Monday, April 27, 2015
1012 C Street  •  Floresville, TX 78114  •  Phone: 830-216-4519  •  Fax: 830-393-3219  • 

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Lost & Found

Our beloved Gracie is missing since October, Dachshund/Lab mix, microchipped, about 30 pounds, black with little white. $1000 reward for safe return. Call with any information, 830-393-9999 or 419-250-9099.
Reward! Black Manx cat (no tail), shy, medium build, "Bear", missing since Oct. 22, we miss him so much! 210-635-7560.
Still missing, Red Corgi mix, Creekwood in Floresville, may have recently had puppies, very loved and missed by our family, answers to Mellie. Call with any information any time, 501-442-1812. 
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Help Wanted

Billing and Shipping Rep. needed for local manufacturer in Elmendorf. Responsibilities: customer service, sales order entry, bills of lading, internet sales and shipping, filing, and answering phones. Requirements: high school diploma or GED, packaging and shipping knowledge preferred with DOT and HAZMAT. Excellent benefits offered.  Fax 210-635-7999 Email resumes@vpracingfuels.com; 7124 Richter Road, Elmendorf, TX.
The Floresville Independent School District is accepting applications for District Wide Transportation Vehicle Mechanic and Mechanic Helper.  Applications may be obtained online at www.fisd.us  Floresville Independent School District Personnel Office is located at 1200 5th St., Floresville, Texas. 830-393-5300 (Office hours: 8:00-4:30). Applications will be accepted until all positions are filled. An Equal Opportunity Employer.
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Bubba  
November 28, 2008 9:19am
 
Mike

Most mathematical systems are based on assumptions, called axiom, which are in some sense assumed to be true statements, and then other statements in that system are proven from the axioms using logic. Therefore, each set of independent axioms place you in a new logical system (which is governed by the basic laws of logic). Notice I said that the axioms are assumed to be true. If you don't assume them to be true, then there is no reason for you to agree with my logical system.

You may say to me "What about the constructivist point of view". They tend to not like the axiomatic view, but even they start with the basic axioms of set theory, which assume that there are really objects to put into a set. What if I disagree that we (or anything else) is really here, then I fall outside of every logical system.
     
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