Google Listings & Ads - Version 1.4.0

Version Description

  • 2021-08-09 =
  • Add - Filter to allow applying shortcodes to product description.
  • Add - New contact information feature.
  • Fix - Add woocommerce_gla_product_attribute_values filter to allow overriding all product attributes.
  • Fix - Invalid Google IDs meta value causing fatal failure.
  • Fix - Load deprecated functions from Guzzle which are required for the GAX library.
  • Fix - Process all batches when updating products.
  • Tweak - Removed SVGs from JS bundle.
  • Tweak - Use the WordPress date and time formats on the Product Feed page.
Download this release

Release Info

Developer ecgan
Plugin Icon 128x128 Google Listings & Ads
Version 1.4.0
Comparing to
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Code changes from version 1.3.0 to 1.4.0

Files changed (16) hide show
  1. changelog.txt +10 -0
  2. google-listings-and-ads.php +2 -2
  3. js/build/custom-inputs.asset.php +1 -1
  4. js/build/custom-inputs.js +1 -1
  5. js/build/images/js/src/components/account-card/5585d65b9d8c575e5a1fd2e900c95fa0.gogole-g-logo.svg +8 -0
  6. js/build/images/js/src/components/free-listings/configure-product-listings/hero/0cab27878b485c59ab3707761450ddb5.google-free-listing.svg +83 -0
  7. js/build/images/js/src/dashboard/campaign-creation-success-guide/c4325f35cdc65f85a7c1da8dad2de83c.header.svg +27 -0
  8. js/build/images/js/src/get-started-page/features-card/d9556104fe89cf4635603558086d755b.img-google-ads.svg +12 -0
  9. js/build/images/js/src/get-started-page/features-card/e334bc58cdd0e8bd5e32b98b9d4d6a2f.img-connection.svg +5 -0
  10. js/build/images/js/src/get-started-page/features-card/ec94c86f6cc0148071a63f86ec5de7a7.img-free-listings.svg +20 -0
  11. js/build/images/js/src/get-started-page/get-started-card/874e539e75ee0baf8d87c9d8571143ca.image.svg +89 -0
  12. js/build/images/js/src/product-feed/submission-success-guide/64742f6405be8486218c501395b08ccb.google-logo.svg +2 -0
  13. js/build/images/js/src/product-feed/submission-success-guide/9a968634c60ce598aae3639a8486ad31.woocommerce-logo.svg +4 -0
  14. js/build/index.asset.php +1 -1
  15. js/build/index.css +11 -8
  16. js/build/index.js +0 -1
changelog.txt CHANGED
@@ -1,5 +1,15 @@
1
  *** WooCommerce Google Listings and Ads Changelog ***
2
 
 
 
 
 
 
 
 
 
 
 
3
  = 1.3.0 - 2021-07-27 =
4
  * Fix - Bump WordPress tested version to 5.8.
5
  * Fix - Code formatting with Prettier.
1
  *** WooCommerce Google Listings and Ads Changelog ***
2
 
3
+ = 1.4.0 - 2021-08-09 =
4
+ * Add - Filter to allow applying shortcodes to product description.
5
+ * Add - New contact information feature.
6
+ * Fix - Add `woocommerce_gla_product_attribute_values` filter to allow overriding all product attributes.
7
+ * Fix - Invalid Google IDs meta value causing fatal failure.
8
+ * Fix - Load deprecated functions from Guzzle which are required for the GAX library.
9
+ * Fix - Process all batches when updating products.
10
+ * Tweak - Removed SVGs from JS bundle.
11
+ * Tweak - Use the WordPress date and time formats on the Product Feed page.
12
+
13
  = 1.3.0 - 2021-07-27 =
14
  * Fix - Bump WordPress tested version to 5.8.
15
  * Fix - Code formatting with Prettier.
google-listings-and-ads.php CHANGED
@@ -3,7 +3,7 @@
3
  * Plugin Name: Google Listings and Ads
4
  * Plugin URL: https://wordpress.org/plugins/google-listings-and-ads/
5
  * Description: Native integration with Google that allows merchants to easily display their products across Google’s network.
6
- * Version: 1.3.0
7
  * Author: WooCommerce
8
  * Author URI: https://woocommerce.com/
9
  * Text Domain: google-listings-and-ads
@@ -27,7 +27,7 @@ use Psr\Container\ContainerInterface;
27
 
28
  defined( 'ABSPATH' ) || exit;
29
 
30
- define( 'WC_GLA_VERSION', '1.3.0' ); // WRCS: DEFINED_VERSION.
31
  define( 'WC_GLA_MIN_PHP_VER', '7.3' );
32
  define( 'WC_GLA_MIN_WC_VER', '5.2' );
33
 
3
  * Plugin Name: Google Listings and Ads
4
  * Plugin URL: https://wordpress.org/plugins/google-listings-and-ads/
5
  * Description: Native integration with Google that allows merchants to easily display their products across Google’s network.
6
+ * Version: 1.4.0
7
  * Author: WooCommerce
8
  * Author URI: https://woocommerce.com/
9
  * Text Domain: google-listings-and-ads
27
 
