InvoiceWriter - Buget eToll receipt tempalte

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" alt="" />
<div class="c x1 y1 w2 h2">
<div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws5">Your Information</div>
</div>
<div class="t m0 x3 h4 y3 ff2 fs1 fc1 sc0 ls20 ws7">Customer Name :<span class="ff1 ls1f ws8"> <span class="ff3 ls1 ws9">KEITH MCLAIN </span></span></div>
<div class="t m0 x4 h4 y4 ff2 fs1 fc1 sc0 ls21">Address<span class="ls1f wsa"> <span class="ls22">:</span></span> <span class="ff3 ls3 wsc">300 VALENCIAd CA</span></div>
<div class="t m0 x4 h4 y5 ff3 fs1 fc1 sc0 ls4 wsc"><span class="ff2 ls23 wsd">Phone Number : </span><span class="ls24">888-555-4443</span></div>
<div class="c x1 y1 w2 h2">
<div class="t m0 x5 h3 y2 ff1 fs0 fc0 sc0 ls6 wse">Your Cardd Information</div>
</div>
<div class="t m0 x6 h4 y3 ff2 fs1 fc1 sc0 ls25 wsf">CC Type :<span class="ff1 ls1f ws8"> <span class="ls26 ws10">VISA CARD </span></span></div>
<div class="t m0 x6 h4 y6 ff2 fs1 fc1 sc0 ls27 ws11">CC Number :<span class="ff1 ls1f ws8"> <span class="ls7">************<span class="ff3 ws0">3333 </span></span></span></div>
<div class="c x1 y1 w2 h2">
<div class="t m0 x2 h3 y7 ff1 fs0 fc0 sc0 ls8 ws12">Your Payment Informationd</div>
</div>
<div class="t m0 x3 h4 y8 ff2 fs1 fc1 sc0 ls28 ws13">Statement ID :<span class="ff1 ls1f ws8"> <span class="ls29">T972<span class="ff3">1</span>2<span class="ff3">3</span><span class="ws6">59 </span></span></span></div>
<div class="t m0 x3 h4 y9 ff2 fs1 fc1 sc0 ls2a ws14">Total Toll Amount :<span class="ff1 ls1f ws8"> <span class="ls2b">$9.87</span> </span></div>
<div class="t m0 x3 h4 ya ff2 fs1 fc1 sc0 ls2c ws15">eToll Convenience Fee d:<span class="ff1 ls1f ws8"> <span class="ls2d">$11.90</span> </span></div>
<div class="t m0 x3 h4 yb ff1 fs2 fc1 sc0 ls2e ws16">$5.95 per usage day max $29.75 per rental</div>
<div class="t m0 x3 h4 yc ff2 fs1 fc1 sc0 ls2f ws17">Total Charges :<span class="ff1 ls1f ws8"> <span class="ls2d">$21.77</span> </span></div>
<div class="c x1 y1 w2 h2">
<div class="t m0 x5 h3 y7 ff1 fs0 fc0 sc0 ls9 ws18">Your Rental Information</div>
</div>
<div class="t m0 x6 h4 y8 ff2 fs1 fc1 sc0 ls30 ws19">Rental dAgency :<span class="ff1 ls1f ws8"> <span class="ls31 ws6">Budget </span></span></div>
<div class="t m0 x6 h4 y9 ff2 fs1 fc1 sc0 ls32 ws1a">Contract/Rental Agreement Number :<span class="ff1 ls1f ws8"> <span class="ls33">U62<span class="ff3">33</span><span class="ws6">0302 </span></span></span></div>
<div class="t m0 x6 h4 ya ff2 fs1 fc1 sc0 ls34 ws1b">Pick udp dDate and Time :<span class="ff1 ls1f ws8"> <span class="ls35 ws1c">1/26/2023 11:45:00 AM </span></span></div>
<div class="t m0 x7 h4 yd ff1 fs1 fc1 sc0 ls36 ws1d">(OdRLANDO, FL)</div>
<div class="t m0 x6 h4 ye ff2 fs1 fc1 sc0 ls37 ws1e">Return Date and Time :<span class="ff1 ls1f ws8"> <span class="ls38 ws1f">1/29/2023 6:22:00 PM </span></span></div>
<div class="c x1 y1 w2 h2">
<div class="t m0 x8 h3 yf ff1 fs0 fc1 sc0 lsa ws20">(ORLANDO, FL)</div>
<div class="t m1 x9 h5 y10 ff2 fs3 fc2 sc0 ls1f ws21">Tolling Summary</div>
<div class="t m0 x2 h3 y11 ff1 fs0 fc0 sc0 lsb ws22">Toll Date Time<span class="lsc ws6"> <span class="lsd ws23">Toll Road</span><span class="lse"> <span class="ls39 ws24">Entry Plaza</span> </span></span></div>
<div class="t m2 xa h3 y11 ff1 fs0 fc0 sc0 ls1f ws25">Exit Plaza</div>
