How smart is your EV charging infrastructure?

Our Smart EV Charging solution provides optimal power supply management for charging stations while enabling charging processes that are fully aligned with your requirements.

 

Ready to use and highly flexible, the system helps you securely scale and efficiently manage your e-mobility charging infrastructure across all locations. Intelligent load management reduces peak demand by aligning charging with power availability and cost, while prioritizing local or remote generation to maximize renewable energy use. With ABB dynovaPRO™, you benefit from higher charger utilization and availability, across single sites or nationwide fleets.

Fast, Reliable and Future-proof.

<p><b>Whether for small or large fleets: dynovaPRO™ takes your charging infrastructure to the next level.</b></p>

ABB dynovaPRO™ - Intelligent Charging

Ready to make your charging stations smarter?

Intelligent charging

Maximum availability with optimal use of chargers | Setting charging priorities | Avoiding peak loads and prioritize own production

Scalable

Open standards deliver increased flexibility and full scalability | Easy integration of different chargers, locations and energy providers

Better control

Comprehensive monitoring and reporting | Automatic monitoring and control of all energy flows | Limiting energy costs

Make your charging stations smarter with ABB dynovaPRO™

For Logistics

For Logistics

Maximum fleet availability

<p>Prioritizes charging based on schedules, battery<br> levels and route demands - ensuring your vehicles are always ready for deployment.</p>

Intelligent charging planning

<p>Real-time data analysis and automated prioritization ensure<br> charging stations are used efficiently, minimizing waiting times and avoiding bottlenecks.</p>

Cross-site energy management

<p>Centralized control of all charge points across multiple locations - independent of infrastructure, grid connection or vehicle type.</p>

Flexible integration and scalability

<p>Vendor-independent compatibility with various charging systems and energy storage solutions enables fast and seamless infrastructure expansion.</p> <p>&nbsp;</p>

Optimized energy distribution and grid compliance

<p>Integration of PV systems, battery storage and grid power, with DSO interfaces and site-specific load configurations to help stabilize the grid.</p>

Transparent Data & Control

<p>Monitor, analyze and optimize all charging processes with detailed reporting and real-time insights - for efficient operational management.</p>

For Operators and Energy Providers

Intelligent load management

<p>Reduces peak loads and optimizes grid utilization through dynamic energy control.levels and route demands - ensuring your vehicles are always ready for deployment.</p>

Vendor-independent integration

<p>Enables central management of diverse charging infrastructures and communication protocols.</p> <p>&nbsp;</p>

Flexible site and charge point management

<p>Centralized control and monitoring of multiple charge points across various locations - independent of charging hardware.</p> <p>&nbsp;</p>

Scalable charging infrastructure

<p>Easily expandable network with cross-site monitoring and flexible infrastructure management.</p> <p>&nbsp;</p> <p>&nbsp;</p>

Optimized energy distribution and grid compliance

<p>Integrates PV systems, battery storage and grid power, with interfaces to distribution network operators (DNOs) and configurable site-level controls - helping to stabilize the grid and lower operating costs.</p>

Real-time analytics

<p>Detailed data on charging activity, energy consumption and grid load enables transparent performance monitoring and infrastructure optimization.</p>

