function support(id) {
var newHTML;
switch(id) {
case 1:
newHTML = "Gorlitz electric sewer & drain cleaning machines and high pressure water jetters are built with the highest quality materials and components available. All parts are die cut for accurate repeatability or precision machined to close tolerances to insure a proper fit. Frames are built from high tensile steel tubing to add strength and reduce weight. Their low profile design ensures greater stability and safety. All frames are zinc plated, painted or powder coated to ensure protection against corrosion.
";
break;
case 2:
newHTML = "Electric models are equipped with high efficiency, continuous duty, ball bearing motors. In addition, these motors are equipped with capacitors, overload protection or manual reset button. Our motors operate on 110 volt, 60 cycle single phase. Motors with different voltage are available and can be furnished upon special request.
";
break;
case 3:
newHTML = "Gasoline powered jetters are equipped with dependable four-stroke KOHLER or HONDA engines. Some of the many standard features of these virtually trouble free engines are a maintenance free electronic ignition, overhead valves to reduce oil and fuel consumption and automatic decompression for easy starting. These engines are recognized for their excellent quality, reliable performance and nationwide support facilities.
";
break;
case 4:
newHTML = "Our pumps were selected due to their advanced design, superior quality, proven continuous heavy-duty performance and long life expectancy. The exterior pump section is cast from solid bronze and all internal hardware is fabricated from stainless steel. The ceramic plungers provide a durable wear surface and resistance to abrasion for maximum seal life. The preset seals require no adjustments.
";
break;
case 5:
newHTML = "Gorlitz offers several styles of cable fittings to give the operator versatility and adaptability. Our cable splices, cable ends and connectors are non-weld fittings that have been machined with a tapered start for easy installation. For extra strength and security, the fittings may be tack welded to the sewer cable. Gorlitz fittings are offered with a standard allen head cap screw or split pin lock.
";
break;
case 6:
newHTML = "Most sewer cleaning machines are offered with an open reel or enclosed drum construction. The many advantages of models equipped with open reels include easy accessibility, visibility, a reduction in corrosion and therefore a longer cable life span. Models supplied with enclosed aluminum drums are a matter of operators choice. They provide additional safety and are recommended if the work is being performed next to walls or inside buildings.
";
break;
case 7:
newHTML = "All products manufactured at Gorlitz Sewer & Drain, Inc. are warranted to be free from defects in material and workmanship under normal use and maintenance for a period of one (1) year from date of purchase to original buyer. If any parts break or fail, we ask you to notify your nearest dealer or Gorlitz Sewer & Drain, Inc. and supply us with proof of purchase and nature of failure. Gorlitz will repair or replace (at our option) any parts found to be defective. The replacement part assumes the unused portion of the warranty. Transportation of the product to any service station is the responsibility of the user unless stated otherwise in this warranty.
";
newHTML += "This warranty does not apply to expendable items ( Cables, Knives, Nozzles, Hoses, Fittings, etc.) and damage due to negligence, unauthorized repair or alteration, chemicals, misuse or accidents. Adjustments of any kind can not be made on shaved, kinked or broken hoses and kinked or broken cables because it shows evidence of abuse or to much pressure.This warranty is exclusive and in lieu of all other expressed warranties and Gorlitz Sewer & Drain, Inc. does not authorize any part to assume for it any other obligation or liability. In no event shall Gorlitz Sewer & Drain, Inc. be liable for special or consequential damages arising from the use of this product or for any delay in the performance of this warranty due to causes beyond our control.
";
break;
case 8:
newHTML = "Most products used on our equipment are warranted to the final consumer by their manufacturers. Copies of such warranties are supplied with our products or are available from the manufacturers. As a service, Gorlitz Sewer & Drain, Inc. will obtain copies of consumer warranties from the warrantor and will furnish them free of charge to consumers upon request. Gorlitz Sewer & Drain, Inc. assumes no responsibility for the content of such warranties or sales literature by performing this service.
";
break;
}
var support = document.getElementById('support' + id);
if(support.style.display=="block") {
support.style.display = 'none';
}
else {
support.innerHTML = newHTML;
support.style.display = 'block';
}
}
function displaySelectForm(itemsId, itemsName, formNum) {
var newHTML = "";
newHTML += "";
document.write(newHTML);
}
function changeSelect(formNum) {
var sfAdd;
var sfCost;
if(formNum!="undefined") {
sfAdd = document.getElementById('sfAdd' + formNum);
sfCost = document.getElementById('sfCost' + formNum);
}
else {
sfAdd = document.getElementById('sfAdd');
sfCost = document.getElementById('sfCost');
}
// GET PRICES BELOW
if(sfAdd.value==0) { sfCost.value="$0.00"; }
else if(sfAdd.value==155) { sfCost.value="41.00"; }
else if(sfAdd.value==156) { sfCost.value="41.00"; }
else if(sfAdd.value==212) { sfCost.value="4,094.00"; }
else if(sfAdd.value==157) { sfCost.value="41.00"; }
else if(sfAdd.value==158) { sfCost.value="41.00"; }
else if(sfAdd.value==205) { sfCost.value="456.00"; }
else if(sfAdd.value==206) { sfCost.value="463.00"; }
else if(sfAdd.value==207) { sfCost.value="504.00"; }
else if(sfAdd.value==208) { sfCost.value="1,103.00"; }
else if(sfAdd.value==209) { sfCost.value="1,103.00"; }
else if(sfAdd.value==184) { sfCost.value="2,064.00"; }
else if(sfAdd.value==185) { sfCost.value="2,106.00"; }
else if(sfAdd.value==186) { sfCost.value="1,712.00"; }
else if(sfAdd.value==187) { sfCost.value="1,754.00"; }
else if(sfAdd.value==188) { sfCost.value="1,752.00"; }
else if(sfAdd.value==159) { sfCost.value="1,646.00"; }
else if(sfAdd.value==160) { sfCost.value="1,294.00"; }
else if(sfAdd.value==161) { sfCost.value="1,684.00"; }
else if(sfAdd.value==162) { sfCost.value="1,324.00"; }
else if(sfAdd.value==189) { sfCost.value="1,371.00"; }
else if(sfAdd.value==190) { sfCost.value="1,792.00"; }
else if(sfAdd.value==191) { sfCost.value="1,403.00"; }
else if(sfAdd.value==192) { sfCost.value="856.00"; }
else if(sfAdd.value==193) { sfCost.value="848.00"; }
else if(sfAdd.value==194) { sfCost.value="850.00"; }
else if(sfAdd.value==195) { sfCost.value="938.00"; }
else if(sfAdd.value==196) { sfCost.value="888.00"; }
else if(sfAdd.value==197) { sfCost.value="858.00"; }