28
  defined( 'ABSPATH' ) || exit;
29
 
30
+ define( 'WC_GLA_VERSION', '1.4.0' ); // WRCS: DEFINED_VERSION.
31
  define( 'WC_GLA_MIN_PHP_VER', '7.3' );
32
  define( 'WC_GLA_MIN_WC_VER', '5.2' );
33
 
js/build/custom-inputs.asset.php CHANGED
@@ -1 +1 @@
1
- <?php return array('dependencies' => array('wp-polyfill'), 'version' => '25b0b47dd368134a93e58a9fb51b6d04');
1
+ <?php return array('dependencies' => array('wp-polyfill'), 'version' => 'b6fd28da282760c471a87250e5b24322');
js/build/custom-inputs.js CHANGED
@@ -1 +1 @@
1
- !function(e){var t={};function n(o){if(t[o])return t[o].exports;var r=t[o]={i:o,l:!1,exports:{}};return e[o].call(r.exports,r,r.exports,n),r.l=!0,r.exports}n.m=e,n.c=t,n.d=function(e,t,o){n.o(e,t)||Object.defineProperty(e,t,{enumerable:!0,get:o})},n.r=function(e){"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(e,"__esModule",{value:!0})},n.t=function(e,t){if(1&t&&(e=n(e)),8&t)return e;if(4&t&&"object"==typeof e&&e&&e.__esModule)return e;var o=Object.create(null);if(n.r(o),Object.defineProperty(o,"default",{enumerable:!0,value:e}),2&t&&"string"!=typeof e)for(var r in e)n.d(o,r,function(t){return e[t]}.bind(null,r));return o},n.n=function(e){var t=e&&e.__esModule?function(){return e.default}:function(){return e};return n.d(t,"a",t),t},n.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},n.p="",n(n.s=564)}({564:function(e,t,n){"use strict";n.r(t);var o=function(e){var t=e.parents("div.select-with-text-input").find(".custom-input");"_gla_custom_value"===e.val()?t.show():t.hide()},r=function(e){var t=new RegExp("[^0-9]*","gi"),n=e.val(),o=n.replace(t,"");n!==o&&e.val(o)};window.jQuery((function(e){var t=function(){var t,n;(n=(t=e)("div.select-with-text-input select")).each((function(e,n){o(t(n))})),n.on("change",(function(){o(t(this))})),function(e){var t=e(".gla-input-integer[type=text]");t.on("change",(function(){r(e(this))})),t.on("keyup",(function(){r(e(this))}))}(e)};e("#woocommerce-product-data").on("woocommerce_variations_loaded",t),e(document.body).on("woocommerce_variations_added",t),t()}))}});
1
+ !function(e){var t={};function n(o){if(t[o])return t[o].exports;var r=t[o]={i:o,l:!1,exports:{}};return e[o].call(r.exports,r,r.exports,n),r.l=!0,r.exports}n.m=e,n.c=t,n.d=function(e,t,o){n.o(e,t)||Object.defineProperty(e,t,{enumerable:!0,get:o})},n.r=function(e){"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(e,"__esModule",{value:!0})},n.t=function(e,t){if(1&t&&(e=n(e)),8&t)return e;if(4&t&&"object"==typeof e&&e&&e.__esModule)return e;var o=Object.create(null);if(n.r(o),Object.defineProperty(o,"default",{enumerable:!0,value:e}),2&t&&"string"!=typeof e)for(var r in e)n.d(o,r,function(t){return e[t]}.bind(null,r));return o},n.n=function(e){var t=e&&e.__esModule?function(){return e.default}:function(){return e};return n.d(t,"a",t),t},n.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},n.p="",n(n.s=573)}({573:function(e,t,n){"use strict";n.r(t);var o=function(e){var t=e.parents("div.select-with-text-input").find(".custom-input");"_gla_custom_value"===e.val()?t.show():t.hide()},r=function(e){var t=new RegExp("[^0-9]*","gi"),n=e.val(),o=n.replace(t,"");n!==o&&e.val(o)};window.jQuery((function(e){var t=function(){var t,n;(n=(t=e)("div.select-with-text-input select")).each((function(e,n){o(t(n))})),n.on("change",(function(){o(t(this))})),function(e){var t=e(".gla-input-integer[type=text]");t.on("change",(function(){r(e(this))})),t.on("keyup",(function(){r(e(this))}))}(e)};e("#woocommerce-product-data").on("woocommerce_variations_loaded",t),e(document.body).on("woocommerce_variations_added",t),t()}))}});
js/build/images/js/src/components/account-card/5585d65b9d8c575e5a1fd2e900c95fa0.gogole-g-logo.svg ADDED
@@ -0,0 +1,8 @@
 
 
 
 
 
 
 
