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commit c0d52466e179fc95681cb5c109a2f1d9ba95150e
parent acf9ef0c478253cb7db2f124d6f15edb39077843
Author: Javier Sepulveda <javier.sepulveda@uv.es>
Date:   Mon,  3 Jun 2024 11:05:08 +0200

Taler brochure conversion to Inkscape, slides 5 and 6

Diffstat:
Dmerchants/09-Taler-Brochure-AF_BA_VF_inkscape_spanish.svg | 7808-------------------------------------------------------------------------------
Mmerchants/Inkscape/09-Taler-Brochure-AF_BA_VF_inkscape_spanish.svg | 1613++++++++++++++++++++++++++++++++++++++++++++-----------------------------------
Mmerchants/Translations/taler-brochure-spanish.txt | 2+-
3 files changed, 896 insertions(+), 8527 deletions(-)

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éticos</tspan></text> - <text - xml:space="preserve" - transform="scale(1,-1)" - style="font-variant:normal;font-weight:300;font-stretch:normal;font-size:12px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-Light;writing-mode:lr-tb;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text98-0" - x="104.23257" - y="-165.48241"><tspan - sodipodi:role="line" - id="tspan96-62" - x="104.23257" - y="-165.48241">Más barato para tí</tspan></text> - <text - xml:space="preserve" - transform="scale(1,-1)" - style="font-variant:normal;font-weight:300;font-stretch:normal;font-size:12px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-Light;writing-mode:lr-tb;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text98-0-8" - x="420.59586" - y="-164.42874"><tspan - sodipodi:role="line" - id="tspan96-62-7" - x="420.59586" - y="-164.42874">Socialmente innovador</tspan></text> - <text - xml:space="preserve" - transform="scale(1,-1)" - 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id="tspan226">you can choose between:</tspan></text> - <g - id="g230" - transform="translate(80.1969,327.6332)"> - <path - d="M 0,0 3.945,3.843 8.875,-1.088 18.737,8.774 22.323,5.188 8.786,-8.529 Z" - style="fill:#63b9e9;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path232" /> - </g> - <g - id="g234" - transform="translate(80.1969,163.978)"> - <path - d="M 0,0 3.945,3.843 8.875,-1.088 18.737,8.774 22.323,5.188 8.786,-8.529 Z" - style="fill:#63b9e9;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path236" /> - </g> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,112.323,161.135)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:12px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text240"><tspan - x="0 3.9360001 12.228 15.624 22.799999 30.66 38.903999 44.076 47.472 61.428001 69 77.279999" - y="0" - sodipodi:role="line" - 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118.44 120.987 124.785 130.464 136.674 142.85699 145.56599 149.364 155.043 161.271" - y="9" - sodipodi:role="line" - id="tspan312">Tablet required?</tspan><tspan - x="-105.57 -98.388 -93.483002 -85.887001 -79.272003 -76.724998 -71.469902 -65.574898 -59.346901" - y="29.483999" - sodipodi:role="line" - id="tspan314">A.QR code</tspan><tspan - x="-105.57 -98.649002 -93.744003 -83.772003 -78.219002 -75.510002 -72.801003 -67.122002 -63.207001 -60.66 -55.106998 -48.896999" - y="55.206001" - sodipodi:role="line" - id="tspan316">B.Wallet app</tspan><tspan - x="-105.57 -98.864998 -93.959999 -87.372002 -79.776001 -74.033997 -71.487 -65.933998 -59.723999" - y="80.397003" - sodipodi:role="line" - id="tspan318">C.POS app</tspan></text> - <g - id="g322"> - <g - id="g324" - clip-path="url(#clipPath328)"> - <g - id="g330" - transform="translate(394.5591,304.3331)"> - <path - d="m 0,0 c -6.627,0 -12,-5.373 -12,-12 v -76.942 c 0,-6.628 5.373,-12 12,-12 h 75.213 c 6.627,0 12,5.372 12,12 V -12 c 0,6.627 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- x="0 6.3839998 9.9659996 12.33 15.66 19.698 23.195999 27.233999" - y="0" - sodipodi:role="line" - id="tspan388">merchant</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,231.25,192.697)" - style="font-variant:normal;font-weight:300;font-stretch:normal;font-size:6px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-Light;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text394"><tspan - x="0 3.72 7.7579999 9.3240004" - y="0" - sodipodi:role="line" - id="tspan392">only</tspan></text> - <g - id="g396"> - <g - id="g398" - clip-path="url(#clipPath402)"> - <g - id="g404" - transform="translate(15,443.0315)"> - <path - d="m 0,0 h -15 m 627.283,0 h 15 M 0,-419.528 h -15 m 627.283,0 h 15 M 8.504,8.504 v 15 m 0,-451.535 v -15 M 603.78,8.504 v 15 m 0,-451.535 v -15" - 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- <path - d="M 0,0 C -9.393,0 -17.008,-7.615 -17.008,-17.008 V -93.11 c 0,-9.393 7.615,-17.008 17.008,-17.008 h 157.457 c 9.393,0 17.008,7.615 17.008,17.008 v 76.102 C 174.465,-7.615 166.85,0 157.457,0 Z" - style="fill:none;stroke:#ffffff;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" - id="path428" /> - </g> - </g> - </g> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,492.6796,51.873)" - style="font-variant:normal;font-weight:300;font-stretch:normal;font-size:8px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-Light;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text432"><tspan - x="0 5.2800002 9.9440002 13.688 17.912001 19.968 24.84 29.615999 32.799999 38.152 43.551998 45.608002 51.792 57.144001 59.231998 64.632004" - y="0" - sodipodi:role="line" - id="tspan430">Easy Setup Guide</tspan></text> - <text - xml:space="preserve" - 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0.442,1.36 0.264,1.513 0.046,1.631 -0.211,1.715 -0.468,1.798 -0.756,1.839 -1.074,1.839 h -2.484 v -5.634 h 0.971 v 1.964 h 1.23 l 1.373,-1.964 z" - style="fill:#12110c;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path484" /> - </g> - </g> - </g> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,51.8504,366.9788)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text492"><tspan - x="0 15.96 26.860001 41.200001 53.34 65.300003 86.358002 98.977997 112.798 121.498 127.158 