else if(sfAdd.value==198) { sfCost.value="860.00"; }
else if(sfAdd.value==199) { sfCost.value="665.00"; }
else if(sfAdd.value==200) { sfCost.value="678.00"; }
else if(sfAdd.value==154) { sfCost.value="32.00"; }
else if(sfAdd.value==151) { sfCost.value="32.00"; }
else if(sfAdd.value==152) { sfCost.value="32.00"; }
else if(sfAdd.value==153) { sfCost.value="32.00"; }
else if(sfAdd.value==144) { sfCost.value="171.00"; }
else if(sfAdd.value==145) { sfCost.value="309.00"; }
else if(sfAdd.value==146) { sfCost.value="309.00"; }
else if(sfAdd.value==147) { sfCost.value="332.00"; }
else if(sfAdd.value==148) { sfCost.value="332.00"; }
else if(sfAdd.value==149) { sfCost.value="453.00"; }
else if(sfAdd.value==150) { sfCost.value="453.00"; }
else if(sfAdd.value==143) { sfCost.value="171.00"; }
else if(sfAdd.value==137) { sfCost.value="270.00"; }
else if(sfAdd.value==138) { sfCost.value="270.00"; }
else if(sfAdd.value==139) { sfCost.value="317.00"; }
else if(sfAdd.value==140) { sfCost.value="317.00"; }
else if(sfAdd.value==141) { sfCost.value="377.00"; }
else if(sfAdd.value==142) { sfCost.value="377.00"; }
else if(sfAdd.value==136) { sfCost.value="224.00"; }
else if(sfAdd.value==129) { sfCost.value="227.00"; }
else if(sfAdd.value==130) { sfCost.value="227.00"; }
else if(sfAdd.value==131) { sfCost.value="307.00"; }
else if(sfAdd.value==132) { sfCost.value="307.00"; }
else if(sfAdd.value==133) { sfCost.value="150.00"; }
else if(sfAdd.value==134) { sfCost.value="150.00"; }
else if(sfAdd.value==135) { sfCost.value="224.00"; }
else if(sfAdd.value==127) { sfCost.value="209.00"; }
else if(sfAdd.value==128) { sfCost.value="209.00"; }
else if(sfAdd.value==126) { sfCost.value="115.00"; }
else if(sfAdd.value==124) { sfCost.value="259.00"; }
else if(sfAdd.value==125) { sfCost.value="115.00"; }
else if(sfAdd.value==121) { sfCost.value="216.00"; }
else if(sfAdd.value==122) { sfCost.value="216.00"; }
else if(sfAdd.value==123) { sfCost.value="259.00"; }
else if(sfAdd.value==120) { sfCost.value="185.00"; }
else if(sfAdd.value==211) { sfCost.value="3,993.00"; }
else if(sfAdd.value==119) { sfCost.value="185.00"; } //C 15
else if(sfAdd.value==115) { sfCost.value="101.00"; } //C 13
else if(sfAdd.value==116) { sfCost.value="101.00"; } //C 13 SPT
else if(sfAdd.value==117) { sfCost.value="130.00"; }
else if(sfAdd.value==118) { sfCost.value="142.00"; }
else if(sfAdd.value==103) { sfCost.value="15.00"; }
else if(sfAdd.value==106) { sfCost.value="360.00"; }
else if(sfAdd.value==107) { sfCost.value="1,103.00"; }
else if(sfAdd.value==108) { sfCost.value="849.00"; }
else if(sfAdd.value==204) { sfCost.value="362.00"; }
else if(sfAdd.value==201) { sfCost.value="796.00"; }
else if(sfAdd.value==110) { sfCost.value="87.00"; }
else if(sfAdd.value==210) { sfCost.value="5,855.00"; }
else if(sfAdd.value==202) { sfCost.value="772.00"; }
else if(sfAdd.value==203) { sfCost.value="632.00"; }
else if(sfAdd.value==105) { sfCost.value="503.00"; }
else if(sfAdd.value==102) { sfCost.value="999.00"; }
else if(sfAdd.value==213) { sfCost.value="4,196.00"; }
else if(sfAdd.value==214) { sfCost.value="2,484.00"; }
else if(sfAdd.value==215) { sfCost.value="2,598.00"; }
else if(sfAdd.value==216) { sfCost.value="2,187.00"; }
else if(sfAdd.value==217) { sfCost.value="1,421.00"; }
else if(sfAdd.value==218) { sfCost.value="2,318.00"; }
else if(sfAdd.value==219) { sfCost.value="160.00"; }
else if(sfAdd.value==220) { sfCost.value="89.00"; }
else if(sfAdd.value==221) { sfCost.value="23.60"; }
else if(sfAdd.value==222) { sfCost.value="21.50"; }
else if(sfAdd.value==223) { sfCost.value="11.80"; }
else if(sfAdd.value==224) { sfCost.value="25.90"; }
else if(sfAdd.value==225) { sfCost.value="2.05"; }
else if(sfAdd.value==226) { sfCost.value="1.65"; }
else if(sfAdd.value==227) { sfCost.value="6.00"; }
else if(sfAdd.value==228) { sfCost.value="40.00"; }
else if(sfAdd.value==229) { sfCost.value="8.50"; }
else if(sfAdd.value==230) { sfCost.value="18.20"; }
else if(sfAdd.value==231) { sfCost.value="19.20"; }
else if(sfAdd.value==232) { sfCost.value="12.30"; }
else if(sfAdd.value==233) { sfCost.value="6.15"; }
else if(sfAdd.value==234) { sfCost.value="118.00"; }
else if(sfAdd.value==235) { sfCost.value="26.00"; }
else if(sfAdd.value==236) { sfCost.value="30.00"; }
else if(sfAdd.value==237) { sfCost.value="1.15"; }
else if(sfAdd.value==238) { sfCost.value="1.50"; }
else if(sfAdd.value==239) { sfCost.value="2.60"; }
else if(sfAdd.value==240) { sfCost.value="6.15"; }
else if(sfAdd.value==241) { sfCost.value="6.75"; }
else if(sfAdd.value==242) { sfCost.value="1.15"; }
else if(sfAdd.value==243) { sfCost.value="10.50"; }
else if(sfAdd.value==244) { sfCost.value="10.75"; }
else if(sfAdd.value==245) { sfCost.value="36.00"; }
else if(sfAdd.value==246) { sfCost.value="210.00"; }
else if(sfAdd.value==247) { sfCost.value="78.00"; }
else if(sfAdd.value==248) { sfCost.value="54.50"; }
else if(sfAdd.value==249) { sfCost.value="14.60"; }
else if(sfAdd.value==250) { sfCost.value="78.00"; }
else if(sfAdd.value==251) { sfCost.value="54.50"; }
else if(sfAdd.value==252) { sfCost.value="14.60"; }
else if(sfAdd.value==253) { sfCost.value="81.00"; }
else if(sfAdd.value==254) { sfCost.value="57.50"; }
else if(sfAdd.value==255) { sfCost.value="14.60"; }
else if(sfAdd.value==256) { sfCost.value="26.00"; }
else if(sfAdd.value==257) { sfCost.value="4.75"; }
else if(sfAdd.value==258) { sfCost.value="10.75"; }
else if(sfAdd.value==259) { sfCost.value="20.25"; } //386
else if(sfAdd.value==260) { sfCost.value="18.75"; }
else if(sfAdd.value==261) { sfCost.value="6.15"; }
else if(sfAdd.value==262) { sfCost.value="9.90"; }
else if(sfAdd.value==263) { sfCost.value="3.10"; }
else if(sfAdd.value==264) { sfCost.value="89.00"; }
else if(sfAdd.value==265) { sfCost.value="1.00"; }
else if(sfAdd.value==266) { sfCost.value="15.00"; }
else if(sfAdd.value==267) { sfCost.value="20.30"; }
else if(sfAdd.value==268) { sfCost.value="200.00"; }
else if(sfAdd.value==269) { sfCost.value="26.00"; }
else if(sfAdd.value==270) { sfCost.value="30.00"; }
else if(sfAdd.value==271) { sfCost.value="46.00"; }
else if(sfAdd.value==350) { sfCost.value="8.25"; }
else if(sfAdd.value==352) { sfCost.value="18.00"; }
else if(sfAdd.value==353) { sfCost.value="5.50"; }
else if(sfAdd.value==272) { sfCost.value="115.00"; }
else if(sfAdd.value==273) { sfCost.value="235.00"; }
else if(sfAdd.value==274) { sfCost.value="125.00"; }
else if(sfAdd.value==275) { sfCost.value="235.00"; }
else if(sfAdd.value==276) { sfCost.value="135.00"; }
else if(sfAdd.value==277) { sfCost.value="6.00"; }
else if(sfAdd.value==278) { sfCost.value="3.75"; }
else if(sfAdd.value==279) { sfCost.value="135.00"; }
else if(sfAdd.value==280) { sfCost.value="29.00"; }
else if(sfAdd.value==281) { sfCost.value="7.00"; }
else if(sfAdd.value==282) { sfCost.value="24.00"; }
else if(sfAdd.value==283) { sfCost.value="1.35"; }
else if(sfAdd.value==284) { sfCost.value="35.00"; }
else if(sfAdd.value==285) { sfCost.value="28.00"; }
