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HTML

              
                mixin createSpans(...items)
  each item in items
    span= item
    
mixin createDisplay(...items)
  each item in items
    h1.calc__rotateText
        +createSpans(0,0,1,2,3,4,5,6,7,8,9,'.','-')

section.titleSection.l--constrained
  .retroPic
      <svg xmlns="http://www.w3.org/2000/svg" stroke-width="1" stroke-linejoin="bevel" fill-rule="evenodd" version="1" overflow="visible" width="595" height="842" viewBox="0 0 595 842"><defs><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M-9 54L-9-54 117 0z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M-27 54L-9 0 -27-54 135 0z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M-9 0L-9-45C-9-52 3-57 9-54L117-9C121-7 126-4 126 0 126 4 121 7 117 9L9 54C3 57-9 52-9 45z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M-54 0C-54 30-30 54 0 54 30 54 54 30 54 0 54-30 30-54 0-54 -30-54-54-30-54 0z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M-63 0L0 63 63 0 0-63z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M18-54L108-54 63 0 108 54 18 54 -36 0z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M-36 0L18-54 54-54 18-18 27-18 63-54 99-54 63-18 72-18 108-54 144-54 90 0 144 54 108 54 72 18 63 18 99 54 63 54 27 18 18 18 54 54 18 54z"/></g></marker><marker markerUnits="strokeWidth" viewBox="0 0 1 1" markerWidth="1" markerHeight="1" overflow="visible" orient="auto"><g transform="scale(0.0092592592)"><path d="M0 45L-45 0 0-45 45 0zM0 63L-63 0 0-63 63 0z"/></g></marker><filter><feBlend mode="multiply" in2="BackgroundImage" in="SourceGraphic" result="blend"/><feComposite in="blend" in2="SourceAlpha" operator="in" result="comp"/></filter><filter><feBlend mode="screen" in2="BackgroundImage" in="SourceGraphic" result="blend"/><feComposite in="blend" in2="SourceAlpha" operator="in" result="comp"/></filter><filter><feComponentTransfer><feFuncR type="gamma" amplitude="1" exponent="0" offset="0"/><feFuncG type="gamma" amplitude="1" exponent="0" offset="0"/><feFuncB type="gamma" amplitude="1" exponent="0" offset="0"/></feComponentTransfer><feComponentTransfer><feFuncR type="linear" slope="-1" intercept="1"/><feFuncG type="linear" slope="-1" intercept="1"/><feFuncB type="linear" slope="-1" intercept="1"/><feFuncA type="linear" slope="1" intercept="0"/></feComponentTransfer><feComponentTransfer><feFuncR type="gamma" amplitude="1" exponent="2" offset="0"/><feFuncG type="gamma" amplitude="1" exponent="2" offset="0"/><feFuncB type="gamma" amplitude="1" exponent="2" offset="0"/></feComponentTransfer></filter></defs><g fill="none" stroke="black" font-family="Times New Roman" font-size="16" transform="scale(1 -1)"><g transform="translate(0 -841.891)"><path d="M119 324C75 344 49 399 42 446 30 521 63 596 99 667 155 654 239 660 288 644 286 650 284 658 282 666L293 667 297 661C317 657 337 652 349 637 375 602 366 550 369 506L381 521C391 534 410 534 430 531 449 526 463 513 466 498 472 468 455 427 427 416 404 406 372 414 356 442 349 409 315 372 282 353 234 325 169 302 119 324Z" stroke-width="8" fill="#eddec8" stroke="#9b7c7f" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M118 335C78 353 59 406 53 449 43 518 71 588 101 654 148 642 218 647 259 632 258 638 256 645 254 653L263 654 266 648C283 644 309 652 321 638 350 605 325 545 327 505L316 445C310 414 283 380 254 362 214 338 160 316 118 335Z" stroke="none" fill="#f8e9d3" stroke-width="12" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M224 512C216 526 219 546 231 558 241 568 255 567 263 555 268 571 271 588 268 599 267 600 267 601 267 602 272 600 276 594 279 586 285 566 281 535 269 517 265 511 261 508 257 506 246 496 231 499 224 512Z" fill="#9b7c7f" stroke="none" stroke-width="3" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M187 579C168 545 141 523 109 515 105 509 105 502 106 495 125 484 121 477 123 465L134 467C134 474 137 485 125 503 149 513 172 533 194 563L187 579Z" fill="#eddec8" stroke="none" stroke-width="11" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M185 583C162 548 132 527 95 519 91 513 91 506 92 499 113 488 119 476 120 465L133 470C133 477 128 489 114 507 141 516 167 537 193 567L185 583Z" fill="#9b7c7f" stroke="none" stroke-width="11" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M101 550C93 564 96 584 107 595 118 606 132 605 140 593 145 609 148 625 144 637 144 638 144 639 144 640 148 637 153 632 155 624 162 603 158 572 146 554 142 549 138 545 134 544 123 534 108 537 101 550Z" fill="#9b7c7f" stroke="none" stroke-width="3" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M76 471C86 465 92 466 103 465 111 464 132 456 137 453 212 410 203 419 221 421 225 433 214 446 208 461L220 463C235 429 238 403 233 374L220 369 228 400C191 378 174 343 111 369L109 397C158 360 213 389 226 412 174 407 105 415 81 444L76 471Z" fill="#9b7c7f" stroke="none" stroke-width="12" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M330 762C245 841 42 847 26 740 12 644 211 661 298 640 291 668 245 735 205 753 189 760 225 750 231 742L292 668C311 663 330 655 341 640 368 601 362 547 366 500 385 526 406 540 417 588 421 569 437 553 456 537 529 530 515 485 546 437 532 521 589 613 564 653 526 714 437 683 417 617 418 651 413 702 386 736 370 751 360 751 330 762Z" stroke-width="8" fill="#eae4db" stroke="#9b7c7f" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M370 455L378 499 386 510C393 519 405 518 418 516 430 513 439 504 441 493 445 473 434 445 416 437 401 430 380 436 370 455Z" stroke="none" fill="#f8e9d3" stroke-width="12" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M427 613L427 588C435 573 448 559 454 563 487 581 523 551 542 478 519 559 534 601 529 617 511 673 444 668 427 613Z" stroke="none" fill="#f3efe9" stroke-width="12" stroke-linejoin="miter" stroke-linecap="round" marker-start="none" marker-end="none" stroke-miterlimit="80"/><path d="M353 641C341 659 317 672 300 676 285 702 285 729 239 753 226 760 214 765 202 768 198 764 190 760 177 758 223 742 272 680 279 654 222 673 34 641 37 745 53 779 79 797 105 804 156 831 263 808 318 752 405 733 364 630 365 604 362 648 375 607 353 641Z" stroke-linejoin="miter" stroke-linecap="round" stroke-width="11" stroke="none" fill="#f3efe9" marker-start="none" marker-end="none" stroke-miterlimit="80"/></g></g></svg>
  h2.preSiteTitle MRS. KWANKA'S
  h1.siteTitle
    span Calculation
    br
    span Machine
  h2.subTitle "THE TECHNOLOGY OF THE FUTURE, TODAY!"
  
