Title
Resolution to Amend Ann Arbor City Budget for Fiscal Year 2023 (8 Votes Required)
Memorandum
Attached for your review and approval, please find a resolution to amend the Ann Arbor City Budget for Fiscal Year 2023.
The Michigan Public Act 2 of 1968, as amended, provides that the City shall not incur expenditures in excess of the amounts appropriated. In order to comply with PA 2, the City monitors expenditures against the adopted budget on a monthly basis and appropriates budget amendments be adopted by Council as needed.
Management of the City has monitored the revenue and expenditure activity against the adopted budget for the various funds throughout the year. In addition, management has attempted to periodically forecast the remainder of the fiscal year’s revenue and expenditures.
In monitoring the various funds, management has forecasted certain variances versus budget that require budget amendments to remain in compliance with PA 2 as indicated above. These variances and the reasons for the variances are listed on the attachment.
The total requested General Fund budget amendment is $1,680,000. A portion of this amount is covered by $821,000 from assigned fund balance for severances. The budget amendment for all other funds totals $285,950. A detail of the requested appropriations is attached.
Passage of this Resolution and approval of the fiscal year 2023 budget amendments as prepared is recommended.
Staff
Prepared by: Kim Buselmeier, Financial Manager
Reviewed by: Marti Praschan, Financial Services Area Administrator & CFO
Approved by: Milton Dohoney Jr, City Administrator
Body
Whereas, On May 16, 2022, City Council adopted the annual operating budget for FY 2023 for the City of Ann Arbor;
Whereas, The Michigan Public Act 2 of 1968, as amended, provides that the City shall not incur expenditures in excess of the amounts appropriated;
Whereas, The City’s management has monitored revenues and expenditures and has forecasted revenues and expenditures against the adopted budget;
Whereas, The forecasted expenditures are in excess of the City’s adopted budget for some units in the General Fund, and certain other funds in total as listed below;