else if(sfAdd.value==286) { sfCost.value="7.00"; }
else if(sfAdd.value==287) { sfCost.value="1.35"; }
else if(sfAdd.value==288) { sfCost.value="34.00"; }
else if(sfAdd.value==289) { sfCost.value="24.00"; }
else if(sfAdd.value==290) { sfCost.value="3.50"; }
else if(sfAdd.value==291) { sfCost.value="2.75"; }
else if(sfAdd.value==292) { sfCost.value="29.00"; }
else if(sfAdd.value==293) { sfCost.value="25.75"; }
else if(sfAdd.value==294) { sfCost.value="3.00"; }
else if(sfAdd.value==295) { sfCost.value="3.75"; }
else if(sfAdd.value==296) { sfCost.value="119.00"; }
else if(sfAdd.value==297) { sfCost.value="21.00"; }
else if(sfAdd.value==298) { sfCost.value="16.00"; }
else if(sfAdd.value==299) { sfCost.value="6.50"; }
else if(sfAdd.value==300) { sfCost.value="4.25"; }
else if(sfAdd.value==301) { sfCost.value="9.50"; }
else if(sfAdd.value==302) { sfCost.value="0.25"; }
else if(sfAdd.value==303) { sfCost.value="10.50"; }
else if(sfAdd.value==304) { sfCost.value="6.75"; }
else if(sfAdd.value==305) { sfCost.value="1.75"; }
else if(sfAdd.value==306) { sfCost.value="1.50"; }
else if(sfAdd.value==307) { sfCost.value="0.75"; }
else if(sfAdd.value==308) { sfCost.value="475.00"; }
else if(sfAdd.value==309) { sfCost.value="24.00"; }
else if(sfAdd.value==310) { sfCost.value="4.75"; }
else if(sfAdd.value==311) { sfCost.value="64.00"; }
else if(sfAdd.value==312) { sfCost.value="3.50"; }
else if(sfAdd.value==313) { sfCost.value="3.25"; }
else if(sfAdd.value==314) { sfCost.value="0.25"; }
else if(sfAdd.value==315) { sfCost.value="0.25"; }
else if(sfAdd.value==316) { sfCost.value="0.25"; }
else if(sfAdd.value==317) { sfCost.value="0.25"; }
else if(sfAdd.value==318) { sfCost.value="0.25"; }
else if(sfAdd.value==319) { sfCost.value="0.25"; }
else if(sfAdd.value==320) { sfCost.value="0.25"; }
else if(sfAdd.value==321) { sfCost.value="22.50"; }
else if(sfAdd.value==322) { sfCost.value="80.00"; }
else if(sfAdd.value==323) { sfCost.value="23.00"; }
else if(sfAdd.value==751) { sfCost.value="37.75"; }
else if(sfAdd.value==324) { sfCost.value="17.00"; }
else if(sfAdd.value==786) { sfCost.value="13.00"; }
else if(sfAdd.value==325) { sfCost.value="273.00"; }
else if(sfAdd.value==326) { sfCost.value="100.00"; }
else if(sfAdd.value==327) { sfCost.value="123.00"; }
else if(sfAdd.value==328) { sfCost.value="110.00"; }
else if(sfAdd.value==329) { sfCost.value="118.00"; }
else if(sfAdd.value==330) { sfCost.value="5.50"; }
else if(sfAdd.value==331) { sfCost.value="30.00"; }
else if(sfAdd.value==332) { sfCost.value="28.00"; }
else if(sfAdd.value==333) { sfCost.value="4.75"; }
else if(sfAdd.value==334) { sfCost.value="8.50"; }
else if(sfAdd.value==335) { sfCost.value="1.60"; }
else if(sfAdd.value==336) { sfCost.value="6.15"; }
else if(sfAdd.value==337) { sfCost.value="22.00"; }
else if(sfAdd.value==338) { sfCost.value="6.15"; }
else if(sfAdd.value==339) { sfCost.value="190.00"; }
else if(sfAdd.value==340) { sfCost.value="27.25"; }
else if(sfAdd.value==341) { sfCost.value="8.00"; }
else if(sfAdd.value==342) { sfCost.value="5.50"; }
else if(sfAdd.value==343) { sfCost.value="26.00"; }
else if(sfAdd.value==344) { sfCost.value="8.50"; }
else if(sfAdd.value==345) { sfCost.value="21.00"; }
else if(sfAdd.value==346) { sfCost.value="0.25"; }
else if(sfAdd.value==347) { sfCost.value="2.30"; }
else if(sfAdd.value==348) { sfCost.value="21.50"; }
else if(sfAdd.value==349) { sfCost.value="3.50"; }
else if(sfAdd.value==351) { sfCost.value="8.75"; }
else if(sfAdd.value==354) { sfCost.value="1.25"; }
else if(sfAdd.value==355) { sfCost.value="27.25"; }
else if(sfAdd.value==356) { sfCost.value="349.00"; }
else if(sfAdd.value==357) { sfCost.value="136.00"; }
else if(sfAdd.value==358) { sfCost.value="169.00"; }
else if(sfAdd.value==359) { sfCost.value="30.50"; }
else if(sfAdd.value==360) { sfCost.value="31.00"; }
else if(sfAdd.value==361) { sfCost.value="31.00"; }
else if(sfAdd.value==362) { sfCost.value="9.75"; }
else if(sfAdd.value==363) { sfCost.value="30.00"; }
else if(sfAdd.value==364) { sfCost.value="23.75"; }
else if(sfAdd.value==365) { sfCost.value="19.75"; }
else if(sfAdd.value==366) { sfCost.value="6.15"; }
else if(sfAdd.value==367) { sfCost.value="333.00"; }
else if(sfAdd.value==368) { sfCost.value="99.00"; }
else if(sfAdd.value==369) { sfCost.value="19.75"; }
else if(sfAdd.value==370) { sfCost.value="4.80"; }
else if(sfAdd.value==371) { sfCost.value="6.15"; }
else if(sfAdd.value==372) { sfCost.value="11.25"; }
else if(sfAdd.value==373) { sfCost.value="24.50"; } //689
else if(sfAdd.value==374) { sfCost.value="2.50"; }
else if(sfAdd.value==375) { sfCost.value="10.25"; }
else if(sfAdd.value==376) { sfCost.value="17.00"; }
else if(sfAdd.value==377) { sfCost.value="47.00"; }
else if(sfAdd.value==378) { sfCost.value="460.00"; }
else if(sfAdd.value==379) { sfCost.value="136.00"; }
else if(sfAdd.value==380) { sfCost.value="179.00"; }
else if(sfAdd.value==381) { sfCost.value="30.50"; }
else if(sfAdd.value==382) { sfCost.value="31.00"; }
else if(sfAdd.value==383) { sfCost.value="30.00"; }
else if(sfAdd.value==384) { sfCost.value="23.50"; }
else if(sfAdd.value==385) { sfCost.value="33.25"; } //690A
else if(sfAdd.value==386) { sfCost.value="19.75"; }
else if(sfAdd.value==387) { sfCost.value="6.15"; }
else if(sfAdd.value==388) { sfCost.value="9.75"; }
else if(sfAdd.value==389) { sfCost.value="435.00"; }
else if(sfAdd.value==390) { sfCost.value="18.00"; }
else if(sfAdd.value==391) { sfCost.value="11.25"; }
else if(sfAdd.value==392) { sfCost.value="21.50"; }
else if(sfAdd.value==393) { sfCost.value="6.00"; }
else if(sfAdd.value==394) { sfCost.value="3.25"; }
else if(sfAdd.value==395) { sfCost.value="6.15"; }
else if(sfAdd.value==396) { sfCost.value="6.15"; }
else if(sfAdd.value==397) { sfCost.value="460.00"; }
else if(sfAdd.value==398) { sfCost.value="31.00"; }
else if(sfAdd.value==399) { sfCost.value="32.00"; }
else if(sfAdd.value==400) { sfCost.value="2.75"; }
else if(sfAdd.value==401) { sfCost.value="21.50"; }
else if(sfAdd.value==402) { sfCost.value="22.50"; }
else if(sfAdd.value==403) { sfCost.value="20.50"; }
else if(sfAdd.value==404) { sfCost.value="6.15"; }
else if(sfAdd.value==405) { sfCost.value="297.00"; }
else if(sfAdd.value==406) { sfCost.value="27.25"; }
else if(sfAdd.value==407) { sfCost.value="2.50"; }
else if(sfAdd.value==408) { sfCost.value="410.00"; }
else if(sfAdd.value==409) { sfCost.value="105.00"; }
else if(sfAdd.value==410) { sfCost.value="22.50"; }
else if(sfAdd.value==411) { sfCost.value="5.50"; }
else if(sfAdd.value==412) { sfCost.value="139.00"; }
else if(sfAdd.value==413) { sfCost.value="5.00"; }
else if(sfAdd.value==414) { sfCost.value="395.00"; }
else if(sfAdd.value==415) { sfCost.value="2.50"; }
else if(sfAdd.value==416) { sfCost.value="33.50"; }
else if(sfAdd.value==417) { sfCost.value="33.50"; }
else if(sfAdd.value==418) { sfCost.value="24.50"; } //1508D
else if(sfAdd.value==419) { sfCost.value="9.50"; }