<div class="t m0 xb h3 y11 ff1 fs0 fc0 sc0 lsf ws6"><span class="ls10 ws26">Vehicle Class</span><span class="lsc"> <span class="ls11 ws27">Toll Fee</span> </span></div>
<div class="t m0 x2 h3 y12 ff1 fs0 fc3 sc0 ls3a">01/29/2023</div>
<div class="t m0 x2 h6 y13 ff1 fs0 fc3 sc0 ls12 ws28">06:07:18 PM <span class="ls3b ws1 v1">SR<span class="ls13">-<span class="ls14 ws2">417 <span class="ls3c ws3">-- <span class="ls15 ws29">Boggy Creek Mainline Toll Plaza <span class="ls16">2<span class="ls3a">$3.08</span></span></span></span></span></span></span></div>
<div class="t m0 x2 h3 y14 ff1 fs0 fc3 sc0 ls3a">01/29/2023</div>
<div class="t m0 x2 h7 y15 ff1 fs0 fc3 sc0 ls12 ws28">05:59:09 PM <span class="ls3b ws1 v1">SR<span class="ls13">-<span class="ls14 ws2">417 <span class="ls3c ws3">-- <span class="ls17 ws2a">John Young Mainline Toll Plaza <span class="ls16">2<span class="ls3a">$3.08</span></span></span></span></span></span></span></div>
<div class="t m0 x2 h3 y16 ff1 fs0 fc3 sc0 ls3a">01/26/2023</div>
<div class="t m0 x2 h3 y17 ff1 fs0 fc3 sc0 ls12 ws28">02:01:40 PM</div>
<div class="t m0 xc h3 y16 ff1 fs0 fc3 sc0 ls3d ws2b">Beachline West</div>
<div class="t m0 xc h8 y17 ff1 fs0 fc3 sc0 ls18 ws6">Expressway <span class="ls13">-<span class="ls1f"> <span class="ls19 ws2c">(SR 528) <span class="ls3c ws3 v1">-- </span><span class="ls1a v2">6<span class="ls3c">-</span></span></span></span></span></div>
<div class="t m3 xd h3 y16 ff1 fs0 fc3 sc0 ls1f ws2d">MAINLINE PLAZA</div>
<div class="t m0 xe h3 y16 ff1 fs0 fc3 sc0 ls1f ws6"><span class="ls3e">(Before/After</span></div>
<div class="t m0 xa h6 y17 ff1 fs0 fc3 sc0 ls19 ws2c">Consolidation with CFX) <span class="ls16 v1">2<span class="ls3a">$3.71</span></span></div>
<div class="t m0 x9 h3 y18 ff5 fs0 fc4 sc0 ls1b ws2e">Please note, there may be a delay on tolls being posted to your reciept due to a delay of the Transportation Agencies consoli<span class="ls3f ws2f">dated and </span></div>
<div class="t m0 x9 h3 y19 ff5 fs0 fc4 sc0 ls1c ws30">posting tolls in a timely manner. In the event additional tolls are forwarded to us, we will process them and forward an addi<span class="ls1d ws31">tional e<span class="ls13">-<span class="ls40 ws32">receipt to </span></span></span></div>
<div class="t m0 x9 h3 y1a ff5 fs0 fc4 sc0 ls41 ws33">you as soon as possible.</div>
<div class="t m0 x9 h3 y1b ff5 fs0 fc5 sc0 ls1e ws34">If you have any questions regarding toll activity that is listed on the reciept please contact us at 1<span class="ls13">-<span class="ls14 ws4">800</span>-<span class="ls14 ws4">482</span>-<span class="ls3a">0159.</span></span></div>
<div class="t m0 xf h9 y1c ff2 fs4 fc6 sc0 ls42">e</div>
<div class="t m4 x10 h9 y1c ff2 fs4 fc6 sc0 ls1f">-</div>
<div class="t m0 x11 h9 y1c ff2 fs4 fc6 sc0 ls19 ws35">Toll Receipt</div>
<div class="t m0 x12 ha y1d ff1 fs5 fc4 sc0 ls43 ws36">Below is a summarized receipt of toll activity from your recent rental.</div>
</div>
</div>
<div class="pi" data-data="{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}"> </div>
</div>
</div>
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Buget eToll receipt tempalte

Email receipt of Budget rental car

Uploaded by kmclainsc on 2023-02-11 04:07:24

Email template for Budget rental car eTolls.

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Buget eToll receipt tempalte

Email receipt of Budget rental car

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