For Public Transport

Maximum fleet availability

<p><span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiTnp0QzFFQlhXOTAyWlVlalVyVzlpZiIsInBhc3RlSUQiOjExMjAxOTUzMTQsImRhdGFUeXBlIjoic2NlbmUiLCJlbnZpcm9ubWVudCI6Ind3dy5maWdtYS5jb20iLCJzZWxlY3RlZE5vZGVEYXRhIjoiNDA0NjozMTN8MzF8MCJ9Cg==(/figmeta)--&gt;"></span><span data-buffer="&lt;!--(figma)ZmlnLWtpd2lqAAAAf30AALW9CZhkSXHYn+/V1T333gfsct/37nLprqu7a6cu6lX37Kxltaqrqqdrp7qqVK96dgZfCCGEEEIISRghhDDCCGGEEUYIIYQQQghhhBCSMcYYY4wxwhhjjDHGGP9/EZnvqJ5eZH3+/vvt9MuMjIyMjIyMjIzM9+qvso1hGPYuDLtXZkNjbrm7VWtuB91ip2v4r9mqVLfLG8XmejUg620G1U4q7yt2tVkhnQlq681inVQ26J6vV0nkNLEdVIVWXnGV8nZwttbe7lTrraLULDRb3dra+e1go7VZr2xvttc7xYrUX3HJ7UqrKfnVKN+prnWqwQagY0G52qxuA25vbD9ns9o5D/B4GtiptusCPFGpra3xPFmu16rN7napQ+vlYiC8nUrxdndrs0M/qsLZ6aDbqRYbtoT8GZe3Pb6m1uxWO8Vyt7ZFJ+s1GLOioezaTrXcajarZTqbYibi8LqjiyNer1d+aGW71ix3qg34LdYpdXXAuEFHBr66m0HS6o2ubx2qVjvahZtKm/feu11stzutLWjEqDcXL49CRvAe0kba9Ir9PpoAiC5WtltN5cRo5lyn1pVKXnM6GLb3euEQNBgrdrUNkBqtLU1650aTwWhyoXMwFpxmq3lvtdOiwLQqWi4UrKoVKawCMpVWeVO6SNIrF5tbxYCUv95pbbZJZNY6xYbgZUutVr1abG632ki9W2s1Aea2kEerQyqPMORZqNeU7Eq1Xq+1A0muIrku/ValPNaprm/Wi53tdqt+fl2JHKcpBFZBbgneiW71HmHpJCNbFsCp4Hyj1BIFP11r0lhToahErXxWRHVNsFFsV7fP1bob267utW7AlMHryjJkpXqrfJbc9edqlXWdGDdAqyE9vbFRrdSKJG7aqK1v1PknxTcHELCdvcUltxF2p16URm89Vww2attdWib3oK1ip1YsKf8P7rrEbZrYLiMPcrdHKG5aPoTu6WR7aDEIagEDug3l1qaUPexqBa/WVRspfHhMSLjpUAjwEY1WZVNbfaTFX6eA3KNsrtM6R+bRzN12qxkoVWXiMSqacqsB2FJ/rEhwu13syiR/nBanhP54BdRrpU5Rp9MTNL9W05afqBk6URWpP6nU2VRL8eRGsVlcp3vM4VpzHchTup1iM1hrdRpknlpuBNudWjkeu6cxGUXBhcgddwcyT+6sNkrViigKs6nb6p5Xod/FPGAer9VKivv0VO/sJNUuPuNctdSmfZLPPFs9Hyn1s6L0NsyoYjy72Kw1VL1ppUrldMe/S/umbJD77lKtiQBoWjv+PUG7Wo4V7Hu7TJd03e8rbwbdFsZrbQ01Spd8f5P2YFeJq+DSpT8Q7PVmw3OjxV53eHlh5+7twXM2i50qpQa1ctPMQ3sbLTWNPjLWiYQ1J5uJs5XWOdHk7FEzLtcudor1OssC1rDBYNgJkF8G16trAi1Um+vblSK6XdTGVySPed2UzKpknFSOabpVxyCSO46Y29V7W6qVJxBwpbqGvdARLVcDsTwnmVDVupSfiizTdoDGKLXTMaixWe/W2go8g2ptYlxrzbbOm2s2qvcUrWm5trxR3epo8ro21Rz4+hbdtskbELRwdmO7vinN31TsME2ibt5sc5Esbgk2Gw142b57s8m0VAK3qnV5UNCuVtHe0maJOQngwTp5WclQ+FbHat5tpfFwMmhggoUdJvx2d4ORWJf5wVrfaej67VWKnbNVIe27Tsocy4hdxWyWWB7JZsuteivO5dRaaZ18wMKgKbXE1Ki0sHTkV2yVKLsqdgNtI3ksaK11mc/QIHd8o9jBCrmcrtssZlYZT1bvKSMn2/NTGzrapwNWwXhFOKOtkLimvomoWkGtK01c2+6NJk57jwctzBFAg0ZVagwLrQmrQLwYJE+VB0sRSQGhqbJ0AMvEMJCc0meZt9qzHMvh3TUS+S2snqx+BSyZjAbJlWarphq7aucjqWO1fRywoN8bD+3Y4EF1qt2yDstaTaTgoc3KS9dqdaa6uzvsu/4cq7HKdPCfikwvCk2l02onWQ8TV5XlFH+iVN8U9v0SxmYZlLH2jlSWha5R7aplzdHPmrCdj9gurNdRHBIrMf+rYhjK6hXkW6gqVkl4NZttVmqeXr11ThNw37XsB6ga3kixLZSySY6Z2imrccsJ0cqwP533FqPphDqRvwDTKA4DRtpDUrWz1USN/eVqweKKOCKZeMQrLQZCUt654pb00K8Pe+KxdOejfXJRIzCzvVF1Oug1D/Z3hvPNyWgRQqxTFLGadu2eaj0g4dFNvDjB9MvTSbiYJ7pWQAeBGylXGXiNoqwlPoy7Ic4EZfxNEtk1KFa2bY2cyyh2PljMpxeHxfHowgS8mJjBTqNiJDyWbJf0W2trrBukMrZauTfDzkQ9Q1Kqrl5sw31rZESk0p2MzVafs1mrywKog5l1ei5m1TrHOSTPhMCox6B82nEpJK7J9tPIr6Tyd5BfTeXvJH8slb+L/PFU/unkT6TyzyB/slzrlNOtn6piNsTd3MbK2M6eFhDGuNytn3egMwKKsBrMDGDXCIziFOhaByJ5nSQx8aIt11uJ3j0dMQ6ZBm5xB6gpVbeqIiUvEq5fmk7Hw96kNRtaRUSCm01roRg0qokvR9oLNkusSZr271HDlREV1qHemM5Hz51OFr0x1d2KkNIkpppK2r+bmVhbq6kUktpbw/lihFERWKtNUapqiWmgc9dvTA/CYflgHk7nyJzlsIjNp8CUO60AG1LrkPaq56tiVNpa22cToU21sQ3spDbLzEDyWVY4Hjke5VqdVL4hK4lUKaBGgaZWYh3R7KpYEzGRx7awZ9N5YzSfCyfxbFcV4+lpAhPM0sCSro6hX+mFe9Zk+mXcEEAmmVeemlU3Ddvq8pm721V5esGWPPx2RbaEmUb7Lh7Z9ZrkcnhqIpl89fJsOl8cntAZfHpWOnwCN2tNBMCjV668CBDbD7/euzI9WKzPRwNLJGvneGpAErZ9O+UzSZ12b7EYzicUgVVr6yRl6VKD5ulwHyymnWE4ei6kY8EpOyqvmA8vTqmZ7M4PJn2nnX6lFog3LzQN20ecDBJK/dy8N4vsaHGzK4NlSsW6cw89nKiuLrG+IgVDJyjUoBO03FLQZdvMw4vXDH+tg4FBUaRmplvF9XfOfDYig+QXw1jssQVnRdKVl6QXrbg03etftJqQjQSwwVp0L0OhHHg4G+zUNM2CrqQwj9TSuUK1q4bEjoNfQnHFNJK2FcrTAxibu3r5B6rHWLkRjaSWTZHKKam7D8LFaPcK2Qek0i6W8fi3qnY/nrH5UrV7zjpZWVGQ8t5oPHD8ZF1jxlL0YoqRXkkFUZjuHAZC4JG8MPoBD085C6wy6SIEkC1+ULuXXUoLe6uiXwKg++hardFmr0xOSsCxo9KehiPRMdZYQBF3xRIDummjCoomWkZ5s0W0odgGbNzTFqeF7hQD7IjaYal4oEywJzRr1ed41EkMFn4YXrHszch7mx1ViRIOEc9Mud5SNyfLCrodbXHJ5zbb7Daq27pH3+5sNrs13cDlmeyVmvieqlqFdDXWEm1jpVW6G2vPXERfBRUYsSylF8O2haAoB/46BaAcq9FNBinpxRnQsHPKqSmu0ROtxdJP3mu0CM+xCSHt27QtyFBrQ5xt0llbgGMoaDmb0z1aHiymsrp2RORUWisVNg48VyljoxpVO0Z2q2WjIsdJW5lsqF6ciPMYEfInbROREp6yWeI4W1L7NEo4sephe3grDg0bwq5sh3FtRDCgGYwT6qJVvDUigDx9G1JY67CldUtjJgWK1sZsCmZXwVwKEi+D+TZRAgtzxAoJJKK1koAsqdUEEFM6JqEwC3OUjieQiNKJBGQpIaYIEFM6ZRllEEGKiJ1eAkb0zixBLclrlmAx1Wu1JQd1RK9LwyKa16eBluQNaVBM8UaMcK2Msuv43IQzTxjV6rUAbmZD2MK9TyC3VHsh1sCOOMG07fJmqVamwAjpKOOxeUtlfZkbdu9FDZmucVFW8JYgOVt3CZa3a0+cLwRtFwhaWUc9ma4xwG3NEsAxm9IJwgS3s+P4MrB7TkzRiUPADTbDgE9uEIHgeSroz6fjcWU0t9YJ5t1c+w7LFZLWZcTWxbQtxCoMBxjGxZDy6j1tlnlrp8tQEHdSc976Jgud54cEdmmMdMF44yk+oSb98nSMr+Vl52bVeBf44+/wJ9PjT9a6Y1S+TM67wh+/AwjsBHA/fzJ7/MkqpWAxnVGhL2mzZ7yZs/wg2KYEYas3N36mL1nB0YTAPgE/qQqZRm8xH102Xn7/qU8l7+0/9Wk8/P2n3sEjs/80AWb3nybA3P7TBJhv9+YsC7XJYEg9/8LBaGB2U1wcN77dx1F4qTc+GFLHO9A93e3GX0Oszd7+0HiZ3d7+aHwFfC8UV4SEcLYI+/PRbEEuI7jwPOpR5WB/OB/110YXDuaMBd6Xi6IY9BVFIOEx9HoSQlqbWa4azHp9ZsNSXaJR+ENi/TTvEeZygYcjCKyJNkgH0xSwwMSXNI1vyTxQhUjXLvdmIbMgqcLE1RiDx2M7yvjtKpt2YT0DYDvOyW6G0xNJ5gDR2XWS+RT9diT3NFvsdvjLpgfnkITyE6iQGZwYq8Yk0DnqBcN9SI3654ajC3uLJSRi8dKlGKXGNmnUX0JJ6JRxDYMJPd6b0p5OG2wE64tFDJrEHjYwaLYbXktWWD+CbhPftjuzer3BAsvkJhZpl8psRBVxLlAB64P6a5sqPUPs0rVhWZgezPvD2mR3avw8m7sLo0lnuDtEbYEOUC3PApvgkt81/ng0uchMd40oLNNPNfUSz2RDpVoaT3cgBpGcBVTHw32ZD0I3L623du5jBluzu8oux8Z64c1IpiZLNJYDpQPiuZhwhOJb800hvRfTBoxtpZ6HZJ25tJFlADlimUSBSOWFstLYxshWCbADLDh82bmTXSnjBU/3u+yYi+xYd9Fm6Yef7cdw7YOX5NnaikED6M8OdsajcG84KMelip05osBV0/JsfRrtGNBPa4LRcP56smy44Jg7BvPZx6uHsjbsieiN+Q9emxARRaZ8R1s6xdGVzga/3A4EnpFZwVMnCs+cxBx45oklyzaz0OpUREIrxbWOlK9WmrqaHmtuNkTgx9kjy2HQCRw+0cmTFfs8JZtnnqcJgcnzTLGo+/VryvZ5LUEReV4X2Pz1nS2NO94gKwrPG4Nzeh5yUzk4J8+bMRICv6Vc1lOoWwO7aXnQBqdBPB/snPnbWp2m8He7TCqeD8FBk/n30EpXg2APW6sXpR8Pb6x3ZPY8IsDm8XwkAQBp/1FrbEh5PnrDPh+zYdt9bNfmH/cc+3x82z6fIEENnk+sr5Uk/6RWW59P7nT1+ZS2rf/U9tmmyOlpddY9nnfwFD7v7HTrkr+Lp+SfXix1tng+o1jakvwzeQrfz+JYVOg8ewuGeH5XqX5Oxue7eQre9/AUvO8tnt2Qfnxf+W7V8e8vr6lB/oFyW/PF8mZH8Er4qpIvsyrLs7Jm6Vc5ZxB+1njewXOd5508N2hW2qvxFPp3b9j+0Nq68FPfaN0tesN2Th3sZg1PmGfr7vYzn8WzfXf7WULnOXe3n/1Unp2720+9i2dQv7sh9bqcBwn+Jm6ZjMuWeOc8z/EUPu5pnG0I/HyzrvuKe5ubZ7s8/xbTXPj6QZ4Bz7+9hcB5/lA76Ap8m6fAf7hztiP5Xqe9Ic+dzmZJxr0fsBvkOehaPobdpoYAdhkmGb8LW0Ttee5t2fLRlu33fVtnVV8ubnW6HZ5jnnfw3A8CPABjJjwlP+V5J88Zz7t4/gjPp/Oc83wGz5DnM3kueIqcDng+m+elIMB3MOZ+nkLvMk+hd4Wn0HsuT6H3d3gKvb/LU+j9PZ5C7+/zFHr/gKfQe54XBHcIwR/1ylvK4fMlISR/TBJC8wWSEKI/Lgmh+kJJCNmfkITQfZEkhPBPSkIov5iEsvpTkhDKL5GEUP5pSQjll0pCKP+MJITyyyQhlH9WEkL55ZIQyj8nCaH88ySU51+QhFB+hSSE8j+UhFB+pSSE8i9KQii/ShJC+ZckIZRfLQmh/MuSEMqvIXGnUP4VSQjl10pCKP8jSQjl10lCKP+qJITy6yUhlP+xJITyGyQhlH9NEkL5jSTuEsq/Lgmh/CZJCOV/Igmh/GZJCOXfkIRQfoskhPI/lYRQfqskhPJvSkIov43E04XyP5OEUH67JITyb0lCKL9DEkL5tyUhlN8pCaH8O5IQyu+ShFD+XUkI5XeTeIZQ/j1JCOX3SEIo/74khPJ7JSGU/0ASQvl9khDKfygJofx+SQjlP5KEUP4AiWcK5T+WhFD+oCSE8p9IQih/SBJC+Z9LQih/WBJC+U8lIZQ/Igmh/GeSEMofJfEsofznkhDKH5OEUP4LSQjlv5SEUP4XkhDKH5eEUP6XkhDKn5CEUP5XkhDKnyShJupfS0Iof0oSQvnfSEIof1oSQvnfSkIof0YSQvnfSUIof1YSQvnfS0Iof847HKvFxV+wXJtnGC9y9X3ZDDV6s5k4256/O5/u40x5iyl/fXGejOftXFkMQ5PxbOjY+Jk9AsySn8jOAG9j0Fv0FLdgMlujwRA/zo9wwjs352NBavfChXP1KA7n7A5wcHFgSIpnJw2eG/YuDeHXRanAu386v7g7nt6v3ok3AU9TFpNg8HC+jC5gdbV3xhbTm0nPNenTIrGjsmyuioP7cICMt7KgFDl44V5vML0/JOnv4VUTUdtjC8SmajBc9EZjUtkh4gzFz2FzdYmI25AANOn8YrivBxq2qHBptEP8hl6uEhuRxm2z7kaZ8Y/9/9tkn83DHFmTXt3Bb95bTGiZ3DFlxviPVx04Y+wuk+2mP5XN1kI2r5lLo3CE6AwONA93LH4K55lNamgmXh7ak3B3Ot83c1MYqUK8xjMrmurusZOcCOuAVnsTgGzIa1IkkDMWwkixOUNzCuYa8ukz3mvNMQvZmx6MB2Xhr9GbAICfG+dTtihUhs3joVQhcWJXZauYbkjf6JmTM+npmhZhEM2p4f70vpE4+22OqJBxwTt9SfX0tZ651m4u2P1Ly+dGg8UenF23BN2wG62Cud6JChWTvfmj+9Kwy9wwElSXeYgKTDIz76aFyGWjF+6VOA7GrB03N8cg5sgtoc6KJvyhp7vm1lAaYT6umgfN7ClH4CD3mUc5SJfZ05WBfLtnHnzJHWoV0aGJbG8wzea2PfpgD8qW4LePpJGH9sYLOceAmYdNpqPQEnubZx4+GErwUbThEVqgQe/7zCP7SHe6b4/YawPzPN88pj/dn00n0G3Pp7Mi4RTbSmh+Puc9FkkP57PpWAetLIKSXgxZfczjlso2DoaN4WJvOmAZMo+vpYtS1UwudQzXOlsv6p6ZhDrm/kYgflUm6KyztYqCYtklYkk7JssOtsPODhxTbzXXNUVsrdypFtmKyBbCr1RTuUxTRKEyIgoDF7Wu2x5x/ttyaa+yGSUxd8vDxAE520CO61zIIhXZ4ihKb8aoJxnHuJagEblkIOlql200ZTjVskkl4dnossYP6Gmvgl02fu7i8Ioh9rMLtD6aRMqM1RFIZXRhyKzJEOAhZ6MOL2D2S87FF3Icu5NDmUcqR1aA3uVR2O1dYEZ4kmzKdMbARquKHrfa1q/r7/UkFMMmEwwvzmlLtYrMRT+UdAsl5hBm2BXTbT4OQ2OYDc2L8t6JsZ76bUFDmi+Yld3eeLzDAYjwFZrL3rH9EbrCYE8WcfeusbWc+mZ3mHuW4vs9L3dhfGW2F+IxePlBfC8ixF/wCjtj9sA/cjCVRe9DnndmF7qxNN/peat7jOccUhdL08vgvNfzji/iQ0PiKHMXbcuZkw4+HMRcnRpPL8hUVZTutBzJo7W7Gw4XrMRm1TstIwwtS/99nnftgJDWpeGgrvy/OO9dV7GARM5ORq633lJv/aS3rC1LvcXKL/U2d7i3+at7W3C9gsZSb1ccPNXb1f+L3h473NvjA9u5uvJPb09spHggRrTDsdcgNGMClda3cFHNTH8frZxfGC7Mm/MmNyU8UZs0h/ejUsYzSU/YSuc49ImbZY4kJMNF3CWCryyBUTozwp6PaYjZsW/rnmVmFUyu5IRt/BWWaxvfYwzu17WEeSZl50moRseyyUquGPYhRa7AxJ7Oh/XUvRsW893RPFzEUpO2YCidz6/L0Bp/FVO836MLJeuHJQHe+4ydX3SaPsjwqo7Q/tXEe4NLzo3IX71kFhRUk0UuQMIfXjErqSV5tRIrFn7YnDUCaXpIM2pavEmnaRiQS27FKrFCInQFN3pzBtiNQ5ppG3VXjZSakmkOF+IaQlN7i+j2GZvnEhTkT9znq22KTBhs6V4gowyjWDVrsjCP8/t7cxld9YkFyfieaFZodj0vuLK/Mx07HkLNwByusk1HLYXSik/8HHL7AR0criFd3CxGPyKL2qu77fsoExRmwNhhsOJYvS/Nh72LMxG7bc6bponrZfH14UTcP4RtUTLLKAfhcA3lWhevH5Fcmajz4OGpj3Z3W5PxlQ5jeak3VuyMa7a2v3+wEEGpd2bp+st0yTgL7N8dXrYoh7hzxB6oGCdhiPeACChC8+cjCj7rxQVVQFdotydZmV6sGZquDcznPeMXJa2BUP+iLYW88oQZ0EIQ/YIMm4i2JxBB/xx1Q5QVmUwPZrWB+YJnMqojpL/IjLbDSOZLHq62LHVIguyXMRxRNlDqX/U4JUuT8iP7s9xc4Kg/UHHU4AOUb7lG0bK/BqOFCETCtcFfhxnQgcoDIeGBH9Dc4IHKO8MQZy9kdAPIPCDaueHODBNRe0CE7h4R+AdmQ2xOfcR+Zn6lNvhOSPj336EVwShH7mntgdF6k0u9UKZUDZxMhBNGg4M2XK03uiJ0ehPZl0hpsl6g0na9qF7ujw9EVgDhZTzu7ah1vDQUC9Sa0X+qsjFDdUlTs4/lwwxr5qga1ov0a80ABxEvz1Sq9Wq3SoJDlEPYAfNqNhsOWrPOwUQuqYuj5VuDTx9e6BtvfjCpDycXsDw0N7NnhIOQIi8zH+6woA1aE9i0oOxf30J92mcZXQiTLxLyKp0X+MbXlN3QlYY1eogwkVFniNaGCNBk+qxJNF+SMENtUjpghzGXqlnHSEcoCCB3FRvaPMvuyHZqqR821gEzmXlEIKup78RMzjGDOcm75lNyKDhQR8gIwZUljtpj7K2whaz3RuyW5ldas1CkI/Vf7HveMlRk9hIYdVCR6eRC2TLgxIB57u9Ja2F3WkTgk4F56ZHjMRyzLqJMDMIEbRYl3h0NxwMZ3lALU2xn+ghqUVyszWmMXmcXkNhCBEKAfuaSud6lRC2Z2hCw/QK+9jnn2tg2xLSL8w8CRmYNmroKsw3ORMA6C5HzfABnY7AENHSDR8+lJDa97d68d2Hem+2lCvMTFiZGprA27s3chMi1W3o+ZaL3P7y1YrnathfCfU4615vyZgKZjLzAs1kSeDbAjxuqIZKdK3NjZSGZSASyrDg+ArV12Hx/EUlCBvOLuNJsgQAxFBqlOGBLciVwkhaZjsLSdD5wwYkjEHLhwY6cnu/gxkvjziTlwz65XsRKAc8wdMv9cMCA7VeGss+GwErSi+X19NVo2lJZlQJZVReSpzvf9Iynadv7VzJNA/xAcRXE7sGJPX3Fr9zFyp61K22ohRgoVt9Llj2NYHCsKHaz3Ytdm5BgKFsLmdBocG5szbn4P91p4HoNmgAIoHv5fmSobUuFg8kuW3amAUhpkiujcDMqUhmuWrbLUf1GjyBj5Cn2I6il6rmzT4hJw8Jud9od9vbrCXvSiH+4Eew9Rh5xRAttsJBuJ06XkGrtBvfDqViTUJHFo8OoL7Gw7E4dTXfrjv8ryuMpzmWQGpGoiiNNu3MURpbBNYawajUAhmweJfg2VA6jMRNiLXoDWlQaH8zjpSe5QhAd9XMWTs7rDGecADusOPhiONJyp/ybk1FUHL8fYDrVOkfnaQotmS7grLU654odmcwgEQ8JFMdGnoqEG5jL9wCxb2jes82R67YkfYth/GcupK3rjTfVbSbbAZaAwehAoqDZJMKZ4xFHOPPhDLd7AEYh3Jvej14Rmy0N0ZZBUzCYbpbGFjsWbBEbLqa1yxyzlV3u+GWXOBHFCU/q4s5cPjXXjnaFvzf75nRPevM235w5iCT0Ft9cM1U5vNU31+4k8n+Tb65j/OeLVtSp6+E+zjxYyzrKIp24QdmT4G447E8nA/S77CA3TySUpRb6PnNjOETHC+a2/ng0Y3LKW2309aYkCHiLoisLb/PMrS4ASsGD5sNd2TpiBuJmbw9nw/7BuDcvTi4g41XioA5Qk1XNkXzoDuvtWDlYNQ/r72HUWMj6xR00mARWb9U8HOpiKslVWB5V74lIAnVtpgk+MgFbVpzcHxW1ruw44KMjYEzBFTzmCE5c0WPDGfEVl3lc0tphEo+/Okj6hNgGiLEt4vHZCJ4GSZ9Iz6JRcySepCA7rvc42JNTsPMO9pR49COsp8aQCOdpOnYi6AjnjhgS4dzphtpl7xoq7y07zA749GUlctBnjAYYnmd25+5EgJk0wh+Yq65IvNO9OmVSr055wdnqOZ7+VbXkYEQqvgM/bqq9QD39ZLZizu0cyi7PoVw0h/LpOVSI59BKeHF4/z0oyaokzpM4Frcd6FKrdYjw2sit0dvd261OxcZU1zrVKgZJTun9hl6/uwvf6szRF/A42MbE2Ht4OXsPL2/v4RX2OZomorPPETO87HPADCf7HC9znLF/h5Sd2OeQeNWc3OeImEDhPgfEq+b0PsfDq+bM2ugyrqh0Kub+TnYsOUJaos/iB4LmLaSQtWt4Lzlf4zND6XzGJqX7WZsUhFxX0IXWml7kMXLzzUqhUex2avds3ylW2Gtjg9uEr6219rudYjPAeFe37yWb6bTkbva2mOSsS8tQ51xacPKphrY04uJn93siTDrxbkZ8uRuOcZ21ZDMLqS29snXpQ1cglp74NcL7eyFzScvfhz8TI9gx3tIC3989Uozvoeoiyq8RxJS5HZr345t3IzBoflYbehfYl5TeB2hIwtC7HFBsjAbMJFHURGezTU55hvMtOjad31Fhy3fZXJJropdwuAj8DYVoZrnvaVG09BDKfIhmWGDC4fyS1KCJmCuH4acIa5nG/uyVOiudHzLe4MDaNBrxsUWLqRRUhpdGfWveYdcNvtxu0ctsXnkz6OoNLF9hHFfIbTfyRI2kYkcGSmiKe2Arl8vntvVE2zvUSCS/jyG/EAsk81u7haXEIForgDNJLUvzL9mxtXBrML1tF87sCgG2XXCi09N0W+3owrYn6bjEl1x0bTtTasm97Agz67Ixcs4BIvx8Q19eJlVwDJQY5gvEAGR/j4tpzT+txL2WVyS2W037KoJcB3cvHnpXEbB9iGsG8g7PdvSC7tXoRXw/NkOyAPqqbRasVD6FKBOQGmdWeL/Z47BYZahYJtcsbtXWmYw0YFp4VHV9w9gLzultPV+e8RsWGXc1XV8iyVY5gZY7BFBmOHfxEQFG73uDYOTEjYdXqQVtyG6379zeuguAX26cl6tTGUuhFHNpWUpeXVJr0i52LD3PvYbk22oBG0QcdvzSMyE74tFlFMQbSQxaydxlfBamcCGBzoV5JTMjvHRB3P+m7BSZgGRrFZaYofkCSwW51sFizF5Udm6Us/NgNFmMJShKvgDG2pTD2EDfaGQ7cTEEvHIQDos74XR8sBi6CDV7j35aKJ/1zbEfYYvHosn8Ok6F0qh/sDPqB7392RjF9jislsBqBzNmOBoaT6ezMrTkfO3UzrJ0PodrmJqtZ5wsttZdXwgDrW03q9WK7nhNsX6ueD4g4dX1EEheZjL+yYWQepbREzqDCUnsUmZysB+IiUF2NJ916y0LQmihgUxP1q4LB+yC5i5X0A6jXysz2RzNJ+a7zGqKknMLjllqLnc8tKVCw4FOJFQd5OQ6+0fUW88VYTVyADBUFyjBy8i02QmBcD/+OPqgX1JZMWxnlk49CMbJ/rxCMhNIsisiMCvRVHN3a72g22mdFYjvvmuRiW/pZqv3yCVzUjmnifn4ki+ZQml+EO5hdVEaOzzmAbYrimjbT731ZoKyvvROyqtcmfT2URBVtSBW9MzufPgjB2y/RZE4RLpgF0E/3J9O2bSLQmQ4WVARHqqau0AcYKlSb3JBXN27R4IOIDGuLKIhIxCX5CA2XPT3eCzRlMvXcWe/ythYBJlk2KNQM6H5NptFDJfEBBA+sW8BG/9UqInaAC3zbNodKsNbOu8UgZC8wNo6nd9MDCGUUawNmJOBlqyNxmOCLyiqZotyHm4ezu5Ns2W6/0gmcZQJ6CBL4ooF6PvJj8b3GtHj+ogHXBwbsOdGuQAhE+/4DD3ryunba1fMCVuvFSnjyVFYIX7Dfpk5dAqWNUKksbA2tBcscDO3ToFNoJklXur57MpdMhMOL4j3rxLJst0iehFIHztJzAXBALARg0ioLtAShWkEAeME03YckBsQVyXEVrQjPqizi32yReiNvCzDtpYFgqkMQG292A4mh/i95zaqrGEbtTou8Nq2La4117f1eyxgMXdY3867EqnoF+f9mAu2KahN0TluxBJktkZZfzQhjmV3O2QzNnxR50SWugfzERx6g5FutZpYSrIcWGlWzTX8t8cHuDuutZlmmKNUs/4YFS7ajra1rDMc9/Dm9myF3EyBtsL+0F7HooozIiQz6QHO2r2cXJFntJ7H8tE4GC9Gws5wviZxzy07NoxYH9PNYKD6Xjqo75en9Ficv0ZPLm/JRXZnitxLmuKz8PCdY5KxfgipbOSK5GInJS91tpN7I4AK1Yq+6ruSenN0NW60OhnMnF4OXVJiGbDGDmYWaQhe2L7l7uUZ7AMiE9eznRRnY4IkmBHjtlCi17MExy4ykALF4sqQBaSknJ1TrVKp64uxuBlqXk0CstdWOMZwVZlwRcjxkHmX7MyKJXwXnl6pWtePeCy31hjZPqIaIUBp+JWZ9FpCKkX3VfQ2ro8SDgOZQzRXrZda5+zKiuEuunHAFe7Yz3mlWrXmPXYW9QUjJgoprziZOFOLi4BPv7hisR/mFiGhbRch7xxxUVkc/PhN9Eyj1tyOwFnJxEW5RvGeuAg/9Z6kqGBJxqUr5VanWe1sSyBuU6bqarzMHZOFj7GwL2Ad15wGy5f168Qaqe21YqOmb3yc1Kx79+GUZs5FjZ/GTFQTXs5wOIXabuPZlbEfQK5h5PGME8C1FtAuVtyL9ddZgHtB+HqbU66cs3lDSyrrGxQ3pj+MdZOyEvXmZlm45bNa2+vq3t6ieRzszUbTgW5VkKCUW5tK4kEKcUgR8MEKFLRis4xgtmvNSlX2ubdpgcM+VHa7lkklutoE8BAFOGQHe+jV6mF8byEa8jp0Nikt4y5e4HCorRslRrxJpyFgimX5NFOtVKtbgTApNvDydRPhywuPVjSZCi5JvdV2Eswuv9CUu7qhsjp5ZuV8tW4nmWnhoKuV8TpW/9u1pnr2tMYok8qW6puCkOtWVW3y6wRNhH7hCPpqVZmjfW3ojfS2r6Cy5nHyONkayrWezNWVqTYaqPWy4ngD5062tnkT0/mqChLH9qPDCgyyx9K/H5o3Zzw/wcU8Rk1CVwdD6r0eJIUTkYeZvqUoh9K7JpvUbgx7ckNXFnUxroE4ssQn1Kyb2Jx7zsD7kVlP8ZqiwIHLSOh7u0QihRxpfzF1KTxDC9VG3pYx2cWU7YXN4hPp8mqtW8eZccxenh1BBF6T8AewgqUZ6H2PNi6PnCms4HjajdFxs+oORRrTS0MXRpiOB2d1ceWYFc9jLfYq/BTuBrFaERJipsqhi614JpIvRwFRV53owHAsYlem9d7XRcZkYqvR3m7S1Jgy5xtkJL2pF8Cy+GAXhjg9WH9WYd9zdWmyOhhxOi8dyC5GLPoLtmO1cPqsZxC4gzT7tDmIQplOCfJwUJQoY6ZPRD/KZKUgMverlap81ZMxNOc2at1qqWWdf09fLRcz6zPntuVzMC39uGYmAEvg2XJLPtNIKscaQGQl/j5Xfq223ijqalAgKcE2kiu4eBdto5livb0hbwLJ2+BiaUl5GJRaE+sjGXd9w2FHRkJur7LGRp910IurUc4PWMNQvwAtxB9LKpU28f54emJimeB20i9hW4nmQs2YDzCHRXybswEi25yMLncjUSM89X7no5nURtCZWORZJvGlICaRKx0897kEO+ZTnLmObIFCN3Icu9uc1PJcZjjfjAj5EciOVgayo+H9EUJojnuM/YK1/bjhcJztN4f7PbkFQj86tqrZ9QpHtI/1iNoLzYcyHIilcJoomWPfxKEzlmo2gTUNcnv2C6NWfvYjowGlz9msyiclAWaOJmd7nekfzNkRLCzMfAQh398L29K56UE4vmLrMZ094/c0LWxfYsOCGNw8NAUPH2cwrBKGJHAlZHMHOmXktYtNTfmRbDJ6KV3u79dwCIduy5EdhW17cMq+g+lBc7lo68Mw495XrI/OuC/oJ65CvRZUWYEqAV00SVJvrpX1NoPxP551O3u9YmfvEj99ttcLhyZvfE1Y4DNmPZFCTW7VmIXJpLIWwZ72HcMY8rSgZ02sicjJ04KeHXdDGKcTb/GW9fI9/jgxYyqqd2Tw+lPASKbvzHi/6PYZv6+bq6LokijaZzzzf+zuDR+b4xeXtBwMR+Eau9dAYMYzv+yNwgBvmr22g/wjIC3WKqI3eiQspjgq+4Yl26WL5iu++VVPs5WlHvx+tFkk/U/Usq1xiDO5sBVDfyZzaG/4Xn96H9Hi4ADrywQnACBjpJsb84KM+VecHl5qTKcTwlr10fhKRfZRwD/FGXkw3V24zVIgvMDkW+lAczqxZsCJ+Tc9JH7ElhUqb04XJfvf52fMb3ijyd5wPmK9cgJDnrvmNRE4JTcteF1UEItMwb8WgV38LC54Y1ygh11Jwa9HBRJCS8BvisApfuKQBOW/44UKHAAUFIlQfNiOmMIsYlTyp6kSYVhgH0nBLFMC/bMUVDgS2EctrBi9SxOabxS892eTCKIGT/BxPO8PvCPZLsWosP4+xkwsjL3gxoD9O/oSZdvWG+IYkN21npqE5ls578t4APhIvXG7x3gmjox5Xt78UdYNqu7tk1F9jW+eS0sKXZ6If4dUXCF92+PvpgsSJf77Fhx7ESmleq1PDDhU/OWp8TLvILrSAfV0I6+Xi799Fq2jiz8X3RpBhGJRPu58mLo1C2fVCvxU9Fq9Ksu/lKikZc0WfwIRl++gp/8qIjaMQwfHzSclwEZYorxc6VsJFRmFynA3NK/IeS/2l8DINzQvy3k/ZW9fWWDA6VFonp/3/r27qKyy+ZhnfiTJWpMkI4qT6EQscLk88vcmQyTKcoEiMHSdYUgYrTqR4ZLF5sXR7ZTBcGIrard/ZplhbCKhOfFp9aD7JZz0TGdhcT4sHew4Qr8Z31kJ5OKLeZ3vfSO+LqwgPO/X+943dYmIvNRplLFdmEUV6uJFmpz5A38/8YTenyEyidqNpxLt/zPiO5Jk/85IC+S/pC/E3xClLeUaSm6voMliA/qqufEQyCLeHUOju2qr5qbDMIt6dsF816DlBqNuX84yjzcPPQJsK3Tjki0motyYN080D7sKaJE3BV5m5TQ3modHaVu0JdnUFf2bzSOWIRbtHD51dE/vknlskrPFPygSarKmmsvmcVHaFv1tJSca9G7PPD7K2LIfcmrWdVDzHs/8R337aMtqbZkI3HRSlzMrNkJyuPIPlkoZrsuLgx6hwgTjeUzcGAUXRBYv+sGkTGP9aBrLLuAirzTK89MoGDl56w/wj6XBAe4ts/be4XxK0QvSRc0D+70Z+62b55ofP6LQ6YD5u+aFR5SuRaeJf9/8RLq43JuFdNO8KA2MF+/ne+YnPZZfbF9E/pL5xxY1Ni4fAqNHj+wLJQ/mZFzcL/JtwqJIVCl55s8jcB0Jkf8LP3rBSl8vESm9Ibvfu1xHH+TA6N/icT/QBVGmu+/9oygCxzQW5xX3/jP4EimQelgfzJh/7y8gsImzUtezq4j3gvnnnpSwdI9HfdyPQ6UvySymcsgh13O77gMkWEjP+1MvKtjdXS75iBe/AWTelDf/1hPrJNTemueoWQUnXRBQaN7leS9Q1kqjwShp9h8qrDtHfIpovs+8UkHypT4Vg/kB87Es7utGb9Dp1rsUIb3X+8PDL8/8RCa0VzSdz72BhjFiL0pdH8i7pJ1F3zWe9vHtgRdsyoK/WzINvDbz8x4xganoAsGkVbPikhbte6ATX3ZbjTO28HtDrB7R2+PytKDv50zVXjEwc3MiztjCH1g+NDmZylqE4j47Vzg9I08LqkQnTy1d7mjtjRkprYUteyQL+rVLAFtvTWBqzN+XMb+XOgBv2e7R0+uuAtqq6xg3IiLxgcP16bxF2QjVNbOHUKDcms5blKYFqb3lqOm2VNYiPMdCmK4cPt0eZ2xhJ84HyJYp+l85JRGIO416SJKzFYJdnLXEh3t0krXl99oKFiQYj0kDLM7fGqoLGZq3+94TXNqWbCeiiuJtdxwCWcRdaXd9ON0fysXRL/venWmAxblgW46AgnXXMsji7U1d8GmMfxdejAoF/+3ZBTMkWYYEx/ZEuvZLmeXS4OJoVmP2eubVWrLJKizzOTqiu2R+WeFJje7eqH8RoxVS9iuHyux0vdW8NhOrN1NCr6GE5p2+98cJ/M6B+aBv3pW1vdM17Fu++d2sHOvJlZwP++bd2RjbafhHfPPPs/ImHLaVSTyd1Ye7LGaJCqJvP+ulETqidYcwXp5glKYLIp1HUPm5wzhHEfr5BCkpGYkjM8MYYAoR6y8cxtHTL0oTlFdojJTtFBIMWZoRCeOldukfepz/EYcrhnigi44IWY5Rf01CPsWdQ9cnnu/vTMX/pNvx1alfcTDbiRj8WgeWnsfAf+SA2tUY+joHRd3ZIGIMxKy8wQFpyk5spPFrDmabisFvdGBpKgb+ugNqUzH0TQ4aqE5YMMtaWlb/xN+bRv5cLKqFeah58FFwO1naoXzZFUUcmjXDcuwytvA+zUu/WKzh4WI6b1HGCmr3BrLsg7KfzlsUGgRUZiSw2GrIzN3msgLvPrDf3