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	Jason Visor | The Visor Allen Realty Group
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" />
    
        

        


        

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Are you are interested in selling your home? Find out <a href="whats-your-home-worth" title="What's Your Home Worth"><span style="text-decoration: underline;">what your home is worth</span></a> in today's market. I welcome the opportunity to provide you with a free comparative market analysis with no obligations.<br />
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<a name="Texas-Real-Estate Commission Information About Brokerage Services" href="https://drive.google.com/file/d/1GKux2xrnFYZnJ4XICWW1t46-9sfLOBFc/view?usp=drive_link" class="blueBoldLink">Texas Real Estate Commission Information About Brokerage Services</a><br />
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<a href="https://www.123ceinc.com/123/movies/04-04-125-Legal2-CR-AU_media/CN1-5.pdf">Texas Real Estate Commission Consumer Protection Notice</a>
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	<option value="27056">Broken Bow</option>
	<option value="27062">Bronte</option>
	<option value="27083">Brookston</option>
	<option value="6439">Brownsboro</option>
	<option value="6440">Brownwood</option>
	<option value="17992">Bryan</option>
	<option value="24971">Bryson</option>
	<option value="17993">Buffalo</option>
	<option value="24793">Buffalo Gap</option>
	<option value="6643">Bug Tusle</option>
	<option value="6644">Bullard</option>
	<option value="27215">Burkburnett</option>
	<option value="6441">Burleson</option>
	<option value="2684">Burnet</option>
	<option value="6645">Bynum</option>
	<option value="6646">Caddo Mills</option>
	<option value="6647">Callisburg</option>
	<option value="6648">Campbell</option>
	<option value="6649">Caney City</option>
	<option value="6650">Canton</option>
	<option value="27484">Carbon</option>
	<option value="6651">Carls Corner</option>
	<option value="6442">Carlton</option>
	<option value="6652">Carrollton</option>
	<option value="6443">Carthage</option>
	<option value="6653">Cartwright</option>
	<option value="54637">Cartwright</option>
	<option value="6444">Cayuga</option>
	<option value="6654">Cedar Hill</option>
	<option value="6655">Celeste</option>
	<option value="6445">Celina</option>
	<option value="27661">Center</option>
	<option value="17999">Centerville</option>
	<option value="6656">Chandler</option>
	<option value="6657">Chatfield</option>
	<option value="6658">Chico</option>
	<option value="6659">China Spring</option>
	<option value="24783">Cisco</option>
	<option value="6660">Clairette</option>
	<option value="6446">Clark</option>
	<option value="25003">Clarksville</option>
	<option value="6447">Cleburne</option>
	<option value="18004">Cleveland</option>
	<option value="6661">Clifton</option>
	<option value="24782">Clyde</option>
	<option value="54638">Cockrell Hill</option>
	<option value="6662">Colbert</option>
	<option value="28180">Coleman</option>
	<option value="6663">Colleyville</option>
	<option value="6448">Collinsville</option>
	<option value="24788">Colorado City</option>
	<option value="6664">Comanche</option>
	<option value="6449">Combine</option>
	<option value="6665">Commerce</option>
	<option value="6450">Como</option>
	<option value="18011">Conroe</option>
	<option value="28318">Cookville</option>
	<option value="6451">Cool</option>
	<option value="24771">Coolidge</option>
	<option value="6666">Cooper</option>
	<option value="6667">Copeville</option>
	<option value="6452">Coppell</option>
	<option value="6453">Copper Canyon</option>
	<option value="28346">Copperas Cove</option>
	<option value="6454">Corinth</option>
	<option value="25018">Corpus Christi</option>
	<option value="6668">Corsicana</option>
	<option value="6456">Covington</option>
	<option value="6669">Crandall</option>
	<option value="28471">Cranfills Gap</option>
	<option value="6670">Cresson</option>
	<option value="18013">Crockett</option>
	<option value="24780">Cross Plains</option>
	<option value="6671">Cross Roads</option>
	<option value="6672">Crossroads</option>
	<option value="28551">Crowell</option>
	<option value="6673">Crowley</option>
	<option value="17279">Crystal Beach</option>
	<option value="6457">Cumby</option>
	<option value="28654">Daingerfield</option>
	<option value="6674">Dallas</option>
	<option value="6458">Dalworthington Garde</option>