.theGears.l--constrained
    .gear#gear1
    .gear#gear2
    .gear#gear3
    .gear#gear4
    .gear#gear5
    .gear#gear6
    .gear#gear7
  
main.l--constrained
    .calc__display--small
        h2.calc__displayText 0
    .calc__display--rotational
      +createDisplay(0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15)

    .calc__wrapper        
      .calc__btnRow
        button(type="button", data-val="C").calc__btn.calc__btn--special C
        button(type="button", data-val="+-").calc__btn.calc__btn--special
          span.plusMinus +/-
      .calc__btnRow
        button(type="button", data-val="7").calc__btn 7
        button(type="button", data-val="4").calc__btn 4
        button(type="button", data-val="1").calc__btn 1
        button(type="button", data-val="0").calc__btn 0
      .calc__btnRow
        button(type="button", data-val="8").calc__btn 8
        button(type="button", data-val="5").calc__btn 5
        button(type="button", data-val="2").calc__btn 2
        button(type="button", data-val=".").calc__btn.calc__btn--special .
      .calc__btnRow
        button(type="button", data-val="9").calc__btn 9
        button(type="button", data-val="6").calc__btn 6
        button(type="button", data-val="3").calc__btn 3
        button(type="button", data-val="=").calc__btn.calc__btn--special
          span.equals =
      .calc__btnRow
        button(type="button", data-val="&#247;").calc__btn.calc__btn--special
          span.divide &#247;
        button(type="button", data-val="X").calc__btn.calc__btn--special X
        button(type="button", data-val="-").calc__btn.calc__btn--special
              span -
        button(type="button", data-val="+").calc__btn.calc__btn--special
          span +
              
            
!