q2bK5q3pRs43prdiNl2BGngz20Ra6S6oknBx2wBsVk89475C5u1/iT5v7T5Np4JThvWUWp1zH9YAmv7NaLJISx93halGbdFG+Y/uiL55q+ruj6fyqcYv2BLHFs6hED/aglqlQDwFy1YySj9YDjeRThfsvDI+aKK6ZqfZicOkJgb+ja8V4b+MoP+MxYsDoHZMn9oc45nN1K09H6f0BmdHsoM+SNOYC9HmQ8s1VAu0BHdsNxj/qUvEZwha/cl6CiftDvq4+HkvFewtFDzsKv0nuwFNkgd+dTIZ7Pmn2Ukh6U/2MfNAfB2BVC8DsOr5rc0a8st5B0KAaHIUTpLxq75bYVYnBj4TgWCRiel2d/RvEVyoHelQCH9pQvm81nzSQVTMwX71wrTDtIT1SwVhWmaTyVFG7E+RoX/RguLyaec2+af2P4P5TsyyTb2zVk2gxOsxHpvH6tkX/39hL8QI66DLJEw3dn+lFg8e5ExwMBpiEwLXpIUlGjrQrKGsqz+tL1RqqTU2f2ob34xBetSy/yQeVUKVEmufP2Sx6EQolCsHzavTmERAcZbvjQM9C4HTP8WO29OftS5Vvx7zTtSIPmW83Hz2wmvnLegMObjvnmnh9mJLjN2KTI/aH431RTx3SGqBD/vTmM2emT4p3L8PY9MVJLqwXskvrpgMyV5fLpLrNQ9uWP33lQDgb6KFzBdFzagJeb6zxJWawlp9hV577PeVD/XaJEj6JsycQUdIOSmR0Hm9XnzPz1760PX7JdkvA+7vJw14cTbqyEvzXj/OpKYROugYX4+Y76awKoEy4D8twRSp//Wg3hNxnwtgWtt3D18wf+eQKlvYV9PYGUUlyFUVtmgZLz/nZSVhs8dDa/G+LecmjqMLr5MfOPh1Rnzf5LKXQSBV2P+O8EiB9py1iBnfiHbiwN2oXlrxvuv/j66xiZJtkO4jBnveZkEpcyYcOwpB6JvyZg/yhB8O/S7RyfMf/UUuolaOuu+av4HQa8A5p1jWmGjSwSA0X15dmDTR7xv/knPfBu1eYDiqA8vy5iP+RMmoXstDpgUE2czX/Hucy+ef8oz/ynjSN3tYJ/2zJfERELUBtn+M+IcyDdCxWhOLhywOzNfzZkfQ24O3N1DLOZrOfObetzI3JOjJaX2jrx5ha8dd9tBROSZV0Xb3DJjJwKNXZNf8i+x35u2mQU7WAvMsnmzmPr9mZJ7e978RlSXZnBnrdVYMV/1Z8QmxbEMpDVCgSOOWkAzn1sxv5i5X88+5SV/AnkM2tB8MGt+1k/AZfs7FgXzcgesWLEEBzsLTnxd8Qey5udcebnXJ9iBYWcCU/LuDFt6W1KbzA4W8fWxz+fML7sC8RMXoxkyfY2DbEwvsd7pBHl/1vwqUbhzCg+w5RdlCBDJP0Z+YgCQkWMjbMm7paBpdVC+4Mg1hoveQOT0hZx5oYNVL4mAzedy3k84SBvXlNXiSmM4ObCuwVdy3k+6QmVe1LbJ6KrqfjlnfjZzX3hZqoUitr/KqHawFEVLfWg+zRLpKxjTzsK1VPJbtoQKVvND87WseYcFWvRz4v4o+LctuDHERx6Uh+NxaD6ZNa/KMj1QYwYemy4hATRnd6S3mIWl/+YfLm9jYAiJsKTaaBpIX/MJX7tXYl/hm5cT6NQjv8EQb8iZRoT5eRtzCGZD1r15k6NQDkfNj4MtO6sZKiHFIL4Ki4oKYuWlpy27H1cJ/V52IVOC9e+bnvlffigVugJRVl67av53CkYknQlhXmib7Q73RZHlHMTNv5+0BcTBdhjs162a300DguGMIKpo4HEiRYORxFP32z3OEzhsY/n9T5zZi6fTmRLd3TVfdNlofKj1Jd/VqmuJ3BruiiRenGPv6YocQXXeXpIz/yWC2yrt3kGI2XppjlM3ThAxEJWRTGNRzW/ZkSFcWJ0c7K9hd5kv5hs587+8qECEEhV8M2d+1O/hmHSGEywaBE4lOeuYl8QwWDeiGjsqp68CWuTyUE+10Ba1My17g/2aq6EWvbo/gqfo2ustPFzOFjcWTIwuanaR1ROEB6XzFqXFjETx0lsWtjKPuhpq0c9bTgJClJAIzed970nLIIuHRhDNVkmE4gJ/j3nyMsSi7Yx1QNZx5ULG2ntKKm8x+rsMGzoXXqyMQhUU8givAlpkLJ/Snq4hD8+w/MVZi3BpB5O29GNFjzWPPAyzqPcQPR0wsfVXeuiYeap54iGQRfzhPqMoVxSOacICvy/EY6ixTs8DpCgHETcvQyxaveeu2b4oY/6Qk15Z1TX/Yc88Ncla5IEFxHxuuaWzYH5dgyAE6/YCGlmYj3Bsm7HDUmKwrZ5FokIw98txC1P/S773Yo+xVbUWraLspV6oPmjy4f4d8yu4IRI4CPaZlXv0nP681uG5KM195g2ebbELK8Uw2FqXBAT/qUNEldCkPvscmGRBG5i3QTaGMVAQ+Wfertxm0n3AfDiJ5uVx83ZHJV6nXpghnEsZBjR11FVX/YkkkzPv9yagcy5AVq3EZ3zzR3oeNT70/tEnfPOBqED8SLHMEQKM/XFUlgi0JoKDeUH4pG8+eDVGEfOLtWPNNZ/2zZ8oAqqthnLX/Avtfg8jPOesXkTn7hKIg1WcsOkQmYv/8Sm7Uy1DkyYRlQxBx/ybhICc9guFByDwae/i8ArHBRcuIMw35s1nvEtTtgtVWWvbe3NOlBDxv/eEU/EORJNKw93pHL+E0wjp4K73n9whbB2XKeTA0PvP3oIRltMFkbx5Qd78FwYERvdaHNGi5DCKozfFinLYQhpGftwfg8/O0e2YX0QMnSVNCbwtb17qc3Sy1xhirhX0uoJ5GccS2HEOh8Xt4a8qD4vWL/jhiLWHwEZ0qNnuTYasvwQS/V6fnmicfaPbqMv8ed2KeYsvRwEdZrt5/Yr5p5orLhbz0Q4xLKKDK+Y/pCrW5ZogYnkra0QUX7w0rEm0nya+GH8FQxn9RMG8zR7XAiljNA/2kYHsqmbmw+zP4zIJ+5SuBPg+lHwsa94dlwiMQvyHgvfONJRl+aue+Z0Y1BkSdUPrVW3fwAY8LhFW9Fg/NJ8qmN+N4V30YdLEZNKdT/sLFojlCz5/mTHvyEbIQX86g8BnCt6/k2/IUAudu7pLv6duNmOy6F02H8+yEsx6Yfwx2Nd55gWZGaJSJt+bMT+Njy5qqW/QrGN+mADvcbBgiFU6bT4bi1Tdq7Zsgjgry3i/nxkc+VbN130ohzjpMHio6Bu++QOhfsTLL9/0OXRwtZSbLjNUQ7yhmXtfyOwoTNj+ms9Z84y50CX4JFGc12RDpeVsHuHC7A7zErJbjvOA4RrIcP3P6BycfUJUSMmXPfPRzKE6gF+0ClsjIq9j93p89TIr/UBK0bUfzcyxuxH6WYzHcfP8jLsGMpQvFGhBjTX0tVnz4xxUTQbT3d2AmXIQynC9Z8X8lc9gQDEyaQL+Rtb8sQM3mLcDtEfA384SF98f4S8JoqVi3rBi/gQOUxeEYOxDPjMVN4stzXsy5p+zwyJMgm+6izNo3rxi/oVv7QGzVk0HPf2SR4yiL+a9Yw8xk3XmrSuY0bmFWtftuPnX/mDa50SVg9M07besmH8D7UtXXTHljC/jfdZ6q0XIcpQpPmt9tGPF9jnlWFVc2X7vivnPbND2cbvjn954oYdmRTD3Wxsv8sz/wF5YXx2ZTji4HmN4GF1aRhQ/h7/NxHTnp6gBsB+L9qolepX6+NvHPfM1inZ7B+PFUh3ks0vcAp8UhSPamdSD2odw3xWaVJE9j9b5k8w+tEZV+rbO9FfYR9DkqHoj+brPf4d8KS6oTdaQr9jMF2fnMV1Y4X87Xb6RYW++41ZdHL4VQiahTvIyrSPS16SyDNJ46RNGW6w/MrYv9L1XZPvp0iCuhIlnO4qxndJedyogxmtOT+nHtwi4Z7DzrG24BRStMf4hIX3zF2qAJFtOf+/r+T7mjJ0SjsUV7WIZuGDRx69SBVJynaWFxUBp1lmnZ1Y1vn50YdSDgvkfqY46Bm3NbxxZwC7M+7HsATuNRu+ig0vE5YsZ7yXZ/Rh0pRy1CvPHzQuzye65bQMTa/Km0cXh2dGizLjpVPHMi7Ij1FCh5H4t26dthx8P3cd983NaUL1MQELE9oWM99NZ66bZ7w6VKRXh0Pa3CZ8iAsGW8iaGH37eoqCYx8oQNyy+gfWrkfkrp3Gg9Tzf/AaDIDHFpSJY/Y9KkCCt/syLytm8GC8x09/rERDQF7gwN6veHypEqqKYMgQW9y2r5j9keqMyZd095DEw7141X1GiAosoMAAw+DmFR42Zz2CkliB1ee2LYEPG/Gk2Da+hUMx02hvo7ePP0Jky5SU3D+jHn2d6bGYYG9wydNgz/yKz1wtLwyGm1VqHznCCDMU4fFwb1dGzYkeMEtn2zL88uiTR5X+H8tOfGgLEPzTvWzX/Squ0NGSqy9TLWGuVexnINssVHf+EIkXsVsTqfD5jPq1Qp3ewTriVzv0EqlQG3rbq0x73rjCkLaKESEFMw88o9ao4amo0P0bsiDoKKFNSFymC9zrFC3QuKOJLPfOW7D7xZuXzuHmlfJl2h6C9yXi/mO3vh5zE0Avk+a2M+dUMgEN+xouz5vUC7uAVijnR0JMUvCxrPpyx3wwZztOLyy9hxiy0vK/xaZZg9Yto3Lw6LrRVlspfnTX/OC5fKnlV1vxytqfWdagfDiqzwl5A3MPxoKlRDfmU6i+glYKii0vdOY+vzOj3+SrzHuum0PrEivmHKRjTt2p/vEhLP7ViXscYQYBFDRYs9N1w5qBRuEXh7101f5rZSd0270S32j+M0c6mS4RrmT/ujs5HM+Zns3sHO6IxRecBI3Lz+qx5Q2a/J19nx9GWPa429Ias+UDqIrlQeGcBNWAaqo60UdzZwryrYL4cOTfSICOCBv83XKgLrnEk8vrs/lTair0u8/GC+ansmMW7oQUBO4dh+rSZqZXFZx2CkuzITppvZi4Or2ggYEtcXvP5gvlfyyBRtE8UzIeyrALJF8NVFz+wav4nS47E4zfwlsQ2fnAVLSRoDvPa6RczUo5XmVSlw8gfz0aNtRgYJW0+RKgsc5hXbfDDq+bbcvWAoDQDKY6++eiq+TOmUXlMiJWj72yfBCLbNf8nJhEfvZw2z4tl0LLe50nzozGokuztfyWLgmgwWieL+ciqeX6CF4eZQ/PqnHljXJC+2fn6nPl1zhOwO4KIVaA1Yp0F85O4v5DEz1ybzosRgvlmwftAtBDEUFuN7ny0YP44uyDEEppvF8w7s3gbHMtW7f0V8/wV8zv2joVyFU270Lx0xbxUFs/68EKvf+XQYdJrs6EaGawF/rhEFoitcoRofkMXVvJ4zxgLwf50xvxFVrSppKF/GYuv58w/TUAOW7yQtyq0zOBoSXx8cNz8ppYotCuSLsrJpIiLsrclZdYhjG6t/jMtqIn93ujpRbDfV4h1xXLmvZqzMWayf6BZpaNtLMef33eotHwoEP2HWq422b4C8hFRhP5wbzrGC0Vov5XOl8fy/n99xChc6cuQUuGDaYRkBSwKb3+SHVgVu3u0qBD39Mxvu5HsMrRFgoW7PeYrE+7lHrtD/ckOBCvnVAyreT3bHgusy1qRlLDSe96fp4qUk7/Mro8gNiNWuIttsTEgk9lcr3UN//HYsL+u1+pu6KtXfoJvfPxkV+UTGeNdsCVQ9TUpPxuXCY5QH98nqMchIifXxjuYhWwee/uS8RuHdQpWmmeb9idiTbXRtu9qtlvtTfmAkrwE5IsSRd6E8Quh1sPPyY9iwQ6QbMEUZjhJDPGbPS96q/k+4481jqVBk/tMpq9W1uVy7HuI3bSJk407MtcgkpXmWgcLzkLqIkVj35bD8TCeFEWcaGGIiGJ+vMP8SNOC89mMfctoyYfwc+LSIEFv1GdYkak0I5MK0+7Bp54riueV7c1SNyxzQsl5oQh6aFNNR6uvheLgOIi/ueQ1X6E7+0lOVYRuTS+OhiUONWVVJNLoX7ujmQ18QiQAis1XRmF/3MPOzWmDvRwOMy0cLsPBisoyrBSj/pVoCc9KSGimYU1yOezcZHo/tpbYhgXl7YLpcoX5UD0zm1tBz8UjnUdfO1iNAZVh2pU+Bo3xFTacoUM8HgOWEU/M5tH7FxHqyRRoGfkUdvMiATxi1Rb1dAxYRjwT6gS0Pb6GlV8ihVH+2rSsg2h34R8f2pMLjAFDiIMqHr7oAu648S8XYxP5tYzJ2Es/mv26vONqW7gngYKUc9DzCRTcvIOWl5r4aoaZo+Nkrd3KQjr4pYxZtdA6/gRL6THsJe4ECMfTnVimZfxSsdlUQ2IarYq+7ex1j2o1jdnVH4x2epjqiMm414JN/JEHL3pBGLMg2KkOmox7qzhBjt8v9jtH7sj9Gxbu5T5vMEwPoh/SV1DUu/gmQo/yI3b52C6xH/KFGAftXU5BcxF0NKmr7dGVhYJ8VNC7vFxQGLM80urKLvYBa+CWuNVw2h/1lt42PHZhOr3AmhkpNAFNxmOHobkYEB/v64sXl2kDTTphV5UyXZCJHOh5Biq+DK5OBgBPJcDSdHAlwj29DLa4ZxyXtL1rrknxqIBre4NB6QoBzLCO3sie5zoGiPh3Zzg4IOjcUDcQ8PV9HUCrRXi75obUGDlB0a6MXXXNvWoflIv1Kk+v3AjiDY8v2x/WcMlC2tq0Xf11o7JE9Qjp4TAypFjFkKiA/HIK53rY0ixk1lKIWGUfv4gNkmjo87IRGZyrrOcfQh4R4YtQWdiK3fLGtv0tUPk4oGSaupZRLWLVVje+7MN0y2N5nc7YdRpCfvsEiUchx1HiclOSuaqu9Y/ptPGqz9ks1uW9UZPCCugjnThEf44VL10h0MGskU5Q0nIw4xcD5kulpl+YMJVqKieslxmQ1C4y+fztS7Le1eVVClli6EoM1dZwQI23xJQwUj6MhRhrgbyTTeNGv7lRKXblrW5p6aqNa8LLyy0vSxhVyoSVUDLlMfrITtt4C8orw7AvUx0xvsKKZKmmRTarG9WiCEJ+c8649B0kPZe+k7Tv0neRzri0/P5c1qXlJ+hy7WJHvnrSlk+O5Ov22xCFUr1VPvuczVa3Sm4lxUKKOV/fnFCekNkXWRt2sTKysGucWlydyx6Wze6zy4c26X58Rkb4KuO5bwijQg7qkFC5IYEmMRtRyTL+Efv7FOnSlWhvRkg/qRQBWxEenZk5mMHnncZwmvJrh+PvoWvmksuzTyIk4nlXIVbtKKcQzZeR08bV+3Hf37NAUJgTLiPCJItfKn4HNjLeqNvfhQKzj8wZBpI+ZtaugIQQALLmvDlrsi5tP6TJRtDklqiVl4qNt/VURtwsoTSxc9aOZEXrKTblVrOMA9zkHzmvXd/s6GLqt+vFclV+GF5XuMxVdGB8IaTe5JRdYNqht6Dq/alexJrwL4a/NYubNmZ3rJENBb2dXqU2MDH8XYf71k03IKNg7Za3hFROGi2GV6HjrjOwSxXayk1XemHy7heQjf1+gNc9Jzl/TT8gkGlYG5uNNi/L3Fk6S2366BxnEbvEH4TP/nRCmAn1CM07sPBH1BYuMDZVq2f6WvvbkKyyDueHNIfN/D7BVOrAVDSU2LAqD69ba8jTb242Ssrt8uC1E4EvsZxZZnk3aeKdNG+zRFWYdOK4ZMrERJZCXkxW/K8RHsOWMC0zDiWEaHLVzs/3CMDOyLIuewRaRz0JrZDx9znPHZDIsOe5v4wqs8uTRT0biovQxd9vELEzueFkEGfyDaFQ1NXYmGNorAySaRc37af/uq11+eqGwLcjoN+wX+diO+hSWYcm2e0YmgvO1trbyScF85ovFctnHaCgAP142EpQ7WorUrzdscOwamMfsCb84mXo4ZYwmhVUMP4aRiOiYuLJZ3DiLrj7eGqqkebuKP2WjhciNHfPUwHpH5TE+q7F2PilIlpgQaqKheZGYctWs/m8bbeCPeRYbPmuIqvekCgUvpB8ZgEt18sOJP2GnG3JQA85CEkvoR+SSbhUWKUkUnn07pIoDwl/y5laUS7QUjQ+Ao1DpVWKIJKZoM5rusbDz6UUjkQV48N1i/FRDNLWEoTAQOIXHP5olxevr/LxKPftLD8BynenmjIRM4H7/Ff0Da6s/YJWUitnAe6LW9HXcPPLULvJKCwDo13JyjI43n+sbtWCWkl9V/tpMYxCkczx6FtkJ+Ivg510P4SI4tGUMrF9uM+nlnG09auQTidIlo+jaZ25Cu1octeU9Jvf2mAswmsd0NWM4dc5uLYYQ693UNtADL5hq9ipFZtMq458/6dbq0p7N1pR6rfGqJOM0k2NWvLxt5vlC29R5hYpiQV5qxTFuQfpN9DiT7U9WLPRJ9Fu05yy0a21mtL87cm31B6ipe6zbg+tH/5w28Px6VJfdntka6va6dQqaN12cL5RatW3mYbGPGrjPJ0DV/y/R+PxbQdV2qtDtoJE2DCkFeMxQb0lY0DfaVsJPFa/kyYfTrMfaXuc5t130yzo8fdst1tBTfpA7glYrST3RP3euE0/qdGS1Ha3U9QvlUtavs325CPgIoGnOHiKxFMdSLdkWvlpSxCpdkcEwVbKgnen/SrmdmttTayoVLprGSS1nt4udhFGp9ZgfOzHEJ+RgNidAHhmBYPQqm9hnN1vbQB8lv050kiEz25UK7XidnmzI99O3nbL73dp31hAGtt3VrYZEfmYlPty+3cvlWnGCUE+0v49CohKI1FoL7736CLpzfcdXSQEv7/dqp9fJ6M6DuAHip2ycm87Ln3RiUlRMS5CAOmCUlxQk3BKMl/LZ6vn9auk6LX9/FzFDYdy5Dp2j/BYdQV25BS0Fllg2YPHt6wSW/+XKVufRqlSLgb/kisDivJ+Fbciggg2IKLLEQScqlzScSsWyHgxRFr1QhQ0U81+gmaXyqoU0F78CoB5zYo05dYqDe834gvl4KdofQpaVyNUKYVgdj69n53CrmH1lPNQ2AUSzHpyFRL3f+ySWaXQEd9IDhHabo8DoVRLn4laOgqvChIN4pnSSPLZUbiXX9xpuzyIKYKfg+Ch0ipFD0xGrgF35chMYlRgp2h9wdE6jFKlPCG4iErMl/E67ZF57EnVR5xjJBS/BMUjMGoL/egdfiN+S5NBrCnlXoRjXp2H2TQXYO/rW4C4x+YrWVxTfQ3Q5ZZwgUU/TECthbjHX6WC1YTVq3C7gmAya3X9JKX9ti9Pb2NTLLrVm3iwqCICSfXw6/TwSJwqCInQQoDSeFEvhrWndkxAS5H6JqSuKq9SmJCZuQIZTIsqorRd8N3X6owGFHg6YulbaEljz8tFjaXKqxQmjQnQPD8XtRTh4dVOevsyqexXOL+F/FMjWaFqZoFDzWkXR9ovYGJcmi7s1YUX5kxu/yAc9TX3opzJW9LdGN33FpKuRz+453jciiiwVSRZFjc2KW3EJHF3p5ML8ABzy9sSv5J+WSF+v0GkpttJ0+1U5ek5vDau98QGQ4wXfVt9Sf4O0RJ0bz8IOYiY8+q3YJ9cnLs9n8oXiNiRT5CRdWVhfzDchVfAz53u74yGaz37KZGmFS+2JVW9GVd8OSKV27PRhcFc+Wg8k0tczeUY2gP4JX6tyea5hm9UYx1Wj8gWZK52QTgcSzVaZI/hYu9+NuqVm3KvRIOw71uawcfPjPX02W1XJG5QEa16D9udJZoVkdcpK/eJlYiv5+xu+yqEM+xx0q+xZGc6bK56TeraGMgb0bW0zAr2dGcu8SNoheZNObOS5nIVSjTKZomtrpxkvi1njhGl0oicbex4OJ5qUw7jUzkC7XKhsjif96444Cdz5qT7OMk5+ST9m3PeqaVu2hb9k/LChE2zQi6Qis282+OIFe2zOabW7njac2UcOyxfrcjZlxls6X0mL3tam3lPzhT6o3lfPj4j+ffR3bl7cfHOioV9IGdWLU5brvhZ4IfoNmo+kJNtC/lYzhzXbqawPrLUdQt7W8GclOknTCiDfm5AHEVa3AzNadV+uawZ4dBvH6HTTgSpuCEkKGXDE3ZX/RH6nYpS5FLoqh/EcLBlmApIqa17DbbuaKQqGIcM3qtyGH2HnKj1Wba+vt/TPErrymtarU8shO0547AEj6mURoSW3CBxHq7H0UjgJA3a439RyBi7qG1Im8JgqhdvSPViGakKhrB3ESZfm4vm3evoyJKmdWUiyOatJeFDtQg8PLYN9lPItSa+ZrNc3ZYfOQGQ0V2QuqPZOFKVqzWK61USebEJPAvW1Sa1opS2i52OBk9Wt/CmlfIxtjpS5Xi51imrOToRe7/6s0knbcF2u1XT5k6xX6/UsDWkT1uqUdGZpS61D81i7D/Cklvgmj3ueSP3GoP8MqCDfibHCU6aypbMz9GYgAoBf+w4QgeAnC9IKRrTkOMdar6FIViqGVg0LafxGaAmVgPjgDNzpbVr3vrAbSk3+McpjqXe0vz201Yh0z5kkvyTk4P9HULs0HWgT+esPhKbM2/PGXtnO8J/JwZzrMfPGLjsSF7ydCXvYGEOMY79CPAJ7OVM5rfLvxv7QU+HLvtezIcWd3ryzRQHfX/OrCZGxQE/iAFJWRUH/XAubUQc8KNYEQkuuheUijtE0uj3yUP95q/2z2Qr1bXiZl3UwugnhUXZvFqzvSkgwnN1NJBUppbqqp89YP6LBDw8Snly0HdZnhk5ymQIskFaaH7WoYnLKU9UbDiTRCYilNVOyG6GtsrF5lYxYFNW2d6s0bixABKe5n1FjojLJ/iG5l054ymx241fR8rAe9hvb4c/Cnhg9LKKlpI+CkZkj1pzHRPRHm2qo9mIQi6mMHPL5qajNFc8l8vQ6Y4CoJOl53Em14lHGNlcBuJJ+NJ/Ln/kLp79+bF7yWUTzKh1L27d8q0MMgeOYp6DcDoG0RRqROf/vRflWPmQ3UyftN4XqAwpk5ZUW+BRm1fLfn0OOTinX5yNz9gKYx8iYACEShF/tJmiHuhckze6KJEtssxwCjw7PcXT6VOCD2gxy44HDoilCpF7WioLOV1wo2LZIyWuM/2NM36w7KvIF6n1PZ6yvDXSmtQmIacETDaPNUkW1hIOmi7PwISs4rE4QysD4VQ2i9c6vf+QJXbvPeaahw0UR/Ru+mKerpqB0dTKwk9stpdJ08uFLGSfpboseMjqgZG7gslgtpJfQDAschwjrHdam7LIeTZ4XpWX9ljdGi1i+9sVdwutLL9QxtOTtXKbGBJ/NOjkF7uEJDcI1+mPvBRxsoNt+91qKSa+vEnAUlraTMPd19fVHEVXwMA+R3SaUrYgm3rUR9J+gNytm76t1og3YEu/z2LTW0O9FqYg9xa/W4ky+g7N6LniaTAkWbIyL102d05xZYRQgPhzAFZwhfjnD0xQlTi6Xc8Tl6FCmNYJK6NAIplidLXUHduQytERkaM7qUg3ZvVbXsAVxWZwpzZBxxasfZxCkHQCULl1cY1lj2M59An4rhMtlL2JRA9VzCaOoZJ2A5xuUzpo/NWZAzk5pdsbgaENfJEl003FrOWMoEbOc4vlcNBSGKXsLrr2a4oItbCHFgJc0alRPgj15gyzlbJVCVqVOD9ObsKaa7oEhAl/1trCsSm3RR28zmZJ/Ci/rCHNzN1FlpEIJytvYPLM3R3o+OTxmNobzxFQoX2+u6HAlXXZjK4GCj4WnKvpIcbxsy35Lj6pE53NQCAnS8VAguanOMzCy7JyO90ods66sT0T86wvftHGWm397mKDDWVHxtVUOsXyZl33lpXNVpe5hiJI1o+zBMmrADIRgDiwRuqzEYDAaFXZyUWQuouj54NZdElXxsTckFr3RSu176Sj+xjbclEjupCxfQeZTJS5k0x0JWP7LjK5KCOXNfJRRm5rFMrEU7ajYMqKJrajexqrG63ox1+2O5uq5Mf0RAOTUK8FbJK7VTntOb7ZPAp8opL8LuDJrpgPEqc0QWBYDrRP20y5qveIznRblVZCgUPQ8kaVsK5o+zWHypKSayNf/broJ9+vr8k6ywFwdZJ8h4F4QF0KvaiwgnWICgnI8NCAQtHkjBdgOuw7XG03fdTQ6iUiZu/MAVF+uw0RJ9wvsXfb5WyzKu/4MwBJzIXws/j5251qt3MeyQOU31DlNB9o/TynNDU7pznGCzDbcV6cYQkFtHusGcX4IzysL6PQFTHZ8MK1RK/hnjb+UBjQLphvM7MPZrLq6ZTNbkkI2vroom6uLyyCupmznaFXvtgfiWGKkGhtTBKji2R2DsZEF1RDX5jHhBA6Yl8oTEVX1zNjXLmmrojksqWkgsk6LaFnJlYZ0l58ZklkSQeZZMbywGZWeTg2JqlkXpI3Xih7ZHjG7T6CBeJjB/P+MH4/tCc7EfPSvFkdLINeljeZZZBoB2vky/MmO5jeP7mAn8PhdNRYDiMZIovhpH8lgRKBCPGEGI+WbnsBFeTj/vNQ+W/t1ilH+iuVJBokBbZj+CJpBoQnT0q1ryan1gpxGCeuSDxeLMAI4uvkjeZuRma57hWywVHSMBn5+TCKTb0rWF6nK3PQP4zm22JjiwkcpoudtIxfa7TxIuwd++o9cTr5yVfBJBwtNVnZR6ptjBaVX4Ea2YKQiLjHQp4EsLIhA0ucWa6N7IPs1n8EnIspV5WKXxglLXQBmx80bItjkLxPKPELJYvaxgUVF63BdZVXgLpzvbsrXzogojvqW/Lxhw5y6vurrytRCmKi1Mvvy/2PjZGGdMgXYt50uuGCdDVyzGyj419mwk5Yaay1GY96oXk3zmE5uprTGxeVMdnn91wKueBXOwRxHf24iaKiGP/xCWdNqDNbkXAC64JqfogYdgxJd9wG2BTnh+WGdYQjHbJ9THU80LdMD71Xk4e9idUMJXOvKbCvlW9a6CvWqH072iPcZ1av/rLGsYQ+zi0GSy7F4kCLfTtu2YvPO1a9E8ygec8iuDl3nzkJyJHoQGFhi+NmPXPLIYRapAXywomLXshdn1sTvBZ94CRlGFbjC+uPT3pqP6W3wmIw2ZyPa5Pm8P5ubweca8ejyUUMdG9fBuvh/f3QacCb8+YRC01GqqEDdWoZtqVm+I0Fc3oZbl6ZN9ctg9SG0Mb1qoNFZcu8N2vOJH3Qvm7RiWlKFtcovnzmqTuVUWaIb4hBpSvFfT18WDU3KrDNOO6wvHVksFfNIxGB1UVOKAveTXE20d1X5b2blzkNELgedj5oGd6ItPXBy3Dwz+rO57ZLCaSrKNX49HQgBB/dUzUkr9r02ry5PYFoBfB2zUNiYHtPZvNr8uahMSgQQ2NelzcP00+DDOsMIGJ6VIwgQhpjP2wHzfuy5jFXlUXr6OPiEpFmLODHFiOwZQCzaS27RnK8uFR7kfyy2xp2nIf9PanttU7LXmwB5KdAescEGKcYMayrV3eyKYi9twIwF7dmey5bEr1tBZ/WbOzK6TLeTmxpQMTjIFwo8QL28xO3o2B2pM4LklgAmzJnTSv62hGNckQf/TwWDoC+B5VsamSZ8e4pte7Zth3328FdPDK49HK9vK33IrPohKMKzxeHRAVo3xAoWFioa+sNrCobMD1nXC7iwRzoqx76yxEMkL80I9nzDIkNxLNXrqHX2Bu1WXUcFr2lnZrUlXvdUkrmuPF3xYrbu64KyDQwIvTerrlwn/Liy632+e3KpqyObv8b4OfhFxKTrnYExXe1jb8y0rb2bX442MQk1qQBPwaVrsTADH6n+7qHe7/RvCXPKWSEahFrDNtpWa0cNCJg4YUYLlB1fpX2ir4YqHbGP+XE+J1+LMoWZO9373rk9vRFRFL5oRDqMiiUF2L8mrxKsWFf94heCEnDZAd7Ceslt0GPRVc7xYUif5yxT+neCW1hyzoJyvxJ/OToN1aCEXrumVPosfvGop85oKuKKCeu6Hbg7hEKiBAoiImYAGXqaBPrk7zsbimsHGh3vUgO4k9H3GaWucse2eXcEV3OL2Oec6I8LLNIsCtbsCPvwKHnffu+H3N56D6tzQo6kxf+HNtIwNd8RUyozveMrbRu50a2MT3AOPm5vr1c+WQ0XsuVaH3a72l/iNmmwAEumxrG0vQyLR6iaClt6BdtOizmVC8QnByP+hc5dgaHON5MrQpUg0PLtr4nCBX3Fa94ufe76AITnvDEJaZ5j0ic/hINKdeutzddhLPpwmX9kMiZS0eWKa5sRzM3tTmH9Z0IMM7WLNYiL2I6cWVZV63EKj7j2GNRG5iPehzhRW0GySpX1Iq2df2JwzV59YXlFHdsOtufsrHoz4eYJyHsLdQaRXWBoXDLMKWE6s2H9ktPEVxWWXaphKuOYEIK/18YgZQ1PoeYEbrgw84yHHzArNzZLabKNJAVqLxHoMiy7+csetNWpzlmMaMCK6K9cSYQBQeSQb+I0qr7HZqCl+1pX+ST77o0hzKP0bH4DFXqizsTSMO2Sd1pEDQvoImuVLA35QwXI2frdaZTYZzRjyDRip+tiuVJf17TklXlVQwvjE2Luu84ZSjOIKBZJpu/0wvF4RUBVwTbKWJo3pf30HTWY50O8faLtYJQkrsDbjrVrWpHr2t7DJZug9vUll5YubI/mrJOaWMfyRtvMrw/zvhXqWtF1DVDKlJsIPRxFG5YzNqkOZRYeLoL6PcgZu6jeUKFUbx6IUPe7mHCoFqoJeBo0BnwUHLaine42Yi9YIkO3IURnRQ4O9tDkOaTLH6yRJTV8GDnw2X75Cyam6/62lGTgXJ5jTwEUQ1EF0ZpaqNhY++vqS/5IKrT0S7eZ7ICFayWHLrJXhQVru26Oqg83ZA7eR13ES8fQwiqKqSwPKZt7arJ1Jq1bg2HQjWhWGp1bJL4daNR69qMv1yV2aqfn0AyM6WCwOQr2xcYUzk4Uo0PddqwPAQyOJzAy6+g2ZkCY5HEOcwJF5HSWermY3njXw0OIHMQmk/lEVCKfBa1x67H9DM7y3oYTYUacZ7LMndCxY/XgUzUNfs7gwzX1U0LR0cwGsQcOaKOCU7PCUQsManL03CeWv5yEgu31NZElpYk8yBPpVheofl03itQxsFGKJ8XYq6LImAUETgrMott1+b9LYk3JOcfsuOXjeZwUCbCjgZQpYhgxmyEI8WWxRPwYo5TkGxR/QhtbXShTYiQc1ONznM8osxTwznv/sYQp35n2FugIxiUqpwY6eGPKRXLZ+OcF+A8hVv4D4F0zsgv1NarFODU2t1JpUjEXYPhQbUrV3kD0uim82yzes2CYK+Ac5Wh3OxYIzQoPnaKbCba9FT0R3W3g/PEQ2W/4qXr+8ULWB57Fy7ehoynF/RTDdPewWIP30IwRDiZTbw3BkAGx39KZIUraJIXqiYHMei4eWIscxGjI53p66nGHhZQ/C67689dgmt1ut6Zx6dmGDk2zZvEVphdb2W6Q9vyywysSquDIY5e9AbeMUwlHMKn/CjBu/PecauBkd8TmvfkvROLaLFu2TkQmvfmvZM0NVduT6lKRzgb1k5iKE4vwdvRklQTDU5Z1jNLaIdusEbT7dGLGMHxUBHtZFm6ZkYumXih+Wzeu7af0vTPEa24tKTTn8+b6zGd5+SdRgR8wx4e7Brhl4DRZyJ65saUWY+WB06c895NCyaJ0/qP583Nkg1iUX8ib26JR66ojkAA77fuTlH81qQLsqtL+GEvVvkv5Qk6RN0LEv+kqFQrwvH7895tl0ZHOCkfzHu3962WyVA8RJuCityqQO92zUOPoiweUYr6B/Lew3purjoGv5A3Dx8e6Ux8OO89okddxCWN2I9o6YceYzyafaRFsYUpEiH6+ARbJlvmOOClvD4qYsIZjC/mzWNQes7pp3O0wX6QLxH3y33zWNQ0bRC+nDePmwhdxr96ua9yCs2bV73Hw+mRc/0refMkAHAg8/irefPkBcMmTlXb6ZXF+1Dee0qsua7v1fFQdqtlbYYlCcnbGcFRyHRyRWbjZgSyLliFXmZY3eh0aMWJL9ykRBo5CCNKFnkgwvJCLVHuPpgxfin1TaxiGBKF4oRfLqT1JNPUejTi9RTHGpB0naiJjOJLZbnv9s28FzkTxBljKv7cfo+LDPYnwFRwHNWb7T3nYDi/kjpUX4ouNLscFWB5t9v2QEzeol3XEBObqiUKooZAixWx7Zx6CwHvEA6cIgGN+AhbMEWkZ8aizxK8E3Hw7Twmm1LbuTCe6L63M8b4rUl0xK3U2Fur4uwAGUnUyPewNdhTu4PuMvpzlTbBD063DphNyNBbAO8QXlF/yd5yRqMJAQDXbGZBSsa6YLI0VJKNSI49ptyQLnA40wsXHYwtujMIgHbBpmP7M61cCAFtboJK9KGRXLFmdU9YoIIYNJBoXCqQYli+M2Xc5WAxnRFAgESuje4NRYubLMOTnu2/H0KYFOSQzigsi+XjuExqxFsEJxNc2BTuJKHyEngahfAR2T8qZ8pqmUrzaW/Qh0vj55eq95cH4oWQWMD83LwIcc6ihs1L6QXKi7gxIO002F5wNy9GvvZsUnS6CxY66QJ7qJSJFm2Snr1pTRSPk0/3ypvfgCkEa/wnL7Su8dJsSgAG6xbEoOPm8ZgFEnApXcbtmYT7Iy2m14+aJJpoPp7x1CxE+a/lvdxI2Jc+H2lGvp43DxUKgc57B/xG3jxy5+pZ/K28eaJquHm15+UlVeqFLLB2zbxdLF5v7Jb6gnwFCLc6a1ZCOTMMsBa2ZDXKd6X3JXMsypfZIMCYgun2TERMt3PmhCbdjOLIQ7NrcfDvlG243bsyZuQBnA6XJrVYnOcXvDPSTduTZMq+oGCu2YXSlg2f0Y1rlXqNiYAVwAW90jpYhCK2SX+Mm8KJjPi9CP46RRTzjr3aNdejyRwasb6PcZfHm5OBrJ79i+bnC96NCuoMU6CbdiI1Dc3LCt7N80iVA7GBzAh3mFwwt2g7JUa9v8fmnzDnGgzbrt+qZVXOIaZzldt7M+ZBMwlbXJn0i4w5hh+0B8+icKCqrOy+xNjfxt51cUW+olmb4H/1xnVYogcP6Y9Hsx35Nah49esML/A3NB9b8R4Gd0jSWTiWChn+V3Dgw57KfhkCIZXtWELsETJ/usyzUIwEgQUOLvTgHnpllroLRDcZoDdnvMfQLLidIRTnw0E8Rs/nEEH7qcxrN19eMI+bLrtuofli1jxheeStyX9ewTzpgOEoyVVeO17S+ydXj+iHjQI5LTlkyA+XJDfwZCpYWIytoXOLbWGheSVBmnWMbnEyWGqaaN8FRgQdij5oBsnKaHe3vHcgYfzjCSlMrOfZzWve+AN7n69JMTMfj12X1JpQytq0m3I5m6vRSWwBc4VxyfeFeljUDwsyYt09FFhANFHY6XHgzwxgODZGWI95f+8KTXgrs6thq0chr9MhEfKx2dHw49I/HUrjlzrFZnmDJRxTaJrsrLbttbqAIxF9jZfz993daHr7hQn9jcRB+55KX0wSAnFC4yiu4GUkWxLmBC27I6m2stNcppCbHQXNS3Vl8dWsmPLllsaQU0GFGL/YrDUk/LDNQ/0Os8V5kxzWeDFqRbTX5+yC9IYNcnvzqFDpvJaRjrxkwVageajc468WdTFZq7eK1lHpdqyI/GK9ppeO7bU8EtnqPe1ONQjsfb5cQ68c5tOv/xTsy82yGJFbkXtg2+6NodVacwuKgnVMhb9Wq9Yr24C0keMcC8WZE7KQbXeqa6RPRh0/1Sg2Scl9SeEwRj5dtzcDz9wdbHc2m/Jmblx2jbxhoIdgehIkjV8LP0LuOo7L7But3Q6bcVt4/SGgXA1rVOUNbWpJL26IX1W4kYZs6qb4LYWbVVLx6wu3wJk0dat9N4HUg5ZfWniwLYjfTLhtPXlp4XZLKyp6SDR8naGNPSfDePN3HkalQyJrxyuXHq/80ngV0uO1Esl9lV6IfI8dId/jV8v3xCERKvDkIeBVcj0Vy/U0DdjUmViu12gfYrleC0fC2XVWfKSuX5brDbYgFt6NKbneZGlFRTdHci1O7DU049+WfmPCW7A5s5njHEhiGlyO0F1P75d8mcAo27nonak9kxtens3xSVgsLOjNOHL77t0R81YmeahfQapxfiCQL3kczbGOBeKfWNDbC2ZVGpZBtpB3e+bYBMOh1r8oDTt4wRznzDQFeW8BR2auLwtawPsLnNTJXsBm31GQzw/KpZ9BwDZpciFV98MFwhucwtncm/LmzH1h52CyGO3Ll1UjrPfhzITjaeRIRf34EE7NRRf77OIJXowKPlIw1y0VtOXyxpAlwpZ/tWCu5+AKVmz+xSvmhuXX0G5UAetFdQt6W8HcBKOuS+/JmZv7I7nib/Pvy5lb8Kx1vb6zYmEfyJlbLU5boo0W+KGcedCFeU9v21vIx3LmwdpYCusjOXNbNR5TNvIsZPhw5ga2eESH1RqaYLMkuu2yHnZSvyigTrpqmq/3sdu60mQqNTHjpLLxl9dyTaaS5sjkicUF213WJzKFOLON5kYoK+udKqasowXkV9P5NOKxokYZj+tUOkErPE5a+1BbE25OUatZ7EjyNPxuN8Q811uts3q9/Uyzug5dUtfU4KKz2d0QzGujKU36OqLh7VbAgipzC8D1ibhYmIZxJpbdm/BzEnBxfuFA9gp64SVeqBrRlPHl7hjTz92g/ASL2QXW97MAd038dRfQ2fQqSmjegv9SlmFUnQHel4zS96IKa6ivzjka4KRV5wIIxuuFazLPJe2LzoMuTEttgq4ykw4psF8YCdS8BnuhqW50liwgv6e+43BQkyKB5HtjvYROnzK4pXroroXu1Jmd4RLYnlGzMbSU4GVN2gdSiFuyG1kbYqkgF28RlUR7DuxXcVRWD62NLz5j45qRTZzLIF8J7k7tYbx7j7Ip5NST0khEYn2oi6ONFOWoojuVQj1PmJBQLPMepDcSZ7c1l5Giq82oTCnYxctf+hgPWiS3dnUju12kYL0pV5xlesg3+bQevjOD6fYLyqs3Wr4xosnMQui/HlHevWTC0IXxdHox+nUJuUSZmEqfKIw9c/QaaRMJyFedk5KebA+oYj7H2C6htZOvbqGNVaJQqJ7co5GGLmkL8BikTSdNRnSXSDle/f00sDYwH0A/Z0kzW0I0NB9k2pxNW1gwH4DhYqRCbSafHhU/AGKXVbD2gKVlPfOwnwuvPSBWtxME8GPvO91RYegWkpM7iyjkfbipzkqznHJKJN/D48yJDWRvfg+grM49lEzWQTTukvRWru55AwBdN8CE8w65RG9gnkZVg6F9rY6gk/I3QUQyCoRo0q99Z6y+p2rV7CG6hQsJALsmF2FIY1vCD6PkgaG7y0+nzEuCUKVUFGFfiFQggi4kOGJVYpsXyI8U4JUU5e35MtEcUX19zxbb2hQviyyHj8tfU5JXWLobyVeDMvYDPlmhwlGSXV7UWGuWXD7YKLbjnHX8XGaFpaF1tkpq1aa2I6fyWHVtDZcszh93+cjqn0i+cnRyybE8pbn4c0mnNes+gXRGnLmE9WvqHHDRN3nZw5qFa8VZxIFrpz/JdV0CjK+3X69kWcA4r2UVlk7fwJJsv5dD5kblczth8qZoyiS+X3ZXLL/NrBq7atjcHlE8TLaMmAXgkWWWvZRsRE8BqomI3QnLJPsfxg9GSPgqd+cCZ2J3d5mOtIjyXJK0+Sy6ryml/jk0J8LtyrRvR+uSFrNYxW0adk/WHfDslhIJYWarNjwtZuygNz6aFo1fTBcwD/DoPLGo4oJVnMU8bFnOpuukiGV6y3hU/ijkLqbRgdGEhk3TTWTOppEYtTTZfe2C+SK0DrVgvgStGKZLfomVyRrUw1RTJJ3MvwzFhcjzC5A5GndLEfX7pxYQmq9gCopRm5YPsRQzl/r61cVuoHvLUFgU8RwWha/dKEa4UO5F6aV6ilYbrOEJReWxKbyKZi9CcbXMF9HxCKtlY0YnTZZzJcIsODTFCN82GZpvFbzc+gOUPiCLstCIaBb6fN6KpxArjcyCJHgfA09OrRizMlY0fcD2PN/4/Sgvq3kRn9J92cD8fM7LpJcqaae/lH8B7ZVTENvuEhKN/CXtBxzjscbLEEMG94e4zQQHVgzFgJgjhSRZsRWUQUMmdnmp6t4GdXVq4odKyYLNC1fomv6IiQN8ECI2aXnxh5rpigr+MG6z5iypF61gQ+J2WpfsfXrjHxvJeHqD5C0EP0qz0siKkxkMCelRkNWEg+YscdmB5W3SFRT6cwKujOmiIZe2VtgbMch9IViriHu4SpBQFjCJ6x67miXXE+Lc5iUIfMYwDYkJR8XE0Y7sSRs8bCjrGEbKJJbbU7tuvzpG1o+2/6Qz+t0xEtmryblZ341uloizCPmUCyrLig1MsNwGm422UN22kRPPLXfOXvuyXhLJII4QgTJuwVwCPjAfdaL1AmbZWSyx9HJUYiZ6JqZEQXa4c86jJpEZqmq2LdZ89NzhYAkxXkNK1KCt6tHorIqp3rvv5slXrDyXFmn7saORCVgy9Eul2WgNyxGmc/vexCHJy3fwNuvsJQmw6mgUYgiiqTYDO44r5Y1OSxaj8naxVCW8I2SArwbtuoZ6jqWopyseD+SbdkmDJ2zeMS0dYIebgkidU9VmJcoLxulUXsrPNFs19rDil2j5Nam8lF+Ln+Gav86pQqKR1wdVNKbCLhrNsZK5QfY7ztEPDw3H33joP5r9vx37V6wcpXIyk9iTYNngRn3VVzMPHxCvChIua3ZG1rwMnqauPJT56+/ASroXP79i7EGE623pUPkr4UnsNsdFi97lNv7/LhsC9OlcVX4vxhCh6LTUT/FGLRlP374V3WPz2sfDgu1L2jm2DPLasvxwLB6Ne8eOca4R7iPlMQqiKyT9ZnGLR4a4og20bMgrvbmNO/ib37iTv4WNu/i7siGv7a5uPIO/xzbkTpbM9ePxC34n1lot7AGpk4R7cJgCkqcE5/SGQM8wI3hcs/R+4LX6fZzrNuXv9exgN3neUJdvd9xYEdhNlS5/b65Ij29Zq61vKo1bSZWLanLIPaiBFeH5YGJFPG4TW3K7Xtd6iJgZnbEPDRrWNj5MuHo4uih0HvEc/jyysia1H1UslYTNR7tXwR+jF8Ye25EOPM5ZqMcTcpV6T3DXzZ6ID83jSUGxIWhPPlsSPp9ChIvHUwMV0NOkM3cI4E7p3F3yqjfPp5cqUvCMUkVG5plBW0NTz1IWnn1OH9/VrpW7tsPfHbQ2O/pO9/fUGtKf73Wu+vfVMQfSr++PPsXyA6XNblflUrTfByBVEv7d+5nslbrR4FVIWxliye/BDOh75Gutza6ltU54gWCZjuSGWnsSNT2PwBaQvrteXcc4kDorYTrpCparVuxM2aCaH470rkmwgsddxXZb3zqxbd5ein6KpCwBjXqV8YcHEX4FE4EN69aaa0Kg6nq75kZ6HZWtEWuzdDY61XWbwgoVO2V5Pf3u9DcUTiZ6/xBszmajGSvtIyrVtZrcXNX6j6zU5LO8LeXh0ZXkvfHHRBJ7otS0i8CT7Eg82cn1qfJErYTPp2GphYs7mlbLn47qB1CKOH6mfe/8WTwiws8mLbSVq+/SF9JJfF+XE4uSKlkxHlevLG+dl1pien35Gq17cT3DBlFUKwvTm46TXJRO1clHMFkURLyFWA1WogG3ba5GGMeCcqdVd5xwlsFYS+pU0K41Y75OwzWPa3igzaqV14pa2Vav63aqVWmV9PWMd6ll4TdID3jeKPKzoJuEQZ43y9O2eYtyEgnrVpoQdJIPErI8HyxPR+o2kRoRZJIlXBydyGfrLRmteqPYec6m1miw7nV1TUTPGtqflmJXakWL3I5Tz7GKZdk7EeirYKTOLNmyhyYm6WFuSB5eYQo62KOqjfYGRlZafOxaVS9EPw5DZmf445lH1U6tTPIJ9rqqrfWUaNrdKfqsG3kyzwgiw/bdGBsGx36p4nswOdVOnP1eaoq4v1/6x/MH2M7qSVVHNA0t1o83BFHmDjLdKHMnmc0ocxeZrSjzdDKqqpJ5Bpl7JKM8no+XgHtlMbFD97eSpeYHZf66qU32b8swEgu3svohYjPralW2G4d+u5loYzgoj4dsXOXz+F6TFVIXchZgCllIdaF+Ewt1uqgKnLU5E0XcdgVOLFhvhTemHCePCBgevt6RKUsso+1+qNn4QWdd1NpUauprbbdFNF5lesSvOjMFOQIoi/Uwrpq3VM3Xb/l0hhyksGmJX1Qg4mstpJFXKre7rfg9Sk8TApESAH4R81p0v7DBtpYNiSz3fm7pLC6kXLYkkiWEt5uO1WTYktg0zq9F1Ni/hR33ckstyH5EN1Qmlzo9Rf0YfRJeFLXxcTp5iGNPSfQxgOxVtNjbLITc23GVLmmLb2NDs4Qmn9lLjeq7GNWryqsUMrR+LwLSTUfvHdDb6E0G09QPiEfokSbspcv1XuVGGkKNFAPvhoHqYLTQkKM7PRhGeSrI1en3gxO636gLzfvw/KoxhgNTSx1bizxBT8t7crdhTbTSap/cJklVFNLwEerzA1SKi1BqleIHkeK45z5jNaR0Ou8K/L0Zk6mSVWSFpK8VECYNCCtWu2pMvU2sDU8/vqeZie+7Z1kLutvFtrgquVZT35pleMnlZW0PivoB70JRylcCq802ZBEgyCFErS1TY2ekIf2yk2a96v70vlFNjm0Cgh4oAd5BlQLcBXUbvEOXndaYcu4wJJ4v7Q42TZdrDzPT0n0FGX+JFztmWaLlY4nfnDYexyAzfGuJ3Jw2hCttrsnoIEgCFmTMh8QVf4B7V8y3mYa7RZlkKGVn72NGUjfSWjYMRJhe70rV5KqL3Ol64Ats2d24hx9ZISAqn+6IfmRXodiXFpt2OmjqtVLH9tVzsvCX8NG2i/Y4ZSE1/5JJkZS7iXjBBqDoD3IA8yLVPr6EeDb+dd+uUEnkXtqs1UUT4m/2eLo2V+XL+O5sCuCRlGzjlq1Por9tRC+bnGCvJ9c7UVjiHaieRA2gIbaGUAEJT5wJnr6F0JLdPsqrNwmFkrsU3BX6qLKE70HC78X/IoIuNbxiZavYLCu3CVTeTkroRJxgC6oYArEeMwcyn4ZtGXU50gs5zfOWqxImHMn9PdGTTFTJ0RGD8lmm8k6azc8g9PgUsglhaCJrEiWHxhoon565aF5IDK03m3HuY75MrT3ZbpqvsKucoeqh+SpKq1pkvoYGuZc52P6Ox73L5usEqyxIt7PCr/nmCiErvYdrvrViVvZ7c5bDofn2ilnt07553qp3LGJCa7l+uaiXsv/DxsXa4lPrVc9fxMgVF1CTtUdjaCSyVxe7AFpOUVwmX9SuJgzouwwoh9wt5+RdIyxed4PzdtZYrEutub1V018p8lv4Mp2rwES9xJPdtp6+dUuy0cdBUity1tpG91Eu362+GV2OSWSXGWN0Fo63L6Ibg5jOlxij6WJvOK/L77tgLTJDNv50JOq9+QIjprBArc7HM8QWLzPflzDyAooRCrNx70rYwmnBaKzEGSez1fSna45tiIIkbGYWS3S9MKLpp2tl2qJMf+Naa6J4f+NagWpkpKRJ9Vzv8ig0O9SbDcEkMjt3w9SdyqVRqatFrt/ZNNWcpdoVDkTPI7JdN0p0UTQoPk37G+rQ0cSNv7pw9L9Bf5fGPTUfRBiZ3fl0P4gEQmgrTufi8aQb+TgjnfRSI0/+Dun1SrrXq2WdyQk/0TvgckYcvUZ+nrTfV8R16w5l0jSyDWsCEiKFJXVOhgOn5mA8qE+nMxZYMXhD/Q7l8qAcheTKWEIPwmFroioqgHyaj0IZ85MwkemTLUenFzU9zeDU0eXbGNni8mnGspKxkFPQOXyT2c/iGQ9wilj9GCA9Noku+g8AyqilgdFmgUI2CkhlqlfElUC2jn2OGFa7aHx5SQ/lEl3j6acxaHshSC9gZA703RN/JlrNcLBgTGqT5vD+c0QHp/KthCwi02Pv2qDFGZpNtxCbRBphRk7gLJDMl9kARNkUzlc8vDH6rz+auiXlMqRFmWRebkGcEBlMxBGBk/2RWmv5VCi2ejDUr5NuqXu9anJHU7HFGH5L6pJmUZMYO5CzMlYO14g3m4aLUL9MQc6/397oodXRojce9aXX4WIu300FmLt0VVMEWFe9fEx9TTZg+iNgw6gB+i6DxlD5u739Edqpzh1chOalq142RRPIi1e9HPootCSm2u+NAwLGsOHaUApokBD3/Ol4YCHQlPfY44ztbyCtpJEVQLHgRmmLamsqLIxr7CqwKRnqhFJoy9BtFletGAEibPPyVTYhgmpeEeGojx1prfGYMYPhTC7syVbDS1CggjpfGjl5eSFdFxQ/dHU5eFr1sPDMPamE9ob6uZmtWMZsr+mBeRlNzx1nr2Q0h5b8q9EjfdulS614JyhpJs83RWMdIcSieHZHZJIPEGnUiac4+m7h9iX4Eecy3RZRzm2CMxvY6grxLoDZJWCCnBPvig1Y9JpoV+Yiq75sURoEwOyMJYZKwKZb5JAqAXoSXkrlfbtdSkHUdUsRN/7KSAytdXpfz6RA0ez1sYzclSgjVswT2ay8nFGUi205OdAtsyaG5o3oueQ6w5BpSJxj1StYvGfcxf5lJWqtC47UwFouXFLb0APjJiNC2u/NL4R3hyromM0u5Zb4d6w6V5TDlaP3LFGJCSDp5r7tdmjegDKMwu4VPfLFDIuKRO/pvpUZ2KRCGRplDDnURQHsQsjRr7z1Z3WtgD4e7O/3cMLhYi2mAbOTnrKGXqsE5d0aGkwZ/mLN0tdinAx66AIQ2N1LYkfMOxiPq9C6gmPS90Lc7gP1k6g6ewe9nF+rBACvrp9EZtheJhejvRDW+vAmPZf7gsc9V7dB95FZRyPnqofQTfSPtOodT6dvpFzvXFVcpv48OXxGanMh9k6617eMmbcxh/u6FOroZlP4qko5S7C7B5xVxdu3lAnCYFrKLOK4rm6zbAVULG8G9lNepssc6zJ72i0N/XgSjWaz34wAEgroFjW3HTxnk8MGgAg4BrZbHU6ra4KbtWBI6xY3Z7Pq7efXiuUqoaiz4CvdQgwoy2+tbLc3bPhgJYZXt9iO2lLgqzG8WIFG3OaxNDxm8DgRbnqlYRDQNT5yIupqfIBxcqmzSW195SKBp1o7s1xS52CP83jdql6TFHVa7IKrSTtyod8WuSONpOi6pKiyRO76dEHMGYdsCRTBQE0DCzee5/Rns1Td7m5sNkrNYk2AN0XAuLWbI4iOyS0ikPJGUnzreqvFcTZBS4kMa9jIYj4oKih2cL8V9GAHajClFHBbBGiVks7bottdUXD2PPs4+ufgDylLC8l3ggERjQeU6tnDiBWhBpu4+XpzDtDDRfaaeoRrBTWTGJLQfKQDEZYWgT3KZTfrDKGDPbpZbCCp4jqDGI/sY2JgehQea1WYQ4p6rImPu7clH8Mrpr5wwQnj2S4qKIyRlaMAajFEqQaeaIGCQjPsZVNlT5KRoEvAKI1H+8mxbi/Dn7IMTxF6alwSTcKnRbLXyvAE7I4IJqerSyV3upJmscPJ1lUDdpcr3ijW17bFPbbgpzuwVY+rtOcZrhi9qKfAz4zAdoSuqvYsV95tyW/WKo7Cn+3gTtHS9dJo3+XQLFMOOY3w3Q7BFaFlHMJwFsjpkUX4nmUE0XSJPuiVD4vxvVgWaomZIYXMUR34oOT7yKdLVMbAv5+cg6MeMfgHrJYX7yJdXLbYFXW6rA/yHlY/Db3W2EHN5ScEKRlpmvg0xj5VyBIWLbMjgcrFfLxLQhazKXRZs7tC0mTk97Fp1pSq99ZUwb1AuJFwsV/Si1sbRNnFSfSzs6fJ1sKbPe0KD392h+QyszskF9/IacG80oc20WrIGKZTvcrT3boh5Xfdtbs2sVRBtsz4xVLAUW+3CorpVOUGlMaqJdzoPusgjrLJtIgDAjf1ln6m0kPnOQxkaMj4Xdn+yeaV06Ih+cgXjZD/P84ZAAAotS/9YLIsJc4Aml6lUEMQEKO16S5kv5IGJaLGFqhc0DMg7Fz8EMWNtsKhPiTG4IXszuQYbswzxcH0Hyo8N/hj+G5Vk4K6crANShauzqkRKXcKygTMBBgFDmcFNRqhDucpjSOPDuekGXCWyqijOpyN8NAoOJynd1pKDtsVHXE4D9UNOZzzAZN5js0J6KKYOTbnubhLx8oRIMWxGRrDEdCveShOhQW/Zh8AROrIU7gFiq4jB71FCsEAMeSG4a3ZbNQW5unZDK1uQbBmM9CLq0ZrNkvZpPRYs9nIhQMxazZP15RiWLNZqxlxWbMtgFp4NgOxcBdYsyvsqPE4+6iYEyGFGiCPM5EBZbY8zi6KBlZ4nN0Tipce