140.95799 149.39799 162.498 174.17799 186.798 197.418" - y="0" - sodipodi:role="line" - id="tspan486">A.Payment process</tspan><tspan - x="0 18.74 24.76 33.459999 47.279999 52.759998 66.559998 75.099998 81.120003 94.940002 103.3 115.92 129.75999 135.24001 152.12 166.82001 172.3 183.98 197.08 210.92" - y="24" - 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style="font-style:italic;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:9px;font-family:Montserrat;-inkscape-font-specification:Montserrat-BoldItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text500"><tspan - x="0 6.2189999 10.026 13.941 20.150999 24.93 27.764999 30.635099 33.948002 37.952099 40.310101 43.0191 48.086102 51.165001 56.3661 62.252102 65.9151 76.382103" - y="0" - sodipodi:role="line" - id="tspan498">https://t.ly/xorWW</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,205.5776,90.9968)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:9px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text506"><tspan - x="0 5.5799999 9.1260004" - y="0" - sodipodi:role="line" - id="tspan502">or </tspan><tspan - x="-153.7272 -148.8132 -143.2332 -137.17619 -133.7652 -127.6902 -122.6412 -119.0592" - y="10.8" - sodipodi:role="line" - id="tspan504">contact </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,88.8314,80.1968)" - style="font-style:italic;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:9px;font-family:Montserrat;-inkscape-font-specification:Montserrat-BoldItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text510"><tspan - x="0 4.7789998 10.962 17.172001 23.382 29.268 33.281101 37.196098 46.556099 50.3181 56.528099 59.237099 64.889099 68.678101 71.036102 77.272202 82.924202" - y="0" - sodipodi:role="line" - id="tspan508">support@taler.net</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,177.9836,80.1968)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:9px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text514"><tspan - x="0 3.411 8.9910002 11.304 16.884001 20.304001 26.379 31.761 35.306999 37.619999 43.695 49.751999 52.064999 59.516102 64.583099 71.018097 73.3311 79.406097 84.698097 89.450104 91.799103 96.713097 102.0951" - y="0" - sodipodi:role="line" - id="tspan512">to order an OTP device.</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,51.8504,197.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text526"><tspan - x="0 6.9699998 13.66 18.440001 22.23 28.43 39.07 45.049999 48.990002 51.560001 56.34 61.799 68.549004 75.278999 80.058998" - y="0" - sodipodi:role="line" - id="tspan516">Customer scans </tspan><tspan - x="0 3.98 10.71 16.690001 19.26 27.639999 34.84 37.41 42.868999 49.069 55.819 61.799" - y="14" - sodipodi:role="line" - id="tspan518">the QR code </tspan><tspan - x="0 3.21 9.4099998 13.35 15.92 24.059999 30.280001 37.439999 40.009998 43.799999 50.549999 57.369999 60.580002" - y="28" - sodipodi:role="line" - id="tspan520">(or NFC tag).</tspan><tspan - x="219.67999 226.64999 233.34 238.12 241.91 248.11 258.75 264.73001 268.67001" - y="0" - sodipodi:role="line" - id="tspan522">Customer </tspan><tspan - x="219.67999 223.48 229.36 234.64 237.25 243.13 251.67999 256.45999 259.03 265.78 272.51001 279.26001" - y="14" - sodipodi:role="line" - id="tspan524">reviews and </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,271.5304,169.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat 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id="tspan534">Customer enters </tspan><tspan - x="-109.84 -105.86 -99.129997 -93.150002 -90.580002 -83.830002 -73.190002 -66.989998 -60.299999 -53.57 -49.59 -47.02 -44.41 -37.68" - y="-28" - sodipodi:role="line" - id="tspan536">the amount in </tspan><tspan - x="-109.84 -104.76 -98.010002 -95.400002 -89.419998 -85.480003 -82.910004 -74.450996 -67.700996 -65.091003 -62.480999 -56.500999 -52.521 -49.951 -43.201 -36.451 -29.872" - y="-14" - sodipodi:role="line" - id="tspan538">Taler wallet app.</tspan><tspan - x="109.85 116.82 123.51 128.28999 132.08 138.28 148.92 154.89999 158.84" - y="-42" - sodipodi:role="line" - id="tspan540">Customer </tspan><tspan - x="109.85 114.63 121.36 127.41 135.96001 140.74001 143.31 150.06 156.81 162.09 172.73 178.71001 185.44 189.42" - y="-28" - sodipodi:role="line" - id="tspan542">shows payment </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,381.3804,169.517)" - 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125.38 129.17999 134.64 141.37 148.12 154.85001 158.83" - y="-42" - sodipodi:role="line" - id="tspan552">Merchant </tspan><tspan - x="109.84 120.48 127.23 132.50999 135.08 141.83 148.03 154.72 161.47 164.08 170.159" - y="-28" - sodipodi:role="line" - id="tspan554">may double-</tspan><tspan - x="109.84 115.3 122.03 128.00999 133.47 139.23 141.8 148.55 155.3 160.58 171.22 177.2 183.92999 187.91" - y="-14" - sodipodi:role="line" - id="tspan556">check payment </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,491.2204,155.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text562"><tspan - x="0 5.46 11.66 18.389999 24.280001 28.1 38.740002 45.490002 49.470001 52.080002 58.279999 65.010002" - y="0" - sodipodi:role="line" - id="tspan560">confrmation 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style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:9px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#63b9e9;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1760"><tspan - x="0 7.3260002 12.906 15.219 22.761 29.240999 31.554001 36.467999 42.048 48.123001 53.505001 55.818001 59.237099 64.619102 70.694099 76.769096 82.1511 85.724098 90.782097" - y="0" - sodipodi:role="line" - id="tspan1756">No QR code reader? </tspan><tspan - x="0 5.6789999 8.0279999 14.085 20.16 22.473 28.548 30.896999 33.245998 35.558998 43.1721 49.247101 51.5961 53.945099 59.327099 62.9091 67.211098 69.524101 75.599098 79.181099 80.981102" - y="10.8" - sodipodi:role="line" - id="tspan1758">Find all wallets at: </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,163.491,80.1968)" - style="font-style:italic;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:9px;font-family:Montserrat;-inkscape-font-specification:Montserrat-BoldItalic;writing-mode:lr-tb;fill:#63b9e9;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1764"><tspan - x="0 6.2189999 10.026 13.941 20.150999 24.93 27.764999 30.635099 33.893101 42.2271 48.437099 51.146099 53.855099 59.507099 63.5121 65.834099 69.5961 75.806099 78.515099 84.167099 87.9561 90.314102 96.551102 102.2031 106.1181" - y="0" - sodipodi:role="line" - id="tspan1762">https://wallet.taler.net/</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,80.1969,197.