CSS

              
                @import "jeet"

$paperCol = #ffe0b4

@import url('https://fonts.googleapis.com/css?family=Lobster')
@import url('https://fonts.googleapis.com/css?family=Fjalla One')
  
*
	  box-sizing border-box
    
html
    min-height 100%
    background url('data:image/png;base64,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')
    
body
    font-family "Fjalla One"
    width 100%
    min-height 100vh
    background rgba($paperCol,0.37)
			
button
    margin 0
    padding 0
    background none
    border none
    outline none
    font-family "Fjalla One"
	
.l--constrained
	  center(960px)
	
.titleSection
    position relative
    font-family "Fjalla One"
    background linear-gradient(rgba(#ff8200,0.2),rgba(#2f1660,0.04)), linear-gradient(rgba($paperCol,0.37),rgba($paperCol,0.37)),  url("http://s2.fcomet.com/~kimkwank/natural_paper.png")
    padding-bottom 80px
		
.preSiteTitle
    font-size 25px
    position absolute
    top 10px
    left 25px
    color rgba(black,0.6)
    text-shadow 0 2px 0 rgba(white,0.6)
	
.siteTitle
    text-shadow 5px 5px 0 rgba(#2f1650,0.6)
    margin 0
    margin-top 60px
    font-weight 100
    font-size 80px
    color rgba(#f3efe9,1)
    text-align right
    display: inline-block
    font-family 'Lobster', cursive//"deftone"
    transform rotate(-20deg)
    line-height .7em
    span:nth-child(3)
        margin-right 0.3em
		
.subTitle
    color rgba(black,0.6)
    text-shadow 0 2px 0 rgba(white,0.6)
    font-size 18px
    position absolute
    display inline-block
    right 25px
    bottom -0.5em

.calc
	&__wrapper
      span(4/4, offset: 0/8)
      margin-top 30px
      padding-bottom 20px
		
	&__display--small
      overflow hidden
      background linear-gradient(rgba(#2f1660,0.04),rgba(#2f1660,0.02)), linear-gradient(rgba($paperCol,0.37),rgba($paperCol,0.37)),  url("http://s2.fcomet.com/~kimkwank/natural_paper.png")
      border 2px solid rgba(#2f1660,0.04)
      color rgba(black,0.5)
      margin-top 25px
      min-height 50px
      padding-top 10px
      margin-bottom 15px
	&__displayText
      margin 0
      padding 0
      margin-right 10px
      text-align right
	&__btnRow
      span(1/5)
      text-align center
	
	&__btn
      border 1px solid rgba(#ff8200,0.15)
      position relative
      transition all 0.1s ease-in-out
      color rgba(#f3efe9,1)
      background linear-gradient(rgba(#ff8200,0.15),rgba(#ff8200,0.07)), linear-gradient(rgba($paperCol,0.37),rgba($paperCol,0.37)),  url("http://s2.fcomet.com/~kimkwank/natural_paper.png")
      box-shadow 1px 0.1em 0 0 rgba(black,0.5)
      text-shadow 1px 3px 0 rgba(black,0.5)
      border-radius 50%
      &:hover
        transform translateY(-0.1em)
        box-shadow 1px 0.2em 0 0 rgba(black,0.5)
      &:active
        transform translateY(0.1em)
        box-shadow 1px 0em 0 0 rgba(black,0.5)
      &--active
        transform translateY(0.1em)
        box-shadow 1px 0em 0 0 rgba(black,0.5)
        
      font-size 30px
      margin 5px
      margin-left 0px
      width 1.75em
      height 1.75em
      span
          margin-top 10px
          font-size 1.75em
          top 0
          left 0
          bottom 0
          right 0
          position absolute
      .equals
          margin-top 0
					