 
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+ <svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg">
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+ <g>
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+ <path d="M39.0674 20.3742C39.0674 18.7354 38.9344 17.5395 38.6466 16.2994H19.9333V23.696H30.9176C30.6962 25.5342 29.5003 28.3024 26.8428 30.1625L26.8055 30.4102L32.7223 34.9938L33.1322 35.0347C36.897 31.5578 39.0674 26.4421 39.0674 20.3742Z" fill="#4285F4"/>
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+ <path d="M19.9333 7.7067C23.6759 7.7067 26.2005 9.32334 27.6401 10.6743L33.2651 5.18213C29.8105 1.97099 25.3147 0 19.9333 0C12.1379 0 5.40553 4.47343 2.12797 10.9843L8.57241 15.9893C10.1892 11.1836 14.6626 7.7067 19.9333 7.7067Z" fill="#EB4335"/>
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+ </g>
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+ </svg>
js/build/images/js/src/components/free-listings/configure-product-listings/hero/0cab27878b485c59ab3707761450ddb5.google-free-listing.svg ADDED
@@ -0,0 +1,83 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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+ <g clip-path="url(#clip0)" filter="url(#filter0_d)">
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+ <circle cx="83" cy="39" r="5" fill="#4AB866"/>
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+ <rect x="33" y="58" width="648" height="361" fill="white"/>
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+ </svg>
js/build/index.asset.php CHANGED
@@ -1 +1 @@
1
- <?php return array('dependencies' => array('lodash', 'moment', 'react', 'wc-components', 'wc-navigation', 'wp-a11y', 'wp-api-fetch', 'wp-data', 'wp-data-controls', 'wp-date', 'wp-deprecated', 'wp-dom', 'wp-element', 'wp-hooks', 'wp-html-entities', 'wp-i18n', 'wp-is-shallow-equal', 'wp-keycodes', 'wp-polyfill', 'wp-url', 'wp-warning'), 'version' => 'a10e5a89ddf8cdb6f5d54ee5169298b3');
1
+ <?php return array('dependencies' => array('lodash', 'moment', 'react', 'wc-components', 'wc-navigation', 'wp-a11y', 'wp-api-fetch', 'wp-data', 'wp-data-controls', 'wp-date', 'wp-deprecated', 'wp-dom', 'wp-element', 'wp-hooks', 'wp-html-entities', 'wp-i18n', 'wp-is-shallow-equal', 'wp-keycodes', 'wp-polyfill', 'wp-url', 'wp-warning'), 'version' => '9036ea486b142404f3c82bdf3d80b139');
js/build/index.css CHANGED
@@ -2,8 +2,8 @@
2
  .woocommerce-marketing-google-get-started-page{max-width:824px;margin:0 auto}.woocommerce-marketing-google-get-started-page .components-card{margin-bottom:calc(var(--main-gap) * 1.5)}
3
  .gla-get-started-notice{margin:0 0 32px}.gla-get-started-notice.is-error{background-color:#ffcbcb}.gla-get-started-notice.is-warning{background-color:#ffeec1}.gla-get-started-notice .components-notice__content{margin-left:16px}.gla-get-started-notice__link{color:currentColor}.gla-get-started-notice__icon{margin-left:.2em;vertical-align:middle}
4
  .gla-fags-panel{margin-bottom:calc(var(--main-gap) * 1.5)}.gla-fags-panel .components-panel__row{display:block}
5
- .woocommerce-marketing-google-get-started-card .components-flex{flex-direction:column;align-items:flex-end}@media(min-width: 960px){.woocommerce-marketing-google-get-started-card .components-flex{flex-direction:row;align-items:center}}.woocommerce-marketing-google-get-started-card .components-flex .motivation-text{margin:calc(var(--main-gap) * 2.5)}.woocommerce-marketing-google-get-started-card .components-flex .motivation-text .title{margin-bottom:16px}.woocommerce-marketing-google-get-started-card .components-flex .motivation-text .description{margin-bottom:16px}.woocommerce-marketing-google-get-started-card .components-flex .motivation-image{text-align:right;margin-bottom:-4px}@media(min-width: 960px){.woocommerce-marketing-google-get-started-card .components-flex .motivation-image{margin-top:calc(var(--main-gap) * 1.5)}}.woocommerce-marketing-google-get-started-card .components-flex .motivation-image svg{width:100%;height:100%}.components-flex .woocommerce-marketing-google-get-started-card__terms-notice{margin-top:16px;font-style:italic;font-size:12px}.components-flex .woocommerce-marketing-google-get-started-card__terms-notice a{text-decoration:none}
6
- .app-button{white-space:nowrap}.app-button svg{width:inherit;height:inherit;max-width:inherit;max-height:inherit}.app-button svg circle{stroke:currentColor}
7
  .gla-get-started-features-card .components-flex{justify-content:space-around}@media(max-width: 600px){.gla-get-started-features-card .components-flex{flex-direction:column}}.gla-get-started-features-card .components-flex__block{display:flex;flex-direction:column;align-items:center;max-width:195px;margin:calc(var(--large-gap) / 4 * 5) 0;text-align:center}.gla-get-started-features-card .gla-get-started-features-card__label{margin:32px 0 16px;font-size:13px}.gla-get-started-features-card .gla-get-started-features-card__content{line-height:16px}
8
  @media(min-width: 600px)and (max-width: 782px){.app-full-screen.is-wp-toolbar-disabled:not(.has-woocommerce-navigation){margin-top:-46px}}.app-full-screen .woocommerce-layout{padding-top:0}.app-full-screen .woocommerce-layout .woocommerce-layout__primary{margin:0}.app-full-screen .woocommerce-layout .woocommerce-layout__primary .woocommerce-layout__main{padding:0}