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1798"><tspan - x="0 2.95 9.6800003 14.46 18.25 25 27.610001 30.219999 32.790001 36.77 43.5 49.48 52.049999 57.129002 63.879002 66.488998 72.469002 76.408997" - y="0" - sodipodi:role="line" - id="tspan1766">Install the Taler </tspan><tspan - x="0 8.46 15.21 17.82 20.43 26.41 30.389999 32.959999 39.709999 46.459999 53.209999 55.779999 61.98" - y="14" - sodipodi:role="line" - id="tspan1768">wallet app on</tspan><tspan - x="0 5.1300001 11.33 18.02 21.959999 24.530001 29.309999 39.950001 46.700001 50.789001 54.769001 61.519001 68.249001 74.448997 81.179001" - y="28" - sodipodi:role="line" - id="tspan1770">your smartphone</tspan><tspan - x="0 3.21 7.9899998 13.45 20.200001 26.93 29.5 33.48 40.209999 46.189999 48.759998 57.139999 64.339996" - y="42" - sodipodi:role="line" - id="tspan1772">(scan the QR </tspan><tspan - x="0 5.46 11.66 18.41 24.389999 26.959999 33.709999 40.459999 46.508999 51.639 57.618999 60.828999" - y="56" - sodipodi:role="line" - id="tspan1774">code above).</tspan><tspan - x="219.67999 226.88 232.86 238.32001 244.3 246.91 252.03999 258.01999 260.59 267.34 274.07001 280.82001" - y="0" - sodipodi:role="line" - id="tspan1776">Receive and </tspan><tspan - x="219.67999 230.32001 237.07001 242.62 248.60001 251.17 257.92001 264.67001 269.95001 280.59 286.57001 293.29999 297.28 302.06" - y="14" - sodipodi:role="line" - id="tspan1778">make payments </tspan><tspan - x="219.67999 222.89 227.67 233.64999 239.63 242.2 248.92999 254.759 259.94901 263.92899 266.49899 273.24899 279.99899 286.819 292.79901 296.009" - y="28" - sodipodi:role="line" - id="tspan1780">(see next page).</tspan><tspan - x="109.84 115.93 121.39 128.14 134.87 137.44 145.82001 153.02 155.59 161.049 167.24899 173.99899 179.979" - y="0" - sodipodi:role="line" - id="tspan1782">Scan QR code </tspan><tspan - x="109.84 116.04 119.32 121.89 128.64 135.39 140.67 151.31 157.28999 164.02 168" - y="14" - sodipodi:role="line" - id="tspan1784">of payment </tspan><tspan - x="109.84 114.62 120.6 124.69 129.97 132.58 138.03999 144.02 146.59 153.34 157.13901 163.19 168.47 171.08 177.83 183.81 187.75" - y="28" - sodipodi:role="line" - id="tspan1786">service provider </tspan><tspan - x="109.84 113.63 119.83 122.4 128.38 135.11 141.86 148.61 151.22 157.2 159.77 162.38 166.459" - y="42" - sodipodi:role="line" - id="tspan1788">to enable it.</tspan><tspan - x="329.53 335.01999 338.82001 345.57001 352.29999 357.07999 360.26999 366.25 370.19 372.76001 376.04001 382.73001 389.45999 396.20999 400.98999" - y="-8.8817842e-15" - sodipodi:role="line" - id="tspan1790">Transfer funds </tspan><tspan - x="329.53 333.32001 339.51999 342.09 347.22 353.42001 360.10999 364.04999 366.62 373.37 380.12 386.85001 392.60999" - y="14" - sodipodi:role="line" - id="tspan1792">to your bank </tspan><tspan - x="329.53 336.28 341.73999 347.20001 353.39999 360.09 366.82001 370.79999 373.37 379.96899 385.24899" - y="28" - sodipodi:role="line" - id="tspan1794">account by </tspan><tspan - x="329.53 334.98999 337.60001 340.20999 345.67001 351.42999 354.04001 360.76999 367.59" - y="42" - sodipodi:role="line" - id="tspan1796">clicking </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,450.3569,155.517)" - style="font-style:italic;font-variant:normal;font-weight:500;font-stretch:normal;font-size:10px;font-family:'Montserrat Medium';-inkscape-font-specification:Montserrat-MediumItalic;writing-mode:lr-tb;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1802"><tspan - x="0" - y="0" - id="tspan1800">‘</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,452.6269,155.517)" - style="font-style:italic;font-variant:normal;font-weight:600;font-stretch:normal;font-size:10px;font-family:'Montserrat SemiBold';-inkscape-font-specification:Montserrat-SemiBoldItalic;writing-mode:lr-tb;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1808"><tspan - x="0 6.29 12.48 19.34 26.209999 28.969999 33.029999 39.48" - y="0" - sodipodi:role="line" - id="tspan1804">Send to </tspan><tspan - x="-42.900002 -36.040001 -29.18 -22.33 -16.08 -13.32 -6.46 -0.73000002 4.9990001 11.449 18.259001 25.108999 29.349001" - y="14" - sodipodi:role="line" - id="tspan1806">bank account’</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,484.4159,141.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1822"><tspan - x="0 2" - y="0" - sodipodi:role="line" - id="tspan1810">, </tspan><tspan - x="-74.689003 -66.079002 -59.348999 -53.368999 -46.639 -44.069 -38.609001 -32.409 -25.780001 -20.65 -14.67 -7.9400001 -5.3299999 0.64999998 7.3800001 11.46" - y="14" - sodipodi:role="line" - id="tspan1812">when convenient.</tspan><tspan - x="35.151001 41.841 48.570999 52.361 58.341 62.280998 64.850998 71.600998 82.240997 88.441002 95.130997 101.861 105.841" - y="-56" - sodipodi:role="line" - id="tspan1814">Enter amount </tspan><tspan - x="35.151001 41.901001 48.631001 55.381001 57.951 64.700996 71.450996 78.181 83.941002" - y="-42" - sodipodi:role="line" - id="tspan1816">and bank </tspan><tspan - x="35.151001 41.901001 47.361 52.820999 59.021 65.710999 72.441002 76.420998" - y="-28" - sodipodi:role="line" - id="tspan1818">account </tspan><tspan - x="35.151001 41.901001 47.881001 51.671001 58.421001 61.030998 63.640999 68.420998" - y="-14" - sodipodi:role="line" - id="tspan1820">details.