	&__btn--special
      border 1px solid rgba(#2f1660,0.15)
      background linear-gradient(rgba(#2f1660,0.15),rgba(#2f1660,0.07)), linear-gradient(rgba($paperCol,0.37),rgba($paperCol,0.37)),  url("http://s2.fcomet.com/~kimkwank/natural_paper.png")
      .plusMinus
          margin-top 0.5em
          font-size 0.9em
      .divide
            margin-top 0
          
.calc__display--rotational
    line-height 1
    font-size 25px
    height 60px
    background linear-gradient(rgba(#2f1660,0.09),rgba(#2f1660,0.04)), linear-gradient(rgba($paperCol,0.37),rgba($paperCol,0.37)),  url("http://s2.fcomet.com/~kimkwank/natural_paper.png")
    border 2px solid rgba(#2f1660,0.04)
    color rgba(black,0.65)
    text-shadow 0 4px 0 rgba(white,0.6)
    overflow hidden
    text-align right
    
.calc__rotateText
    width 6.20%
    transition all 0.2s ease-in-out
    display inline-block
    transform translateY(0)
    margin 0
    padding 0
    margin-left -0.13em
    span
        &:first-child
          opacity 0
        margin-top 5px
        display block
        
.retroPic
    position absolute
    right 0%
    bottom -20%
    min-height 150px
    width 150px
    svg
      opacity 0.8
      width 100%
      height 100%
      
.theGears
    z-index -1
    opacity 0.2
    position fixed
    top 0
    left 0
    right 0
    bottom 0
    overflow hidden
    