else if(sfAdd.value==420) { sfCost.value="436.00"; }
else if(sfAdd.value==421) { sfCost.value="56.50"; }
else if(sfAdd.value==422) { sfCost.value="5.00"; }
else if(sfAdd.value==423) { sfCost.value="15.50"; }
else if(sfAdd.value==424) { sfCost.value="14.00"; }
else if(sfAdd.value==425) { sfCost.value="18.50"; }
else if(sfAdd.value==426) { sfCost.value="1.25"; }
else if(sfAdd.value==427) { sfCost.value="13.50"; }
else if(sfAdd.value==428) { sfCost.value="46.00"; }
else if(sfAdd.value==429) { sfCost.value="87.00"; }
else if(sfAdd.value==430) { sfCost.value="18.00"; }
else if(sfAdd.value==431) { sfCost.value="4.00"; }
else if(sfAdd.value==432) { sfCost.value="5.00"; }
else if(sfAdd.value==433) { sfCost.value="57.00"; }
else if(sfAdd.value==434) { sfCost.value="1.00"; }
else if(sfAdd.value==435) { sfCost.value="6.00"; }
else if(sfAdd.value==436) { sfCost.value="1.00"; }
else if(sfAdd.value==437) { sfCost.value="1.00"; }
else if(sfAdd.value==438) { sfCost.value="34.50"; }
else if(sfAdd.value==439) { sfCost.value="1.75"; }
else if(sfAdd.value==440) { sfCost.value="9.75"; }
else if(sfAdd.value==441) { sfCost.value="7.75"; }
else if(sfAdd.value==442) { sfCost.value="11.25"; }
else if(sfAdd.value==443) { sfCost.value="7.75"; }
else if(sfAdd.value==444) { sfCost.value="5.25"; }
else if(sfAdd.value==469) { sfCost.value="10.00"; }
else if(sfAdd.value==445) { sfCost.value="65.00"; }
else if(sfAdd.value==446) { sfCost.value="29.00"; }
else if(sfAdd.value==447) { sfCost.value="31.00"; }
else if(sfAdd.value==448) { sfCost.value="231.00"; }
else if(sfAdd.value==449) { sfCost.value="51.50"; }
else if(sfAdd.value==450) { sfCost.value="1.50"; }
else if(sfAdd.value==451) { sfCost.value="20.50"; }
else if(sfAdd.value==452) { sfCost.value="4.50"; } //1505
else if(sfAdd.value==453) { sfCost.value="33.50"; }
else if(sfAdd.value==454) { sfCost.value="390.00"; }
else if(sfAdd.value==455) { sfCost.value="1.50"; }
else if(sfAdd.value==456) { sfCost.value="15.50"; }
else if(sfAdd.value==457) { sfCost.value="21.50"; }
else if(sfAdd.value==458) { sfCost.value="7.75"; }
else if(sfAdd.value==459) { sfCost.value="15.50"; }
else if(sfAdd.value==460) { sfCost.value="256.00"; }
else if(sfAdd.value==461) { sfCost.value="131.00"; }
else if(sfAdd.value==462) { sfCost.value="88.00"; }
else if(sfAdd.value==463) { sfCost.value="9.50"; } //1530C
else if(sfAdd.value==464) { sfCost.value="8.75"; }
else if(sfAdd.value==465) { sfCost.value="3.75"; }
else if(sfAdd.value==466) { sfCost.value="10.00"; }
else if(sfAdd.value==467) { sfCost.value="46.00"; }
else if(sfAdd.value==468) { sfCost.value="37.00"; }
else if(sfAdd.value==470) { sfCost.value="0.50"; }
else if(sfAdd.value==471) { sfCost.value="1.00"; }
else if(sfAdd.value==472) { sfCost.value="2.00"; }
else if(sfAdd.value==473) { sfCost.value="231.00"; }
else if(sfAdd.value==474) { sfCost.value="573.00"; }
else if(sfAdd.value==475) { sfCost.value="619.00"; }
else if(sfAdd.value==476) { sfCost.value="2.50"; }
else if(sfAdd.value==477) { sfCost.value="56.50"; }
else if(sfAdd.value==478) { sfCost.value="36.00"; }
else if(sfAdd.value==479) { sfCost.value="15.50"; }
else if(sfAdd.value==480) { sfCost.value="81.00"; }
else if(sfAdd.value==481) { sfCost.value="15.50"; }
else if(sfAdd.value==482) { sfCost.value="80.50"; }
else if(sfAdd.value==483) { sfCost.value="7.75"; }
else if(sfAdd.value==484) { sfCost.value="56.50"; }
else if(sfAdd.value==485) { sfCost.value="5.00"; }
else if(sfAdd.value==486) { sfCost.value="46.00"; }
else if(sfAdd.value==487) { sfCost.value="24.00"; }
else if(sfAdd.value==488) { sfCost.value="28.75"; }
else if(sfAdd.value==489) { sfCost.value="25.75"; }
else if(sfAdd.value==490) { sfCost.value="7.50"; }
else if(sfAdd.value==491) { sfCost.value="53.00"; }
else if(sfAdd.value==492) { sfCost.value="18.00"; }
else if(sfAdd.value==493) { sfCost.value="75.00"; }
else if(sfAdd.value==494) { sfCost.value="385.00"; }
else if(sfAdd.value==495) { sfCost.value="21.00"; }
else if(sfAdd.value==496) { sfCost.value="33.50"; }
else if(sfAdd.value==497) { sfCost.value="90.00"; }
else if(sfAdd.value==498) { sfCost.value="0.25"; }
else if(sfAdd.value==499) { sfCost.value="948.00"; }
else if(sfAdd.value==500) { sfCost.value="2.50"; }
else if(sfAdd.value==501) { sfCost.value="984.00"; }
else if(sfAdd.value==502) { sfCost.value="116.00"; }
else if(sfAdd.value==503) { sfCost.value="10.50"; }
else if(sfAdd.value==504) { sfCost.value="18.50"; }
else if(sfAdd.value==505) { sfCost.value="7.75"; }
else if(sfAdd.value==506) { sfCost.value="80.50"; }
else if(sfAdd.value==507) { sfCost.value="7.50"; }
else if(sfAdd.value==508) { sfCost.value="333.00"; }
else if(sfAdd.value==509) { sfCost.value="204.00"; }
else if(sfAdd.value==510) { sfCost.value="46.00"; }
else if(sfAdd.value==511) { sfCost.value="23.50"; }
else if(sfAdd.value==512) { sfCost.value="8.75"; }
else if(sfAdd.value==513) { sfCost.value="3.25"; }
else if(sfAdd.value==514) { sfCost.value="10.50"; }
else if(sfAdd.value==515) { sfCost.value="46.00"; }
else if(sfAdd.value==516) { sfCost.value="2.25"; }
else if(sfAdd.value==517) { sfCost.value="7.75"; }
else if(sfAdd.value==518) { sfCost.value="5.25"; }
else if(sfAdd.value==519) { sfCost.value="46.00"; }
else if(sfAdd.value==520) { sfCost.value="538.00"; }
else if(sfAdd.value==521) { sfCost.value="34.50"; }
else if(sfAdd.value==522) { sfCost.value="169.00"; }
else if(sfAdd.value==523) { sfCost.value="4.00"; }
else if(sfAdd.value==524) { sfCost.value="1,537.00"; }
else if(sfAdd.value==525) { sfCost.value="159.00"; }
else if(sfAdd.value==526) { sfCost.value="272.00"; }
else if(sfAdd.value==527) { sfCost.value="846.00"; }
else if(sfAdd.value==528) { sfCost.value="2.50"; }
else if(sfAdd.value==529) { sfCost.value="60.50"; }
else if(sfAdd.value==530) { sfCost.value="4.50"; }
else if(sfAdd.value==531) { sfCost.value="4.50"; }
else if(sfAdd.value==532) { sfCost.value="8.50"; }
else if(sfAdd.value==533) { sfCost.value="2.75"; }
else if(sfAdd.value==534) { sfCost.value="9.75"; }
else if(sfAdd.value==535) { sfCost.value="8.50"; }
else if(sfAdd.value==536) { sfCost.value="18.50"; }
else if(sfAdd.value==537) { sfCost.value="12.50"; }
else if(sfAdd.value==538) { sfCost.value="62.50"; }
else if(sfAdd.value==539) { sfCost.value="18.50"; }
else if(sfAdd.value==540) { sfCost.value="14.50"; }
else if(sfAdd.value==541) { sfCost.value="8.50"; }
else if(sfAdd.value==542) { sfCost.value="50.00"; }
else if(sfAdd.value==543) { sfCost.value="80.50"; }
else if(sfAdd.value==544) { sfCost.value="8.50"; }
else if(sfAdd.value==545) { sfCost.value="1.75"; }
else if(sfAdd.value==546) { sfCost.value="5.75"; }
else if(sfAdd.value==547) { sfCost.value="24.00"; }
else if(sfAdd.value==548) { sfCost.value="60.00"; }
else if(sfAdd.value==549) { sfCost.value="57.00"; }
else if(sfAdd.value==550) { sfCost.value="35.50"; }
else if(sfAdd.value==551) { sfCost.value="31.00"; }
else if(sfAdd.value==552) { sfCost.value="16.65"; }
else if(sfAdd.value==553) { sfCost.value="38.00"; }
else if(sfAdd.value==554) { sfCost.value="1.20"; }
else if(sfAdd.value==555) { sfCost.value="4.80"; }
else if(sfAdd.value==556) { sfCost.value="27.15"; }
else if(sfAdd.value==557) { sfCost.value="14.35"; }
else if(sfAdd.value==558) { sfCost.value="9.60"; }
else if(sfAdd.value==559) { sfCost.value="4.80"; }
else if(sfAdd.value==560) { sfCost.value="9.00"; }
else if(sfAdd.value==561) { sfCost.value="8.50"; }
else if(sfAdd.value==562) { sfCost.value="0.35"; }
else if(sfAdd.value==563) { sfCost.value="0.50"; }
else if(sfAdd.value==564) { sfCost.value="23.60"; }
else if(sfAdd.value==565) { sfCost.value="12.30"; }
else if(sfAdd.value==566) { sfCost.value="6.00"; }
else if(sfAdd.value==567) { sfCost.value="3.25"; }
else if(sfAdd.value==568) { sfCost.value="1.45"; }
else if(sfAdd.value==569) { sfCost.value="1.70"; }
else if(sfAdd.value==570) { sfCost.value="0.30"; }
else if(sfAdd.value==571) { sfCost.value="1.60"; }
else if(sfAdd.value==572) { sfCost.value="0.60"; }
else if(sfAdd.value==573) { sfCost.value="0.60"; }
else if(sfAdd.value==574) { sfCost.value="0.10"; }
else if(sfAdd.value==575) { sfCost.value="0.10"; }
else if(sfAdd.value==576) { sfCost.value="0.55"; }
else if(sfAdd.value==577) { sfCost.value="4.85"; }
else if(sfAdd.value==578) { sfCost.value="5.15"; }
else if(sfAdd.value==579) { sfCost.value="0.30"; }
else if(sfAdd.value==580) { sfCost.value="29.75"; }
else if(sfAdd.value==581) { sfCost.value="20.50"; }
else if(sfAdd.value==582) { sfCost.value="20.50"; }
else if(sfAdd.value==583) { sfCost.value="16.65"; }
else if(sfAdd.value==584) { sfCost.value="38.00"; }
else if(sfAdd.value==585) { sfCost.value="4.80"; }
else if(sfAdd.value==586) { sfCost.value="27.15"; }
else if(sfAdd.value==587) { sfCost.value="14.35"; }
else if(sfAdd.value==588) { sfCost.value="9.60"; }
else if(sfAdd.value==589) { sfCost.value="4.80"; }
else if(sfAdd.value==590) { sfCost.value="10.10"; }
else if(sfAdd.value==591) { sfCost.value="8.50"; }
else if(sfAdd.value==592) { sfCost.value="0.35"; }
else if(sfAdd.value==593) { sfCost.value="0.50"; }
else if(sfAdd.value==594) { sfCost.value="23.60"; }
else if(sfAdd.value==595) { sfCost.value="12.30"; }
else if(sfAdd.value==596) { sfCost.value="6.00"; }
else if(sfAdd.value==597) { sfCost.value="3.25"; }
else if(sfAdd.value==598) { sfCost.value="1.70"; }
else if(sfAdd.value==599) { sfCost.value="0.30"; }
else if(sfAdd.value==600) { sfCost.value="0.60"; }
else if(sfAdd.value==601) { sfCost.value="0.60"; }
else if(sfAdd.value==602) { sfCost.value="0.10"; }
else if(sfAdd.value==603) { sfCost.value="0.10"; }
else if(sfAdd.value==604) { sfCost.value="0.55"; }
else if(sfAdd.value==605) { sfCost.value="67.00"; }
else if(sfAdd.value==749) { sfCost.value="26.00"; }
else if(sfAdd.value==606) { sfCost.value="19.50"; }
else if(sfAdd.value==607) { sfCost.value="45.00"; }
else if(sfAdd.value==608) { sfCost.value="19.00"; }
else if(sfAdd.value==609) { sfCost.value="16.25"; }
else if(sfAdd.value==610) { sfCost.value="91.00"; }
else if(sfAdd.value==750) { sfCost.value="61.00"; }
else if(sfAdd.value==611) { sfCost.value="58.00"; }
else if(sfAdd.value==612) { sfCost.value="29.75"; }
else if(sfAdd.value==613) { sfCost.value="81.75"; } //313
else if(sfAdd.value==614) { sfCost.value="0.30"; }
else if(sfAdd.value==615) { sfCost.value="1.60"; }
else if(sfAdd.value==616) { sfCost.value="1.60"; }
else if(sfAdd.value==617) { sfCost.value="2.60"; }
else if(sfAdd.value==618) { sfCost.value="1.65"; }
else if(sfAdd.value==619) { sfCost.value="3.75"; }
else if(sfAdd.value==620) { sfCost.value="3.75"; }
else if(sfAdd.value==621) { sfCost.value="5.50"; }
else if(sfAdd.value==622) { sfCost.value="5.50"; }
else if(sfAdd.value==623) { sfCost.value="5.50"; }
else if(sfAdd.value==624) { sfCost.value="5.50"; }
else if(sfAdd.value==625) { sfCost.value="5.50"; }
else if(sfAdd.value==626) { sfCost.value="5.50"; }
else if(sfAdd.value==627) { sfCost.value="6.00"; }
else if(sfAdd.value==628) { sfCost.value="20.00"; }
else if(sfAdd.value==629) { sfCost.value="20.00"; }
else if(sfAdd.value==630) { sfCost.value="22.00"; }
else if(sfAdd.value==631) { sfCost.value="0.25"; }
else if(sfAdd.value==632) { sfCost.value="0.90"; }
else if(sfAdd.value==633) { sfCost.value="5.00"; }
else if(sfAdd.value==634) { sfCost.value="0.90"; }
else if(sfAdd.value==635) { sfCost.value="5.00"; }
else if(sfAdd.value==636) { sfCost.value="0.90"; }
else if(sfAdd.value==637) { sfCost.value="5.00"; }
else if(sfAdd.value==638) { sfCost.value="5.00"; }
else if(sfAdd.value==639) { sfCost.value="16.50"; }
else if(sfAdd.value==640) { sfCost.value="31.00"; }
else if(sfAdd.value==641) { sfCost.value="32.00"; }
else if(sfAdd.value==642) { sfCost.value="33.00"; }
else if(sfAdd.value==643) { sfCost.value="12.85"; }
else if(sfAdd.value==644) { sfCost.value="15.75"; }
else if(sfAdd.value==645) { sfCost.value="12.85"; }
else if(sfAdd.value==646) { sfCost.value="75.00"; }
else if(sfAdd.value==647) { sfCost.value="4.25"; }
else if(sfAdd.value==648) { sfCost.value="4.25"; }
else if(sfAdd.value==649) { sfCost.value="5.00"; }
else if(sfAdd.value==650) { sfCost.value="5.00"; }
else if(sfAdd.value==651) { sfCost.value="5.50"; }
else if(sfAdd.value==652) { sfCost.value="5.50"; }
else if(sfAdd.value==653) { sfCost.value="5.50"; }
else if(sfAdd.value==654) { sfCost.value="5.75"; }
else if(sfAdd.value==655) { sfCost.value="5.75"; }
else if(sfAdd.value==656) { sfCost.value="5.75"; }
else if(sfAdd.value==657) { sfCost.value="5.75"; }
else if(sfAdd.value==658) { sfCost.value="5.75"; }
else if(sfAdd.value==659) { sfCost.value="5.75"; }
else if(sfAdd.value==660) { sfCost.value="5.75"; }
else if(sfAdd.value==661) { sfCost.value="7.70"; }
else if(sfAdd.value==662) { sfCost.value="10.00"; }
else if(sfAdd.value==663) { sfCost.value="11.25"; }
else if(sfAdd.value==664) { sfCost.value="19.00"; }
else if(sfAdd.value==665) { sfCost.value="31.00"; }
else if(sfAdd.value==666) { sfCost.value="33.00"; }
else if(sfAdd.value==667) { sfCost.value="0.35"; }
else if(sfAdd.value==668) { sfCost.value="0.35"; }
else if(sfAdd.value==669) { sfCost.value="6.75"; }
else if(sfAdd.value==670) { sfCost.value="12.85"; }
else if(sfAdd.value==671) { sfCost.value="17.85"; }
else if(sfAdd.value==672) { sfCost.value="17.00"; }
else if(sfAdd.value==673) { sfCost.value="17.00"; }
else if(sfAdd.value==674) { sfCost.value="17.00"; }
else if(sfAdd.value==675) { sfCost.value="5.75"; }
else if(sfAdd.value==676) { sfCost.value="22.00"; }
else if(sfAdd.value==677) { sfCost.value="75.00"; }
else if(sfAdd.value==678) { sfCost.value="5.50"; }
else if(sfAdd.value==679) { sfCost.value="3.00"; }
else if(sfAdd.value==680) { sfCost.value="3.00"; }
else if(sfAdd.value==681) { sfCost.value="3.00"; }
else if(sfAdd.value==682) { sfCost.value="3.00"; }
else if(sfAdd.value==683) { sfCost.value="3.00"; }
else if(sfAdd.value==684) { sfCost.value="4.75"; }
else if(sfAdd.value==685) { sfCost.value="4.75"; }
