.solar-estimator-widget {
  background: linear-gradient(87.82deg, #275b95 32.95%, #0083b6 86.3%);
  padding: 20px 12px;
  color: white;
  font-family: "Nunito Sans";
  font-style: normal;
  font-weight: 400;
  font-size: 19px;
  line-height: 32px;
}

.solar-estimator-widget__header {
  display: flex;
  flex-direction: column;
}

.solar-estimator-widget__header-img {
  background-image: url(data:image/png;base64,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);
  background-repeat: no-repeat;
  background-position: left center;
  background-size: contain;
  height: 127px;
}
.solar-estimator-widget h2,
.solar-estimator-widget h3 {
  color: white !important;
}
.solar-estimator-widget h2 {
  font-family: "Roboto";
  font-style: normal;
  font-weight: 700 !important;
  font-size: 38px !important;
  line-height: 44px !important;
  margin: 20px 0 4px !important;
  padding: 0 !important;
}

.solar-estimator-widget h3 {
  font-family: "Nunito Sans";
  font-style: normal;
  font-weight: 700 !important;
  font-size: 26px !important;
  line-height: 32px !important;
  padding: 0 !important;
  margin: 0 0 20px !important;
}

.solar-estimator-widget__form {
  background: #f6f6f6;
  box-shadow: 10px 10px 0px rgba(51, 51, 51, 0.2);
  border-radius: 10px;
  padding: 20px;
}

.solar-estimator-widget__form-row {
  display: flex;
  flex-direction: column;
  margin-bottom: 20px;
}

.solar-estimator-widget__form-row label,
.solar-estimator-widget__form-row input {
  display: block !important;
  color: #002e46 !important;
}

.solar-estimator-widget__form-row label {
  font-family: "Nunito Sans" !important;
  font-style: normal !important;
  font-weight: 700 !important;
  font-size: 19px !important;
  line-height: 24px !important;
  padding-bottom: 8px !important;
}

.solar-estimator-widget__form-row-col:first-child {
  margin-bottom: 20px;
}

.solar-estimator-widget__form-row input,
.solar-estimator-widget__form-row select {
  background: #ffffff;
  border: 1px solid #738585;
  margin-bottom: 20px;
  width: 100%;
  font-family: "Nunito Sans";
  font-style: normal;
  font-weight: 400;
  font-size: 19px !important;
  line-height: 32px !important;
  padding: 8px 12px !important;
  box-sizing: border-box !important;
  min-height: 50px !important;
  margin: 0 !important;
}

.solar-estimator-widget__form-row input::placeholder,
.solar-estimator-widget__form-row select {
  color: #555 !important;
  opacity: 1;
}

.solar-estimator-widget__form-row select {
  background-image: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjAiIGhlaWdodD0iMTIiIHZpZXdCb3g9IjAgMCAyMCAxMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4NCjxwYXRoIGZpbGwtcnVsZT0iZXZlbm9kZCIgY2xpcC1ydWxlPSJldmVub2RkIiBkPSJNMC4zNjkxNDEgMi41NzI5NUwyLjEyOTQ0IDAuNjc3MjQ2TDEwLjI5MDEgOC4yNTUwMkwxNy44MzQ3IDAuNzEwNDcxTDE5LjY2MzkgMi41Mzk3M0wxMC4zNTY2IDExLjg0N0wwLjM2OTE0MSAyLjU3Mjk1WiIgZmlsbD0iIzAwMkU0NiIvPg0KPC9zdmc+DQo=);
  background-repeat: no-repeat;
  background-position: 97% center;
  -webkit-appearance: none !important;
  appearance: none !important;
}

.solar-estimator-widget__form-row input::-webkit-outer-spin-button,
.solar-estimator-widget__form-row input::-webkit-inner-spin-button {
  -webkit-appearance: none !important;
  margin: 0 !important;
}

.solar-estimator-widget__form-row input[type="number"] {
  -moz-appearance: textfield !important;
}

.solar-estimator-widget__form-row input:focus,
.solar-estimator-widget__form-row select:focus {
  outline: none !important;
  /*box-shadow: inset 0px -4px 0px #0570b1 !important;*/
}

.solar-estimator-widget__footer {
  background-image: url(data:image/png;base64,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);
  background-repeat: no-repeat;
  background-position: left bottom;
  height: 54px;
  position: relative;
}
.solar-estimator-widget__footer span {
  position: absolute;
  top: 0;
  left: 0;
  visibility: hidden;
}

.solar-estimator-widget__form-button button {
  display: flex;
  flex-direction: row;
  justify-content: center;
  align-items: center;
  font-family: "Nunito Sans";
  font-style: normal;
  font-weight: 700;
  font-size: 19px;
  line-height: 22px;
  padding: 18px 20px;
  cursor: pointer;

  min-width: 100% !important;
  height: 58px;

  background: #ffd400;
  border: 2px solid #ffffff;
  color: #002e46 !important;
}

.solar-estimator-widget__form-button button:hover,
.solar-estimator-widget__form-button button:focus,
.solar-estimator-widget__form-button button:active {
  background: #002e46;
  border: 2px solid #ffffff;
  color: white !important;
}

.solar-estimator-widget__header span,
.solar-estimator-widget__footer span {
  display: none;
}

@media screen and (min-width: 640px) {
  .solar-estimator-widget {
    padding: 20px 40px;
  }

  .solar-estimator-widget__header {
    flex-direction: row;
    margin-bottom: 20px;
    align-items: center;
  }

  .solar-estimator-widget__header-img {
    min-width: 155px;
    height: 154px;
    background-position: center center;
  }

  .solar-estimator-widget__header-txt {
    margin-left: 20px;
  }

  .solar-estimator-widget__form-row {
    flex-direction: row;
    align-items: flex-end;
  }

  .solar-estimator-widget__form-row-col {
    width: 50%;
  }

  .solar-estimator-widget__form-row-col:first-child {
    margin-right: 10px;
    margin-bottom: 0;
  }

  .solar-estimator-widget__form-row-col:last-child {
    margin-left: 10px;
  }

  .solar-estimator-widget__form-row-highlight {
    position: relative;
  }

  .solar-estimator-widget__form-row-highlight:before {
    content: " ";
    position: absolute;
    top: -4px;
    left: 0;
    width: 0;
    height: 4px;
    background: #0570b1;
    transition: width 0.25s ease-in-out;
  }

  .solar-estimator-widget__form-row input:focus + .solar-estimator-widget__form-row-highlight:before {
    width: 100%;
  }
}