.gear
    position absolute
    transition all 0.4s ease-in-out
    transform-origin center center
    transform rotate(0deg)
    background: url("data:image/svg+xml;utf8,<svg xmlns='http://www.w3.org/2000/svg' stroke-width='0.5' stroke-linejoin='bevel' fill-rule='evenodd' version='1.1' overflow='visible' width='595.3' height='595.3' viewBox='0 0 595.3 595.3'><defs><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M-9 54L-9-54 117 0z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M-27 54L-9 0 -27-54 135 0z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M-9 0L-9-45C-9-51.7 2.8-56.6 9-54L117-9C120.9-7.4 126-4.2 126 0 126 4.2 120.9 7.4 117 9L9 54C2.8 56.6-9 51.7-9 45z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M-54 0C-54 29.8-29.8 54 0 54 29.8 54 54 29.8 54 0 54-29.8 29.8-54 0-54 -29.8-54-54-29.8-54 0z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M-63 0L0 63 63 0 0-63z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M18-54L108-54 63 0 108 54 18 54 -36 0z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M-36 0L18-54 54-54 18-18 27-18 63-54 99-54 63-18 72-18 108-54 144-54 90 0 144 54 108 54 72 18 63 18 99 54 63 54 27 18 18 18 54 54 18 54z'/></g></marker><marker markerUnits='strokeWidth' viewBox='0 0 1 1' markerWidth='1' markerHeight='1' overflow='visible' orient='auto'><g transform='scale(0.0092592592)'><path d='M0 45L-45 0 0-45 45 0zM0 63L-63 0 0-63 63 0z'/></g></marker><filter><feBlend mode='multiply' in2='BackgroundImage' in='SourceGraphic' result='blend'/><feComposite in='blend' in2='SourceAlpha' operator='in' result='comp'/></filter><filter><feBlend mode='screen' in2='BackgroundImage' in='SourceGraphic' result='blend'/><feComposite in='blend' in2='SourceAlpha' operator='in' result='comp'/></filter><filter><feComponentTransfer><feFuncR type='gamma' amplitude='1.1' exponent='0.4' offset='-0.1'/><feFuncG type='gamma' amplitude='1.1' exponent='0.4' offset='-0.1'/><feFuncB type='gamma' amplitude='1.1' exponent='0.4' offset='-0.1'/></feComponentTransfer><feComponentTransfer><feFuncR type='linear' slope='-1' intercept='1'/><feFuncG type='linear' slope='-1' intercept='1'/><feFuncB type='linear' slope='-1' intercept='1'/><feFuncA type='linear' slope='1' intercept='0'/></feComponentTransfer><feComponentTransfer><feFuncR type='gamma' amplitude='1' exponent='2.4' offset='0'/><feFuncG type='gamma' amplitude='1' exponent='2.4' offset='0'/><feFuncB type='gamma' amplitude='1' exponent='2.4' offset='0'/></feComponentTransfer></filter></defs><g fill='none' stroke='black' font-family='Times New Roman' font-size='16' transform='scale(1 -1)'><g transform='translate(0 -595.277)'><path d='M275.8 6.9C271.4 20.5 266.5 35.9 261.1 52.4 227.5 57.3 194.7 69 165.1 87.3L124.3 61.7C112.7 70.1 101.6 79.3 91 89.5 96.5 102.9 102.6 118 109.2 134.3 108.9 134.6 108.6 134.9 108.4 135.2 85.2 161.6 68.4 191.4 58.1 222.8L9.6 229.5C6 243.4 3.5 257.5 2 271.6 15 278.5 29.6 286.2 45.5 294.6 44.5 328.9 50.5 363.2 63.2 395.3L29.6 432.4C35.7 445 42.7 457.2 50.6 469 65.2 465.9 81.7 462.3 99.7 458.5 108.9 470.1 119.3 481.2 130.9 491.3 145.6 504.3 161.4 515.3 178 524.2L176.1 574.9C188.9 580.6 202 585.4 215.4 589.2 224.6 577.3 235.1 563.8 246.5 549.1 280.3 556.1 315.1 556 348.7 549.1L379.9 589.2C393.3 585.3 406.4 580.6 419.2 574.9 418.6 559.8 418 542.8 417.3 524.2 442.9 510.4 466.6 491.9 486.9 468.8 489.9 465.4 492.8 462 495.6 458.5L544.7 469C552.6 457.2 559.6 445 565.7 432.4 555.7 421.3 544.4 408.9 532.1 395.3 545 363 550.8 328.7 549.8 294.6L593.3 271.6C591.8 257.4 589.2 243.3 585.7 229.5 571.2 227.5 554.9 225.2 537.2 222.8 526.6 190.7 509.5 160.5 486.1 134.2L504.3 89.5C501.2 86.5 498 83.6 494.7 80.7 487.1 73.9 479.1 67.6 471 61.7 458.8 69.4 445 78 430.2 87.3 400.3 68.9 367.6 57.3 334.1 52.4L319.4 6.9C304.9 5.8 290.3 5.8 275.8 6.9ZM427.2 150.6C508.4 222.1 516.3 346.1 444.7 427.2 373.2 508.4 249.2 516.3 168 444.7 86.8 373.2 79 249.2 150.6 168 222.1 86.8 346.1 79 427.2 150.6ZM171 180C106.1 249.9 110.1 359.4 180 424.3 249.9 489.2 359.4 485.2 424.3 415.2 489.2 345.3 485.2 235.9 415.2 171 345.3 106.1 235.9 110.1 171 180ZM393.8 194.1C451 247.2 454.3 336.6 401.2 393.8 348.1 451 258.6 454.3 201.5 401.2 144.3 348.1 141 258.6 194.1 201.5 247.2 144.3 336.6 141 393.8 194.1Z' fill='#600060' stroke-linejoin='round' stroke-linecap='round' stroke-width='2.8' stroke='none' marker-start='none' marker-end='none' stroke-miterlimit='79.8'/></g></g></svg>")  no-repeat;
    background-size contain
    width 150px
    height 150px
    
#gear1
    opacity 0.4
    top 320px
    left 100px
#gear2
    opacity 0.35
    top 455px
    left 130px
    width 200px
    height 200px
#gear3
    opacity 0.3
    top 415px
    left 280px
    width 100px
    height 100px
#gear5
    opacity 0.5
    top 515px
    left 530px
    width 500px
    height 500px
#gear4
    opacity 0.5
    top 315px
    left 370px
    width 300px
    height 300px
#gear6
    opacity 0.6
    top 605px
    left -180px
    width 800px
    height 800px
#gear7
    opacity 0.6
    top -300px
    left 450px
    width 700px
    height 700px
    
