Overview
Here on campus we manage our Office printers through MCommunity Active Control Lists (ACL), which allow users to access their network printers from any university owned machines they sign into. To be added to an ACL for specific printer access, please contact your department admin for assistance Once you are added to the ACL, it will take 15-30 minutes to process in the system. A reboot is required but the printer should map automatically for you during your next log-in. If it does not, follow these steps to see what printers you have access to, and to connect to them.
Process
If you've been added to the print group, please follow these steps from a computer connected to the campus network:
1. On Desktop, click on This PC
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFYAAAC4CAYAAAB5GBsFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA8+SURBVHhe7Z15cBTXnce/c89oNBIeCQS6kEAH4jDIdsAca8om4fLa68qSOMSbjcuVUGuvHZNyYleFeDebJfb+sesCn9hJJanaJGUnXodsAjYO+Nogrx0HsBBg6+DSQXQiaaQZaQ7N/n6vu0UjIS7Nmxmy71P1m9fvdc8T85lf//r1aGxZcP19cSgSjlVvFQlGiZWEEisJJVYSSqwklFhJKLGSUGIlocRKQomVhBIrCSVWEkqsJJRYSSixklBiJaHESkKJlYQSKwklVhJKrCSUWEkosYkkFgbCAyKU2ETBUiMD2PTsK4g/cz3UFzYSBWdq2efRsH0GGuLFKmMTgp6ty9bfDOx6Elt3xZTYhCBq63R8cfUIdr38Bmpe+Z0SmxBGSGzVLbgde/DLGurX/FKJnTT6SmDZnSupDLwM9kpm1cVr0vBFq28udrf9M9bpQ4zK2MnCZeCLt2Jd0w4sd2XBkpELiy9fiU0Em26/BY1v7EGN2w94p4tQpWCyDPUAoW6tJHC9dWYCNqfK2EljdZJMH+DJATJnaOGdocROGspOOChLuQxw8DZlrRI7WVgsn/5GcJ9QYiWhxEpCiZWEEisJJVYSSqwklFhJKLGSUGIlocRKQomVhBIrCSVWEkqsJJRYSSixklBiJaHESsKy/P4d6re0V8D+/R/qWxdHiK0un6F3FRfjYMOZKxfLT1JMjOHocsWqGisJJVYSSqwkki42P8eLz1RMh9tp00f+Mkm62DnO01gy04qnHvgs7l0z/y9Wsq34M3/9vRk5Pvy5Z0Afkktb3Vto9FZi/57/hifcjYVl0/B3ty/F1GwPHDYregIhRGPpt7Q2HDU3t+ojFyfpYu29DcDfPoHI3NXo9pXik4ZG/GHPb9JectqLdZBY57KNIG+Iu32IF8xHtGo1Okny0fpG/M8bO+Ee7kk7yemfsX0N8CwnsRaSTHK5tVCMuHyI5s9HhCS3Z5ag7lg93nvj15TJPViUBpLTP2P7GoVYO8lkqVaKscRcWYgWLMBw1RqcyShB7dFP8N5ukhwhyeV5KZF8DWRsPTxUClgoB3s1a4nrA6IlYm6WvBChuWvR4pmJQ4eP4t3dryGDJFcnUfI1IJZKAYnl05/D0CBavT9WjbEv5s5GpHARglXr0OwuxoHaOry76780ybRskyk5/cXSxctNpYClMnozKnRUhWmHkb2MsT/mmUKSqzE4bz1OOIvwx4O1QrKXJN8gQfKVik36DYL55fH2iN6aMXnUMptbPUT5MMbogV9AzF+CoeVfR8eG57Gr4Mt44p1mfOPxH+DEwbfFzcj2h1bj7z9XRUcmj6SLRTyuCaUHQ+ioWJNhIU7b1EQaQX3+R3Mrgh7EBZAiGAN6s0sR+KsHcPoLP8Sv8r6EJ94+jce/uwUZI710UPJIScaSW80hPQjB3HKfBZkY0z3Xpw0jc5lgFOgLA1GahMeN1UZ8WhlCK/9ROyjJpCRjDYRME8auc0do8tgfBz+Y+0OUod1DQIha7gupemuOVJCajOWgB3PwIDf8IFyIzrnW8MMtC20nof2UpTxgZKjR8osyBPNYKkhJxgqZRtcUzOj2BYQMk9BOEtozTMfQQUIcjQuZpjAL5jYVpCBjtYuXIdcc2oMObRtdXimxUI4w1Y9RcSaB48YoxJg2RdJJvtgx8sxhbBrbfGHrodO9ZVA7/ccKNLYNgePG9EgFKXhDz5WCcaFvcIb26kIDkfMlCYEU543pMVFZSAVJFzsqlVsjuM87SUKAlk6tIW35xJgFGtuipX3jxvRx84WL21SQdLHRaBSRd34ES88pcatq3K7yqc4Z2m26MBmizJLMcTkXLo5UkHSxlpJV6DvyEdpfegj9L9yLoX0voeNUIzooS3lda8jguJAkY8y8b9yYsa3vSwXJF+u5DrYZ1bBX3I6Ibw4Cxw4g9rPNcPxwI+xvPQdbR+NFJRljY/eNGzNC/NTkk6qfKzAkO+fcAcfUhbCfOgzrLzbD+uJGWEiylSSPlTROnB4XKwupIKVizYyVbDt5GPGfb8bIjo3APpLcqWcyHTtW8KhoGh83RpEK0kasmbGSLSQ5+p+bEX1hI2Ik2cKZTMcZ4owQMnnctI/HUkFaijXDkituvBVVt30FxXNWIL+vEd6dj2Ho+Y2I/v45oP3SNTkVpOXXOP0+N+aV5OCmyhniK0lmLLGIiJbWNry+dy+ampoQsmXCXrkCzoVrYM8r04+kY/UH70++gs9v+AJ27Lv613ilX+NM+q9mLsbaxbNxx9LZWL+kFJVFfvgytP9xjZkMtwtOuw2ZmV7YPZkonXsjMv2F6Gr4GIP7X0H40G8R72uHzeeHLdMvMtd+6NeomjsPH524+teYlr+a8bjsqCBRHLlZHn10PJnBJuRn2eDP9ukj44nERmB3ueHPyYHP50PeFA/uXrMYWx97EPc9+ChuuvlzsDUfRd9PNqP3mY0YfJPKRQqQVgpYZvXsPPGLvSVzi+B2OTEYDCEciaC5M4D3j7TgUGMHuvrpzkDHEvwzRTvyM4Gbb1qIJYuXwJ87FT19Af2I8+G7OLvdLrZH6HYtRtI5hqNxbP3Z+4iHzmKk9ySm0/u0ctVqvPpBpzj2arjSUpBQsWaZS+cXw+10IhweRt2RI3BQlvEHApUVFUJyYHAQQ8PhhElmsXwCRqIRfPC/NfjtUfHpQ8JIulhD5qKyPCEzM8ODoaHQOJleGh8cHEDt4TpxOk/Py8PM4iLYbTacae+A3eG4Ksk2en44EsWhgwfwp48+xEcHauGcWgFP0Q36sxND0sVW5gJ33zYfhYWFCA0N42xPF52iMcyrqppQpocuQCdPnsKxTz+FxWrFrNJSzCwqgpW2m9vOwO12X5Zkf7YXfX39qD1aD6e/hISWw+bN0Y9MLEkXy/CLzXVHUF02nTKqWkgeGAyirbUFfr8f5bNnTSjTRWXh4KGP6U0ZQn8ggAXzF2BaribnUpIR6qISYIU1w68PyCMlYs1MJPl4UwPy8wtQWTZ7Qpkuqskf19YiSOMROr3nzZuHrMwM9PcHEApHxPynSXJNXQs+bupAt1myZFIu1sxEkhsb6lFWXo6C6Xm0fo/j+ImTtGIICpkLFswXdXp4eBhNNN7dcxZZtKyqmlMpsr65pQVxmxOxkRGc7gjgg2OtqDveiZ7AkP5T5ZBWYs1cSPKp5mZ0d3ZiUXU1pl43hZZKUSGTazVf1AyZXV1d4gLHy7Uc/3UoLCiE1+NC7ZFjcHizSHIc2371Idq65d3kpK1YM4bkRbOnkeQbUES1trO7GyFagvH2tBw/zp49i3aSrsn0o7iwgCS7KbtPoINEB2jcYrXjKK0+PjxyCl3W6bC6Jr6xmCzXhFgz8UAbpjhCWFiaixVLl6CkpERIttC6NDc3F3m5frqNbNHEU+212x04XFeH92tPoK0/Dod/Jix2lz6bPK45sWbCPScxxR6icpGHlSuWCcmtbW2IRsKoI5k1JLO1L3kyzVzTYs0Ykr10A5IqmWauVGzafh7LC/5gVhU6XeVwTqtIqdSrIe0/6L5WUWIlocRKQomVhBIrCSVWEglZx8bCIUSHKcJBaoP66PnYXRmwOylcHticnvOeI/ab9o1lovnNczKXOuZCc18uKblB4Be+5v7N+N6N+oCJEz/fieP3LMaJTd/B9o4cuH25cPn8mqy8xXj1B+V4+9Gn8dyZiV/8cKAHQ/3F2P6be3CbPga04Uc051PNGbCNivXjkZe24GtFogs0/w4bNu3Gp7Tf+LlXS8puEHZtexJz1z2AksVP4U2cxvMbliGvahmWbK1FDFFE+1tIUPdohgpOv4u77n4a20/p/Qng5wwPDNA8zaPzrv5xFF/bshYz2+rRTxHwLcXu17eg9Md3YNaKu1Gx6l5U/Cuw/tw7kVQSWmNZQDAwgDgpiJHIwa4WBLv6RT/SU48+EtDXWo/B7hYMdDXTfi14rK/tU73Vgo/hTNXKQBDhwOB589Y89jTenHkz1ueR2BYHvvUvG9DwaDW+/HI3PUd/85pexb+/pW0mm4SKZQmRQAgjJGBkkKWxhIDWL30E+4/V4PgfXsFrdw6LLOttK8az+76PR/y8DWx+8Xkc3vkfIrat0CclYuEhesMGaZ7omHm1fm/pSqyd9Tp2vqi9GVH6d6SahIjlusj1y0V1zOHLEF/tsVi1mml32qhfhoe/Ddzr8iLz4b0ovecO/A3JCQc4s+KIR4KIrPsqNjX8EwoWflacyg/uM5WMC7Bs27extnG39udKmcZ61A4F6ed54M0pQnZ+pQhvbpGor8YFLlkkabnViO1f3Yz9lEnDO17DHhSirIDLQhdlXQQjA1QyDhxF46rv470Hp1IZ0LJyKNAlrvTnoDdoP//HISPY//BxPHTLc+IPlWq7KjCfGhuvAii0N/pcTGZFcDUkSaxBnE5TKgtUGuIjtCyibf5aBW+H330IC7KnYlPsSbRTyXjx1u7xFzt+g5Zb4KHjphR+A69N5cwsh7tuF3Y1rsNd91HZoHrMNZlLgjm4TCWTJIu99Hcq/7R1LVbtOInZs2brI+PRSk8OneaFyC6oQFb+ALY8sxdrXxjEL+4KiYwXF0PPAtx/ffMFMl8+CRVrc7qR4fPSpHZYMwup1hUiMydL9G1ZFSK7psy4Djbqm7E4cjDlm/sQ6utEb8sn2PcPp/DstiZ975h5vUVCKM/N9TMrn+eleOffkHvnT1H21CdoPbQX9ft+ivrHgd0pWhUk9DcIvETSllAt+sjE8HEGriy+ccghgRmizyWALzZaVmqrffO8QiyNs1w+xYfoeN7Pz2N4HuNixXddfAOR7BuEhH4/Nh6LitZqd8CZkXXR4AuMm4VS8GpCG88W4yyFRTj0MavNcd68LFw71iP22Wic9/G2aCkMjDFj3qvlSr8fm9CM1Rbz2v36pZjoMwUD8z0+Y573Qvf+5p+dVp8VKC7NFYvVtxWXwWWLVX/7Ww5JXsf+/0GJlYQSKwklVhJKrCSUWEkosZJQYiWhxEpCiZWEEisJJVYSSqwklFhJKLGSUGIlocRKQomVhBIrCSVWEkqsJJRYSSixklBiJaHESkKJlYQSKwklVhJKrCSUWEkosZJQYiWhxEpCiZWEEisJJVYSSqwklFhJKLGSUGIlocRKQomVhBIrCSVWEkqsJJRYSSixklBiJaHESkKJlYQSKwklVhJKrCSUWEkosZJQYiWhxEpCiZUC8H8X/m4LUbT9nAAAAABJRU5ErkJggg==)
2. In the address bar, type: \\umd-ps1.adsroot.itcs.umich.edu
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)
3. Find the printer that you are trying to connect to and click on it to add it.
If you receive the following, the printer will be connected and visible in Printers and Scanners
![](data:image/png;base64,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)
If your receive an Access Denied error, the likely cause could be one of the following:
- You are not a member of the MCommunity Print ACL associated with the printer. Contact your department admin or use this service
- If recently added, please allow 15-30 minutes processing time. Reboot to see if printer automatically maps.
- Device must be on a campus network to access print services. Please connect to MWireless or hard-wire to network.
- There could be an issue with the printer or ACL. Please use this service for additional troubleshooting Printer Problem
![](data:image/png;base64,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)
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