RESOLVED, That City Council amend the General Fund expenditure budget by $1,680,000 as follows, with the source of funding for severances of $821,000 from assigned fund balance and the remaining $859,000 from a use of fund balance:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAesAAAEXCAYAAACNo2zDAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAC42SURBVHhe7Z2LbuM4DEUXSDAoWsz/f27X1MOmaOrlKG3aOQcQGsuURNEOr+U0zn8AAAAAAAAAAAAAAAAAAAAAAAAA8A/x8Xb/vN3++9xepnL7vN3fPt/f/8p24O/H++d9318r98/3j7+fhe39Xf4WvN/LfZf79srt9nl/+5DXJ/6+v33edtvYX9wT0X3f38p9Lfr+3z7ftlj2+m/G5dE4Slz+vH9+mDlr+vOQko6DiuXtTxnv3a+hYybn2uHXlA9Pjs8xx3j8pO6YW73c/rzt40wfZ6+Yc3omRtvrnfA+Vza3W/keB4AX5e/Hx+dbIdK2HEnqchLdik1Y08kqlJHEfxQvSX78uTVtdN9e+xp9nxaItdPmUhy3BF0T7KH2SgSOeKrzZBOEWHf4O9TvgnNhdXxeRqxTmYqnEWt77h+ltAOAF0QnW33lXlyBOwnFS0CaczIpE0IrWc30bW2Liw8jSse+ba73NO80fmbGD81ou55dP4lfj6M+pnYlnJmdf+FfiLcf/1q/ckzejeDP+FCMH8ra+Hhirant781hxi/vnJ6JkaD7yHcx/r4ffdTOBwB4AXpveBFyfSt8JkFo21x0QniWWAv7ys6KdU6sUr8n2TK5z/ihGW3Xs+uL9WNxPC7O/NXUlfnrlfTxUcq4eNl9Mz5o21xWxucVxFqw5/RMjIRCrBvxAYAX5Eg0fuK2zCSIwvaek/mR0GaTlaZlW6xCTALaE/FWr+10H7NJMDParmfXjMuCOHbF5+L8dz9SsSu1Wr9yHFatrJ8Rn1cQa++cnolRRh+j2217z7+XxwgAXpTaCrSGThC1kpN0mUxUskljtZJVrXh914tNnmdx1uIt28KVJCj0fPLjcu6/ncTn4uj1f+yviE9nHlKsEAuHaG3FOZ9G+n30XHhGfL5DrOvlGGPE3h4nt03jnzEB4EXwxLq4it9LuiU4kSBsstLJXLafJ9bn/+gVjvGPuwhunfFb6kbo+V+Li9RpeuIyE0ev/2P/WrE+bh/HYsdu9mv+C3vGBzvf1fE5+vtOsT6f0237WLzjFO9klP8RLsWzBYAXwRerMbH2EpDGs90T1NbffTKJajxb+ecg2ZaivwaUsWJiS+5nxg/NaDtvha/JMWqJ+yNx7IrPhflrgTzKcU4JM/0+arsyPt14VfavOM6tc3omRjXCP5jt7/XyeAHAC6Hf8O5V+J4s1oi1rtvLIrEWtCDr+fgXIKZc8EMz2k77YmPu7fP61XV7GRUjc0xj7cGV+WtxfFfCXR6D8X4ftdV1e7kYnxViffU4C/VzejxGQu249+YHAC/CkQzKz67kqvstf71pkVgLR9JIZaFYl6J8JJ9WQnrkgkQz0+4Qt80fFXO9ksp9rIzjx5svpJrZ+Ws/sr0+p/ZjMNHvCttV8bkq1sKS41w7pydiJGj7W7qlLn0f/9xXijgAvBjhDbsnFb/ILbjtb/GGr5eYUMaSz1YW9i0cyXMr6bP4XTw6//gkfY344QldyydLd4zifwj8fh+KoxOHzFB75zjk8YXCtzRWbR4eV314RnweEevuWAPHWfDO6ZkYba8DepVuS+3iDQBeDFlVHJ9fSbn6uNF2EhWK5LNYrAW9qpJVRE7atYS0X6xsvoz48ahYC/nOxR6HUMrHbgpL47jscaPxOBS3v02f2jeJ10x8Znx4dnyOPkrhy/T3P36chfKcLuNZL2efwoNf9Ps8zBmhBgAAAAAAAACA38xxO4xCoVAA4CXx3qwUCuXfLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAt4v//3uf2pl9vb58fHX3n9MH8/3j/vW5/3tzX9PcIr+QIAACVBmxz9+ft2j9oUyu3z7f2cw0dsLKv6vTL2ELWAAAAAfAe74BltivWHANptYcTGsqrfEZvLINYAAPAq5Lue28tCm/5+fHy+3f77vP35KLQqaNj9fdjGsqrfK2NPEToaEOvjtrEKZNgu24X+9v3bFcWf48rC3noe7fPjz23fJ8UGQ2jZxHGyL7L//vl+0ZfW/IIBAABcJuTyTZPejDb9fX/7vDk5OeZ+yembxgzYpKqdVf1eGXuKWbHWwhSdOLajkB1OxVsAR5uaWLf6tNs5IFqMezb7OMVV2rwvvflJHQAAXCPm7phPrTbpfcE4EfOwFsy2TaraWdXvlbGnKFeK52IFr1ixBuei4OnXaXcg9h8nUBPIap/OfqEI0EWbaV8G5peqAABgEnsb+STWIafXxDBpzIBNqtpZ1e+ITaq6hg1IDStugq6LDp2vHorJVASy3aczeS2iIzadcbxt4exLe36pCgAAJgl3MpUWIdaGVWIdbxk/Q6xl5eqXYZvOON62oOtG5peqAABggri4KvPoSawdGyHm4HQXdcAmVe2s6vfK2FP8xJW1ZsimM463LZx9ac8vVQEAwARxMVQutHQJOTiIYZmjBb2QGrFJVTur+r0y9hTLxLrp6EWxdvZbrtrYup7NyPxSFQAAPMhpZf2kr0+t6vfK2FOEjhaItWyHvtQVRFx1St01sZZtTwzjOEddz2ZknBGb3vykDgAAHsfTJnsn07uzOWJjWdXviM1logC1ShxoRMyEsr9N2IKz6TbBBYEUohibfs3FRctmZJxRX1rzCwYAAPAwnlgLZa73hbBlk1fAdrX7aL+ZEZuXJF5Z/F4x++3zAwD4bYSPNVfcmv6JeJ/p5pWpvYf/E/nt8wMA+FeQRdY/nbfjKjMv/2PR4vbT+e3zAwD4F3i//6Db0wAAAAAAAAAAAAAAAAAAAAAAAAAAAADwk+k9wUy+muQ9yQsAAOCr6T0hbH9C2W4z9iyM8qu5/le7VtlcovZINwAAgFciCrV6lHQQxkMQD6E+6nZxbzyx7NSP2RZW2VwGsQYAgFfHe2Kkfc53+9cR/cdCj/xa1iqbhxgRa3sb/NiOf7eqUGyAQt+V/aN9lLc8tmImbfeP3O4AAICfjxXrGq0V7ojAr7JJVdd4RKz15KNDx7a9mrD7R/qotcmCfNqfgoVgAwD8fqwG1IgLx8rKOujGuY8o8FqIH7dJVdd4RKy1KOqriri/dFrvD9tDfdSFt7Z/WWAAAOAliXleBLi/OMu2VS0J+2siG+tX2aSqa9hb1bpYYa1tC15dJjrb7lPQdVbcLdXAdNoBAMDvYL8NXllw7trTuE0+IrKrbFLVNR5ZWdeEVrbj7Yko0GGlW1lZ1/qIolufYAxA7v9cdL8AAPA7aYvkwMq7ojWx/S+5Dd4WWrPf1F3pQ1M7QAAA8O/gaUVeLPaEWqhpTexDC/HjNqnqGk8Ra+dKItZN9JFeVz9ncNoDAMDvpCaGVm+yUI9qwz/y1a2jTSG0Jqh53/Zyn0ivD9mOQT9Wz/bf9O1+IcyHFTcAwK/D6pUVyKw9VjB72Du13p3bVTaXeYZYy3a+uoklOquFdKQPoexnK+YK5bR/xe0GAAB4SaKOHKWpF0XJ2lMu+jKeZoUdilU2AAAA0CGswFfcmgYAAIDnILenZ2+VAwAAwBfyfuf2NAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB8CfZpMLbI02G8J4sBAAB8NfmRotvLWNTDTeLjPdU+U1oaVrb1v9q1yuYSI48bBQAA+G6CEBbPBo8LydYPZQzZBIE9hNVuC6tsLoNYAwDAq1P7Vav4LO76b0L09o/8WtYqm4cYEWt7Gzxub1cLf+SqYWvv/DxZLjzSDQAAHiXe/p5bpY78Cle2sbfItcivsklV17gu1ud20Sl1C2AgUAAAAD3iLWURvaQ/qbT0JehbRyijTp0vAo7xshA/bpOqrvGIWOsgeXXCMkcBAOCf5bhre+hJ7ecuhZomWaJG1UQ21q+ySVXXiFcefrHiXNsWqo5Wbg0AAACMYu/cZqL2nBeEoyI5IrKrbFLVNR5ZWZ/F+iz4uSDWAABwldpnv7UF4Yi2Cf/EbfCzWC+4egAAADDURM8TyaxRI/8vVRN7fXGwyiZVXWOZWDt1AAAAK6hpjCfiNeH0+Ae+unUOhPeZQuifFTcAADxI0BilVzWBnL3Ta+299qtsLrNSrIUo2CLQuSxY/gMAAGxEATw0xrvV3br1XPsP8lK7fIFdZQMAAAAdwm3yFbemAQAA4DnI6txbkQMAAMCL8H7n9jQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPJ3ak1wyI083ezX2Oe1PkCkL360DAPi5jDwhLD8bfHsZy8ADUMono1X6XWQzza8Wa2dOOYgjD3cHAIDXwj5GNOb0UhBDXfH88Ph47JZg236q/S6wucQ/J9ad+QIAwGuSRVffHbU5PW/bO6hW5DW1NkH/Ov3O2lzGTtSixdr78Q5dd/wkWbqKSUUct7ck7Mo2jFPZf4xR9ltbHc/MKVWZ2yrnYJ9uqWzFjh+voPw+urELr7errz+5j+Oksr7Zea3wHQDgJ2Lzfcx3cyvZQ7vKNlrgV9mkqnmeIdZ6yX8IiRWfY9tedcT96jZCGuPcr39AWnPy9p3GS/PIoucdgCzMue60nX3OJ1AvdtnevYg4xyL7tsJ3AICfyikHhvwm+pJyaip2EaOJefKsJ0dfWd8et0lV8+zipSZ1KpNirYPSqjtEqpyc3h+2jUAJ1kbTEut4YNt9C8UB6AQ6j+f3EefWjZ03x4pvmRW+AwD8RGJuixqlc2DO8TrvtTRB0Lk6VQWKHL7IJlXN05vEtdvgav9gXSZOKh6AvL83bqra6V2AFP3Ugqt8zGPVRK82H6+PYmwdO29/I07CCt8BAH4ye75POmVX2pmYLys5vJZLVf0qm1Q1zyuI9XEllETF7O+Nm6p2vDnlMe08YxDz2Ody+HC+ANj3OXMUitj0YuftD/3WD/AK3wEAfjpaDKOenEW5lqeFWq6N/ca+Vtmkqnm+W6xH2vTGTVU7tTllcStuNauDnKqGCHFJ7bw5CMU8e7Hz9lf6zazwPVUBAPxYilxbEcZo4+e9Wq7Vwr/KJlXNc0WsC7HTQXIc7dV5gc2imtv0hC5V7bTmZIWq1U8L3S6P5392nAS9F7vGHG2/mRW+pyoAgJfH0xNB60gtv9VEXKjl8KAXSUdW2VymJWxCKdbJ1m6nwFwSa7M/B3p7uU/YC35LcFpz2vtPc5C6eNVTXnFpUdeim3afVrVx25mHOYjV2FXmY32zc1vhOwDAT0FrkmznnKgFMuTFjo3Fz+nt3HnV5hI2+VvOgUkilEr+7nMQnAtiLdtRcHKfcVKF4DhCVhM3oTenPN7p4O4+SPFX+0c5B9/a2BOjGbvGfE6+mXmt8B0A4KcQ9eEorg408nFNIzwtCjsUq2wAAACgQ1g0VhZ0AAAA8ALIyrt1WxwAAAC+mfc7t6cBAAAAAAAAAAAAAAAAAAAAAAAAAAAA4OnsT3L5r/4otv1JMOpJZgAAAN9JfBqm/7xvjX0SZ43yqWf+V7tW2Uyjxbo2mf3Rbog1AAC8AMfjm9tiPbrYjHaHsNptYZXNJY5npN63iZ87jAHZ9g1emQAAADyTKIAi1G2xLn6PoaFfWQft3eWwUE2PJF1lc5lDrN/Dj2fYQUJQtkm+OWK9r7hT0Q9T95wLDzdXdWXAy7FjkLeLhz/Zpn+rAwAAfjdZN0Qv4uu6NgTNqeiXxvvBKSH+IEfsf5VNqppHi3UWZivIEpQgvmqfFePojF36H87lcfIkcsD37XwFlPrctxsBBgCAf5eWWEfhjJpk9cuibVNVQPe/yiZVzVOIdRhIC2xa3ZrJ6vrQyUZsexbffVtNonarIE4o28T21gYAAECoiaDVmK5YK+1JVYFCkxbZpKp5CrH2Vr9pgq3JRke2/UqcBb36zrcjgtgbYc/oeiv2AAAAmqg9Z7HWeiPbv06sZTtMMr2WCdauTOJt7yjQIViOAEcHYyB1X1WxVgKNWAMAQAutManKvaXdFWunjaD7X2WTquaxYh0Hk06l/hhUTzbaGGH26oLgSh/5b9zn2Qq6HrEGAIAWngiWC8lz8TSlpkmxLy3Ej9ukqnlOYp1vhf+RQY/OC7H2rmZCXelk7uu2ib6+qtnrBz6z9gILAAAwumLtrqwrmhTaGW181OYyuXPdUeh4E8pTXWVlnYV1e3lyMl/l+MLs9LFPGrEGAIA6q8Ra0ItFb1tYZXMJT6xj56VQ2smWtxqiI1HkjeNB2H1H8zi5aEFHrAEAoEXUkHmx9nRP8HQt7FCssnk5glh3rmgAAAC+kqBNRqz/aeQKw94CBwAA+E5kVY42beTPtXufEwAAAHw17/cfcnsaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH4ys49C009mecXvqMl87CNMn/UUNP2Y1XrpP11nhK94ohtPjQOAV2d/+pjKs54WzT5FrJrPzYNTyidv+v2O2EwzI9Z5Mq/6RfLvFpvWo1UfBbEGgH+dQ6iPPLuLshLVWHcslEZ0biR/2368fkdsLjHT0asnc8T6MRBrAHhl8sO2bI7S4pzzmF5U1p4FrolaWL8Tmvuwi9Xw3PHU74jNZbRYH8k6/t12hyKB2Z9Ithd71XLsK4MkfW39/8k2W7s94OU40s6OYw9K/LGQ8/6Tf+HJaXk+ZR99f8++2T48emJd3pY5H1DB2hwnQfIr/HTpsX+f/6DfY3M/2rTsM+Uxycc6xsE7ScMcHz1xAQASWsdSVcGIWPfy0tCFwoBNqppHTzInaz3pOEi530vmuW7vw4hM8Ysnu7DacaTumJCdoE382jfZtv495G8lBrJdoyXWJ19TDLT41eYjNj2/Rvwenfu+v2MvRKE+jlFus/sVttX+9KbRxwQA4BFsHrKM5HDp43YTO+krlmIxU8nvOseN2KSqeWInKbGmZHx2MCbXUzKvLPlH+xytO8Yug6D3h+2Tf2v9zf3UiHbOgXL6FIqDXLHJ9Pzq7x+f+7B9JS7xjXPuU/bVYgQAcIWYk/zcmfdJ8fZncp6yv2URBDy107kv7EwUOXHAJlXNUwxkEqtQJnAv8Z6TtSciRZ9Ou9G6TPQ7HoS8/+TfKn+dOo/Yz/iBKsZtzFXo+dXdPzn3Ifswr/PVop1vEO+0Gg9XuPy4CwAsYNcBdbfPIy8+ZnOPznHVPK7qR2xS1TzFQJOCUE3ojTaC126kLt7KiAIdAmj2n/xb5a9T5xH7rx2o7Pe5hHErbTM9v7r7J+c+Yh+PR1+s43a001eqAABXyXl1NJ/YvDSCzoPt/J4EfcAmVc2jJ9BN+GZ/NaHrCXp9Ou16dSNtTv6t8tep84j91A5U+ySp+Zbp+dXdPzn3IfvKCWjnG/uV7fy3tAcAmCEv3GYu/Hs51iO2iTmr1l4vWkZsUtU8D4n15OegabcbtF6dJwyxTvtj/Vvkr1PnEf09i9FI+2xTO/l6fvX3f91n1vHEPOKw9yX/vMEtcAB4gCzUNu9kannJ05DMSJtaTtQf843YXGZGqNz9of1Rl20O5502TmB6dXb/Ps5WcmBynd0u+rzir1PnEX08i7VgBUwIB1DV1UROfOv5NeL37Nx79kKcw/EGyG3sXPMbzJ7EAACjZB3o5ZGQl/Q3kCoiqvEEVep0m5jfVI4228KIzSV0R72E7+0XYh+SoGMpJuf12RHmVHWqywk/luizFby4vZVwoBb5W+nH0hJrofRfyvkq72QzeBEx6vf03Bv2mT3moWxzCm3KufViAwDQ45xDdSnzS5mXbG48FkKpKtBqk/F0KOxQjNgAfDtR4B2x5hY4ALwIIScZsQb4ldg7H0JendsVuFxpeqtyAIDvQBYV5CT4Z7C3yaUU4p0EnX8sA4BX4v3O7WkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeDr7k1ycp2kJ4YkuX/C1G/vkGF28p8h8N/KVpVfwa9YP7yllAACvgn1KmZer5m36X9PKuXF7WRbz4JTy66p+vyM20xxivRXnaS5fKtbOOPv3dF/oSTOvInhX/ECsAeBViQJ7iFsWPZ2vRmzi4k/ZOA9wskSbtrDGsezYZZsRm0vsYn27uY5+t1gLyya7CMQaAGAtzed1p7oxm5jjvKcotrQs6ox/h1nIY9t+Pf9aNpfRkw+T8YJgJhgntdWnoh07xCD+3apC6YmDN06mdoDK2xzGj3yV9JZW5o5NJoytbLSvcT5bP3/KOe9FfN6v2so5y1j7nYFUbByac2jE0varY9efz9kPAIDvZEyIB2wqi7veos/TP01tdR5zeBT5EZtUNY+evJfIrYhmoc42uc0RzCwsR1Cio/UgCXYci91v+8xBymKnxWz31fgu6IMsnPrN89ExMHE6xrJzlrrjANkD1p1DJ5bWD2F0ProNAMArcMpXTs7u2dRE2etLI7kz/Ob+ZpNLsXgK+bnWrxbrtk2qmsdeqYRA2FVa2s62egKCDk4Wg/Mk2wJhxdgSD1AKiDOGcA7a2UbPL/ZTBtb66s7HCJ43VqtO2g3NwRvb6aP0dWw+eRsA4JWIOTAL5ln4hJaNzXmZqCF+7st50WpQEPCUf7XOhZ0JXT9ik6rmsWJtBbkQ60oQWgIijAjElFjXAqL9qPnaCFrcJwf/aDcyH2+sXt3QHDpj9+I6Oh8AgFcg6IBageZ8qBcs4zZHfs0228up3BdzaEd3VP2ITaqax4q1oB0cEuuOgIwIRE+sCz+CfzHwXgl+BF/7QctXW7FsczZzHJmPF5de3dAcOmN7+6/MBwDgu6npS7FQG7BJVUmwVS4MuW9OMIucHV7XNEX717ZJVfN4Yi3IROVKZUis9YQ6AlOKib+Cl23NafVvBNejHbRY783H1vXmE7YH+hF03dAcOmNf8cPrEwDgu6nlxCJnD9ikqhMxF84JZmyTxnbyq3D1YmKamlhnJ2+yL4u1uUWeKYLZEZhUdaIp1uZAjPSXg2Z9LS4+Qr9lAGPd0ffIfLwD1KsbmkNn7JMfF+cDAPDdeDlT0HltxCZVnQiCWdOYkbEr+hc0pfIxckbbXKYm1kIYYJuAnmAt+R/OtgUmVZ2oiXUOop18vFIpr6Siv+VVUCHy1ndzgPa5qPFa89ltnAM9UtedQyeWPT/y/u1lcz4AAK9AzH+H6OacpvN/z2bPe0rTYu4vc60l9Gt0UOr02LYfr98Rm0u0xHqftBHROLgELJZiMo4YjAhEPAB+qbWLYqdtzwfw/if+zTa2r7KPGNDoS3xd8333V2JjRFKwwil4dc05DMSy8GNrd3U+AACvgNUCrS+Znk3Oc9vLVEqxrOme7dfLk16ODTsUIzaQ8IQRAABACBrhLFLhi0GsAQCghtwh9lbt8MUg1gAAUOP9zu1pAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPgS7FNbirLgS+P5aTLP+E5b8aQY53Gllv3JNbmNKT/te3fyXcH89TSeTgYAv4X49dvjiY6a/NXc7WUsRqfOTzDz7Szl0zn9r3atsrlEEGvvudx5wgMi2OJZYh0DEg9m67GpmubjVVOAf4rYIc4A8Bs5xPYs1iFPK03abVVOj2I+J5Ix/x9t7LawyuYyNbEWVgz0LLEOfqsDFFbZnQuL9rPQxwT/VUCsAeC3ETVny8OOWOccbbUk3mFVv6sQ+vBX5R61frXGrLJ5iKZYO08CC/Z7MMt9UUA2cf+TAy4BO4t1vn2d6063NbbSE6HoRzwgo0Lbs/NiUT6U/XwgBGtzHDwvHrHvkX5rsT7FK/jsi3d58pfjHIIf/25VofRiDwCwmpyrJEd5gju6Yg65dUIcPZ0TYo5OGrPIJlVdoynWIWBHcIKtCkJ04tifk7/uL9dlkYhtjgl5E8wHzU5ak9v9d7t/3kWABw5iS6y9faf5pTG14NViEE44Jx7CSL+jsd7jaLYFG8fdn9Tvvq36teMAAHw1rljvdTlvxaLzpiC583aTPFa30cT8e8552odVNqnqGjWx9hN76UgWGSsGOjC6LjrtCcq1iQTfxcfKxYalJdZRpNpzEYqDU7HJ9OKRqgLnfsdiXd+Oc/XHiX27/plxAAC+Gk8Xco7W9Tan55xmNSEIeC1Pq5yYqgJFrlxkk6qusQueU2qTE6ID0a4mGMIuCOlK5yQeObgTgp0FRdq8GZFtsR/Y0PZcCr9rgVdi1hM2Nx4D/aaqnZFYn7Yr/RX+e/45dQAAX0nMeZ5Y18SwrR8tm2pOVvWrbFLVNWora4/jykbKNnEjCK3kH5x9E3tnMo6I1sRi72+/ksptpd/yKstir8KELF62TQyw9OsX8S+2rR8ENx4D/W5/p2N92jb2GW3n+ufUAQB8JTFPemJ9FtxartO0bGp5XPuwyiZVXWNUrL3J2rpW8s8r6pHx4mrfF0HXjzTG9jIU74AInlgLWUCL28Ghri7EgueLxo3HxX57sT5tV3zT9a5/Th0AwFfiCVxN9GJOG8mp45oi6IuDVTap6hrDYl0N3uFcK/lnIaxNSNMSjFr7XN8KSk2sBXuBMCJadm6WVjya/V6I9Xk7zvX0sUPoJ87zqn8AAM/EzYGV3KRtq/rg9Jep5cqgCUkrVtk8xLBYmyDkwG0vd+dayV9PIApjCq4Sj7S7EJRUVaDby7b2JZb2QfECt/ehYhGviEo/4thHnbXRY3jxEHr9zsS6GfsQR6ef/eRy2jh1AABfSU1cQ+5UOdoTyJBLTY6XOm1jsZozoktXbS4TJjYg1kIUmSga2YFCZBrJXwfqJBphQrnfoz/ZVyOOe5RdtJLQeQemJdZCnp9uW85ZSuUE0jYNMcz0+u3FWmz2GITj549lY+sdB8QaAF6JmLcqi65GTstYfShznK8DXs4NOxSrbAAAAKBDWNRVFm0AAADwAsjq3FuRAwAAwIvwfuf2NAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB8GfsTxYriPz2mh356y+j32OQ7bzwxCwAAVnDlKWLlk9H8NqtsLpE7tmJpH205Qhb9mS+b83hLAABYRRTqY7EZNa6tZdbGa7PK5jJBlJ3HrvWeo+1xRXgRawAAWIG3YOxpmfdjIILWxlU2l7kiyHHFfZQssvkHNI59x5VNeUvimMypze3t882ZWGj/6GQBAOCfoyvW5lcOM3qFvsomVV0jLtPrE9HYK4TohFryO6vkk02a0C7Ypk30R93CSIG2AQAAAOhhNcgSNem8X2vRKptUdZ0soNvLVM4dR1EtHcntdqG1wuvckhCKCVba7NuVAAAAANSIOhM1zWqQJtrVRDbWr7JJVWvYbxmESdYHiA5Eu6rQ1pxXIm/bCHoFH66KBn9vGwAAQLNrWkVHRkR2lU2qWk/8fPpYZcfbCVGgQ31vZR2czPbnUhPr2C6OKz60rooAAABatARz5Pb1KptUNY9e4aaqAj1Bz9bWja6sNa5Yhzppl//W2wMAALRoaV1tX1ycaiF+3CZVzdP9Lzl91eBcHcS6w7mTWDtCbPHFOvp1u3ELHAAAxqgJpqdfmV1vzB1c/XHsKpuHyIJrRTHX54FtELLIFjaO8MarinJ1HG+vpxV7amMnmG+523oAAIAaQV+UntVEVBP17tApuy2ssnkILbxHOQ+QBTSWuN8TXntVU7aTUl7hxD62ogMcLg4WThIAAP4Jdk1Jxbtza1e7nr6FHYpVNr+KINbcAgcAgMUEfVlxaxri1Qm3wAEAYDVyexp9eZD82Tj/WAYAAM/g/c5HrAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwdOxj2TL5CSz2e2i1J7+0kO+z2SeaPYL/tDVbHnxo+gCr53WVnh/2ST5FUcex9vS5R3iVGAHA76Ca/40mSe7Z/qQy9jWtkTarbKaJonwWNknw9/s2oBHyHKjRL5M/QwAs3/FY0q+Y1wgjftQuyPaTPu1bPadXiREA/B5G8n0Uy8PGbnuMtFllc4n8ABKdUGOS3Tp/OwdlVhi/ImEj1m0/amIt6BNp9ZxeJUYA8HuIOat+5/TKL1+NtFllc5mcUHXnIRghuceBdbL1VuLBka2PXLJ9vhDY9ynBKB90bsYPPm0C8kcOiuxv39KuiXWrn9b4mal5pbr7W4xn3if9WnsrXv1YnPuVPlrx1YR51MR699sX61oMhBW+AQDMEPJlQ/h0TktVAU+7MiNtVtmkqmtY1dfBsPt629GpQzg9ATjZpAlmkcptRhN8bF8T63M/vfGF2XnlPrRNbCN19iLBbg/E4tRv3PbiawlzqYl1Y2U9GoNHfAMAmEHy0u0meUZyTyzFAqemB40V+UibVTap6hqho5TM8zJ+F6HWvpCMS8ey2JQ2520dXKGYcMWmRjVATj/j40/OK+0/nzR+nbQb96XfR/bDoybWuW0WZN1XfD0Wg0d8AwAYZc9ZJp8FAU95KObPmmCe64WRNqtsUtU1YoJNg5kkXexTr0NDQ3QoXunYhL5v1ybzQJKv+eX1MzJ+qtoZmpfTvld3NRa6biRWQaw3G68UQtvoayQGwqxvAACPEvNTWuDU8mqlXhhps8omVV1Dr5hDp+qqpbVPiLc9c/LfgmUEyibs6PQhFraEcSaTfBQ3J0CemAyMv/2dn5fZL4yJdTm+LsHGm4OqG4lVbWVtsX3NxkCY9Q0A4FGKvBpe1wQzCnqq2hlps8omVV0n30YICVp9TimEZL/V2X06QKnqVGcTdnT6PBnNbJKvBsgTk5Hxr8xroI2g667GQteNxOqKWF+JgTDrGwDAo8TcFHOpl7uEuPhoiXW7zSqbVHWdIBz3t9N/fwth3+3+eTf7otiUDsS6w84m7JEEPpvk9YFKVQGvn6Hxr8zLOUi9uqux0HUjfVwS6wsxEGZ9AwAYpSaGOl9d+frUSJtVNg8TgnC7+aKXAmRXgTZwOTlvL3dnc512Pl5llH2FyeQro8kkH/0YE2uhO/6Fedk2wkjdlVjoOuuHR+jvwZV13re9PMXgEd8AAGbwhE/qdJ6J4n3kVbvtMdJmlc1D5CsCL6m39kWxiUk8O6TFRmzidtm+bCflWMV5ItAiCss5GK1+WuML0/O6KNbCbCxsnRdfTdhf2aex/fZisMI3AIBZ9rySis5BGS9/hR0bu6YZ0W+1yayyAQAAgA5h4bTq1jQAAACsR25P8xEdAADAC/N+5/Y0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwGsjX/+hUFYWAAAAAAAAAAAAAAAAAICnEH+ZjkddwgXsz4155fgN44/P9z/3z5v8vFjef7t93t8+Tj+BONOvkH8+cnu5lfInK4X884vbS/cn0Ub4kIe3a9+3N83t/vb5rt44epx6yT90rmydX3DZY5D2Xe7bKynu2+sTz4pl3/+YhHr9N+PyaBwlLn/emz/J2Z+HlHQcVCztg/+Pc3zkmMm5dvg15cOT43PM8RCRY271cvvzto8zfZy9Ys7pmRhtr3fC+1zZ3G7le/w7iLlzOwd2v+Q4+O/f30Y+D0Z+OEPOxbvK0fo9I+wa1IljeQ6U51WNkTarbC4x9qb82BJG+g1QZ38o5jeLR/vd/gbK3wA9v/n1G3dWrLu+bwHNSWomQVhb69d0sgplJPEfxYvFs2LZ92mBWDttLsWx8RvaQ+2VCBzxVOfJ9oaMdYe/Q/0uOBdWx+dlxDqVqXgasbbn/lFKu6+mFs8RAfvJiHBtf4bmWi4y/BjVjq+20e9NXbxzNDPSZpXNErw3bUYnLH2loK8iagej1a9wiOnW9z2Nk97gGf3GnZ34iO9eQumNc04mZUJoJauZvq1tcfFhROmZsRxt17PrJ/HrcRw6HyfnX/gX4u3Hv9avHBNZVW0vtzJ2QaMpxg9lbXy678/K/t4cZvzyzumZGAm6j7wi+/t+9FE7H55NGT/xZ/u7rQ63Xaf3728hnPM5/wzEvzh2ye7DxEifD4dNHiO+J/x+kk0l1iNtVtlI3RKuvimPqwn/6nU4GciEdtuyr9k3bqbXToKpb4XPjKNtc8kHSXiWWAt7zM1J8J2xzPTs+mL9WBz3N0jtfLwwf33FfHyUMv4+sftmfNC2uayMz/D7czIvzPplz+mZGAleshSsH19N8Z4Mc/Lj/FvQx0E+2sjvF31MLMex9t+zwmFzxO84N+vnsrWROs1Im1U2UrcEbzChK8ZOEDW1fjN78tjeTPpA6zfo7Bs3MxusmXEK23uO0THH2WSladkWbwaTgJ4ay8F2PbtmXBbEsXe+XZ3/7kcqNvnU+pXjsGpl/Yz4dONV2d8bZ8Yv75yeiVFGH6PbbXvPv9cF4qvQ87htx+9WifNvIR7LW/rfiOO4NsU6n2PbMXvbV+TSx9FGnyO5rz3f5Qu8/Vw98v0R/975XW+zykbqlnAMVnZcW8VlaqKQqfUreG214Mi2oE/40Teu0PPdoseplXyilD4d88hjtZJVrXh914s5Ts+OZccnPy7n/ttJfC6OXv/Hfv8N0puHFC+xHOfxVpzzaaTfR8+FZ8Sn9f4UqnmhM86V81+PMWJvj5Pbxvzj2neg78zEksXsHLffhCewHuf4qJLOHyF8rJHP/1zkoizF0VtY9s7TkTarbKRuCd8i1vs+NUGv7uKkPd+1v0eJY+lxaqUmSoffcft5Yu2/0Z8ey47/tbhInaYnLjNx9Po/9lfEpzMPKV5i2S98UrFjN/s1/4U944Od7+r4HP1V4lXZ3xtn7vw/n9Nt+1i84yTv7/I/huu2X4kIzbFqTKWSU38LV8Q6X1gd7zeVuzY7e1zDuZPOvyuCOdJmlY3ULaH6pnSc0BwOzb3ZBZsAbdkPwsVJH2PrAI6JdW8cz3ZPUFt/98kkqvFsi/+s3Pq0b/Knx3KwXe/iLceoJkZS90gcu+JzYf5Hn7qU74eZfh+1XRmfbrwq+1cc59Y5PROjGuVKzM9fX0mc0xbHt3bMfwvDYr2fYzpP5+OfztPifEiCbrRppB+p0wyNvchG6pZwDFZ2rIPkBdy7AtLU+/VE05QLQqfp+W4vRGbG8Wx13V4uzKFmqwVZz+erY9lq13qDevu8fnXdXkbFaPjicnz+Whzf9/PZHoPxfh+11XV7uRif2vszM/L+vXqchfo5PR4joXbce/N7NqVfMqfoRz6nRub2U2mdI5rjGB3H7jj+MV7e8bXniHesvb41I21W2UjdErzBMkeyklsOR9CHvipT6bc13imhTL5xNUcyKH0vb0vNj1OzPXxPZaFY65Nfx+0rYjnTTp8vb+Z82f6EkvtYGcePfcXSOB8n56/9yPb6nNqPwUS/K2xXxad17gijeeHyca6d0xMxErT9Ld1Sl76Pf+5bnDAHKf2S76bLHHOdH/PfwrBYO3b1VbOcD9YmxtHtJx//gY9xa21W2UjdEpoJXzniloYztX5bE7FvVL1dKzlAFvH9SCp+kVtw299i3HrJJ0bp4/Y3cIrVwr4FfdLm2H1FLFs+WbpjKD9r/T4Ux9b5ONLeOQ55fKHwLY1Vm4fHVR+eEZ/W+15o54XOWAPHWfDO6ZkYba8D+/vAKbX88BVU/VLn1G9En6M6/t45dbr4TCW3O53vuuj3ZqWffM7NjF283xbZLKH7pt2C5T5utPNfjW5wKgdRswvsdiBG3ri9N6OsKsr/JLz6uNE4j+HkM5NEB/oW9Ekhq4iviGXPJ0u+c7HHIRSJ+fhnk9NxHDkfB+afj8NxkXdelWnfJF4z8Znx4dnx8d6fmv7+x4+zUJ7TZTzr5exTuNt3ylHt3PAVyEM+jhj1z9PfwIxYC1J/5OjzcQsaVJxr5/NMCOeAsinvqPpjt9pkVtkAAMALEy9A/Iuef43vjAXHAQAAYIDw0UDj46pn8p1jAwAA/AjCylaeVvZdq+pvGhsAAAAAAAAAAAAA4J/nv//+BwXwQGywyliwAAAAAElFTkSuQmCC)
RESOLVED, That City Council amend the following other funds’ revenue and expenditure budgets for FY 2023, with the source of funding as indicated:
![](data:image/png;base64,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)
ATTACHMENT
City of Ann Arbor
Proposed Fiscal Year 2023 Budgeted Amendments
![](data:image/png;base64,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)