@media screen and (min-width: 389px)
    .siteTitle
      font-size 100px
    .calc__btn
      font-size 40px
      text-shadow 2px 5px 0 rgba(black,0.5), 0px 0px 10px rgba(red,0.0)
      
@media screen and (min-width: 550px)
	.calc__wrapper
		  span(3/4, offset: 1/8)
  .siteTitle
      font-size 120px
  .preSiteTitle
      font-size 30px
  .calc__btn
      font-size 50px
  .calc__display--big
      font-size 60px
  .retroPic
      right 5%
      bottom -10%
      min-height 150px
      width 150px
    
@media screen and (min-width: 605px)
  .subTitle
      font-size 25px
  
@media screen and (min-width: 690px)
  .siteTitle
      font-size 130px
  .retroPic
      right 3%
      top 5%
      min-height 200px
      width 200px
      
@media screen and (min-width: 765px)
  .retroPic
      right 3%
      top 5%
      min-height 250px
      width 250px  
  
@media screen and (min-width: 870px)
	.calc__wrapper
		  span(3/5, offset: 1/5)
	.subTitle
      font-size 35px
      
@media screen and (min-width: 913px)
  .retroPic
      right 5%
      top 5%
      min-height 350px
      width 350px
  .siteTitle
      font-size 150px
              
@media screen and (min-width: 477px)
    .calc__display--rotational
        font-size 30px
        height 70px
        span
            margin-top 6px
@media screen and (min-width: 605px)
    .calc__display--rotational
        font-size 35px
        height 80px
        span
            margin-top 6px
@media screen and (min-width: 765px)
    .calc__display--rotational
        font-size 40px
        height 90px
        span
            margin-top 8px
@media screen and (min-width: 913px)
    .calc__display--rotational
        font-size 48px
        height 110px
        span
            margin-top 10px

              
            
!

JS

              
                /*global window, console, document, jQuery*/

function calculatorModule() {
  "use strict";

  var historyStr = "0",
    displayStr = "0",
    curNumberStr = "0",
    lastOp = "",
    leftNum = "",
    rightNum = "",
    lastInput = 0,
    result = 0;

  function isNumber(input) {
    return typeof input === "number";
  }

  function evalNumber(num) {
    if (lastOp === "=" && leftNum !== "") {
      curNumberStr = "";
      leftNum = "";
      historyStr = "";
      lastOp = "";
      rightNum = "";
    }
    if (curNumberStr === "0") {
      curNumberStr = String(num);
    } else {
      curNumberStr += String(num);
    }
    displayStr = curNumberStr;
    if (historyStr === "0") {
      historyStr = String(num);
    } else {
      historyStr += String(num);
    }
  }

  function handleDot() {
    if (lastOp === "=" && leftNum !== "") {
      curNumberStr = "";
      leftNum = "";
      historyStr = "";
      lastOp = ".";
    }
    if (curNumberStr.split("").indexOf(".") === -1) {
      if (curNumberStr === "") {
        curNumberStr = "0";
        historyStr += "0";
      }
      curNumberStr += ".";
      historyStr += ".";
    }
    displayStr = curNumberStr;
  }
  function handlePlusMinus() {
    if (lastOp === "=" && leftNum !== "") {
      curNumberStr = String(result);
      leftNum = "";
    }
    if (curNumberStr.substr(0, 1) !== "-") {
      historyStr = historyStr.substr(
        0,
        historyStr.length - curNumberStr.length
      );
      curNumberStr = "-" + curNumberStr;
      historyStr += curNumberStr;
    } else {
      historyStr = historyStr.substr(
        0,
        historyStr.length - curNumberStr.length
      );
      curNumberStr = curNumberStr.substr(1);
      historyStr += curNumberStr;
    }
    if (lastOp === "=") {
      result = Number(curNumberStr);
    }
    displayStr = curNumberStr;
  }

