Well, the orbit itself will always remain "close" to earth.<br /><br />There will be some deflection, which will change the orbital parameters.<br /> After the close approach we will have a few weeks to observe it and obtain positional data to more closely define the new orbit.<br /><br />Here are the current numbers.<br /><br /><br />Element Value Uncertainty (1-sigma) Units <br />e =.5289884298196109 ----2.7717e-05 <br />a= 2.009668049248871---- 0.00011175 AU <br />q =.9465769034180701 ----3.5739e-06 AU <br />i= 5.801453676090179 ----0.00031386 deg <br />node= 127.1785636300871 ----0.0012999 deg <br />peri= 333.5942246408296 ----0.00066523 deg <br />M= 265.62429257736 ----0.0076286 deg <br />tp= 2454473.298914596043<br />(2008-Jan-07.79891460) 0.00103 JED <br /><br />period= 1040.602628966531---0.0002376 d<br />period=2.85 0.086797 yr<br /><br />n =.3459533831444689 ----2.8856e-05 deg/d <br />Q =3.072759195079672 ----0.00017087 AU <br /><br />How close the orbit comes to earth's orbit is given by this number<br /> Earth MOID = .0012501 AU <br /><br />Since this is the closest approach ever for this object, I am unsure whether the MOID will change after passage to only include future orbits, or if the number will stay the same including this orbit.<br /><br />So we will watch and see what changes occur.<br /><br />In any case, this object ios not expected to be a threat to earth, ever, since even if the orbit remains close to earth, the asteroid and earth will not be at the point where the orbits approach at the same time in the future.<br /><br /> <div class="Discussion_UserSignature"> <p><font color="#000080"><em><font color="#000000">But the Krell forgot one thing John. Monsters. Monsters from the Id.</font></em> </font></p><p><font color="#000080">I really, really, really, really miss the "first unread post" function</font><font color="#000080"> </font></p> </div>