9
  .gla-stepper-top-bar{display:flex;align-items:stretch;min-height:64px;background-color:#fff;box-shadow:0 -1px 0 0 #ccc inset}.gla-stepper-top-bar .back-button{display:flex;align-items:center;padding:0 calc(var(--main-gap) / 2)}.gla-stepper-top-bar .title{-ms-grid-row-align:center;align-self:center;flex:1;font-size:16px;font-weight:400;line-height:28px;letter-spacing:0}.gla-stepper-top-bar .actions .components-button{height:100%}
@@ -15,7 +15,7 @@
15
  .wcdl-section-card-body{padding:var(--large-gap)}
16
  .wcdl-section-card-footer{padding:calc(var(--large-gap) / 2) var(--large-gap)}
17
  .wcdl-section{display:flex;flex-direction:column;margin-bottom:var(--large-gap)}@media(min-width: 600px){.wcdl-section{flex-direction:row;gap:var(--main-gap)}}@media(min-width: 600px){.wcdl-section header{width:33%;padding-top:var(--large-gap)}}.wcdl-section header h1{font-size:16px;font-style:normal;font-weight:600;margin-bottom:8px;padding:0}.wcdl-section .wcdl-section__body{flex:1}
18
- .wcdl-subsection-title{font-size:14px;font-style:normal;font-weight:600;line-height:20px;letter-spacing:0;text-align:left;margin-bottom:8px}
19
  .wcdl-subsection-body{font-size:13px;font-style:normal;font-weight:400;line-height:16px}
20
  .wcdl-subsection-helper-text{font-size:12px;font-style:italic;font-weight:400;line-height:16px;letter-spacing:0}
21
  .wcdl-subsection:not(:last-child){margin-bottom:var(--main-gap)}
@@ -28,10 +28,10 @@
28
  .gla-switch-url-card div.buttons{display:flex;flex-direction:column;gap:calc(var(--main-gap) / 3)}.gla-switch-url-card div.buttons button{justify-content:center}
29
  .app-modal{overflow:inherit}.app-modal .app-modal__footer{display:flex;flex-direction:column-reverse;gap:calc(var(--main-gap) / 2);margin-top:calc(var(--main-gap))}@media(min-width: 480px){.app-modal .app-modal__footer{flex-direction:row;justify-content:flex-end}}.app-modal .app-modal__footer button{justify-content:center}
30
  .gla-mc-terms-modal{max-width:600px}.gla-mc-terms-modal .main{font-weight:bold}
31
- .gla-setup-free-listing-hero{display:flex;flex-direction:column;align-items:center;background-color:#fff;padding:var(--large-gap);padding-bottom:0}.gla-setup-free-listing-hero .hero-text{max-width:unset;margin-bottom:0}.gla-setup-free-listing-hero .hero-text .hero-text__subtitle{font-size:16px;font-weight:600;line-height:1.5;padding:0;margin:0;margin-top:4px}.gla-setup-free-listing-hero .hero-text .hero-text__body{font-size:14px;margin-bottom:var(--main-gap)}.gla-setup-free-listing-hero .hero-image{margin-bottom:-4px}.gla-setup-free-listing-hero .hero-image svg{width:100%;height:100%}
32
  .app-radio-content-control{display:-ms-grid;display:grid;-ms-grid-columns:[input-start] auto [text-start] 1fr;grid-template-columns:[input-start] auto [text-start] 1fr;gap:8px;-moz-column-gap:10px;column-gap:10px}.app-radio-content-control .components-radio-control,.app-radio-content-control .components-base-control__field,.app-radio-content-control .components-radio-control__option{display:contents}.app-radio-content-control .components-radio-control__input[type=radio]{margin:0}.app-radio-content-control .app-radio-content-control__content{grid-column:text-start}.app-radio-content-control .app-radio-content-control__content:empty{display:none}
33
  .wcdl-radio-helper-text{font-size:12px;font-style:italic;font-weight:400;line-height:16px}
34
- .gla-vertical-gap-layout{display:flex;flex-direction:column;gap:calc(var(--main-gap) / 2)}.gla-vertical-gap-layout.gla-vertical-gap-layout__large{gap:calc(var(--large-gap) / 2)}
35
  .app-input-control .components-flex__item{width:100%;max-width:100%;margin-right:0}.app-input-control .components-flex__item label.components-input-control__label{color:#757575 !important;white-space:normal !important}
36
  .wcdl-select-control__label,.wcdl-select-control__input,.wcdl-select-control__helper-text{margin-bottom:calc(var(--main-gap) / 3)}.wcdl-select-control__label{font-size:13px;line-height:16px}.wcdl-select-control__helper-text{font-style:italic;font-size:12px;line-height:16px}.wcdl-select-control i.material-icons-outlined{display:none}.wcdl-select-control .woocommerce-select-control .components-base-control{height:unset}.wcdl-select-control .woocommerce-select-control .components-base-control .woocommerce-select-control__control-input,.wcdl-select-control .woocommerce-select-control .components-base-control .woocommerce-select-control__tags{margin:0}.wcdl-select-control .woocommerce-select-control .components-base-control .woocommerce-tag{max-height:24px}
37
  .gla-edit-rate-modal .label{color:#757575;padding-bottom:4px}
@@ -42,9 +42,13 @@
42
  .gla-edit-time-button.components-button.is-tertiary{height:-webkit-fit-content;height:-moz-fit-content;height:fit-content;line-height:1.4em;padding:0}
43
  .gla-countries-time-input .label{display:flex;justify-content:space-between;gap:4px}
44
  .gla-shipping-time-setup{margin-top:calc(var(--main-gap) / 2)}.gla-shipping-time-setup .countries-time{margin-bottom:calc(var(--main-gap) / 2)}.gla-shipping-time-setup .countries-time .countries-time-input-form{max-width:300px}.gla-shipping-time-setup .add-time-button{align-self:flex-start}
 
