.datpayment-form {
  font-size: 15px;
  background: #fff;
  color: #333333;
  border-radius: 10px;
  border: 1px solid #ccc;
  padding: 10px;
  margin: auto; }

.dpf-title {
  text-align: center;
  font-size: 1.5em;
  font-weight: bold; }

.dpf-input-row {
  margin: 20px auto; }
  .dpf-input-row:after {
    content: "";
    display: table;
    clear: both; }
  .dpf-input-row .dpf-input-container {
    text-align: center;
    position: relative; }
    .dpf-input-row .dpf-input-container.with-icon .dpf-input {
      padding-left: 40px; }
    .dpf-input-row .dpf-input-container.dpf-row-valid .fa {
      color: #188a1e; }
    .dpf-input-row .dpf-input-container.dpf-row-valid .dpf-input {
      opacity: 1;
      border: 1px solid rgba(24, 138, 30, 0.35);
      -webkit-box-shadow: 0px 1px 0px rgba(24, 138, 30, 0.25), inset 0px 3px 6px rgba(24, 138, 30, 0.25);
              box-shadow: 0px 1px 0px rgba(24, 138, 30, 0.25), inset 0px 3px 6px rgba(24, 138, 30, 0.25); }
    .dpf-input-row .dpf-input-container.dpf-row-invalid {
      color: #ff2525; }
      .dpf-input-row .dpf-input-container.dpf-row-invalid .dpf-input {
        opacity: 1;
        color: #ff2525;
        border: 1px solid rgba(255, 37, 37, 0.35);
        -webkit-box-shadow: 0px 1px 0px rgba(255, 37, 37, 0.25), inset 0px 3px 6px rgba(255, 37, 37, 0.25);
                box-shadow: 0px 1px 0px rgba(255, 37, 37, 0.25), inset 0px 3px 6px rgba(255, 37, 37, 0.25); }
  .dpf-input-row .dpf-input-column {
    width: 50%;
    display: inline-block;
    float: left;
    padding: 0 10px;
    -webkit-box-sizing: border-box;
            box-sizing: border-box; }
    .dpf-input-row .dpf-input-column .dpf-input {
      margin: auto;
      width: 65%; }

.dpf-input-label {
  display: block;
  font-size: 1.2em;
  text-align: center;
  max-width: 100%;
  font-weight: bold; }

.dpf-input-icon {
  width: 20%;
  position: absolute;
  font-size: 1.5em;
  top: 8px;
  left: 20px; }

.dpf-input {
  display: block;
  font-size: 1.2em;
  width: 80%;
  margin: auto;
  -webkit-box-sizing: border-box;
          box-sizing: border-box;
  padding: 10px 8px 10px 8px;
  border-radius: 5px;
  border: 1px solid rgba(0, 0, 0, 0.5);
  opacity: .8; }
  .dpf-input:hover, .dpf-input:focus {
    -webkit-transition: all 0.2s;
    transition: all 0.2s;
    opacity: 1;
    -webkit-box-shadow: 0px 1px 0px rgba(255, 255, 255, 0.25), inset 0px 3px 6px rgba(0, 0, 0, 0.25);
            box-shadow: 0px 1px 0px rgba(255, 255, 255, 0.25), inset 0px 3px 6px rgba(0, 0, 0, 0.25); }

.accepted-cards-logo {
  background-image: url("data:image/png;base64,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");
  width: 200px;
  height: 40px;
  display: block;
  margin: auto; }

.dpf-submit {
  padding: 10px 30px;
  -webkit-appearance: none;
     -moz-appearance: none;
          appearance: none;
  background: #DFAB00;
  border: 1px solid #DFAB00;
  border-radius: 4px;
  color: white;
  cursor: pointer;
  margin: auto;
  display: block;
  font-size: 1.3em; }
  .dpf-submit:hover {
    border-radius: 3px;
    -webkit-box-shadow: inset 0px 3px 16px rgba(0, 0, 0, 0.25), 0px 1px 10px rgba(255, 255, 255, 0.5), inset 0px -1px 2px rgba(255, 255, 255, 0.35);
            box-shadow: inset 0px 3px 16px rgba(0, 0, 0, 0.25), 0px 1px 10px rgba(255, 255, 255, 0.5), inset 0px -1px 2px rgba(255, 255, 255, 0.35);
    -webkit-transition: all 0.40s ease-out;
    -webkit-transition: all 0.20s ease-out;
    transition: all 0.20s ease-out; }
  .dpf-submit .btn-loading-state {
    display: none;
    padding: 0 70px; }
  .dpf-submit.loading {
    color: black;
    background: white; }
    .dpf-submit.loading .btn-active-state {
      display: none; }
    .dpf-submit.loading .btn-loading-state {
      display: block; }
    .dpf-submit.loading .fa-refresh {
      font-size: 1.5em;
      -webkit-animation: fa-spin 2s infinite linear;
      animation: fa-spin 2s infinite linear; }