3FF9aR8hTttRWSVW52jlswlVmxGZREeljbjqACyVKfoW9fX7JTHXQCl2mGTrW62L89elASivVA4AjOs7MgkPUP3QbDIhH4GChXijhfWgRMthLFrXv0TtalLjq8Mkkmq1CZwp6V8p5OBRvjIi24DAxS7r5xOpbOrAcygDDZGN6+YjsLEyRkGD8X470cowwfO3Mu4o0SAIutqNL1Wh8aPXZQYuQQMFG0uiJral1dMG/lKzpUptBMcd28i+ETmkmSHo7xG3Gju+pjlnKWiRaJTghRGAIjUaFki5T7lgMBEhh+R14o4U5Mc+PVJAD6jy2aOFDcH97EjQzI7TCFJLOKVry0r2xoPkspOFTS1Wli4cp8YJW7rdcDOJhc7Uviw8l/51UGjq8MKoMaplAqIPHBzN+ihBjkrk2bD7AeJXjyCDjz2577g78JpmvGNkyBvklVftL5qYD+1rMLZVYlKY7MVi1tuqJD4mvoLkqNkoGIWKJ0kWWXh31KlZz+hq7JRRMlc7YR+/sg+vXFizn0Am0NxNHL35uruS4OppnxfNZk4rwWUw8xXI0X3k866+fLLIZYGr2rlJyYZkks6Io0qZJDZQpJlJFKfYMkMk6pTguZ5Ue3cmA6nMeNNVPglEEyT6WgpOrYJZyyiddep61J/YKMIcpOrtrDTR+l9TmwIFKGnzVKmdCEfiH/bwnkjG+14SlWYaTOBtflBtIhWeIMRFM+iibxfe8WZ/9BM29AvInz4QWlpa+yARNG2R5YX0GomygyJhSYJKiZAYm3Nerm6XRmf/CnUt6zmKrTGo5UVX6jjPMdDo/f34dUtT02zxxJmBJ3i5hmztJO/sGExJ34eMEe7YXV/sRgfPjgMOhTuAyUSVa3dGd9BSYIa8OoxgiZaKPRgJ/R9URQj54eX3LHmwR8FcwXVcJpAcdPwJ6Dr425eT7gM+Dlzx/+fxIQY0gUd0hy0HZn3iSRObcoWQoV3lkS51pX+RQmFIITALmC3xTyIS0f94nxJpO31WBUQNFFdmOHaw2ptypgMjGOFhU+5HZBiKjJVNDp9KFVJEF1p78elKjFBUmdepnwuDwfz9/f74fudCmsOLnlcrlAclrk5iOp0Ex3S7s4Ewj5Wt1JVuiDh1Z/aRlvGsQyw1Q1y6wmHodxAxtbMLU36XHqOww+OI0bsCwFkxCRLjp+MsuY6aw+nt030cqi7/V6+f19Pr+VHK/fz7vN8fxRfxgZOXcJNdy3Cm7nVmnppLKR0FTExLVHGyxwqja2nmUgA2khU0r1ECbiTRtKLB5vLRMG4QJOHkMzqAnvj0E4SIKjcVMNL4XzJ4quEelG0svdOeOjJU5nT/Lr0sf3nz8X/ruE6J20jUQjy0T+azU54cWvDC2tfS4tEpNVAkywhknrKij5juFPqsGb+HeZeQlZ8ElvO0rRQGksOhMfXPzXGMCgixcf3kkgYNLw+aMDgOIKSghYUffx3pRFV/coSS2457fMFUTPi9zp+wJg1zJL89fVBVhf/JKB9/Tf/PnfhWmqx5YVZqMQmOxMgQdfMuOWquflvJS6ewcPTHncABEhtIMki41gPEKMnkzq2zjxiZdG6oYGUYJdD8fyX2CoEbt4IJYsAKkhvf2q88FSE1ZC6AJYvyrn2xuiiIQyMYGzDU8j+VIT/2OHuyQMZrLmGTHOFJDiTtGIabjF+jTKGyNDmANBHYkNAhhBG0hAkCpjRDUmBieGYXC8CUw8pWTpwx6OMkc+YXsS9ZYi9JE6KOmNyTBd+R7iYZgUtOqwKmZ5BljntliDGCS/ti9yVWonM3IlpOa5PwVTUNL+Bk4ZobxJn1YkBz+ZPRadbCiHwpkmUpyE+jOd63/8YcUoMYcwEalGe3M8WbsRq0wSTcgrYr+IAOTcAdtLb91Uk7cllh7rDZgMmxU3VRe62lbKmswwgZRBujxTm1CZwp4lZLHjSAUTSupJkCnYU3mdb/VAkuU0cAphyrrs1JVXA4AklFyPG/SiYw55abzJ80EFEzfhzI06gLOiRsZEQc/mwB7p1tfLt2DR5qRHnWDiyy6dC7DEw7H7xQT0gcmi8aKLQ/Hlj7zJmM6wZ80oqrs17SUHdV/DdAQm30ZsHT+9BAClOe/Yn4yTRwYmTPRDRLVCSSNqDKPEMJILBE5s9icpUAtVPW8qHA9fWqn8TUvWsxYjDzeGsKon/oLYOxSe9CyY+PaPjUubM87DdHmqlpmBKSiZGHoCVVmFydAmzqQhe2fioqeb6KbrLvqf2XcVW+viTLcbx0FZbZDiToyLz6EavsLPKK2wYaoZ0oaNSHP7LsWbjJ6cmY+OB8mAidH5FYL6SaU45VEI1bYkmIY3PflG63Tnq1EAYWxuCZOjCzBJfvWRgHrUjalW25nRIk9IlfrTG5QClC7fe/VSvaznRgxv0k6bHTzOJJM8NUfGdiZIvJxQY0lruYR7xpkYRrOoHaDYUzFAEh8IJOav6DSA3NHgq5FGY79STx6NKHc8PrTU2Jrq62Rgknf5z9CPOuhl/YGVxzdESakph3rwMkLjtdbOJ2wkligGJWOECSHpQjOR9JS8TgS2Vk4w3Onri9+eMAB22psYV6MyVMY72W7GImEE0MOd5Is4CY2Uajl70bEQ+3TAmr7xCVCzq5OP76Z4kxB6krDwgInbxT2D7Dd4jNdhk1W95qt5Vp/ULZ8oz0kWI1K2KEfw8ibsimlpaZT0NFKTwKQ22q7WHRw7PQAqevHRzSOFeDZ6bJnGDJkDmM7afVgOKroWb+KFmyo1ufdvASRvAiXfSHSGaI032ZE4WWob//39c5Ga9h9Ny9oKFI0SqRVlPV5wKkUwsLExF0ySIVGwhLp60IlsARm3zV1lde4uMFFpM3mK5Qmmqx9VDCKwvdcGoqTsOdww9WucPAOeAQ7AyqbGk8AOpEUOTCzA0Pmge6HmQMvxy1QwyYd8Cq9FZ/yxHgjiSqAk/QwgSga4Eko5bqlHBBoyMOECnoGTKCZa+TJQtqUND5/zoUZEBZt59Is5brZStDcxiBsYzwJJQwoFFDFIhgmh63Adf05xoo1aKYNKIymXAhUCTqP765j6+GWYstTqpx2GiZ8FGQujIQIkEBGhoNn2L982zAxKNtepgRk4OYdtmDAxprE30URrjs1BZd2cqjTJAEwQWP6ON2SGW8Y4ahxVcBM2OkNlGhP5q4EcuABKeBp4PRTYwQsmu5fPm/2/ljOg9L7qyaZTE2eBPO0oP4NHoVSOw67eZE5JYWTMcSn4xsriRIRuo1b0lNYoj/pKsUnVfhh5X9Cjo1wAuvPPeog4HyI0tVcrdRsJBBJ7FYNx70yZhrH4ixRhQGJ38kIT8GfWnCWQZmL7VJf6nMqYgHUXOiaedlzfv3/+fGPIRGngJGFDBWvNwIGEk1XAKHCqynNFBotFtg2ANIvNACbpzV5hmNSgTgRcJwyzcd6aopsuBqJAs2wwagJMoETqOSqR2TzHIDDx5gT8QoV34XEmkZ8SNL/ziQADDNMJZHCnSexOaGJoBBCrC5Ag3WfnNGAnKBhI7U2Gx0Z7CgoOjjT1ndVVKJmrnmjpRyF3oPYciNdBdgSegnSmBcGsdeGGYb1MC0DDnRjCF4997d0hWuZdHLfXyLEAETDxUR8sT97AsYBtH28SRitMOkjptsntcB3gSTTZo0L2JUbyYLp/rGPjYkDCU0gjUuXcKCyz9uSKaa0NHCTYuDRNbEyzOIKs44sEgGKIJkDyKQqU+HQflAITAzCHu52ACbwLJp+cNCRFP0chPQE0GlpMmNTjtCIEy7mAe1n2ND5F/tUnzAPzPEoBA0wSCPoMr8v1SQhqL8IoQZw7LLJNoqCkh7EqX2DiUwQGyvTGCajQgwzyxDTzWBkxHqVKhlBrFAFs1lgQEzb++7CGSQy91FwwlR3coNuBnXsSOP3+5iUrBCAiY1VHKAtUwV4EQIZAGNgpjI3TBOpJYY/5PTurqryIGbDEtfYGYEKqRYfnUAkyPguyb5VahqkukYfQGEKAkUAJoMhonzGUs+Rq2TGVvenAkvbcoPR1c6cjavi+4ksiffT1vg3ZrTgc+AHGwCACRjzkyLRLoZZr0MwgJERVylYRGpWSWYyn1/Exyvtx7r1f6vDYaZgYHuMq8ndMdEanImMUZ2IIJsCZmG8oYJToE5hAGz/iEiz6+GKY7MewxJs6oRW7o/HymrvVDm7KK1vl9jemCE7xpsBknVSVnQlKxpDaxNETpSmF0gScTvpUpXpUxhcZBQusiw6RXnP8tTtSAYB/QrgQjitXZMW6EySAEplLcyjhJZs5Ck7VtYAyg98IpgCl1SRwNHVciRWnD0a9e/o3dw3Tzym+FISEEZc/yKr7CpSR0s5k8w2TFHG7RBSSvv7UJLL1IqudiDf90DKW0obcqqglpwEpz2tY9c3NhGMY4wCW1BRQmKI0LZgFmNifzEIFlNoaIoL3OBAqmITOgX9tlcnLn+ilIWUhRjEIMI1jk3DClYhXT0dra2SU4lD8V7BRFpiwnoYkBtV+YZJmVrJbmNdxWsd/K+7bawuMgSp9aBow6VknGa3SU/W5E3TRZT9S4haeQqN4IXWBqIQuDtrg1JTTp2YBK+2T8Sa+ahZ+4gUIK5u98MDhnImpu934SBd8wMlg/V791FADa9X+5EVXMPHdltVQIBodbC6YsNT2uQEXZZycc4qtDBjGAbP8yVT6cwNUp/lUoXEyiAYumKoziXEqlIyMPYSprLyBsgmBib5qiwSGD4/AdNZK1Kdfq85BkLso4/hcF8XY6W8Xf1YJTI1TYPKI0Soo8ccL+Ru1GolJuUilLrqkExf2oyjjWHeOJ7x5Rk9WjiTkBVP+5wFQwi4moI7qmsMPyVRA1IOSx/YkdkuYGpJpNTB9HOmrHZBvS7Uq7vx5lGD64pTJdsS/E3m54m3SQeeR+LOHPP+c6zxgkOJQOjXhkp4Rk0zBqb2J459gigFRSKoZGFAQQz/2XU9DQynKbfnSsuB+AUUyqyKWd/b+w7gY1CdMqhnD91rNqQlM6Y2XiWhqdJjbfTKzLaBf6OhXMd5jvYN/8cs6fiPG2fuiGXWOzJtg/qgKvTUKKzHngbweMGDfvxdhXkB5FmtmvR8Xe5N5O2giOKENeqiEp1hvf3scsqZ5AGfM+IoSG6Qx/YnuyCEfqRJuCVYL