	<option value="6675">Dawson</option>
	<option value="48516">De Cordova</option>
	<option value="28777">De Kalb</option>
	<option value="6459">De Leon</option>
	<option value="6676">Decatur</option>
	<option value="6460">Denison</option>
	<option value="6677">Dennis</option>
	<option value="6461">Denton</option>
	<option value="28910">Deport</option>
	<option value="6462">Desdemona</option>
	<option value="6678">Desoto</option>
	<option value="6463">Detroit</option>
	<option value="54639">Dew</option>
	<option value="28963">Diana</option>
	<option value="6464">Dike</option>
	<option value="56068">Dish</option>
	<option value="6465">Dodd City</option>
	<option value="24772">Donie</option>
	<option value="42276">Dorchester</option>
	<option value="6679">Double Oak</option>
	<option value="6680">Dublin</option>
	<option value="6466">Duncanville</option>
	<option value="29277">Early</option>
	<option value="6467">East Tawakoni</option>
	<option value="6681">Eastland</option>
	<option value="6468">Ector</option>
	<option value="6469">Edgecliff Village</option>
	<option value="6470">Edgewood</option>
	<option value="6682">Edom</option>
	<option value="29492">El Paso</option>
	<option value="29571">Elkhart</option>
	<option value="29624">Elm Mott</option>
	<option value="6683">Elmo</option>
	<option value="6684">Emhouse</option>
	<option value="6471">Emory</option>
	<option value="6472">Enchanted Oaks</option>
	<option value="29702">Enloe</option>
	<option value="6473">Ennis</option>
	<option value="6474">Era</option>
	<option value="6685">Euless</option>
	<option value="6475">Eureka</option>
	<option value="6686">Eustace</option>
	<option value="29814">Evant</option>
	<option value="6476">Everman</option>
	<option value="6477">Fairfield</option>
	<option value="6478">Fairview</option>
	<option value="6687">Farmers Branch</option>
	<option value="6479">Farmersville</option>
	<option value="6480">Fate</option>
	<option value="6481">Ferris</option>
	<option value="30070">Flint</option>
	<option value="6482">Flower Mound</option>
	<option value="6688">Forest Hill</option>
	<option value="6689">Forestburg</option>
	<option value="6483">Forney</option>
	<option value="6484">Fort Worth</option>
	<option value="24773">Franklin</option>
	<option value="6485">Frankston</option>
	<option value="2714">Fredericksburg</option>
	<option value="6690">Frisco</option>
	<option value="6486">Frost</option>
	<option value="6487">Fruitvale</option>
	<option value="6691">Fulton</option>
	<option value="6488">Gainesville</option>
	<option value="17283">Galveston</option>
	<option value="6489">Garland</option>
	<option value="6692">Garner</option>
	<option value="6490">Gatesville</option>
	<option value="6693">Gilmer</option>
	<option value="6491">Gladewater</option>
	<option value="6492">Glen Rose</option>
	<option value="6493">Glenn Heights</option>
	<option value="6494">Gober</option>
	<option value="6694">Godley</option>
	<option value="6695">Golden</option>
	<option value="30776">Goldthwaite</option>
	<option value="6696">Gordon</option>
	<option value="6495">Gordonville</option>
	<option value="30811">Goree</option>
	<option value="6697">Gorman</option>
	<option value="25085">Gouldbusk</option>
	<option value="6496">Graford</option>
	<option value="6698">Graham</option>
	<option value="6699">Granbury</option>
	<option value="6700">Grand Prairie</option>
	<option value="6701">Grand Saline</option>
	<option value="6702">Grandview</option>
	<option value="6703">Grapevine</option>
	<option value="6497">Greenville</option>
	<option value="24775">Groesbeck</option>
	<option value="6498">Gun Barrel</option>
	<option value="43167">Gun Barrel City</option>
	<option value="6704">Gunter</option>
	<option value="25093">Gustine</option>
	<option value="6705">Hackberry</option>
	<option value="6499">Hagansport</option>
	<option value="25096">Hallsville</option>
	<option value="6706">Haltom</option>
	<option value="6500">Haltom City</option>
	<option value="6707">Hamilton</option>
	<option value="24785">Hamlin</option>
	<option value="31343">Haskell</option>
	<option value="6501">Haslet</option>
	<option value="31361">Haughton</option>
	<option value="54640">Hawk Cove</option>
	<option value="6502">Hawkins</option>
	<option value="24786">Hawley</option>
	<option value="43306">Heartland</option>
	<option value="6503">Heath</option>
	<option value="6708">Henderson</option>
	<option value="31488">Henrietta</option>