 
 
 
 
45
  .help-popover{display:inline-flex;font-weight:normal;font-size:13px;line-height:1.4}.help-popover button{display:inline-flex;align-items:center;border:none;background:none;padding:1px;fill:#949494;cursor:pointer}.help-popover button:hover{fill:#616161}.help-popover .components-popover__content{width:300px}@media(min-width: 960px){.help-popover .components-popover__content{width:360px}}@media(min-width: 1080px){.help-popover .components-popover__content{width:480px}}.help-popover .components-popover__content>div{text-align:left;margin:16px}
46
  .gla-pre-launch-checklist .gla-pre-launch-checklist__checkbox_popover .checkbox-label{margin-right:calc(var(--main-gap) / 2)}.gla-pre-launch-checklist .gla-pre-launch-checklist__checkbox_popover .help-popover{vertical-align:text-bottom}
47
- .gla-choose-audience .input{margin-bottom:calc(var(--main-gap) / 3)}.gla-choose-audience .helper-text{margin-bottom:calc(var(--main-gap) / 3 * 2)}
48
  .gla-setup-stepper .woocommerce-stepper__steps{align-items:center;justify-content:center;height:64px;background-color:#fff;box-shadow:inset 0 -1px 0 #ccc;margin-bottom:0}.gla-setup-stepper .woocommerce-stepper__steps .woocommerce-stepper__step-divider{margin-top:0;-ms-grid-row-align:auto;align-self:auto;max-width:48px}
49
  .gla-ads-terms-modal{max-width:600px}.gla-ads-terms-modal .main{font-weight:bold}
50
  .gla-budget-section__card-body{display:flex;flex-direction:column;gap:var(--main-gap)}.gla-budget-section__card-body__cost{display:flex;gap:var(--main-gap)}.gla-budget-section__card-body__cost>*{flex:1}
@@ -86,5 +90,4 @@
86
  .gla-product-statistics__last-updated{display:flex;align-items:center;gap:8px;margin-bottom:calc(var(--main-gap) / 3 * 2)}.gla-product-statistics__summaries .woocommerce-summary{margin:0}.gla-product-statistics__summaries .woocommerce-summary .woocommerce-summary__item-delta{display:none}.gla-product-statistics .components-card__footer{flex-direction:column}@media(max-width: 960px){.gla-product-statistics .components-card__footer .components-flex{flex-direction:column;align-items:normal;margin:12px 0}.gla-product-statistics .components-card__footer .components-flex__item:not(:first-child){margin-top:8px;margin-left:16px}}.gla-product-statistics .components-card__footer .components-flex+.components-flex{margin-top:8px}.gla-product-statistics .components-card__footer .components-flex__item{color:#1e1e1e}.gla-product-statistics .components-card__footer .components-flex__item:first-child{min-width:130px}.gla-product-statistics .components-card__footer .components-flex__item:nth-child(2){display:inline-flex;align-items:center;fill:currentColor;color:#008a20}.gla-product-statistics .components-card__footer .components-flex__item:last-child{color:#757575}.gla-product-statistics .components-card__footer .components-flex__item:last-child:not(:empty)::before{content:"•";display:inline-block;margin:0 8px}.gla-product-statistics .components-card__footer .gridicon{margin-right:4px}.gla-product-statistics .components-card__footer .gridicons-sync{transform:rotateZ(90deg)}
87
  .gla-product-feed{display:flex;flex-direction:column;gap:var(--large-gap);margin-bottom:var(--large-gap)}
88
  @media(min-width: 600px){.gla-disconnect-accounts-modal{max-width:600px}}.gla-disconnect-accounts-modal .components-modal__header-heading{display:flex;align-items:center}.gla-disconnect-accounts-modal .gridicon.gridicons-notice-outline{margin-right:8px;fill:#cc1818}.gla-disconnect-accounts-modal .components-base-control{margin:var(--main-gap) 0 var(--large-gap)}
89
- .gla-account-card .components-notice.is-error{margin:0;background-color:#f8ebea}@media(max-width: 600px){.gla-account-card .components-card__body>.components-flex{flex-direction:column;align-items:flex-start}.gla-account-card .components-card__body>.components-flex>.components-flex__block,.gla-account-card .components-card__body>.components-flex>.components-flex__item{margin:8px}}
90
- .gla-settings .wcdl-section{max-width:780px;margin:0 auto}.gla-settings .wcdl-subsection-helper-text{margin-top:8px;color:#949494}
2
  .woocommerce-marketing-google-get-started-page{max-width:824px;margin:0 auto}.woocommerce-marketing-google-get-started-page .components-card{margin-bottom:calc(var(--main-gap) * 1.5)}
3
  .gla-get-started-notice{margin:0 0 32px}.gla-get-started-notice.is-error{background-color:#ffcbcb}.gla-get-started-notice.is-warning{background-color:#ffeec1}.gla-get-started-notice .components-notice__content{margin-left:16px}.gla-get-started-notice__link{color:currentColor}.gla-get-started-notice__icon{margin-left:.2em;vertical-align:middle}
4
  .gla-fags-panel{margin-bottom:calc(var(--main-gap) * 1.5)}.gla-fags-panel .components-panel__row{display:block}
5
+ .woocommerce-marketing-google-get-started-card .components-flex{flex-direction:column;align-items:flex-end}@media(min-width: 960px){.woocommerce-marketing-google-get-started-card .components-flex{flex-direction:row;align-items:center}}.woocommerce-marketing-google-get-started-card .components-flex .motivation-text{margin:calc(var(--main-gap) * 2.5)}.woocommerce-marketing-google-get-started-card .components-flex .motivation-text .title{margin-bottom:16px}.woocommerce-marketing-google-get-started-card .components-flex .motivation-text .description{margin-bottom:16px}.woocommerce-marketing-google-get-started-card .components-flex .motivation-image{text-align:right;margin-bottom:-4px}@media(min-width: 960px){.woocommerce-marketing-google-get-started-card .components-flex .motivation-image{margin-top:calc(var(--main-gap) * 1.5)}}.components-flex .woocommerce-marketing-google-get-started-card__terms-notice{margin-top:16px;font-style:italic;font-size:12px}.components-flex .woocommerce-marketing-google-get-started-card__terms-notice a{text-decoration:none}
6
+ .app-button{white-space:nowrap}.app-button svg{max-width:inherit;max-height:inherit}.app-button svg circle{stroke:currentColor}.app-button--fix-icon-position-right.has-icon.has-text svg{margin-right:0;margin-left:8px}
7
  .gla-get-started-features-card .components-flex{justify-content:space-around}@media(max-width: 600px){.gla-get-started-features-card .components-flex{flex-direction:column}}.gla-get-started-features-card .components-flex__block{display:flex;flex-direction:column;align-items:center;max-width:195px;margin:calc(var(--large-gap) / 4 * 5) 0;text-align:center}.gla-get-started-features-card .gla-get-started-features-card__label{margin:32px 0 16px;font-size:13px}.gla-get-started-features-card .gla-get-started-features-card__content{line-height:16px}
8
  @media(min-width: 600px)and (max-width: 782px){.app-full-screen.is-wp-toolbar-disabled:not(.has-woocommerce-navigation){margin-top:-46px}}.app-full-screen .woocommerce-layout{padding-top:0}.app-full-screen .woocommerce-layout .woocommerce-layout__primary{margin:0}.app-full-screen .woocommerce-layout .woocommerce-layout__primary .woocommerce-layout__main{padding:0}
9
  .gla-stepper-top-bar{display:flex;align-items:stretch;min-height:64px;background-color:#fff;box-shadow:0 -1px 0 0 #ccc inset}.gla-stepper-top-bar .back-button{display:flex;align-items:center;padding:0 calc(var(--main-gap) / 2)}.gla-stepper-top-bar .title{-ms-grid-row-align:center;align-self:center;flex:1;font-size:16px;font-weight:400;line-height:28px;letter-spacing:0}.gla-stepper-top-bar .actions .components-button{height:100%}
15
  .wcdl-section-card-body{padding:var(--large-gap)}
16
  .wcdl-section-card-footer{padding:calc(var(--large-gap) / 2) var(--large-gap)}