</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,109.09,295.1206)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#63b9e9;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text1826"><tspan - x="0 7.8400002 107.26 119.26 216.67999 228.52 318.62 332.94 345.28 429.57999 443.35999 457.01999" - y="0" - sodipodi:role="line" - id="tspan1824">1.2.3.4a.4b.</tspan></text> - <g - id="g1828"> - <g - id="g1830" - clip-path="url(#clipPath1834)"> - <g - id="g1836" - transform="translate(172.9557,62.6527)"> - <path - d="M 0,0 C 3.007,0 5.618,-1.711 6.936,-4.222 H 5.814 c -1.219,1.947 -3.367,3.24 -5.814,3.24 -3.798,0 -6.876,-3.113 -6.876,-6.954 0,-1.88 0.738,-3.585 1.936,-4.837 -0.259,-0.204 -0.535,-0.387 -0.825,-0.547 -1.292,1.415 -2.082,3.306 -2.082,5.384 C -7.847,-3.553 -4.334,0 0,0 M 6.915,-11.691 C 5.59,-14.18 2.991,-15.872 0,-15.872 c -0.203,0 -0.404,0.008 -0.603,0.023 0.588,0.284 1.14,0.633 1.646,1.038 1.991,0.307 3.701,1.477 4.745,3.12 z" - style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path1838" /> - </g> - <g - id="g1840" - transform="translate(168.6259,62.6527)"> - <path - d="m 0,0 c 0.203,0 0.404,-0.008 0.603,-0.023 -0.588,-0.284 -1.14,-0.633 -1.646,-1.039 -3.303,-0.508 -5.833,-3.392 -5.833,-6.874 0,-2.596 1.406,-4.859 3.489,-6.053 -0.307,-0.049 -0.622,-0.074 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id="tspan2072">and</tspan></text> - <g - id="g2076"> - <g - id="g2078" - clip-path="url(#clipPath2082)"> - <g - id="g2084" - transform="translate(15,443.0315)"> - <path - d="m 0,0 h -15 m 627.283,0 h 15 M 0,-419.528 h -15 m 627.283,0 h 15 M 8.504,8.504 v 15 m 0,-451.535 v -15 M 603.78,8.504 v 15 m 0,-451.535 v -15" - style="fill:none;stroke:#ffffff;stroke-width:1.25;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1" - id="path2086" /> - </g> - <g - id="g2088" - transform="translate(15,443.0315)"> - <path - d="m 0,0 h -15 m 627.283,0 h 15 M 0,-419.528 h -15 m 627.283,0 h 15 M 8.504,8.504 v 15 m 0,-451.535 v -15 M 603.78,8.504 v 15 m 0,-451.535 v -15" - style="fill:none;stroke:#000000;stroke-width:0.25;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1" - id="path2090" /> - </g> - </g> - </g> - </g> - <g - id="g2094" - inkscape:groupmode="layer" - inkscape:label="Page 5" - 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style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:8px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2106"><tspan - x="0" - y="0" - id="tspan2104">5</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,51.85,366.979)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2110"><tspan - x="0 15.3" - y="0" - sodipodi:role="line" - id="tspan2108">B.</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,78.05,366.979)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2114"><tspan - x="0 14.7 27.32 39.139999 51.759998 57.779999 69.739998 75.760002 89.580002 103.58 109.24" - y="0" - sodipodi:role="line" - id="tspan2112">Receiving p</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,201.09,366.979)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2120"><tspan - x="0 12.34 24.299999 45.279999 57.900002 71.720001 80.419998 86.080002 99.82 110.44 116.46 130.28 144.28 149.94 162.28" - y="0" - sodipodi:role="line" - id="tspan2116">ayment using a </tspan><tspan - x="-149.24001 -136.88 -124.54 -118.52 -105.9" - y="24" - sodipodi:role="line" - id="tspan2118">Taler</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,109.47,342.979)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2124"><tspan - x="0 18.74 31.08 37.099998 43.119999 55.740002 64.440002" - y="0" - sodipodi:role="line" - id="tspan2122">wallet </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,80.4904,295.1188)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2128"><tspan - x="0 7.8400002 106.52 118.52 217.7 229.53999 320.14001 334.45999 346.79999 429.60001 443.38 457.04001" - y="0" - sodipodi:role="line" - id="tspan2126">1.2.3.4a.4b.</tspan></text> - <g - id="g2130"> - <g - id="g2132" - clip-path="url(#clipPath2136)"> - <g - id="g2138" - transform="translate(64.3504,286.0918)"> - <path - d="m 0,0 c -6.627,0 -12,-5.373 -12,-12 v -45.866 c 0,-6.628 5.373,-12 12,-12 h 45.866 c 6.628,0 12,5.372 12,12 V -12 c 0,6.627 -5.372,12 -12,12 z" - style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path2140" /> - </g> - <g - id="g2142" - transform="translate(174.1929,286.0918)"> - <path - d="m 0,0 c -6.627,0 -12,-5.373 -12,-12 v -45.866 c 0,-6.628 5.373,-12 12,-12 h 45.866 c 6.628,0 12,5.372 12,12 V -12 c 0,6.627 -5.372,12 -12,12 z" - style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path2144" /> - </g> - <g - id="g2146" - transform="translate(284.0354,286.0918)"> - <path - d="m 0,0 c -6.627,0 -12,-5.373 -12,-12 v -45.866 c 0,-6.628 5.373,-12 12,-12 h 45.866 c 6.628,0 12,5.372 12,12 V -12 c 0,6.627 -5.372,12 -12,12 z" - 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29.809999 36.560001 42.540001" - y="14" - sodipodi:role="line" - id="tspan2182">QR code.</tspan><tspan - x="-109.84 -103.15 -96.419998 -92.629997 -86.650002 -82.709999 -80.139999 -76.160004 -69.43 -63.450001" - y="-28" - sodipodi:role="line" - id="tspan2184">Enter the </tspan><tspan - x="-109.84 -103.09 -92.449997 -86.25 -79.559998 -72.830002 -68.750999 -66.750999" - y="-14" - sodipodi:role="line" - id="tspan2186">amount, </tspan><tspan - x="-109.84 -103.09 -96.400002 -92.580002 -85.830002 -79.629997 -74.849998 -68.870003 -66.870003 -64.300003 -57.549999 -50.82 -44.07" - y="-8.8817842e-15" - sodipodi:role="line" - id="tspan2188">purpose, and </tspan><tspan - x="-109.84 -104.01 -98.82 -92.07 -89.459999 -85.660004 -78.910004 -74.93 -72.32 -66.120003 -59.389999 -56.82 -50.07 -43.32 -39.530998 -33.550999" - y="14" - sodipodi:role="line" - id="tspan2190">expiration date </tspan><tspan - x="-109.84 -106.63 -102.65 -95.919998 -89.940002 -87.370003 -83.389999 -80.779999 -70.139999 -64.160004 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603.78,8.504 