else if(sfAdd.value==686) { sfCost.value="4.75"; }
else if(sfAdd.value==687) { sfCost.value="15.75"; }
else if(sfAdd.value==688) { sfCost.value="17.85"; }
else if(sfAdd.value==689) { sfCost.value="17.00"; }
else if(sfAdd.value==690) { sfCost.value="17.00"; }
else if(sfAdd.value==691) { sfCost.value="17.00"; }
else if(sfAdd.value==692) { sfCost.value="3.00"; }
else if(sfAdd.value==693) { sfCost.value="3.00"; }
else if(sfAdd.value==694) { sfCost.value="3.00"; }
else if(sfAdd.value==695) { sfCost.value="3.00"; }
else if(sfAdd.value==696) { sfCost.value="3.00"; }
else if(sfAdd.value==697) { sfCost.value="3.00"; }
else if(sfAdd.value==698) { sfCost.value="3.00"; }
else if(sfAdd.value==699) { sfCost.value="3.50"; }
else if(sfAdd.value==700) { sfCost.value="3.50"; }
else if(sfAdd.value==701) { sfCost.value="3.50"; }
else if(sfAdd.value==702) { sfCost.value="3.50"; }
else if(sfAdd.value==703) { sfCost.value="3.50"; }
else if(sfAdd.value==704) { sfCost.value="3.50"; }
else if(sfAdd.value==705) { sfCost.value="3.50"; }
else if(sfAdd.value==706) { sfCost.value="3.50"; }
else if(sfAdd.value==707) { sfCost.value="3.50"; }
else if(sfAdd.value==708) { sfCost.value="3.50"; }
else if(sfAdd.value==709) { sfCost.value="3.50"; }
else if(sfAdd.value==710) { sfCost.value="5.00"; }
else if(sfAdd.value==711) { sfCost.value="5.00"; }
else if(sfAdd.value==712) { sfCost.value="5.00"; }
else if(sfAdd.value==713) { sfCost.value="9.00"; }
else if(sfAdd.value==714) { sfCost.value="9.00"; }
else if(sfAdd.value==715) { sfCost.value="3.50"; }
else if(sfAdd.value==716) { sfCost.value="3.50"; }
else if(sfAdd.value==717) { sfCost.value="3.50"; }
else if(sfAdd.value==718) { sfCost.value="3.50"; }
else if(sfAdd.value==719) { sfCost.value="3.50"; }
else if(sfAdd.value==720) { sfCost.value="3.50"; }
else if(sfAdd.value==721) { sfCost.value="3.50"; }
else if(sfAdd.value==722) { sfCost.value="5.00"; }
else if(sfAdd.value==723) { sfCost.value="5.00"; }
else if(sfAdd.value==724) { sfCost.value="9.00"; }
else if(sfAdd.value==725) { sfCost.value="9.00"; }
else if(sfAdd.value==726) { sfCost.value="5.00"; }
else if(sfAdd.value==727) { sfCost.value="5.75"; }
else if(sfAdd.value==728) { sfCost.value="5.75"; }
else if(sfAdd.value==729) { sfCost.value="7.25"; }
else if(sfAdd.value==730) { sfCost.value="7.25"; }
else if(sfAdd.value==731) { sfCost.value="8.50"; }
else if(sfAdd.value==732) { sfCost.value="10.35"; }
else if(sfAdd.value==733) { sfCost.value="8.50"; }
else if(sfAdd.value==734) { sfCost.value="10.35"; }
else if(sfAdd.value==735) { sfCost.value="19.00"; }
else if(sfAdd.value==736) { sfCost.value="10.75"; }
else if(sfAdd.value==737) { sfCost.value="12.30"; }
else if(sfAdd.value==738) { sfCost.value="26.00"; }
else if(sfAdd.value==739) { sfCost.value="26.00"; }
else if(sfAdd.value==740) { sfCost.value="340.00"; }
else if(sfAdd.value==741) { sfCost.value="315.00"; }
else if(sfAdd.value==742) { sfCost.value="35.00"; }
else if(sfAdd.value==743) { sfCost.value="29.50"; }
else if(sfAdd.value==744) { sfCost.value="320.00"; }
else if(sfAdd.value==745) { sfCost.value="97.00"; }
else if(sfAdd.value==746) { sfCost.value="320.00"; }
else if(sfAdd.value==747) { sfCost.value="97.00"; }
else if(sfAdd.value==748) { sfCost.value="289.00"; }
else if(sfAdd.value==752) { sfCost.value="53.00"; } //T 07B
else if(sfAdd.value==753) { sfCost.value="29.50"; }
else if(sfAdd.value==754) { sfCost.value="17.50"; }
else if(sfAdd.value==755) { sfCost.value="39.00"; }
else if(sfAdd.value==756) { sfCost.value="33.00"; }
else if(sfAdd.value==757) { sfCost.value="60.00"; } //T 11
else if(sfAdd.value==758) { sfCost.value="37.50"; }
else if(sfAdd.value==759) { sfCost.value="52.50"; } //T 11B
else if(sfAdd.value==760) { sfCost.value="30.50"; }
else if(sfAdd.value==761) { sfCost.value="11.00"; }
else if(sfAdd.value==762) { sfCost.value="11.00"; }
else if(sfAdd.value==763) { sfCost.value="24.00"; }
else if(sfAdd.value==764) { sfCost.value="25.00"; }
else if(sfAdd.value==765) { sfCost.value="56.00"; }
else if(sfAdd.value==766) { sfCost.value="62.00"; }
else if(sfAdd.value==767) { sfCost.value="6.25"; }
else if(sfAdd.value==768) { sfCost.value="5.75"; }
else if(sfAdd.value==769) { sfCost.value="6.75"; }
else if(sfAdd.value==770) { sfCost.value="40.00"; }
else if(sfAdd.value==771) { sfCost.value="34.00"; } //T 20
else if(sfAdd.value==772) { sfCost.value="39.00"; } //T 21
else if(sfAdd.value==773) { sfCost.value="59.00"; } //T 22
else if(sfAdd.value==774) { sfCost.value="65.00"; } //T 23
else if(sfAdd.value==775) { sfCost.value="90.00"; }
else if(sfAdd.value==776) { sfCost.value="44.00"; }
else if(sfAdd.value==777) { sfCost.value="34.00"; }
else if(sfAdd.value==778) { sfCost.value="39.50"; }
else if(sfAdd.value==779) { sfCost.value="13.00"; }
else if(sfAdd.value==780) { sfCost.value="52.50"; }
else if(sfAdd.value==781) { sfCost.value="33.00"; }
else if(sfAdd.value==782) { sfCost.value="33.00"; }
else if(sfAdd.value==783) { sfCost.value="38.00"; }
else if(sfAdd.value==784) { sfCost.value="38.00"; }
else if(sfAdd.value==785) { sfCost.value="52.50"; }
else if(sfAdd.value==787) { sfCost.value="87.00"; }
else if(sfAdd.value==788) { sfCost.value="92.00"; }
else if(sfAdd.value==789) { sfCost.value="8,767.00"; }
else if(sfAdd.value==790) { sfCost.value="9,599.00"; }
else if(sfAdd.value==791) { sfCost.value="7,646.00"; }
else if(sfAdd.value==792) { sfCost.value="8,476.00"; }
else if(sfAdd.value==793) { sfCost.value="6,146.00"; }
else if(sfAdd.value==794) { sfCost.value="6,969.00"; }
else if(sfAdd.value==795) { sfCost.value="8,054.00"; }
else if(sfAdd.value==796) { sfCost.value="6,870.00"; }
else if(sfAdd.value==797) { sfCost.value="5,431.00"; }
else if(sfAdd.value==798) { sfCost.value="9,990.00"; }
else if(sfAdd.value==799) { sfCost.value="10,813.00"; }
else if(sfAdd.value==800) { sfCost.value="10,424.00"; }
else if(sfAdd.value==801) { sfCost.value="11,250.00"; }
else if(sfAdd.value==802) { sfCost.value="6,847.00"; }
else if(sfAdd.value==803) { sfCost.value="7,660.00"; }
else if(sfAdd.value==804) { sfCost.value="9,331.00"; }
else if(sfAdd.value==805) { sfCost.value="8,884.00"; }
else if(sfAdd.value==806) { sfCost.value="5,732.00"; }
else if(sfAdd.value==807) { sfCost.value="11,123.00"; }
else if(sfAdd.value==808) { sfCost.value="11,960.00"; }
else if(sfAdd.value==809) { sfCost.value="10,711.00"; }
else if(sfAdd.value==810) { sfCost.value="11,526.00"; }
else if(sfAdd.value==811) { sfCost.value="7,562.00"; }
else if(sfAdd.value==812) { sfCost.value="8,383.00"; }
else if(sfAdd.value==813) { sfCost.value="4,312.00"; }
else if(sfAdd.value==814) { sfCost.value="3,999.00"; }
else if(sfAdd.value==815) { sfCost.value="5,921.00"; }
else if(sfAdd.value==816) { sfCost.value="5,586.00"; }
else if(sfAdd.value==817) { sfCost.value="3,575.00"; }
else if(sfAdd.value==818) { sfCost.value="3,262.00"; }
else if(sfAdd.value==819) { sfCost.value="5,149.00"; }
else if(sfAdd.value==820) { sfCost.value="4,812.00"; }