	<option value="6709">Hickory Creek</option>
	<option value="6504">Hico</option>
	<option value="43367">Hideaway</option>
	<option value="6505">Highland Park</option>
	<option value="6710">Highland Village</option>
	<option value="6711">Hillsboro</option>
	<option value="3740">Holly Hill</option>
	<option value="43451">Holly Lake Ranch</option>
	<option value="6712">Honey Grove</option>
	<option value="2740">Horseshoe Bay</option>
	<option value="17286">Houston</option>
	<option value="6713">Howe</option>
	<option value="6506">Hubbard</option>
	<option value="6507">Huckabay</option>
	<option value="6714">Hudson Oaks</option>
	<option value="31844">Hughes Springs</option>
	<option value="6715">Hugo</option>
	<option value="18048">Huntsville</option>
	<option value="6716">Hurst</option>
	<option value="6717">Hutchins</option>
	<option value="32027">Iowa Park</option>
	<option value="32030">Ira</option>
	<option value="6508">Iredell</option>
	<option value="6718">Irene</option>
	<option value="6719">Irving</option>
	<option value="6509">Italy</option>
	<option value="6510">Itasca</option>
	<option value="6720">Ivanhoe</option>
	<option value="6511">Jacksboro</option>
	<option value="6721">Jacksonville</option>
	<option value="32161">Jefferson</option>
	<option value="25132">Jewett</option>
	<option value="6722">Jonesboro</option>
	<option value="6723">Josephine</option>
	<option value="6724">Joshua</option>
	<option value="6725">Justin</option>
	<option value="6512">Kaufman</option>
	<option value="6726">Keene</option>
	<option value="6727">Keller</option>
	<option value="6728">Kemp</option>
	<option value="6513">Kennedale</option>
	<option value="6729">Kerens</option>
	<option value="32469">Kilgore</option>
	<option value="25140">Killeen</option>
	<option value="6730">Kingston</option>
	<option value="24778">Kirvin</option>
	<option value="6731">Klondike</option>
	<option value="32580">Knox City</option>
	<option value="6514">Kopperl</option>
	<option value="6732">Krugerville</option>
	<option value="6515">Krum</option>
	<option value="6733">Ladonia</option>
	<option value="2696">Lago Vista</option>
	<option value="6734">Laguna Park</option>
	<option value="6516">Lake Bridgeport</option>
	<option value="24779">Lake Brownwood</option>
	<option value="6517">Lake Creek</option>
	<option value="6518">Lake Dallas</option>
	<option value="6735">Lake Kiowa</option>
	<option value="6736">Lake Worth</option>
	<option value="6519">Lakeside</option>
	<option value="6737">Lakewood Village</option>
	<option value="6738">Lamasco</option>
	<option value="1907">Lampasas</option>
	<option value="6520">Lancaster</option>
	<option value="6521">Lantana</option>
	<option value="6739">Larue</option>
	<option value="6740">Lavon</option>
	<option value="24800">Lawn</option>
	<option value="6522">Leesburg</option>
	<option value="6741">Leonard</option>
	<option value="6742">Lewisville</option>
	<option value="18061">Liberty</option>
	<option value="6743">Lillian</option>
	<option value="6745">Lindale</option>
	<option value="33162">Linden</option>
	<option value="6523">Lindsay</option>
	<option value="6524">Lipan</option>
	<option value="6525">Little Elm</option>
	<option value="2708">Llano</option>
	<option value="6746">Log Cabin</option>
	<option value="33301">Lometa</option>
	<option value="6526">Lone Oak</option>
	<option value="6747">Longview</option>
	<option value="33390">Lovelady</option>
	<option value="6748">Lowry Crossing</option>
	<option value="33424">Lubbock</option>
	<option value="6527">Lucas</option>
	<option value="24791">Lueders</option>
	<option value="33445">Lufkin</option>
	<option value="6749">Mabank</option>
	<option value="17292">Magnolia</option>
	<option value="6528">Malakoff</option>
	<option value="6750">Malone</option>
	<option value="6751">Mansfield</option>
	<option value="33740">Marietta</option>
	<option value="33741">Marietta</option>
	<option value="25184">Marlin</option>
	<option value="33779">Marshall</option>
	<option value="6752">Marshall Creek</option>
	<option value="33898">May</option>
	<option value="6529">Maypearl</option>
	<option value="49362">McGregor</option>
	<option value="6530">Mckinney</option>
	<option value="6531">Mclendon Chisholm</option>
	<option value="34113">Megargel</option>
	<option value="6532">Melissa</option>
	<option value="6533">Meridian</option>
	<option value="6534">Merit</option>
	<option value="24796">Merkel</option>
	<option value="6754">Mertens</option>
