<?xml version="1.0" encoding="utf-8"?><FictionBook xmlns="http://www.gribuser.ru/xml/fictionbook/2.0" xmlns:l="http://www.w3.org/1999/xlink"><description><title-info><genre>sf</genre><author><first-name>Guy</first-name><last-name>Stewart</last-name></author><book-title>Absolute Limits</book-title><date value="1996-08-01">1996</date><coverpage><image l:href="#cover"/></coverpage><lang>en</lang></title-info><document-info><author><first-name/><last-name/></author><program-used>ABBYY FineReader 11, FictionBook Editor Release 2.6.6, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2015-08-04">04 August 2015</date><src-ocr>ABBYY FineReader 11</src-ocr><id>4D355FDF-3B7D-4F69-A3AB-24F9B1B0EE18</id><version>1.0</version></document-info><publish-info><book-name>Analog Science Fic tion and Fact, Aug 1996</book-name><publisher>Dell Magazines</publisher><year>1996</year><sequence name="Analog Science Fic tion and Fact 1996-08"/></publish-info></description><body><title><p>Absolute Limits</p><p>by Guy Stewart</p></title><section><p>�MIT and ESA virtually given up on it. What makes you think you can figure it out?� said Barney Sanchez.</p><p>Lila Duerkop turned into the fast lane. Snowflakes drifting from a winter sky shot past them.</p><p>A gold Toyota cut her off, its horn blaring. �You�d think since Congress changed the speed limit to eighty people would be satisfied. But noooo! Everybody has to drive a hundred now!�</p><p>It was a ritual complaint from their early days at the University of Minnesota. Barney said, �Maybe she was in a hurry?�</p><p>�Speed limit is a law. But Americans think it�s a challenge to their inalienable right to do whatever they please.� She got into the fast lane as cars continued to race past them. �Back to your question: we can figure it out because we�re creative. MIT and ESA have thrown money at it. But I believe the solution will come from finding a unique viewpoint. We�ve had the Buhari Equations for six years. We know FTL speeds are possible.�</p><p>Once over the Mississippi, they parked in the open faculty ramp and got out. �We re going to break this law, Barney.�</p><p>Nodding, he opened a stairwell door for her. �See you later, honey.�</p><p>�Have a nice day at lawyer�s school, dear,� she replied, grinning.</p><empty-line/><p>They were on their way home late when an old Mustang rocketed past them.</p><p>�A jet engine!� Lila exclaimed as the orange ring of flame faded into the night. �He must have been doing two hundred.�</p><p>�The cops couldn�t catch him even if they wanted to.� Barney settled back in the seat. �If Congress could see the way people drive, they�d change the law.�</p><p>�If they did, no one could figure out a new way to make up the lost income.� They both laughed. Lila gasped and the car swerved.</p><p>�What�s wrong?�</p><p>�I�ve got it! A way to get the unique viewpoint we need! For free.�</p><p>�What...</p><p>Turning to him with a wild grin, she said, �You�ve got connections. And now I have a plan...�</p><empty-line/><p>When the federal law went into effect, the new signs earned Congress a Golden Fleece The Public Award. Committees and action groups were formed to fight it, but in the end, the law prevailed.</p><p>On their way home seventeen months later, Lila slowed the car to look. It was wider than the old signs had been and the numbers and the units had changed. But it was still familiar.</p><p>Blushing rouge from a spectacular May sunset, the black on white sign plainly read, �SPEED LIMIT 186,000 MPS.�</p></section></body><binary id="cover" 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</binary>
</FictionBook>