else if(sfAdd.value==821) { sfCost.value="2,570.00"; }
else if(sfAdd.value==822) { sfCost.value="1,416.00"; }
else if(sfAdd.value==823) { sfCost.value="1,468.00"; }
else if(sfAdd.value==824) { sfCost.value="668.00"; }
else if(sfAdd.value==825) { sfCost.value="668.00"; }
else if(sfAdd.value==826) { sfCost.value="298.00"; }
else if(sfAdd.value==827) { sfCost.value="2,605.00"; }
else if(sfAdd.value==828) { sfCost.value="1,441.00"; }
else if(sfAdd.value==829) { sfCost.value="3,573.00"; }
else if(sfAdd.value==830) { sfCost.value="3,146.00"; }
else if(sfAdd.value==831) { sfCost.value="79.00"; }
else if(sfAdd.value==832) { sfCost.value="102.00"; }
else if(sfAdd.value==833) { sfCost.value="2,598.00"; }
else if(sfAdd.value==834) { sfCost.value="3,431.00"; }
else if(sfAdd.value==835) { sfCost.value="2,286.00"; }
else if(sfAdd.value==836) { sfCost.value="411.00"; }
else if(sfAdd.value==837) { sfCost.value="4.55"; }
else if(sfAdd.value==838) { sfCost.value="9.10"; }
else if(sfAdd.value==839) { sfCost.value="4.55"; }
else if(sfAdd.value==840) { sfCost.value="102.00"; }
else if(sfAdd.value==841) { sfCost.value="45.00"; }
else if(sfAdd.value==842) { sfCost.value="53.00"; }
else if(sfAdd.value==843) { sfCost.value="66.00"; }
else if(sfAdd.value==844) { sfCost.value="88.00"; }
else if(sfAdd.value==845) { sfCost.value="127.00"; }
else if(sfAdd.value==846) { sfCost.value="166.00"; }
else if(sfAdd.value==847) { sfCost.value="100.00"; }
else if(sfAdd.value==848) { sfCost.value="149.00"; }
else if(sfAdd.value==849) { sfCost.value="198.00"; }
else if(sfAdd.value==850) { sfCost.value="298.00"; }
else if(sfAdd.value==851) { sfCost.value="397.00"; }
else if(sfAdd.value==852) { sfCost.value="232.00"; }
else if(sfAdd.value==853) { sfCost.value="348.00"; }
else if(sfAdd.value==854) { sfCost.value="463.00"; }
else if(sfAdd.value==855) { sfCost.value="580.00"; }
else if(sfAdd.value==856) { sfCost.value="695.00"; }
else if(sfAdd.value==857) { sfCost.value="840.00"; }
else if(sfAdd.value==858) { sfCost.value="1,103.00"; }
else if(sfAdd.value==859) { sfCost.value="1,355.00"; }
else if(sfAdd.value==860) { sfCost.value="20.00"; }
else if(sfAdd.value==861) { sfCost.value="24.00"; }
else if(sfAdd.value==862) { sfCost.value="20.00"; }
else if(sfAdd.value==863) { sfCost.value="24.00"; }
else if(sfAdd.value==864) { sfCost.value="20.00"; }
else if(sfAdd.value==865) { sfCost.value="32.50"; }
else if(sfAdd.value==866) { sfCost.value="36.75"; }
else if(sfAdd.value==867) { sfCost.value="20.00"; }
else if(sfAdd.value==868) { sfCost.value="24.00"; }
else if(sfAdd.value==869) { sfCost.value="20.00"; }
else if(sfAdd.value==870) { sfCost.value="24.00"; }
else if(sfAdd.value==871) { sfCost.value="20.00"; }
else if(sfAdd.value==872) { sfCost.value="32.50"; }
else if(sfAdd.value==873) { sfCost.value="36.75"; }
else if(sfAdd.value==874) { sfCost.value="24.00"; }
else if(sfAdd.value==875) { sfCost.value="28.00"; }
else if(sfAdd.value==876) { sfCost.value="24.00"; }
else if(sfAdd.value==877) { sfCost.value="28.00"; }
else if(sfAdd.value==878) { sfCost.value="31.00"; }
else if(sfAdd.value==879) { sfCost.value="35.00"; }
else if(sfAdd.value==880) { sfCost.value="31.00"; }
else if(sfAdd.value==881) { sfCost.value="35.00"; }
else if(sfAdd.value==882) { sfCost.value="31.00"; }
else if(sfAdd.value==883) { sfCost.value="43.00"; }
else if(sfAdd.value==884) { sfCost.value="47.25"; }
else if(sfAdd.value==885) { sfCost.value="127.00"; }
else if(sfAdd.value==886) { sfCost.value="127.00"; }
else if(sfAdd.value==887) { sfCost.value="31.00"; }
else if(sfAdd.value==888) { sfCost.value="35.00"; }
else if(sfAdd.value==889) { sfCost.value="31.00"; }
else if(sfAdd.value==890) { sfCost.value="35.00"; }
else if(sfAdd.value==891) { sfCost.value="31.00"; }
else if(sfAdd.value==892) { sfCost.value="43.00"; }
else if(sfAdd.value==893) { sfCost.value="47.25"; }
else if(sfAdd.value==894) { sfCost.value="160.00"; }
else if(sfAdd.value==895) { sfCost.value="160.00"; }
else if(sfAdd.value==896) { sfCost.value="40.00"; }
else if(sfAdd.value==897) { sfCost.value="42.00"; }
else if(sfAdd.value==898) { sfCost.value="46.00"; }
else if(sfAdd.value==899) { sfCost.value="42.00"; }
else if(sfAdd.value==900) { sfCost.value="44.00"; }
else if(sfAdd.value==901) { sfCost.value="51.00"; }
else if(sfAdd.value==902) { sfCost.value="65.00"; }
else if(sfAdd.value==903) { sfCost.value="20.00"; }
else if(sfAdd.value==904) { sfCost.value="194.00"; }
else if(sfAdd.value==905) { sfCost.value="194.00"; }
else if(sfAdd.value==906) { sfCost.value="210.00"; }
else if(sfAdd.value==907) { sfCost.value="48.25"; }
else if(sfAdd.value==908) { sfCost.value="53.00"; }
else if(sfAdd.value==909) { sfCost.value="51.00"; }
else if(sfAdd.value==910) { sfCost.value="55.00"; }
else if(sfAdd.value==911) { sfCost.value="76.00"; }
else if(sfAdd.value==912) { sfCost.value="20.00"; }
else if(sfAdd.value==913) { sfCost.value="325.00"; }
else if(sfAdd.value==914) { sfCost.value="325.00"; }
else if(sfAdd.value==915) { sfCost.value="20.00"; }
else if(sfAdd.value==916) { sfCost.value="15.75"; }
else if(sfAdd.value==917) { sfCost.value="15.75"; }
else if(sfAdd.value==918) { sfCost.value="65.00"; }
else if(sfAdd.value==919) { sfCost.value="25.00"; }
else if(sfAdd.value==920) { sfCost.value="165.00"; }
else if(sfAdd.value==921) { sfCost.value="5.75"; }
else if(sfAdd.value==922) { sfCost.value="6.00"; } //JT 106
else if(sfAdd.value==923) { sfCost.value="8.25"; }
else if(sfAdd.value==924) { sfCost.value="252.00"; }
else if(sfAdd.value==925) { sfCost.value="436.00"; }
else if(sfAdd.value==926) { sfCost.value="109.00"; }
else if(sfAdd.value==927) { sfCost.value="87.00"; }
else if(sfAdd.value==928) { sfCost.value="77.00"; }
else if(sfAdd.value==929) { sfCost.value="4.50"; }
else if(sfAdd.value==930) { sfCost.value="25.00"; }
else if(sfAdd.value==931) { sfCost.value="33.00"; }
else if(sfAdd.value==932) { sfCost.value="26.00"; }
else if(sfAdd.value==933) { sfCost.value="34.00"; }
else if(sfAdd.value==934) { sfCost.value="63.00"; }
else if(sfAdd.value==935) { sfCost.value="68.00"; }
else if(sfAdd.value==936) { sfCost.value="73.00"; }
else if(sfAdd.value==937) { sfCost.value="82.50"; }
else if(sfAdd.value==938) { sfCost.value="87.50"; }
else if(sfAdd.value==939) { sfCost.value="92.50"; }
else if(sfAdd.value==940) { sfCost.value="84.50"; }
else if(sfAdd.value==941) { sfCost.value="89.50"; }
else if(sfAdd.value==942) { sfCost.value="94.50"; }
else if(sfAdd.value==943) { sfCost.value="109.00"; }
else if(sfAdd.value==944) { sfCost.value="114.00"; }
else if(sfAdd.value==945) { sfCost.value="119.00"; }
else if(sfAdd.value==946) { sfCost.value="103.00"; }
else if(sfAdd.value==947) { sfCost.value="108.00"; }
else if(sfAdd.value==948) { sfCost.value="113.00"; }
else if(sfAdd.value==949) { sfCost.value="123.00"; }
else if(sfAdd.value==950) { sfCost.value="128.00"; }
else if(sfAdd.value==951) { sfCost.value="133.00"; }