v 15 m 0,-451.535 v -15" - style="fill:none;stroke:#ffffff;stroke-width:1.25;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1" - id="path2892" /> - </g> - <g - id="g2894" - transform="translate(15,443.0315)"> - <path - d="m 0,0 h -15 m 627.283,0 h 15 M 0,-419.528 h -15 m 627.283,0 h 15 M 8.504,8.504 v 15 m 0,-451.535 v -15 M 603.78,8.504 v 15 m 0,-451.535 v -15" - style="fill:none;stroke:#000000;stroke-width:0.25;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1" - id="path2896" /> - </g> - </g> - </g> - </g> - <g - id="g2900" - inkscape:groupmode="layer" - inkscape:label="Page 7" - transform="matrix(1.3333333,0,0,-1.3333333,5258.264,622.04667)"> - <path - d="m 23.503,15 h 603.78 V 451.535 H 23.503 Z" - style="fill:#63b9e9;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path2902" /> - <path - d="m 15,15 h 8.503 V 451.535 H 15 Z" - style="fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="path2904" /> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,492.6796,51.873)" - style="font-variant:normal;font-weight:300;font-stretch:normal;font-size:8px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-Light;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2908"><tspan - x="0 5.2800002 9.9440002 13.688 17.912001 19.968 24.84 29.615999 32.799999 38.152 43.551998 45.608002 51.792 57.144001 59.231998 64.632004" - y="0" - sodipodi:role="line" - id="tspan2906">Easy Setup Guide</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,587.9516,51.873)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:8px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2912"><tspan - x="0" - y="0" - id="tspan2910">7</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,51.8504,366.9788)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2918"><tspan - x="0 14.9 20.139999 25.799999 40.139999 52.278 64.237999 85.297997 97.917999 111.738 120.438 126.098 139.89799 148.338 161.438 173.118 185.73801 196.358 206.978" - y="0" - sodipodi:role="line" - id="tspan2914">C. Payment process </tspan><tspan - x="0 18.74 24.76 33.459999 47.279999 52.939999 67.360001 80.459999 86.480003 100.3 109 114.66 127.76 135.5 141.16 153.92 166.25999 172.28 184.89999 195.52 201.17999 213.52 227.32001" - y="24" - sodipodi:role="line" - id="tspan2916">with Point of Sales app</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,51.8504,90.9968)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:9px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2924"><tspan - x="0 8.6040001 14.625 16.974001 20.556 22.905001 28.98 31.329 36.710999 39.023998 44.604 48.023102 54.098099 59.480099 62.9991 67.301102 69.614098 74.528099 80.603104 86.660103 88.973099 95.048103 100.4301 102.7431 108.8181 112.2372 117.8172 122.7312 128.1132 132.41521 136.71719 142.0992 148.17419 150.4872 154.7892 157.1382 166.7142 172.7352 175.0842 178.49429 184.56931 190.6263 196.0083 201.5883 207.6093 211.9113 214.2603 219.0123 221.3253 227.2644 232.0164 234.32941 238.5414 246.29041 248.6394 252.0504 256.96439 263.02139 265.37039 271.4274 277.5654" - y="0" - sodipodi:role="line" - id="tspan2920">Multiple orders can be processed simultaneously by switching </tspan><tspan - x="0 6.0749998 11.457 14.949 22.563 27.945 33.327 39.383999 41.696999 47.277 53.352001 58.734001 64.791 67.103996 72.683998 76.103104 82.178101 87.560097 91.079102 95.381104 97.694099 103.7151 108.0171 110.3661 116.4231 122.5611 124.8741 128.4561 134.51311 139.8951" - y="10.8" - sodipodi:role="line" - id="tspan2922">between open orders using the </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,194.0585,80.1968)" - style="font-style:italic;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:9px;font-family:Montserrat;-inkscape-font-specification:Montserrat-BoldItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2928"><tspan - x="0 2.358 9.6300001 15.147 20.502001 24.417" - y="0" - sodipodi:role="line" - id="tspan2926">‘Next’</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,223.1465,80.1968)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:9px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2932"><tspan - x="0 6.0749998 12.132 18.207001" - y="0" - sodipodi:role="line" - id="tspan2930">and </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,243.6665,80.1968)" - 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281.92899 287.05899 293.039" - y="0" - sodipodi:role="line" - id="tspan2978">Add or remove </tspan><tspan - x="219.67999 222.28999 226.08 232.06 242.7 247.48 250.05 253.349 257.14999 263.35001 273.98999" - y="14" - sodipodi:role="line" - id="tspan2980">items from </tspan><tspan - x="219.67999 223.66 230.39 236.37 238.94 245.69 248.3 250.91 253.52 256.09 262.29001 265.57001 268.14001 272.92001 279.67001 282.28 288.26001" - y="28" - sodipodi:role="line" - id="tspan2982">the bill of sale </tspan><tspan - x="219.67999 226.37 231.14999 233.75999 240.49001 247.31 249.88 253.86 260.59 266.57001 269.14001 274.66901 278.19901 280.76901 286.96899 290.909 293.479 297.129 300.659" - y="42" - sodipodi:role="line" - id="tspan2984">using the +1 or -1 </tspan><tspan - x="219.67999 226.42999 233.12 236.92 240.71001 246.91 253.64 258.42001" - y="56" - sodipodi:role="line" - id="tspan2986">buttons.</tspan><tspan - x="109.84 115.93 121.91 124.52 130.5 136.11 140.09 142.66 149.41 153.209 159.409 166.159 172.849 178.459 182.439" - y="0" - sodipodi:role="line" - id="tspan2988">Select product </tspan><tspan - x="109.84 113.63 119.83 122.4 129.14999 135.89999 142.64999 145.22 149.009 155.209 157.77901 161.759 168.489 174.46899" - y="14" - sodipodi:role="line" - id="tspan2990">to add to the </tspan><tspan - x="109.84 116.04 119.84 126.59 132.57001 136.41" - y="28" - sodipodi:role="line" - id="tspan2992">order.