  function handleOp(op) {
    if (leftNum === "") {
      leftNum = curNumberStr;
      curNumberStr = "";
    } else if (rightNum === "") {
      rightNum = curNumberStr;
      curNumberStr = "";
    }
    //console.log(leftNum, rightNum);
    if (rightNum !== "") {
      switch (op) {
        case "+":
          result = Number(leftNum) + Number(rightNum);
          //console.log(result);
          leftNum = String(result);
          rightNum = "";
          break;
        case "-":
          result = Number(leftNum) - Number(rightNum);
          //console.log(result);
          leftNum = String(result);
          rightNum = "";
          break;
        case "X":
          result = Number(leftNum) * Number(rightNum);
          //console.log(result);
          leftNum = String(result);
          rightNum = "";
          break;
        case "&#247;":
          result = Number(leftNum) / Number(rightNum);
          //console.log(result);
          leftNum = String(result);
          rightNum = "";
          break;
        default:
          break;
      }

      displayStr = String(result).substr(0, 16);
    }
  }

  function evalOperator(op) {
    if (op === ".") {
      handleDot();
    } else {
      if (op === "+-") {
        handlePlusMinus();
        return;
      }
      if (op === "C") {
        curNumberStr = "0";
        leftNum = "";
        rightNum = "";
        historyStr = "0";
        displayStr = "0";
        lastOp = "";
        return;
      }

      if (
        typeof lastInput === "string" &&
        lastInput !== "C" &&
        lastInput !== "=" &&
        lastInput !== "+-"
      ) {
        historyStr = historyStr.substr(0, historyStr.length - lastInput.length);
        if (lastInput === ".") {
          curNumberStr = curNumberStr.substr(0, curNumberStr.length - 1);
          historyStr = curNumberStr;
          displayStr = curNumberStr;
        }
      }

      handleOp(lastOp);

      if (op === "=" && rightNum === "") {
        result = Number(leftNum);
      }

      if (!(op === "=" && lastOp === "=")) {
        historyStr += String(op);
      }

      if (op === "=" && lastOp !== "=") {
        historyStr += String(result);
      }

      if (op !== "=" && lastOp === "=") {
        historyStr = String(result) + String(op);
      }

      lastOp = op;
    }
  }

  function evalInput(input) {
    if (isNumber(input)) {
      evalNumber(input);
    } else {
      evalOperator(input);
    }

    if (input === "=") {
      lastInput = 0;
    } else {
      lastInput = input;
    }
  }

  function getDisplayStr() {
    return displayStr;
  }

  function getHistoryStr() {
    return historyStr;
  }

  return {
    evalInput: evalInput,
    getDisplayStr: getDisplayStr,
    getHistoryStr: getHistoryStr,
  };
}

(function ($, calc) {
  "use strict";

  var $calcButtons,
    $smallDisplay,
    $rotateDisplay,
    $rotateDisplaySingle,
    $gears,
    $this,
    tmpStr,
    curInput,
    charHeight,
    resizeTimer,
    btnIndex,
    curGearRotation = 0,
    clickEvent = "click",
    dragging = false,
    c = 16,
    i = 0;

  function isMobile() {
    try {
      document.createEvent("TouchEvent");
      return true;
    } catch (e) {
      return false;
    }
  }

  function padString(str, paddingValue) {
    return String(paddingValue + str).slice(-paddingValue.length);
  }

  function animateNumber(numStr) {
    tmpStr = padString(numStr, "xxxxxxxxxxxxxxxx").split("");
    c = 15;

    for (i = tmpStr.length - 1; i >= 0; i -= 1) {
      switch (tmpStr[i]) {
        case ".":
          $($rotateDisplay[c]).css(
            "transform",
            "translateY(" + -11 * charHeight + "px)"
          );
          break;
        case "x":
          $($rotateDisplay[c]).css(
            "transform",
            "translateY(" + -0 * charHeight + "px)"
          );
          break;
        case "-":
          $($rotateDisplay[c]).css(
            "transform",
            "translateY(" + -12 * charHeight + "px)"
          );
          break;
        default:
          $($rotateDisplay[c]).css(
            "transform",
            "translateY(" + -(Number(tmpStr[i]) + 1) * charHeight + "px)"
          );
          break;
      }
      c -= 1;
    }
  }