17
  .wcdl-section{display:flex;flex-direction:column;margin-bottom:var(--large-gap)}@media(min-width: 600px){.wcdl-section{flex-direction:row;gap:var(--main-gap)}}@media(min-width: 600px){.wcdl-section header{width:33%;padding-top:var(--large-gap)}}.wcdl-section header h1{font-size:16px;font-style:normal;font-weight:600;margin-bottom:8px;padding:0}.wcdl-section .wcdl-section__body{flex:1}
18
+ .wcdl-subsection-title{position:relative;font-size:14px;font-style:normal;font-weight:600;line-height:20px;letter-spacing:0;text-align:left;margin-bottom:8px}
19
  .wcdl-subsection-body{font-size:13px;font-style:normal;font-weight:400;line-height:16px}
20
  .wcdl-subsection-helper-text{font-size:12px;font-style:italic;font-weight:400;line-height:16px;letter-spacing:0}
21
  .wcdl-subsection:not(:last-child){margin-bottom:var(--main-gap)}
28
  .gla-switch-url-card div.buttons{display:flex;flex-direction:column;gap:calc(var(--main-gap) / 3)}.gla-switch-url-card div.buttons button{justify-content:center}
29
  .app-modal{overflow:inherit}.app-modal .app-modal__footer{display:flex;flex-direction:column-reverse;gap:calc(var(--main-gap) / 2);margin-top:calc(var(--main-gap))}@media(min-width: 480px){.app-modal .app-modal__footer{flex-direction:row;justify-content:flex-end}}.app-modal .app-modal__footer button{justify-content:center}
30
  .gla-mc-terms-modal{max-width:600px}.gla-mc-terms-modal .main{font-weight:bold}
31
+ .gla-setup-free-listing-hero{display:flex;flex-direction:column;align-items:center;background-color:#fff;padding:var(--large-gap);padding-bottom:0}.gla-setup-free-listing-hero .hero-text{max-width:unset;margin-bottom:0}.gla-setup-free-listing-hero .hero-text .hero-text__subtitle{font-size:16px;font-weight:600;line-height:1.5;padding:0;margin:0;margin-top:4px}.gla-setup-free-listing-hero .hero-text .hero-text__body{font-size:14px;margin-bottom:var(--main-gap)}.gla-setup-free-listing-hero .hero-image{margin-bottom:-4px}
32
  .app-radio-content-control{display:-ms-grid;display:grid;-ms-grid-columns:[input-start] auto [text-start] 1fr;grid-template-columns:[input-start] auto [text-start] 1fr;gap:8px;-moz-column-gap:10px;column-gap:10px}.app-radio-content-control .components-radio-control,.app-radio-content-control .components-base-control__field,.app-radio-content-control .components-radio-control__option{display:contents}.app-radio-content-control .components-radio-control__input[type=radio]{margin:0}.app-radio-content-control .app-radio-content-control__content{grid-column:text-start}.app-radio-content-control .app-radio-content-control__content:empty{display:none}
33
  .wcdl-radio-helper-text{font-size:12px;font-style:italic;font-weight:400;line-height:16px}
34
+ .gla-vertical-gap-layout{display:flex;flex-direction:column;gap:calc(var(--main-gap) / 2)}.gla-vertical-gap-layout.gla-vertical-gap-layout__large{gap:calc(var(--large-gap) / 2)}.gla-vertical-gap-layout.gla-vertical-gap-layout__overlap{gap:0}.gla-vertical-gap-layout.gla-vertical-gap-layout__overlap>*:not(:first-child){margin-top:-1px}
35
  .app-input-control .components-flex__item{width:100%;max-width:100%;margin-right:0}.app-input-control .components-flex__item label.components-input-control__label{color:#757575 !important;white-space:normal !important}
36
  .wcdl-select-control__label,.wcdl-select-control__input,.wcdl-select-control__helper-text{margin-bottom:calc(var(--main-gap) / 3)}.wcdl-select-control__label{font-size:13px;line-height:16px}.wcdl-select-control__helper-text{font-style:italic;font-size:12px;line-height:16px}.wcdl-select-control i.material-icons-outlined{display:none}.wcdl-select-control .woocommerce-select-control .components-base-control{height:unset}.wcdl-select-control .woocommerce-select-control .components-base-control .woocommerce-select-control__control-input,.wcdl-select-control .woocommerce-select-control .components-base-control .woocommerce-select-control__tags{margin:0}.wcdl-select-control .woocommerce-select-control .components-base-control .woocommerce-tag{max-height:24px}
37
  .gla-edit-rate-modal .label{color:#757575;padding-bottom:4px}
42
  .gla-edit-time-button.components-button.is-tertiary{height:-webkit-fit-content;height:-moz-fit-content;height:fit-content;line-height:1.4em;padding:0}
43
  .gla-countries-time-input .label{display:flex;justify-content:space-between;gap:4px}
44
  .gla-shipping-time-setup{margin-top:calc(var(--main-gap) / 2)}.gla-shipping-time-setup .countries-time{margin-bottom:calc(var(--main-gap) / 2)}.gla-shipping-time-setup .countries-time .countries-time-input-form{max-width:300px}.gla-shipping-time-setup .add-time-button{align-self:flex-start}
45
+ .gla-choose-audience .input{margin-bottom:calc(var(--main-gap) / 3)}.gla-choose-audience .helper-text{margin-bottom:calc(var(--main-gap) / 3 * 2)}
46
+ .gla-account-card .components-notice.is-error{margin:0;background-color:#f8ebea}@media(max-width: 600px){.gla-account-card .components-card__body>.components-flex{flex-direction:column;align-items:flex-start}.gla-account-card .components-card__body>.components-flex>.components-flex__block,.gla-account-card .components-card__body>.components-flex>.components-flex__item{margin:8px}}
47
+ .gla-phone-number-card .wcdl-select-control .wcdl-select-control__input{margin-bottom:0}.gla-phone-number-card .wcdl-select-control .woocommerce-select-control .components-base-control{height:36px;border-color:#949494}.gla-phone-number-card .wcdl-select-control .woocommerce-select-control .woocommerce-select-control__control-input{font-size:13px;color:#1e1e1e}.gla-phone-number-card .wcdl-select-control .woocommerce-select-control .woocommerce-select-control__listbox{top:37px}.gla-phone-number-card .wcdl-select-control .woocommerce-select-control .woocommerce-select-control__option{min-height:36px;font-size:13px}.gla-phone-number-card .components-input-control .components-input-control__container .components-input-control__input{height:36px;font-size:13px;color:#1e1e1e}.gla-phone-number-card .components-input-control .components-input-control__container .components-input-control__backdrop{border-color:#949494}
48
+ .gla-store-address__refresh-button{position:absolute;top:0;bottom:0;margin:auto}.gla-store-address__refresh-button.has-icon.has-text{justify-content:center}.gla-store-address__refresh-button.has-icon.has-text svg{margin:0}.gla-store-address__refresh-button .gridicons-refresh{fill:var(--wp-admin-theme-color)}
49
+ .gla-no-contact-information-card .wcdl-subsection-title>div{margin-bottom:8px}.gla-no-contact-information-card .wcdl-subsection-body{color:#757575}.gla-no-contact-information-card .gridicons-notice{fill:#cc1818}.gla-no-contact-information-card .components-button{margin-right:24px}
50
  .help-popover{display:inline-flex;font-weight:normal;font-size:13px;line-height:1.4}.help-popover button{display:inline-flex;align-items:center;border:none;background:none;padding:1px;fill:#949494;cursor:pointer}.help-popover button:hover{fill:#616161}.help-popover .components-popover__content{width:300px}@media(min-width: 960px){.help-popover .components-popover__content{width:360px}}@media(min-width: 1080px){.help-popover .components-popover__content{width:480px}}.help-popover .components-popover__content>div{text-align:left;margin:16px}
51
  .gla-pre-launch-checklist .gla-pre-launch-checklist__checkbox_popover .checkbox-label{margin-right:calc(var(--main-gap) / 2)}.gla-pre-launch-checklist .gla-pre-launch-checklist__checkbox_popover .help-popover{vertical-align:text-bottom}
 