</tspan><tspan - x="329.53 336.69 339.29999 341.91 347.37 353.13" - y="0" - sodipodi:role="line" - id="tspan2994">Click </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,407.5504,197.517)" - style="font-style:italic;font-variant:normal;font-weight:600;font-stretch:normal;font-size:10px;font-family:'Montserrat SemiBold';-inkscape-font-specification:Montserrat-SemiBoldItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text3000"><tspan - x="0 2.4400001 8.8100004 11.7 18.559999 25.42 28.309999 31.200001 36.349998 42.549 44.988998" - y="0" - sodipodi:role="line" - id="tspan2998">‘Finalise’ </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,381.3804,183.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text3016"><tspan - x="0 3.79 9.9899998 12.56 19.379999 25.360001 32.09 38.07 41.869999 48.619999 52.409 58.389 60.959 64.939003 71.668999 77.649002" - y="0" - sodipodi:role="line" - id="tspan3002">to generate the </tspan><tspan - x="0 8.3800001 15.58 18.15 23.610001 29.809999 36.560001 42.540001 45.110001 48.299 54.499001 58.438999 61.008999 64.988998 71.719002 77.698997" - y="14" - sodipodi:role="line" - id="tspan3004">QR code for the </tspan><tspan - x="0 5.5500002 12.24 17.02 20.809999 27.01 37.650002 43.630001 47.470001" - y="28" - sodipodi:role="line" - id="tspan3006">customer.</tspan><tspan - x="109.84 115.47 122.2 128.17999 130.75 137.5 144.25 151 153.57001 162.17999 164.78999 167.39999 170.00999" - y="-14" - sodipodi:role="line" - id="tspan3008">The app will </tspan><tspan - x="109.84 116.57 122.77 126.75 129.36 132.739 138.019 140.589 145.71899 151.91901 158.60899 161.179 169.789 176.519 182.49899 189.229" - y="-8.8817842e-15" - sodipodi:role="line" - id="tspan3010">notify you when </tspan><tspan - x="109.84 113.82 120.55 126.53 129.10001 135.85001 142.60001 147.88 158.52 164.5 171.23 175.21001 177.78 180.39 185.17" - y="14" - sodipodi:role="line" - id="tspan3012">the payment is </tspan><tspan - x="109.84 120.48 127.23 133.98 139.96001" - y="28" - sodipodi:role="line" - id="tspan3014">made.</tspan></text> - <g - id="g3018"> - <g - id="g3020" - clip-path="url(#clipPath3024)"> - <g - id="g3026" - transform="translate(465.2076,62.6527)"> - <path - d="M 0,0 C 3.007,0 5.618,-1.711 6.936,-4.222 H 5.814 c -1.219,1.947 -3.367,3.24 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Guide</tspan></text> + id="tspan2100" + x="468.28165" + y="-51.815712">Guía sencilla de instalación</tspan></text> <text xml:space="preserve" transform="matrix(1,0,0,-1,588.0556,51.873)" @@ -4873,34 +5052,16 @@ <text xml:space="preserve" transform="matrix(1,0,0,-1,78.05,366.979)" - style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" + style="font-variant:normal;font-weight:bold;font-stretch:normal;font-size:20px;font-family:Montserrat;-inkscape-font-specification:Montserrat-Bold;writing-mode:lr-tb;white-space:pre;inline-size:321.673;display:inline;fill:#2f3f93;fill-opacity:1;fill-rule:nonzero;stroke:none" id="text2114"><tspan - x="0 14.7 27.32 39.139999 51.759998 57.779999 69.739998 75.760002 89.580002 103.58 109.24" - y="0" - sodipodi:role="line" - id="tspan2112">Receiving p</tspan></text> - <text - 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55.740002 64.440002" + x="0" y="0" - sodipodi:role="line" - id="tspan2122">wallet </tspan></text> + id="tspan57940">Recibiendo pagos usando +</tspan><tspan + x="0" + y="25.686558" + id="tspan57942">la Taler Wallet +</tspan></text> <text xml:space="preserve" transform="matrix(1,0,0,-1,80.4904,295.1188)" @@ -4962,237 +5123,165 @@ transform="matrix(1,0,0,-1,51.8504,197.517)" style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" id="text2160"><tspan - x="0 7.1599998 9.7700005 12.38 17.84 23.6 26.17 32.369999 39.099998" - y="0" + x="0" sodipodi:role="line" - id="tspan2158">Click on </tspan></text> + id="tspan2158" + y="0">Haz clic en </tspan></text> <text xml:space="preserve" - transform="matrix(1,0,0,-1,93.5204,197.517)" - style="font-style:italic;font-variant:normal;font-weight:600;font-stretch:normal;font-size:10px;font-family:'Montserrat SemiBold';-inkscape-font-specification:Montserrat-SemiBoldItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2168"><tspan - x="0 2.4400001 9.75 15.94 21.67 27.860001 30.75 36.379002 42.569" - y="0" - sodipodi:role="line" - id="tspan2162">‘Receive </tspan><tspan - x="-41.669998 -37.98 -31.17 -24.309999 -17.440001 -12.29 -9.5299997 -5.7810001 -1.6799999 4.77 15.3" - y="14" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-66" + x="380.2189" + y="-195.5894"><tspan + x="380.2189" sodipodi:role="line" - id="tspan2164">funds from </tspan><tspan - x="-41.669998 -34.810001 -27.950001 -21.5 -17.26 -10.4 -4.21 -0.0099999998 2.75 11.819 18.679001 21.569 24.459 30.649 34.889" - y="28" + id="tspan2158-4" + y="-195.5894">Presentar </tspan><tspan + x="380.2189" sodipodi:role="line" - id="tspan2166">another wallet’</tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,130.8494,169.517)" - style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2174"><tspan - x="0" - y="0" - id="tspan2170">.</tspan><tspan - x="140.681 147.841 150.451 153.061 158.521 164.28101 166.851 173.05099 179.78101" - y="-28" + y="-182.74612" + id="tspan35505">el código QR </tspan><tspan + x="380.2189" sodipodi:role="line" - id="tspan2172">Click on </tspan></text> - <text - xml:space="preserve" - transform="matrix(1,0,0,-1,271.5304,183.517)" - style="font-style:italic;font-variant:normal;font-weight:600;font-stretch:normal;font-size:10px;font-family:'Montserrat SemiBold';-inkscape-font-specification:Montserrat-SemiBoldItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2178"><tspan - x="0 2.4400001 9.71 13.81 20 26.860001 30.92 37.110001 39.869999 42.759998 49.508999 55.139 61.589001 64.478996 70.209 76.408997 78.848999" - y="0" + y="-169.90285" + id="tspan35507">al cliente y </tspan><tspan + x="380.2189" sodipodi:role="line" - id="tspan2176">‘Create invoice’ </tspan></text> + y="-157.05957" + id="tspan35509">recibir su pago. </tspan></text> <text xml:space="preserve" - transform="matrix(1,0,0,-1,271.5304,169.517)" + transform="scale(1,-1)" style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2212"><tspan - x="0 3.79 9.9899998 12.56 19.379999 25.360001 32.09 38.07 41.869999 48.619999 52.409 58.389 60.959 64.939003 71.668999 77.649002" - y="0" + id="text2160-66-9" + x="490.98227" + y="-196.65482"><tspan + x="490.98227" sodipodi:role="line" - id="tspan2180">to generate the </tspan><tspan - x="0 8.3800001 15.58 18.15 23.610001 29.809999 36.560001 42.540001" - y="14" + y="-196.65482" + id="tspan37555">Si los dos dispositivos </tspan><tspan + x="490.98227" sodipodi:role="line" - id="tspan2182">QR code.