else if(sfAdd.value==952) { sfCost.value="121.00"; }
else if(sfAdd.value==953) { sfCost.value="121.00"; }
else if(sfAdd.value==954) { sfCost.value="156.00"; }
else if(sfAdd.value==955) { sfCost.value="156.00"; }
else if(sfAdd.value==956) { sfCost.value="34.50"; }
else if(sfAdd.value==957) { sfCost.value="45.50"; }
else if(sfAdd.value==958) { sfCost.value="36.50"; }
else if(sfAdd.value==959) { sfCost.value="47.00"; }
else if(sfAdd.value==960) { sfCost.value="93.00"; }
else if(sfAdd.value==961) { sfCost.value="117.50"; }
else if(sfAdd.value==962) { sfCost.value="122.00"; }
else if(sfAdd.value==963) { sfCost.value="155.50"; }
else if(sfAdd.value==964) { sfCost.value="135.00"; }
else if(sfAdd.value==965) { sfCost.value="163.00"; }
else if(sfAdd.value==966) { sfCost.value="187.00"; }
else if(sfAdd.value==967) { sfCost.value="187.00"; }
else if(sfAdd.value==968) { sfCost.value="234.50"; }
else if(sfAdd.value==969) { sfCost.value="234.50"; }
else if(sfAdd.value==970) { sfCost.value="39.00"; }
else if(sfAdd.value==971) { sfCost.value="46.50"; }
else if(sfAdd.value==972) { sfCost.value="41.00"; }
else if(sfAdd.value==973) { sfCost.value="47.50"; }
else if(sfAdd.value==974) { sfCost.value="79.00"; }
else if(sfAdd.value==975) { sfCost.value="98.50"; }
else if(sfAdd.value==976) { sfCost.value="116.00"; }
else if(sfAdd.value==977) { sfCost.value="139.00"; }
else if(sfAdd.value==978) { sfCost.value="34.00"; }
else if(sfAdd.value==979) { sfCost.value="41.50"; }
else if(sfAdd.value==980) { sfCost.value="35.00"; }
else if(sfAdd.value==981) { sfCost.value="42.50"; }
else if(sfAdd.value==982) { sfCost.value="83.00"; }
else if(sfAdd.value==983) { sfCost.value="104.50"; }
else if(sfAdd.value==984) { sfCost.value="106.50"; }
else if(sfAdd.value==985) { sfCost.value="131.00"; }
else if(sfAdd.value==986) { sfCost.value="32.00"; }
else if(sfAdd.value==987) { sfCost.value="32.00"; }
else if(sfAdd.value==988) { sfCost.value="29.00"; }
else if(sfAdd.value==989) { sfCost.value="37.50"; }
else if(sfAdd.value==990) { sfCost.value="30.00"; }
else if(sfAdd.value==991) { sfCost.value="37.50"; }
else if(sfAdd.value==992) { sfCost.value="28.00"; }
else if(sfAdd.value==993) { sfCost.value="34.00"; }
else if(sfAdd.value==994) { sfCost.value="46.00"; }
else if(sfAdd.value==995) { sfCost.value="39.50"; }
else if(sfAdd.value==996) { sfCost.value="46.50"; }
else if(sfAdd.value==997) { sfCost.value="42.00"; }
else if(sfAdd.value==998) { sfCost.value="47.50"; }
else if(sfAdd.value==999) { sfCost.value="39.50"; }
else if(sfAdd.value==1000) { sfCost.value="46.00"; }
else if(sfAdd.value==1001) { sfCost.value="58.00"; }
else if(sfAdd.value==1002) { sfCost.value="48.00"; }
else if(sfAdd.value==1003) { sfCost.value="59.50"; }
else if(sfAdd.value==1004) { sfCost.value="49.50"; }
else if(sfAdd.value==1005) { sfCost.value="61.00"; }
else if(sfAdd.value==1006) { sfCost.value="108.00"; }
else if(sfAdd.value==1007) { sfCost.value="134.50"; }
else if(sfAdd.value==1008) { sfCost.value="153.00"; }
else if(sfAdd.value==1009) { sfCost.value="177.00"; }
else if(sfAdd.value==1010) { sfCost.value="43.00"; }
else if(sfAdd.value==1011) { sfCost.value="54.50"; }
else if(sfAdd.value==1012) { sfCost.value="45.50"; }
else if(sfAdd.value==1013) { sfCost.value="56.00"; }
else if(sfAdd.value==1014) { sfCost.value="114.00"; }
else if(sfAdd.value==1015) { sfCost.value="138.50"; }
else if(sfAdd.value==1016) { sfCost.value="147.00"; }
else if(sfAdd.value==1017) { sfCost.value="178.50"; }
else if(sfAdd.value==1018) { sfCost.value="41.00"; }
else if(sfAdd.value==1019) { sfCost.value="41.00"; }
else if(sfAdd.value==1020) { sfCost.value="36.00"; }
else if(sfAdd.value==1021) { sfCost.value="43.50"; }
else if(sfAdd.value==1022) { sfCost.value="38.00"; }
else if(sfAdd.value==1023) { sfCost.value="46.50"; }
else if(sfAdd.value==1024) { sfCost.value="35.00"; }
else if(sfAdd.value==1025) { sfCost.value="43.00"; }
else if(sfAdd.value==1026) { sfCost.value="55.00"; }
else if(sfAdd.value==1027) { sfCost.value="0.00"; }
else if(sfAdd.value==1028) { sfCost.value="1,768.00"; }
else if(sfAdd.value==1029) { sfCost.value="395.00"; }
else if(sfAdd.value==1030) { sfCost.value="49.00"; }
else if(sfAdd.value==1031) { sfCost.value="35.00"; }
else if(sfAdd.value==1032) { sfCost.value="0.65"; }
else if(sfAdd.value==1033) { sfCost.value="10.50"; }
else if(sfAdd.value==1034) { sfCost.value="0.25"; }
else if(sfAdd.value==1035) { sfCost.value="28,900.00"; }
else if(sfAdd.value==1036) { sfCost.value="28,900.00"; }
else if(sfAdd.value==1037) { sfCost.value="10,000.00"; }
else if(sfAdd.value==1038) { sfCost.value="1,150.00"; }
else if(sfAdd.value==1039) { sfCost.value="1,750.00"; }
else if(sfAdd.value==1040) { sfCost.value="10,000.00"; }
else if(sfAdd.value==1041) { sfCost.value="1,000.00"; }
else if(sfAdd.value==1042) { sfCost.value="750.00"; }
else if(sfAdd.value==1043) { sfCost.value="500.00"; }
else if(sfAdd.value==1044) { sfCost.value="600.00"; }
else if(sfAdd.value==1045) { sfCost.value="900.00"; }
else if(sfAdd.value==1046) { sfCost.value="175.00"; }
else if(sfAdd.value==1047) { sfCost.value="2,700.00"; }
else if(sfAdd.value==1048) { sfCost.value="100.00"; }
else if(sfAdd.value==1049) { sfCost.value="100.00"; }
else if(sfAdd.value==1050) { sfCost.value="100.00"; }
else if(sfAdd.value==1051) { sfCost.value="100.00"; }
else if(sfAdd.value==1052) { sfCost.value="100.00"; }
else if(sfAdd.value==1053) { sfCost.value="100.00"; }
else if(sfAdd.value==1054) { sfCost.value="100.00"; }
else if(sfAdd.value==1055) { sfCost.value="100.00"; }
else if(sfAdd.value==1056) { sfCost.value="100.00"; }
else if(sfAdd.value==1057) { sfCost.value="800.00"; }
else if(sfAdd.value==1058) { sfCost.value="1,000.00"; }
else if(sfAdd.value==1059) { sfCost.value="75.00"; }
else if(sfAdd.value==1060) { sfCost.value="1,576.00"; }
else if(sfAdd.value==1061) { sfCost.value="25.00"; }
else if(sfAdd.value==1062) { sfCost.value="35.00"; }
else if(sfAdd.value==1063) { sfCost.value="1,150.00"; }
else if(sfAdd.value==1064) { sfCost.value="1,750.00"; }
else if(sfAdd.value==1065) { sfCost.value="249.00"; }
else if(sfAdd.value==1066) { sfCost.value="242.00"; }
else if(sfAdd.value==1067) { sfCost.value="225.00"; }
else if(sfAdd.value==1068) { sfCost.value="425.00"; }
else if(sfAdd.value==1069) { sfCost.value="425.00"; }
else if(sfAdd.value==1070) { sfCost.value="100.00"; }
else if(sfAdd.value==1071) { sfCost.value="75.00"; }
else if(sfAdd.value==1072) { sfCost.value="50.00"; }
else if(sfAdd.value==1073) { sfCost.value="95.00"; }
else if(sfAdd.value==1074) { sfCost.value="75.00"; }
else if(sfAdd.value==1075) { sfCost.value="50.00"; }
else if(sfAdd.value==1076) { sfCost.value="15.00"; }
else if(sfAdd.value==1077) { sfCost.value="20.00"; }
else if(sfAdd.value==1078) { sfCost.value="35.00"; }
else if(sfAdd.value==1079) { sfCost.value="30.00"; }
else if(sfAdd.value==1080) { sfCost.value="35.00"; }
else if(sfAdd.value==1081) { sfCost.value="350.00"; }
}