5yMfJaQ3pCamQOBxVlACsczjLC2gSBiP8zRNgRMe5yA02InHGehMz47HWUqC7upxjpqtAXmcpyPOFvA4R0WQOXmcj0JgWT3OSSAmNHqcpR+gNj04MfA4ux2G5jzOQByiUzzO0g1vtBzOWoMXJ4czNEOV2OGcy4xA4HAOwmCFOpyPyNiiHM7RC2REDmeoBQgMHM7TV4Ghw1nqQ5VvSN+nzOGMtCm/ODZHx4JcOjZPxRDY4djshoH9OTYfgbXh4Nds9AVHw6956vVowXXkn65I9xzZp0KObqFlz2ap1ohCz2Zp1oY3ns1TLDJEz+agKj84PelVGJ01m4+suIZ4NieosuL0LIWpJms2A1E9hbBmsxABSn3WbJ5OmHKxZrORhKCqNZulU5nq2fzDJBPdkErpAeJxThBh84vHOQ9eOelJoyrleJyLIIjR8jhL85AHPSkUo5LHmejB1oLH2aU+afQ4Tx0YKfEEuOdxzg14eDnZ0Hqcp010HzxmwALR4wUm8HicpUwd4KUwIY/zVIkq0OMcVdCgisc52gQ1qSdNItoe5ymSn3mcfcLWcNCTHlliOZyHjMCAcDgHJTBMcjgLFQEacThLifBgOJz1NO3M4QwdKtPicM5CD7AOZx0AOcAb0qAhIw7noCcrZ3pSIDN/js1AP4AwHJt/pFGWelKfFkyOzT4GgKl5UmkZlmOz9CdLgp40GkTn2By1EuJDTwrt2+HXDCUb8qAn1XqJX7N2ahJ0Q5p5GHEdOduhwiFP6jaw4Dqy67oDaYiy1INmd10+7a4P6RtW20HzOEe+SSuYuV/1iDdrNku5Y931ClKPKrrr8DFzv0Jdl2jh2azHXYe7Outxx/K5Z93sxt1/3MeBPHuQu3koaOoSUOV1a3F4btUzr7K9zckgI7swwTVzv0rwB4ruOhS4+1dYVtZWVvYtLrYuLKyt6hfXWlsFtrYtsApeWFhfW1paWVxYYF1eWi+2ql1VL60vN+dIt7KTe3OruqBW2d5k1FXtqNW6ubaqC+qLqtzc293bC7m5F3Jr1BfVGnFxeG3Uat0a1a5qh+eCGhe3RnWTe6vDs5OrUinYVePwXlRhsNlRq3V4d3VrdNUXVBh3bzOoNeKqdm9s1To6ql3Vzq7KNldHR3WTe3OrW4PBRrWTc3uLuxCdQv2B69qzu64Pl7rdmgy5NQzUGnFyI6hxa3J11Tu5DtEMdajsrrtF7o4DKYtadVszi2aoP3B3HYfjGHJ3HD+u1O/kqjHw2ObKoi7Us7sLhfoE11m7rrs5u65Hs+u6Ds3uutAp96hDdb7iINLNuYqDSNd94A28yRW4nuRI3vYGZqKuALhqAQZoYYGZOEGWIQvDnQ0RRGbUnAed1XlMf5oYOmYOufbsugGQeVP40fo5fm9aLCrjz/F701opYCie8vOOFjir9lG5tAXyAvF0SMporeeZqNegZFOLieb5Tk2AtNYKCTn7006VvJWCU2MvBhpu3zw670oj6G2Iyc7f2uJqa3PTP1RM2K64avpJOUC9XeIzewe+TNEWYqa908lOvbGojO90sjM/pQ02P8fv7ecQmXhLK2j6H2DR9Y1Rlk+SENB9LkS8UKa/Z1HBgv48H7y8FJwa3waOjb1mA6L+L1kSdpHtjD+kMUbHjxXbwhXpxV6k2BauSPp3Al4gdqXSDr310dxDICOUAmpS92muZdFHc484GEWPLQYavhcqvc00116NWFXvx0fIn+P35jqUiGNRGamLgo+WR/LR8ki+VkJ8PFoeyb+QwNfrxWfmxWf2SHfa14vPTIuTiZUQH1NPFOxCzLSXuii4CzHT9OskwYH9RUrYuxRpZs/xe9PvUqSZR7rTup7/8gKPN9Nce87DzzfTXNPvecLoLVyRsKiM+vVFwZ+OuMyvLwqO4eHSl79SaQcmmqfrLh7/KiIT+f1KwLYDCzMDCzNdv/L8Jtlg80ck26S5asqPZfr7EWrGXM9SZbHFQMOtqUaWJRUnf5ZUnJezVyaNsnwfJPCVXyrYwW890bhOg0nq7q7Wurs5SlTyS1YixS1AtnKJtCvH1YLuUK2zu/sXVxiYFlf2qos1Nq82F11ZbF1tWmtVtq8uripY11e1raurghaXC7CuqlcFrgpbWG6GugrcqAt1dxyak7MTgeyuK+UOvIEzsFRzHu6Ow+mszkNIZ90sxDPW1T2irqNjYWFZablhXHcLXdfq4nB3193NQ3KgPE6T6DHklMeMKjyOouhxEg0eB0AAHu9tepwnw2O5PY/bFD0+YeYxCEGPN5THVokeT+nxmEnPY6Ihjz2TOJypx+FGqMNHHh1W4ITDdVSH0Sg4rKXkcNERh33I4ck8x0YxI0CKCgt+Vbx0HQsUXYeDGLJmMbw1G+bp2S0I1uxVozUrpceadSBmzSrFsGaNuKxZoBaedRdYs3bUeDwngsdqgDwus+VxAys8Vrz0eAoEHiOWeVwkjMcKnPAYduKxnh2P6a4erwF5fLaAx2ROHmNZPZ7Q6DHUpsdODDwemvM4OsXjN1oOe3FyuErssBEIHLZCHWaLcpiMyGEIDBxWYOiwT5nDlF8cG+QS7A+Ohl8fLbiOSPccXqKFZ9GyZ0cUenbDG8+SIXo2jM6a5RriWStOz041WbNPIaxZpT5rdsrFmqV6Vg8Qjze/eFwpx2MxWh4zKnm8teDxk0aPjZTwGHDPYx5eHtvQekz3wWMWiB6bwONxB9jjMCGPqQI9blDFY6LtsZ95bInlMBgQDhsmOQxoxGE8GA6nnTlcpsXhB1iHh4w4bObPsYAwHNuCybFlWI4NonNs3w6/6iV+5WHEXR9B7i4OIPfHpUaiDvUB10JnPtmiIosJFk+kMQ0jjlB+a0k6w5MVHNnddaUunxwoj/OS2yONuwc55XGG8mBU4XHOCURR9DjrHUk0eOxmAyAAj3OSG+9tepylcJ4Mj/PUxcrteZx93Gubol+T9KSujhNmHmclNwcIQY9zkGvdUB7nKQ6rRI9zVG9Kj8dZeoNJz+M8oiGPcxACnkkczkM2MvUEWn/FwEjcXpkeTLRyXTvxzTfi0g+Gnd5YWHQ9Am5ibDg0xnwJ6AL9T1bOOmBp8RLwdJGAp4sEPF30pktyxslE06CM4IeaMb2kDsrWE42k5to3Ktl8TDRP/VCk4ghKcOA9Txi95wkjzxNG+qEk23wdBkb03soA85NygIru6iV1UFzP+3DPm68iMrGX+My+A5YWeowLDMXXOBP193lHJ1YVibnT6jEgd9qnI8THNtNc25honu/QI+RjURnfpM87bwinxpv0eUc/I6HjO/V7+0wDGrzSKEv9DmRA8ptIyhQgh49OrCr6s8FG06CMgIOUMP2Un3eeKk+p8nQronJJW3Ee+4A3GmMezp43/zLA6G8Ahh1M6NjkR4vLkIcvAV2g54lGf5kEbI8ETc+XScCWxU2MLG5ivDmEmDeHEPOFmGmuu0r8MxA6poCafAo/WiIql/QfcPj5PTpkyX/A4afYixS/9USz9USjmcAOAIHgaTwuffuGnSpP9mOF3k+SEPgImGk7zVXTA3mB0EBeIFx/f7Km8iYMs+XpJOXlF2wCRAAVBBgAdvCSmmtRqGjQep5oPChi9esXeDwTELz3PGG0IyuX9MvZK9s/VEzI79h4eLkoiMel7y8XBV9Ll0RvPdHkHVLCnoiVs4+AmaY/+0TBnuRk8msbEPUXqZiwucBQbL4Rl5sLDIUeS3PVtLGw6CIqEdVqF3j0eITUYkjICP0RyTZjj4+Qb4UyAr1rnIn6xUDDsTl+b89I6KjHqmpkDznZOSZLwU0dIq5rKD0eIecGozynVJzPQOio/0xh5pT3hhbTR3MfWSI6FliY+RykhL0eygjy5jz8fE01ssoFhuitpA6RZ3y6AkUqjt58Iy4/sDBz84243HaoaPg3j85XEZmwXpEEoPfAH8kBvnl0Yvi9aUEJDjRGWepfZPr7NRsQ82uqkX2eD14obbAZ4uTkjcYYqyQE3ssTBRsJGaFfgqeLnieaLKk4201cjz2YaLVXXDXtM1CTegwJGaGfqkOEDc1TL6C0w/XsxF2XogUAekxTjewJoIKA/UPFhDh6e/6Mk8nH0dujf0akmR8DXfA+Kpd+SwJff5938g8mWn1bm9snMaDBVgaYd2oC9JCTnT8mS+G/SMhByyOpdQx5eDXbGS8k6Jv8aG2RRtANwLDLazYgEkAFAfr1K9JTyXBkMNFK55BGmKpDRL+dLa6Nieb5llbQsrxIsQ84/PzBq6Z9wOGnfh6K2L0YaPh0SMr8T9aUfhchKN9E0OdP+7zzfJOdD+IR8pOkwdIv9iLFIw5G+Ql73uifjrh8LCy6NuXnncfCokvvJj9a3+RHi0gFC3rDT1c+jrLc8NMVKTg1thY463YT10NvODTGbCRkhPKeqkNkm2mujeFx6dtSwFBopDstiEdIraWqRvZxlKXrmorvYQii/wBw1ofT2/ObSMr8m0dHvxknJy8Fp0aWglMjv48S0a8iMvFRqGj4KiIT+r9ICfszTiY0KCPQg1dNnybR6rGs4aDfEUOQD7MP+CsnjN6MkxP9QoL+zTg5yT/EyckLTYP1kSWiLzQNln4D5OlvUhnHZCloJXWIuO6ecTkhPixckd7rg5cjOcAPLMz8IzlA/QNAUuYjYKY9I6Hjh7Ho0t+AAeJXu8DjejSnhxRh4C2toD2UwwPon+Rk8k8UPBk+EvoTq4qejWSbH7xqejpJef9FQs7TScrTH3268mOgC7YywOhdiJn2Q4ow4Pp+fAzuWrjAUDyU6Y+6KPhaVUVlgYZfFmhYFmioVVVEXRSEMv1FVi4d7nmzBxOtNohHyA0/XRnTAmfd8NMVLbYYaLgP97zRwgWGQgsXGIqHMv257gLxINAFn3aqODYe5i2puUYm6NM+77ju4coZCFfOQMivS5Vs/hknk3fpg5f3yRPNx/B7wwYa6lcKTo0n3ID4SsGpEWVAg8eyhkN+u75M+UWmvxdMaccbxqLrB4CkzCtWmPmKFWY+IBC8V6ww862a7PyoNFgv1f2Vtrm5ievhJq6H6y4dqjylytPdVJj5G54omBFpxgabLXUrjbLcjUo2tUrqEHmkO63WIt1pv4rIxBgEMkJjcNbXoGRzBxZmvgYlm88FhgJKss1Hn65sTTWyTfl5R2/FK9IeAJVxD0MQvdM+7+w9DEG2D1XeexiCbMIwW8TKAg23FRJyNJbr0dw+AzWpxaIy7jCKWK1tVLK5USjtyNo9bmJsqYuC22XACcNs0WNId9qv8sEL5IhLvQMLMzWaHo2mh0zQ529rc3syQf8MijDwZIJeLzL9bb4Rl32aa25xPfSGJwq+SMUEtDySLwFPFwl4umQgd9r8IiqXNpA77Q6jiN1A7rTb86pADhchKF8GmKk6RCJgpoWx6GohVtXxY8UQJydQpOIsMv2R4SPBRrINnaQ8Okl5dJLyMNE8K5V2MBI6Jg7ggR7i5OSdTnbK+dHKcn600iRa6X9gDYdnJHRccdXU5uaFakkdlA5YWmwLV6SdQxphR1YubcIwW/S+Hs3tNRsQxxK4EKHFNNXIftMlgdPbo/tciHBCZEKPlQUaPiOh43awnbETq4p+jt+bBuNaqmpkWRYDDd+J31vY9WjutXRJGpVsZq2dKlO49OkN5E77AtB7oMh2hlYgh89OwAvE37BTBUYdlG2HigatqqIzTiZYWHTl1/+Mk0l+qYuC+Q3Se2DniTTzRp+u7DyRZvSbJdtsTTWySU4m+vU0V01prpq2m7ge+SfseVNkO2O7ievh1ARIg5JNvde4xPVM6E9WzjzoPfBmHR4g70lOJi/SFpcmZgH5IZAB5q2QkJPnBqPM8Xsbw+PS9+bRyXwjLvMrXpE+skTUx+oQyADz2CFL3megJt96RdqUn3fEkJARyliuR3NfAroga4UwBHkOUsK2tri0ds0GxFfKUuHh0qcVyOGz/cma2kt8Zlr7aafK2PVoLm9DTHaK6aO5bdrnnbG0zzt6i0JpxxbCEGSvbUDcg4lW0acrevuh8fAn7HmzDWPRtUW60z6c3h5tpdIO7RKf2fvBsIMiFYfLjxWf5UWKF5NHUo+BLsi/gNKOT+BCxGNZw+EZFGFAP+Rk55P9WAGntwfIndb1vNdsQPzOqqJNJcORxyQjpPdgotVDTnZWiTSjjSwK2lHRoHel0o4vCzT8JT6zV8pS6a+qkX2Rign5q2pkbw4hJv8ehiCLgYZvDiFGf5s2t2/T5vZFSpgCOXxeGNCAKk811ciW4OmSQxoByvTHefh5IYEvXWQ7Q0tVjaxMArYxPC59z3n4qTeFH63XFwVdz2Y8jrKsqpG9eXQk4OlyJAcoBafGGJyVDc0Tfroy5b3xJUvCmcLMNnBsdFYVdVYVdVYVuYnrkeaqCQyWFlQyHOHyY4W+XBTcaZ93HgJPNHprqpG9P3VQPksqjhEMuzdsc3uNYNjpZ3y68v7g6fKYZIReXxTUj4dL37ORbLMYaKjpkJThAkPxbdrcdp3BKPq9UC2pg1LhvVFnMMomDLNlv9EYszXVyPRYk5+DBKgiqRgXI6oyRKREpESiJB0SCxCYw0CYldYeEkBhooSDwhNEUUnKKCopVZYxA6yUkJJrcgT411jTmSZYXqAIcCAd9QtV8yOqoYn+QXv7Comvy2VwzrIFXiiI+6g/bpMg6364dPBeckSQ1ecLjyXhRXrinRw0Co06q9C0D/2I02rSYGAAZTW0qY1gnDFMlFBqEAQNNxCzqofp09FP9c4FEJyV8P6l3Q5qdElFKVg/+Kbo9z3KuGj/c3MYqKZmFCMQlyXshZA4HY3szbDXkmrmMBV5K7N4mdgfJpOTaea83rSSg6iFQnXGxoYiAp7mDWVAogCxps3k9/MPaSZr7OJoGBod8sDHDfm/IGIaMMljfsih9EiiMo0HgSzW9gKxpykG8gxrsMIGeQsIoAjKfiPPTNNAwRneF1ARmAX9BW4dtoN+YRn24cQusdyB7HF9KZXjyAcgpf4XnCFWcMtF1ZF8GUrrpM3jdLxRGepBdqV3y6Eb1tP/MfY9cjwFF/NGq1M9TAddlzNOZEWJldZgWfAKGZ3pk4nUp9juOIWPB8AXEMnPiu57Y7U7UdRH7uHyYTvP+mMoC54cOCIH5UdDJBIKhzeXTbgYiGYzw8mgC+uT2gMWEEwJN+yR6+vdsAW23bCUEOHba9nL2Uw8a3wyxnVdl6LmxqDNvDavbqhh/PsXsLAtJEdKJKWBIyxqikgm+6XltVGW2G7a8EsPMbNhiGJXIuJBqMCpG1R7vG+kYsa6sRM1alwd0ngy1Wqt3JMD0yjYwf8WtfbKahakENC6JO1gKamHH/3LX8Af+JSNSkwAQ+SDRRik4sgMGspuX001zBlHO4eLgQMhoTY360CR5MT1JvaGFjvySsV2mHaB3D11d+JyPCHtzCwqWArA4xhETgTuUO2H5LpZ4+ZqmSh5uiX6TdElkj5YAIkok/0MDTFWqYiheBb9Lp0A4Wrcsk4DMQnUDmElD6vLus5TZws0FeEkOApkI7pwle9TFmaBCQraDJ86Wnn3tQQdTbgb0INWzaloTCOCsTYkPRzSJ9PrUzgr+XkAzpQj5GxnHtsvcyHb0HCzN5Xf8ikkc29x4EBicQKJNGXBcR2avLnkInP2xrn6Egq/7by57MMHTFJQjqVdyGQ0gSB9e+A80dC5gA7qpBhShHngvSKyCzjYT0VyHAEsLLXY7ZjclFAovhdOM/G9T9xGHxJW0+JZaEp7znxlDp6bJ+EZk2HunDMQi8NPz9pc7SRQ6TeV2j4jLPVyUIfKybytBnoSpcMj4yiAhYnYCxxml2Wq34FftjnCjtoPxZEMu9J6aypyoOHJviS4rfhQkUuRikNARknFGk5WcrY500R/INcCu1NLfZPj7/v1yEZ1cxlKz9axMznJ2sGTy2LDn174Vx5wG0ms1/SGFybVn3S3zkBFaB0h2aRpGbZ5xVKblN2BJYjQQFBPOFKtCnfdCuKb2l1+YE6nkXw3x7KqrXRBKeJPg52G1+sG8vP1f/7QYBxsUX69V/kWQ3og+rnuXPe0BZCmUdzOA7zt5yTp0gMc7eVWvchC1jU/ZV/Xa/c3T3Tilp4Bm6Ss/Yzr7QJX6N9HmnzddN2LtNp/mAXP7EGS3kp59+jht5LepneBq9etqCJZfY7gfjcpZXTvclTUW4bzt5pw5PtYES8hxZGx/pvx4kEHNDdJi8QnoaVTk0evPZEb/b3OrQPPeCJhb2GS6ZSvvXKbs6Cq9A8crdyroW3La2H0vUHe9Ytlh3VsgdtLkCCAZQdGkyQcNcrnbenbaJwk4nRn4tIyzNUBvVa49i/JqJ5bEOk68M2c+rnIq7TENQ9Vzqoc01RlhvoIpb6Segi6tmHsj//9kVDB9gMAp9/+Won8NxARTqCgCxd5dV3yZQFOFKhex8wpzNhuHgYodUAeDF4wawM=(/figma)--&gt;"></span><span style="white-space: pre-wrap;">Aligns charging processes precisely with departure </span><br> <span style="white-space: pre-wrap;">schedules, ensuring all buses are fully charged and preconditioned before service begins.</span></p> <p>&nbsp;</p>