</tspan><tspan - x="-109.84 -103.15 -96.419998 -92.629997 -86.650002 -82.709999 -80.139999 -76.160004 -69.43 -63.450001" - y="-28" + y="-183.81154" + id="tspan37559">soportan comunicación </tspan><tspan + x="490.98227" sodipodi:role="line" - id="tspan2184">Enter the </tspan><tspan - x="-109.84 -103.09 -92.449997 -86.25 -79.559998 -72.830002 -68.750999 -66.750999" - y="-14" + y="-170.96826" + id="tspan37561">por proximidad, </tspan><tspan + x="490.98227" sodipodi:role="line" - id="tspan2186">amount, </tspan><tspan - x="-109.84 -103.09 -96.400002 -92.580002 -85.830002 -79.629997 -74.849998 -68.870003 -66.870003 -64.300003 -57.549999 -50.82 -44.07" - y="-8.8817842e-15" + y="-158.12498" + id="tspan37563">sosteniéndolos el uno </tspan><tspan + x="490.98227" sodipodi:role="line" - id="tspan2188">purpose, and </tspan><tspan - x="-109.84 -104.01 -98.82 -92.07 -89.459999 -85.660004 -78.910004 -74.93 -72.32 -66.120003 -59.389999 -56.82 -50.07 -43.32 -39.530998 -33.550999" - y="14" + y="-145.28169" + id="tspan37569">junto a otro, </tspan><tspan + x="490.98227" sodipodi:role="line" - id="tspan2190">expiration date </tspan><tspan - x="-109.84 -106.63 -102.65 -95.919998 -89.940002 -87.370003 -83.389999 -80.779999 -70.139999 -64.160004 -60.861 -57.061001 -50.311001 -39.671001 -33.691002" - y="28" + y="-132.43842" + id="tspan37571">también funcionará!</tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-7" + x="272.74234" + y="-168.26842"><tspan + x="272.74234" sodipodi:role="line" - id="tspan2192">(the timeframe </tspan><tspan - x="-109.84 -101.23 -98.620003 -94.639999 -87.910004 -85.300003 -78.57 -76 -67.389999 -60.66 -58.049999 -52.591 -45.861 -43.291 -39.311001 -32.581001 -26.601" - y="42" + id="tspan2158-8" + y="-168.26842">para generar </tspan><tspan + x="272.74234" sodipodi:role="line" - id="tspan2194">within which the </tspan><tspan - x="-109.84 -104.29 -97.599998 -92.82 -89.029999 -82.830002 -72.190002 -66.209999 -62.27 -59.700001 -49.060001 -42.369999 -37.59 -33.610001" - y="56" + y="-155.42514" + id="tspan25139">el código QR.</tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-2" + x="271.54465" + y="-195.77409"><tspan + x="271.54465" sodipodi:role="line" - id="tspan2196">customer must </tspan><tspan - x="-109.84 -103.09 -96.339996 -91.059998 -87.849998" - y="70" + id="tspan2158-9" + y="-195.77409">Haz clic en </tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-6" + x="161.58224" + y="-197.16829"><tspan + x="161.58224" sodipodi:role="line" - id="tspan2198">pay).</tspan><tspan - x="109.85 116.74 120.54 126.52 131.3 137.28 144.00999 147.99001 150.56 154.53999 161.27 167.25 169.82001 178.2 185.39999" - y="-28" + id="tspan2158-1" + y="-197.16829">Inserta la </tspan><tspan + x="161.58224" sodipodi:role="line" - id="tspan2200">Present the QR </tspan><tspan - x="109.85 115.31 121.51 128.25999 134.24001 136.81 140.60001 146.8 149.37 154.92 161.61 166.39 170.179 176.379 187.019 192.99899 196.939" - y="-14" + y="-184.32501" + id="tspan19105">cantidad, propósito, </tspan><tspan + x="161.58224" sodipodi:role="line" - id="tspan2202">code to customer </tspan><tspan - x="109.85 116.6 123.33 130.08 132.64999 136.44901 142.429 147.88901 153.869 156.479 161.60899 167.589 170.159 174.13901 180.869 186.849 189.459 193.399" - y="0" + y="-171.48174" + id="tspan19107">y fecha de expiración</tspan><tspan + x="161.58224" sodipodi:role="line" - id="tspan2204">and receive their </tspan><tspan - x="109.85 116.6 123.35 128.63 139.27 145.25 151.98 156.05901" - y="14" + y="-158.63846" + id="tspan19141">(el intervalo de </tspan><tspan + x="161.58224" sodipodi:role="line" - id="tspan2206">payment.</tspan><tspan - x="219.69 222.64 225.92 228.49001 235.24001 241.44 245.42 252.14999 254.72 261.47 267.349 272.629 275.23901 280.69901 286.67899 291.45901" - y="-28" + y="-145.79517" + id="tspan19145">tiempo en el cual</tspan><tspan + x="161.58224" sodipodi:role="line" - id="tspan2208">If both devices </tspan><tspan - x="219.69 224.47 231.16 237.91 244.66 250.86 254.94901 258.92899" - y="-14" + y="-132.95189" + id="tspan19111">el cliente debe </tspan><tspan + x="161.58224" sodipodi:role="line" - id="tspan2210">support </tspan></text> + y="-120.10861" + id="tspan19147">pagarte). </tspan></text> <text xml:space="preserve" - transform="matrix(1,0,0,-1,491.2204,169.517)" + transform="scale(1,-1)" style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2216"><tspan - x="0 6.73 12.71 19.459999 23.27 27.18 33.07 39.049999 41.66 48.41" - y="0" - sodipodi:role="line" - id="tspan2214">near-feld </tspan></text> + id="text2160-5" + x="51.289646" + y="-183.65997"><tspan + x="51.289646" + sodipodi:role="line" + id="tspan2158-6" + y="-183.65997" + style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:9.75px;font-family:'Montserrat SemiBold';-inkscape-font-specification:'Montserrat SemiBold, Normal';font-variant-ligatures:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-east-asian:normal">'Recibir fondos </tspan><tspan + x="51.289646" + sodipodi:role="line" + y="-170.8167" + id="tspan15116"><tspan + style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:9.75px;font-family:'Montserrat SemiBold';-inkscape-font-specification:'Montserrat SemiBold, Normal';font-variant-ligatures:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-east-asian:normal" + id="tspan15118">de otra Wallet'</tspan> </tspan></text> <text xml:space="preserve" - transform="matrix(1,0,0,-1,491.2204,155.517)" + transform="scale(1,-1)" style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" - id="text2228"><tspan - x="0 5.46 11.66 22.299999 32.939999 39.630001 46.360001 48.970001 54.43 61.18 65.160004 67.769997 73.970001 80.699997 82.699997" - y="0" - sodipodi:role="line" - id="tspan2218">communication, </tspan><tspan - x="0 6.73 12.93 15.54 22.290001 24.9 31.629999 38.450001 41.02 45 51.73 57.709999 68.349998" - y="14" + id="text2160-5-3" + x="271.81906" + y="-181.65268"><tspan + x="271.81906" sodipodi:role="line" - id="tspan2220">holding them </tspan><tspan - x="0 5.46 8.0699997 14.27 19.049999 25.030001 27.6 31.389999 37.59 40.16 46.139999 52.889999 58.348999 65.079002" - y="28" - sodipodi:role="line" - id="tspan2222">close to each </tspan><tspan - x="0 6.1999998 10.18 16.91 22.889999 26.83 29.4 38.009998 40.619999 43.23 45.84 48.41 55.16 57.77 62.549999 68.75" - y="42" - sodipodi:role="line" - id="tspan2224">other will also </tspan><tspan - x="0 8.46 14.66 18.51 24.27" - y="56" - sodipodi:role="line" - id="tspan2226">work!</tspan></text> - <g - id="g2230"> - <g - id="g2232" - clip-path="url(#clipPath2236)"> - <g - id="g2238" - transform="translate(465.2076,62.6527)"> - <path - d="M 0,0 C 3.007,0 5.618,-1.711 6.936,-4.222 H 5.814 c -1.219,1.947 -3.367,3.24 -5.814,3.24 -3.798,0 -6.876,-3.113 -6.876,-6.954 0,-1.88 0.738,-3.585 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xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-66-7" + x="81.893677" + y="-195.76506"><tspan + x="81.893677" + sodipodi:role="line" + y="-195.76506" + id="tspan35509-7" + style="fill:#ffffff">Instala la </tspan><tspan + x="81.893677" + sodipodi:role="line" + y="-182.92178" + style="fill:#ffffff" + id="tspan43709">APP Taler POS </tspan><tspan + x="81.893677" + sodipodi:role="line" + y="-170.07851" + style="fill:#ffffff" + id="tspan43711">en tu tablet </tspan><tspan + x="81.893677" + sodipodi:role="line" + y="-157.23523" + style="fill:#ffffff" + id="tspan43713">(escanea el código </tspan><tspan + x="81.893677" + sodipodi:role="line" + y="-144.39194" + style="fill:#ffffff" + id="tspan43715">QR mostrado</tspan><tspan + x="81.893677" + sodipodi:role="line" + y="-131.54866" + style="fill:#ffffff" + id="tspan55951"> arriba). </tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-66-7-2" + x="189.93089" + y="-196.67514"><tspan + x="189.93089" + sodipodi:role="line" + y="-196.67514" + style="fill:#ffffff" + id="tspan43715-6">Juega un poco </tspan><tspan + x="189.93089" + sodipodi:role="line" + y="-183.83186" + style="fill:#ffffff" + id="tspan45763">con la APP usando </tspan><tspan + x="189.93089" + sodipodi:role="line" + y="-170.98859" + style="fill:#ffffff" + id="tspan45765">los datos de </tspan><tspan + x="189.93089" + sodipodi:role="line" + y="-158.14531" + style="fill:#ffffff" + id="tspan45767">demostración que </tspan><tspan + x="189.93089" + sodipodi:role="line" + y="-145.30202" + style="fill:#ffffff" + id="tspan45769">vienen incluidos.</tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-66-7-2-1" + x="298.73141" + y="-196.54938"><tspan + x="298.73141" + sodipodi:role="line" + y="-196.54938" + style="fill:#ffffff" + id="tspan45769-0">Añade categorias </tspan><tspan + x="298.73141" + sodipodi:role="line" + y="-183.7061" + style="fill:#ffffff" + id="tspan47825">de productos en</tspan><tspan + x="298.73141" + sodipodi:role="line" + y="-170.86282" + style="fill:#ffffff" + id="tspan53951">backend de </tspan><tspan + x="298.73141" + sodipodi:role="line" + y="-158.01955" + style="fill:#ffffff" + id="tspan47827">vendedor.</tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-66-7-2-1-9" + x="512.72687" + y="-196.68697"><tspan + x="512.72687" + sodipodi:role="line" + y="-196.68697" + style="fill:#ffffff" + id="tspan49877">Inserta la URL </tspan><tspan + x="512.72687" + sodipodi:role="line" + y="-183.84369" + style="fill:#ffffff" + id="tspan51919">y el token de acceso </tspan><tspan + x="512.72687" + sodipodi:role="line" + y="-171.00041" + style="fill:#ffffff" + id="tspan51923">de tu backend de </tspan><tspan + x="512.72687" + sodipodi:role="line" + y="-158.15714" + style="fill:#ffffff" + id="tspan51925">vendedor,en el </tspan><tspan + x="512.72687" + sodipodi:role="line" + y="-145.31384" + style="fill:#ffffff" + id="tspan51927">diálogo de </tspan><tspan + x="512.72687" + sodipodi:role="line" + y="-132.47057" + style="fill:#ffffff" + id="tspan51929">configuración POS. </tspan></text> + <text + xml:space="preserve" + transform="scale(1,-1)" + style="font-style:italic;font-variant:normal;font-weight:300;font-stretch:normal;font-size:10px;font-family:'Montserrat Light';-inkscape-font-specification:Montserrat-LightItalic;writing-mode:lr-tb;fill:#1d1d1b;fill-opacity:1;fill-rule:nonzero;stroke:none" + id="text2160-66-7-2-1-9-1" + x="407.70966" + y="-196.23749" + inkscape:transform-center-x="170.47488" + inkscape:transform-center-y="-4.6873444"><tspan + x="407.70966" + sodipodi:role="line" + y="-196.23749" + style="fill:#ffffff" + id="tspan47827-1-5">Gestiona el </tspan><tspan + x="407.70966" + sodipodi:role="line" + y="-183.39421" + style="fill:#ffffff" + id="tspan53929">inventario</tspan><tspan + x="407.70966" + sodipodi:role="line" + y="-170.55093" + style="fill:#ffffff" + id="tspan49877-7">desde tu backend</tspan><tspan + x="407.70966" + sodipodi:role="line" + y="-157.70766" + style="fill:#ffffff" + id="tspan53933">de vendedor.</tspan></text> </g> <g id="g2900" diff --git a/merchants/Translations/taler-brochure-spanish.txt b/merchants/Translations/taler-brochure-spanish.txt @@ -178,7 +178,7 @@ Instala la App Taler POS en tu tablet (escanea el código QR mostrado arriba). Juega un poco con la App usando los datos de demostración que vienen incluidos. - Add product categories in your merchant backend. -Añade categorias de producotso en tu backend de vendedor. +Añade categorias de productos en tu backend de vendedor. - Manage inventory in your merchant backend. Gestiona el inventario desde tu backend de vendedor.