	<option value="6535">Mesquite</option>
	<option value="6755">Mexia</option>
	<option value="34270">Midland</option>
	<option value="6756">Midlothian</option>
	<option value="6757">Mildred</option>
	<option value="6536">Milford</option>
	<option value="6758">Miller Grove</option>
	<option value="6537">Millsap</option>
	<option value="6759">Mineola</option>
	<option value="6538">Mineral Wells</option>
	<option value="34425">Mingus</option>
	<option value="6760">Monkstown</option>
	<option value="6539">Montague</option>
	<option value="6540">Montalba</option>
	<option value="6761">Moody</option>
	<option value="34610">Moran</option>
	<option value="6762">Morgan</option>
	<option value="6541">Morgan Mill</option>
	<option value="34718">Mount Calm</option>
	<option value="6763">Mount Pleasant</option>
	<option value="6542">Mount Vernon</option>
	<option value="6765">Muenster</option>
	<option value="34850">Mullin</option>
	<option value="34856">Munday</option>
	<option value="6766">Murchison</option>
	<option value="6767">Murphy</option>
	<option value="6768">Muse</option>
	<option value="18069">Nacogdoches</option>
	<option value="6543">Naples</option>
	<option value="6545">Nemo</option>
	<option value="6546">Nevada</option>
	<option value="35037">New Boston</option>
	<option value="18073">New Caney</option>
	<option value="54634">New Fairview</option>
	<option value="6769">New Hope</option>
	<option value="6770">New Woodville</option>
	<option value="6771">Newark</option>
	<option value="35154">Newcastle</option>
	<option value="6547">Newton</option>
	<option value="6772">Nocona</option>
	<option value="6773">North Richland Hills</option>
	<option value="54635">Northlake</option>
	<option value="6548">Oak Leaf</option>
	<option value="6774">Oak Point</option>
	<option value="6549">Oak Ridge</option>
	<option value="24776">Oakwood</option>
	<option value="55569">Obrien</option>
	<option value="35535">Odessa</option>
	<option value="6775">Olney</option>
	<option value="35644">Omaha</option>
	<option value="35707">Ore City</option>
	<option value="24798">Ovalo</option>
	<option value="35796">Overton</option>
	<option value="6551">Ovilla</option>
	<option value="35832">Paducah</option>
	<option value="6776">Palestine</option>
	<option value="6552">Palmer</option>
	<option value="6553">Palo Pinto</option>
	<option value="6777">Pantego</option>
	<option value="6554">Paradise</option>
	<option value="6555">Paris</option>
	<option value="6556">Parker</option>
	<option value="35973">Pattonville</option>
	<option value="6778">Payne Springs</option>
	<option value="6557">Peadenville</option>
	<option value="6779">Peaster</option>
	<option value="6780">Pecan Gap</option>
	<option value="6781">Pelican Bay</option>
	<option value="6782">Penelope</option>
	<option value="6783">Perrin</option>
	<option value="36136">Petty</option>
	<option value="6558">Pickton</option>
	<option value="6784">Pike</option>
	<option value="6785">Pilot Point</option>
	<option value="6786">Pittsburg</option>
	<option value="6559">Plano</option>
	<option value="6560">Poetry</option>
	<option value="6561">Point</option>
	<option value="6562">Ponder</option>
	<option value="6787">Poolville</option>
	<option value="18090">Port Arthur</option>
	<option value="6788">Possum Kingdom Lake</option>
	<option value="6563">Post Oak Bend</option>
	<option value="24797">Potosi</option>
	<option value="6564">Pottsboro</option>
	<option value="6789">Powderly</option>
	<option value="6790">Powell</option>
	<option value="36591">Priddy</option>
	<option value="6565">Princeton</option>
	<option value="6566">Proctor</option>
	<option value="6791">Prosper</option>
	<option value="45630">Providence Village</option>
	<option value="6792">Purdon</option>
	<option value="6567">Quinlan</option>
	<option value="6568">Quitman</option>
	<option value="36725">Rainbow</option>
	<option value="6569">Randolph</option>
	<option value="6793">Ranger</option>
	<option value="6794">Ravenna</option>
	<option value="6570">Red Oak</option>
	<option value="56069">Rendon</option>
	<option value="6795">Reno</option>
	<option value="6796">Rhome</option>
	<option value="6797">Rice</option>
	<option value="6571">Richardson</option>
	<option value="6798">Richland</option>
	<option value="6572">Richland Hills</option>
	<option value="36996">Richland Springs</option>
	<option value="6799">Ringgold</option>
	<option value="6800">Rio Vista</option>
	<option value="37061">Rising Star</option>