52
  .gla-setup-stepper .woocommerce-stepper__steps{align-items:center;justify-content:center;height:64px;background-color:#fff;box-shadow:inset 0 -1px 0 #ccc;margin-bottom:0}.gla-setup-stepper .woocommerce-stepper__steps .woocommerce-stepper__step-divider{margin-top:0;-ms-grid-row-align:auto;align-self:auto;max-width:48px}
53
  .gla-ads-terms-modal{max-width:600px}.gla-ads-terms-modal .main{font-weight:bold}
54
  .gla-budget-section__card-body{display:flex;flex-direction:column;gap:var(--main-gap)}.gla-budget-section__card-body__cost{display:flex;gap:var(--main-gap)}.gla-budget-section__card-body__cost>*{flex:1}
90
  .gla-product-statistics__last-updated{display:flex;align-items:center;gap:8px;margin-bottom:calc(var(--main-gap) / 3 * 2)}.gla-product-statistics__summaries .woocommerce-summary{margin:0}.gla-product-statistics__summaries .woocommerce-summary .woocommerce-summary__item-delta{display:none}.gla-product-statistics .components-card__footer{flex-direction:column}@media(max-width: 960px){.gla-product-statistics .components-card__footer .components-flex{flex-direction:column;align-items:normal;margin:12px 0}.gla-product-statistics .components-card__footer .components-flex__item:not(:first-child){margin-top:8px;margin-left:16px}}.gla-product-statistics .components-card__footer .components-flex+.components-flex{margin-top:8px}.gla-product-statistics .components-card__footer .components-flex__item{color:#1e1e1e}.gla-product-statistics .components-card__footer .components-flex__item:first-child{min-width:130px}.gla-product-statistics .components-card__footer .components-flex__item:nth-child(2){display:inline-flex;align-items:center;fill:currentColor;color:#008a20}.gla-product-statistics .components-card__footer .components-flex__item:last-child{color:#757575}.gla-product-statistics .components-card__footer .components-flex__item:last-child:not(:empty)::before{content:"•";display:inline-block;margin:0 8px}.gla-product-statistics .components-card__footer .gridicon{margin-right:4px}.gla-product-statistics .components-card__footer .gridicons-sync{transform:rotateZ(90deg)}
91
  .gla-product-feed{display:flex;flex-direction:column;gap:var(--large-gap);margin-bottom:var(--large-gap)}
92
  @media(min-width: 600px){.gla-disconnect-accounts-modal{max-width:600px}}.gla-disconnect-accounts-modal .components-modal__header-heading{display:flex;align-items:center}.gla-disconnect-accounts-modal .gridicon.gridicons-notice-outline{margin-right:8px;fill:#cc1818}.gla-disconnect-accounts-modal .components-base-control{margin:var(--main-gap) 0 var(--large-gap)}
93
+ .gla-settings .wcdl-section{max-width:780px;margin-left:auto;margin-right:auto}.gla-settings .wcdl-section:first-child{margin-top:var(--large-gap)}.gla-settings .wcdl-subsection-helper-text{margin-top:8px;color:#949494}
 