+toxmnAlo8SLf/wYZHCpdGDmokg8nqW6UX5waiwOmmwCMtTvRzXQ43HkwceeqM3JrwhASQ0OfOELSoUT3648GCEwoZ0HlWbs4ZccPMXxJAIgXIXBpio4DreU/ZIRCCx1njOsORUFAjAZO4zRudHfdGhFcD+AgDobzRzZBDJxoQSjWi3TtEgbf74QocnATWTV2JlvX37Q5sNFbLImIpqzJsV5E2N0hmZfPz8MTmAyo1OTxGynijWNbxyj5twkNdubDBGD2QmYgg48zLm9LIg08Bh81uRNV44EGRgroxzvgzhnl2UazByj8KzhvrGv2rDGix2LDTHunzsbbJhYFzNgNhOpoZaZNPUQgG0pmfjLk0egTiy6ZSL1ucpfgJ43ONdGKTnv/+1Meeyou4/fNoixeA/EBN6bglKQQB01Eo+Jgam8iQQE/Ut4w+ThAEIdVJZyKrMEzhocK6nN3lAQgJNy42QzQmACTBD3NW4XjTQOEwE3KqGUmnwFuXQnM0iChBXn8wGPcTkBM+kWee6f2306E4lw8p8ncGPBkxcE+JBH5mEgfNSfDC8NCIYpquisQcojXI+2ruedJepqsyyYrCspFsk+nFNL8pAbbCvQEpDsSEqNk48iUAYwFhAYuKUME1Z4HjIpwpatIdUao3myHXEVemuKoAQrId910U/m8S5cjzpQ0rTa0YY3GaNn/oEfv3XBZ4yILo+qAQWZSpA22AlSeROqgIH8qGGy0qrGfnye82VgUgcM0DB6InNM0s0pmKy8Ko2S7liDJOsxTW08G0PR3+mAyU1L5ntimNQaXb5uSjWF74+sQ87cWuw6ZwomdDaw9ON87huVPVwIDZjuzMZvs9UYZySprVt2CR/+EpSvOTVSQQQVTHiTOMOke6EK35Az/xODn3S5zyLDpAuY+CZAnQomlkVqOY/yeTgwGac+MqhfQPDehY9iD4k+cjBJPEr1fCgUMGotk/loy/9JzvaphGl9t8TqMyf/ZIPk0s97OH+zr0mByZ9WgIhfAihe/d2y4LGuGserVCcBd8Yf8w0mP/4KTtzNwKTIvs5tpuxPBcaJ146oyoHAz3ZpHSACE98EqLn/nIlhJVfODq3gaRqr7Cx0Mjwi46FUmarLmSBcSi3VtuZROz4t2ZNO/PQchzmyXXBE00mJfzTNTy1pwc263oU5pD315G0pMMn6O08bKc3PMpWLM6NDDHdOXUHIOMmd0LLAGutAeyCLDsXKEKkeb/Jf0XATxCoNrngRa1Kd/K22GKvJ7sAdEqlWUs/TJntYQ1hKACTTwSICVjTm7ubS81QK8PWUx8YyDaZPKnxDYStPOj+pjyflM/YVnwlp1Qmj9idt4OM7HnQjUXe+3eV8rUn9Ra/aqbEQl6NKKQLaa1bUQlPAUrW0tso8wdSACaWViLZBlqXF2xO/qWaBaEQPxlBYo1Dv30WpCRxuoAJmaxKmsaswtSbHm2gCr5viBym/p8i+UObpQ0vOajo3P05+0uW7n5juL63YHr+O7ErenwDqeVIvT2Nr1Pt05a8jtDlpVrSTO9W6e7IQra3ASCcVOZYZJqVE9M+xka/3hTW2YqxmYIfQI4YvXnm4G1zlwM3KYNWghfSwJQY346Y/hPMFJqammeH0f7xmONUS9PgthS7+Mat4smZX1HbCPnTXKuIznhRkX84iul61Dwhddsg7AGV/0nVRfw8B4LrFNanc0g9HzRt38n+yoHNCQJKaLCr1M0y8nUM53Rlgkv8XTPwOHY4lRmu1Z1fig4HWHkdFxXgTr/j8sws6oAw2UdQM9YrTeGdWI0rTJv50gC3KbqcKPyBucg7AACbPL/j4e3y87cTDnS+dwUwz+mb53+TDm75uV/tRkPp+ajwNi0qynfXpVcx/G2Fz+eDKr3m83XNc0HzGSY8obAAbPMwGqi3RMIFGnh4ezhhit4bjkQng3p5F1FBlDwE49ldGBgjNpQF5dhkod/Bo3Be+afAiNUwYaH8CEI0qc/2bL5aF1RZ0PPTUHxNuPyf+Zwx0pp6bphSYdP0c/TML46Ql178mRDF09Uc3Pjo/OJvnGcK/K8GSe0ofNnIsua+LThfKKRXHjRa6DGYAAlPdfu9uKp3kt5qUo6sYzFJDBghyVsYdfMYQeNk6PKgzbo4tFmUBZPdVa6vF8Oroc1vctXVUJ99hnRb9YPMK0LA0kkCfiYGJB513by6/JkFJ3UH8UZ11WzQrWygQ+fCCO7FZqUJexX9uItV2mOJS6CCSZRwIRBodA6QD47i5Xegkb9KdVQXNUNIM69DuJEJvpbhmzk695tQKb0JxbosKFrPjcZqQsQhtC5ukkZM2ugm4OB+6eXyoAbskX7+7uYhlhEsGp7v3JAKryCoxMeNy73V60dp1NxE3RHdV7iQvk4vzL5CAk8bLogMdssBUhDdpCD9kMU8a5mlt1VXFLiitWZcm44XqzMYuYdyx1RukR0szERCqQhzvbViOVh67RTBpzhjeAOyWvCXBXbhxGsnOwBd2qgQfHmPcC87lfsty/ebHKPy6ib1M46K9FNQQYrw38eFXs6rodaAb9NBaYy/HA4FswEQTJwzUNGFCAczhEcuGrfHYaPgVldaI14xxxFByetodpb+3NhuqW05LGhsiJyqxktUTSVAtx2An4uZYF5wRI2OQptMsmOlBgEl3xUqSXvmn+YDJpya7El/BSW31Vr1AQFcdh/CVx1WHcFU4oCwmy5nypxjG6eBPxwZJuVKphJowMrLuv+8QbzEHTGJBR/4OM7vrwgDpfeSkoBGENp3kDvzpDX0YS2PCGxxvN8UVTAZKEruualGeozAVaCZjWX28gGNvE4iahxFVyS3NotMnXy0cEz+noCf3hQWNytwIpjhe+UZFgzIrvou7ypmMkRJM5w4YKMj6OTcr0+wp8SZ0ZY/QWLIHo/F4Dg1uIFVZg+otPdRQ7eghHxCSPA54IDCbYCLDqBCaelDaAw+waRghYamGQ2IjhD6wis2ueDhwLvDO5T7ewhlB3gd4V0HEZ14ba6MwT0GgqTnj4DbAxLqlxo2kpWHiXYE61sbivh7GGHkgbPWPAbEsKMng3sLBAbkWDC14PwFunkITssKkN2Pxza966vZigSHCUbCpEk9rmOQSYoxK1JIU9SXwhzZgooPM0FS8nGEj5w5gox9DYbqPMMDcAZLkqB9IRXzsZT1qRKQm/EnVquK7chYgixScxEFq0znNWVAuewymjTep3h6ijhJz21WPu4hjfAmpxz46My8w1XMz1CjMyTOtywAiBd0wymtE9ibVxRcxnM2XUaSMnYmLpunBPUJDNmhaxYJSiWlFLAfOanJImqeFvVADSuKGXBoI3hpCGoZp3B7buIchlQ1cVOHJoxwIpIKi3MfbFQrwXAMmoEQv2sszf7x9SrnoCAxWw32IJlVUlgbc2czvwdjEqo7B1BK9aGBDSbKjTaJR6e9AbcYQTLlfqk1XR5FHxGs9gp4WLK+qMDZOKXID512iURq6g6eDeL5IAg58bwYZJsFoDwIuEVuqMJdSWXVSzTkomdwTQjYI7WxnzQ2Jw2yuStsYU8Z0Ts+uUjM0tj3u55rOYTJM2ivtQRiH3RYQYrRbuEsag0jn1rljqUAffFNDAAXPdfEIPayFApoIivIthn4hhmPUSYzPDJ6c+epKCYRUU0k1LoUSKXnISgZZM5QhmgrijEDP6gHjyyVeQ3gNurmrRHW709T5YGYjk0rSlOk8inPjhCkkMQdWUqtl4TIM6tted0lJtaI0dUs3rl4os10ZZklSUQFZi3R5XCMkYsv3FNWXXl2oPFyddHcZBWVF5i1BFvHSqIUumGSdzwVWIYwfgNgNWnAO7oGIGsPIVge5KblIU6Vlz8dDy9NZ0Jo0pcMSh0TX6Oac0V0ZbsjdxF26g550prRxn3RNapHFvtIw0YTYhepW7cykOlSckQC5RoEEYLixxLpIaemOnkBMjZkssSitzERKvykoaWq6NKibbuQRk6Srz4aRJcxOERAltfilwUoZIpa5y6T0GfVN9iiwgnchWWMo7m2oUIbbyY2LMpXbLC2Tz9LnsUWpck9auOADQcksSBj1ZkZSRA1Z1YeW+q21OArO3GMly7bLIrd1Z6fFT7bSJvdM7qoaYbSqPIPReKtZeM8fQaSW6eJ4mXKHlWiRnKy1CFE3emT0rX6lbdzJhvvYY6Ge1jH5O30SWubeH+unCK5LcwpbZ5ZF19ISvFk0BKMV/clSt3QYzAfKpAtRKudJ6kGLqfF3qsZVeqNRkWHSfCFEqZxsC0xVyBzdOaP0q40Wp64z0weRO3sAM9Ql7jQFVbs2mpVhqet6j1i8KRWU52TFKSBPrSkNJrnhejXbqWgRmTWfjhSy6HRZEIqkBUvFStauW4ZNqZMl76pZ/hstLcIqTd/EzIMRmXToELJ8o9S+CD9RN8wQ6RAZZG8KO2i2SS5OidMWTZ6q4gavBG42Q2ChpeE6Mw0GSgWimRULB2WQMdRIM+lCo/gif6WuJl+GFZkZiw7CFLfy/RpUnYZorRPR3lkqurBIfLkZIzM4oWqh0cyZmKqtbGF2miJx3ZFZSjoo84WbRLsRO9v4psC0j7sUbFFzO0XgT+kwyUdceiZP0SYEp4gtI3HtIkeQotMPZOmscvsuVx2ZR4YGs5GEQ94zkVpOYgaYqr/TsKZmp5pp+D7dZwVEklcfF5PNxqqrrqSpNAeQL5SKyv9O1cq0tNxEGoJRXkaqUqR71f3+fwBmfP79vDzPNAAAAABJRU5ErkJggg==)
--- MAROC - CASABLANCA ---
Un plateau projet de 200 m2 situé à Casablanca
CAE : Solveurs et logiciels de pré/post-traitement
LS-DYNA, ANSA/META, NASTRAN
Base de données Matériaux : Aciers, Alu, Polymères
Serveur calcul 40 CPU 256 GO RAM
Accès ressources Cloud (jusqu’à 192 CPU)
4 Stations de pré/post-traitement : RTX A2000 64 GO RAM
Impression 3D
PLA, ABS (400x400x400), Résine (150x150x150)