	<option value="6573">River Oaks</option>
	<option value="6574">Roanoke</option>
	<option value="37098">Robert Lee</option>
	<option value="37113">Roby</option>
	<option value="37117">Rochelle</option>
	<option value="6801">Rochester</option>
	<option value="6802">Rockwall</option>
	<option value="37167">Rockwood</option>
	<option value="6803">Roscoe</option>
	<option value="6804">Rosston</option>
	<option value="37259">Rotan</option>
	<option value="2745">Round Mountain</option>
	<option value="1931">Rowlett</option>
	<option value="6575">Roxton</option>
	<option value="6576">Royse City</option>
	<option value="37310">Rule</option>
	<option value="6805">Runaway Bay</option>
	<option value="6577">Rusk</option>
	<option value="6578">Sachse</option>
	<option value="6806">Sadler</option>
	<option value="6807">Saginaw</option>
	<option value="6579">Saint Jo</option>
	<option value="6580">Saltillo</option>
	<option value="37593">San Angelo</option>
	<option value="1932">San Antonio</option>
	<option value="37597">San Diego</option>
	<option value="15495">San Saba</option>
	<option value="6808">Sanger</option>
	<option value="6809">Sansom Park</option>
	<option value="37653">Santa Anna</option>
	<option value="6581">Santo</option>
	<option value="46216">Savannah</option>
	<option value="6810">Savoy</option>
	<option value="6811">Scotland</option>
	<option value="6582">Scroggins</option>
	<option value="6812">Scurry</option>
	<option value="6583">Seagoville</option>
	<option value="6584">Seven Points</option>
	<option value="37882">Seymour</option>
	<option value="6813">Shady Shores</option>
	<option value="6585">Sherman</option>
	<option value="38025">Shreveport</option>
	<option value="38047">Sidney</option>
	<option value="38065">Silsbee</option>
	<option value="38090">Simms</option>
	<option value="6586">Slidell</option>
	<option value="38214">Snyder</option>
	<option value="6814">South Lake</option>
	<option value="38314">South Padre Island</option>
	<option value="6815">Southlake</option>
	<option value="6587">Southmayd</option>
	<option value="2749">Spicewood</option>
	<option value="18114">Spring</option>
	<option value="6816">Springtown</option>
	<option value="46581">St Paul</option>
	<option value="56070">St. Paul</option>
	<option value="6588">St.paul</option>
	<option value="24784">Stamford</option>
	<option value="6589">Star Harbor</option>
	<option value="6817">Stephenville</option>
	<option value="6590">Strawn</option>
	<option value="6591">Streetman</option>
	<option value="6818">Sulphur Bluff</option>
	<option value="6819">Sulphur Springs</option>
	<option value="6592">Sumner</option>
	<option value="6820">Sunnyvale</option>
	<option value="6821">Sunset</option>
	<option value="24789">Sweetwater</option>
	<option value="38870">Talco</option>
	<option value="38886">Talpa</option>
	<option value="6593">Talty</option>
	<option value="6822">Teague</option>
	<option value="6823">Telephone</option>
	<option value="25363">Temple</option>
	<option value="6594">Tennessee Colony</option>
	<option value="6824">Terrell</option>
	<option value="38985">Texarkana</option>
	<option value="38991">Thackerville</option>
	<option value="6825">The Colony</option>
	<option value="6826">The Woodlands</option>
	<option value="24777">Thornton</option>
	<option value="1947">Three Rivers</option>
	<option value="39044">Throckmorton</option>
	<option value="6827">Tioga</option>
	<option value="6828">Tishomingo</option>
	<option value="6595">Tolar</option>
	<option value="6829">Tom Bean</option>
	<option value="6830">Tool</option>
	<option value="24799">Trent</option>
	<option value="6831">Trenton</option>
	<option value="6596">Trinidad</option>
	<option value="6833">Trophy Club</option>
	<option value="6834">Troup</option>
	<option value="6597">Tulia</option>
	<option value="24795">Tuscola</option>
	<option value="24801">Tye</option>
	<option value="6598">Tyler</option>
	<option value="56071">Union Valley</option>
	<option value="6599">University Park</option>
	<option value="6835">Valley Mills</option>
	<option value="6600">Valley View</option>
	<option value="6601">Van</option>
	<option value="6602">Van Alstyne</option>
	<option value="6836">Venus</option>
	<option value="39562">Vernon</option>
	<option value="6837">Waco</option>
	<option value="6838">Walnut Springs</option>
	<option value="6603">Watauga</option>
	<option value="6839">Waxahachie</option>
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