Intelligent load management

<p>Dynamic load balancing adapts charging to available grid capacity - without the need for costly grid expansion.</p>

Standards-based load and charging integration

<p>Connects seamlessly with depot management systems via standardized protocols such as VDV 463, ISO 15118, and VDV 261 for automatic data exchange.</p>

Efficient depot management

<p>Save costs through intelligent prioritization of vehicles with higher energy demand and optimized charging distribution using local energy resources.</p> <p>&nbsp;</p>

Real-time monitoring

<p>Centralized monitoring provides full visibility into energy consumption, fault diagnostics and charging status - in real time.</p>

Optimized Energy Distribution & Grid Compliance

<p>Integrates PV systems, battery storage and grid power, with configurable site-level controls and interfaces to the distribution system operator (DSO) to support grid stability.</p>

How it works

<p><b>dynovaPRO™ optimizes e-mobility charging infrastructure at your location, quickly and efficiently.</b></p> <p>You connect different chargers and balance the energy consumption of each charger based on prioritization or source of energy. Additional features enable prioritization of local production from renewables and battery storage optimization.</p>

  • Maximizing the number of completed charging operations in order to optimize customer revenue
  • Keeping charging promises by prioritizing charging processes
  • Connecting any number of charging stations to the system
  • Overviewing all locations/stations

  • Connection of any number of charging stations (whether AC or DC; whether manufacturer A or manufacturer B)
  • Customers receive simultaneous charging possibilities
  • Minimizes additional electricity costs through dynamic adjustment of charging speed
  • Optional: Can create an additional source of revenue

  • Enable employee charging via as many charging points as possible during long idle periods
  • Many employees can charge at the same time
  • Minimize additional electricity costs by dynamically adjusting charging speed
  • Different prioritized user groups (employees, customers, vehicle fleet, etc.)