  function init() {
    $calcButtons = $(".calc__btn");
    $smallDisplay = $(" .calc__display--small  > .calc__displayText");
    $rotateDisplay = $(" .calc__display--rotational  > .calc__rotateText");
    $gears = $(".gear");
    $rotateDisplaySingle = $($rotateDisplay[0]);
    charHeight = $rotateDisplaySingle.height() / 13;
    animateNumber("0");
  }

  function animateGears() {
    if (isMobile()) {
      return;
    }
    curGearRotation += 60;
    $gears.each(function (index) {
      if (index % 2 === 1) {
        $(this).css("transform", "rotate(" + -curGearRotation + "deg)");
      } else {
        $(this).css("transform", "rotate(" + curGearRotation + "deg)");
      }
    });
  }
  function resetGears() {
    if (isMobile()) {
      return;
    }
    curGearRotation = 0;
    $gears.css("transform", "rotate(" + curGearRotation + "deg)");
  }
  function handleInput() {
    console.log("cI:", curInput);
    if (curInput === "=" || curInput === "C") {
      resetGears();
    } else {
      animateGears();
    }
    calc.evalInput(curInput);
    $smallDisplay.html(calc.getHistoryStr());
    animateNumber(calc.getDisplayStr());
  }

  function getBtnIndexByKey(key) {
    switch (key) {
      case 46:
        return 0;
      case 103:
      case 55:
        return 2;
      case 100:
      case 52:
        return 3;
      case 97:
      case 49:
        return 4;
      case 96:
      case 48:
        return 5;
      case 104:
      case 56:
        return 6;
      case 101:
      case 53:
        return 7;
      case 98:
      case 50:
        return 8;
      case 110:
      case 190:
      case 188:
        return 9;
      case 105:
      case 57:
        return 10;
      case 102:
      case 54:
        return 11;
      case 99:
      case 51:
        return 12;
      case 13:
        return 13;
      case 111:
      case 47:
        return 14;
      case 106:
      case 42:
        return 15;
      case 109:
      case 189:
        return 16;
      case 107:
      case 187:
        return 17;
      default:
        return -1;
    }
  }

  $(document).ready(function () {
    init();

    if (isMobile()) {
      clickEvent = "touchend";
      $("body").on("touchmove", function () {
        dragging = true;
      });
      $("body").on("touchstart", function () {
        dragging = false;
      });
    }

    $(window).resize(function () {
      window.clearTimeout(resizeTimer);
      resizeTimer = window.setTimeout(function () {
        charHeight = $rotateDisplaySingle.height() / 13;
        animateNumber(calc.getDisplayStr());
      }, 250);
    });

    $(document).keydown(function (e) {
      //console.log(e.which);
      e.preventDefault(); //especially prevent the enter key from activating click() on the last button clicked
      btnIndex = getBtnIndexByKey(e.which);
      if (btnIndex !== -1) {
        $($calcButtons[btnIndex]).addClass("calc__btn--active");
      }
    });

    $(document).keyup(function (e) {
      btnIndex = getBtnIndexByKey(e.which);
      if (btnIndex !== -1) {
        $($calcButtons[btnIndex]).removeClass("calc__btn--active");
      } else {
        return;
      }

      curInput = e.which;

      if (curInput > 95 && curInput < 106) {
        curInput = curInput - 96;
      } else if (curInput > 47 && curInput < 58) {
        curInput = curInput - 48;
      } else {
        switch (curInput) {
          case 107:
          case 187:
            curInput = "+";
            break;
          case 109:
          case 189:
            curInput = "-";
            break;
          case 106:
          case 42:
            curInput = "X";
            break;
          case 111:
          case 47:
            curInput = "&#247;";
            break;
          case 13:
            curInput = "=";
            break;
          case 110:
          case 190:
          case 188:
            curInput = ".";
            break;
          case 46:
            curInput = "C";
            break;
        }
      }
      handleInput();
    });

    $calcButtons.on(clickEvent, function (e) {
      if (dragging) {
        return;
      }
      $this = $(this);
      curInput = $this.data("val");
      handleInput();
    });
  });
})(jQuery, calculatorModule());

              
            
!
999px

Console