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n,i,o,a=e.words,s=t.words,c=r.words,u=0,l=0|a[0],h=8191&l,f=l>>>13,d=0|a[1],p=8191&d,g=d>>>13,m=0|a[2],b=8191&m,v=m>>>13,y=0|a[3],w=8191&y,O=y>>>13,j=0|a[4],M=8191&j,E=j>>>13,A=0|a[5],k=8191&A,x=A>>>13,S=0|a[6],C=8191&S,P=S>>>13,D=0|a[7],R=8191&D,B=D>>>13,I=0|a[8],T=8191&I,N=I>>>13,H=0|a[9],G=8191&H,z=H>>>13,F=0|s[0],L=8191&F,Q=F>>>13,U=0|s[1],q=8191&U,Z=U>>>13,X=0|s[2],Y=8191&X,W=X>>>13,K=0|s[3],V=8191&K,J=K>>>13,_=0|s[4],$=8191&_,ee=_>>>13,te=0|s[5],re=8191&te,ne=te>>>13,ie=0|s[6],oe=8191&ie,ae=ie>>>13,se=0|s[7],ce=8191&se,ue=se>>>13,le=0|s[8],he=8191&le,fe=le>>>13,de=0|s[9],pe=8191&de,ge=de>>>13;r.negative=e.negative^t.negative,r.length=19;var me=(u+(n=Math.imul(h,L))|0)+((8191&(i=(i=Math.imul(h,Q))+Math.imul(f,L)|0))<<13)|0;u=((o=Math.imul(f,Q))+(i>>>13)|0)+(me>>>26)|0,me&=67108863,n=Math.imul(p,L),i=(i=Math.imul(p,Q))+Math.imul(g,L)|0,o=Math.imul(g,Q);var be=(u+(n=n+Math.imul(h,q)|0)|0)+((8191&(i=(i=i+Math.imul(h,Z)|0)+Math.imul(f,q)|0))<<13)|0;u=((o=o+Math.imul(f,Z)|0)+(i>>>13)|0)+(be>>>26)|0,be&=67108863,n=Math.imul(b,L),i=(i=Math.imul(b,Q))+Math.imul(v,L)|0,o=Math.imul(v,Q),n=n+Math.imul(p,q)|0,i=(i=i+Math.imul(p,Z)|0)+Math.imul(g,q)|0,o=o+Math.imul(g,Z)|0;var ve=(u+(n=n+Math.imul(h,Y)|0)|0)+((8191&(i=(i=i+Math.imul(h,W)|0)+Math.imul(f,Y)|0))<<13)|0;u=((o=o+Math.imul(f,W)|0)+(i>>>13)|0)+(ve>>>26)|0,ve&=67108863,n=Math.imul(w,L),i=(i=Math.imul(w,Q))+Math.imul(O,L)|0,o=Math.imul(O,Q),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,Z)|0)+Math.imul(v,q)|0,o=o+Math.imul(v,Z)|0,n=n+Math.imul(p,Y)|0,i=(i=i+Math.imul(p,W)|0)+Math.imul(g,Y)|0,o=o+Math.imul(g,W)|0;var ye=(u+(n=n+Math.imul(h,V)|0)|0)+((8191&(i=(i=i+Math.imul(h,J)|0)+Math.imul(f,V)|0))<<13)|0;u=((o=o+Math.imul(f,J)|0)+(i>>>13)|0)+(ye>>>26)|0,ye&=67108863,n=Math.imul(M,L),i=(i=Math.imul(M,Q))+Math.imul(E,L)|0,o=Math.imul(E,Q),n=n+Math.imul(w,q)|0,i=(i=i+Math.imul(w,Z)|0)+Math.imul(O,q)|0,o=o+Math.imul(O,Z)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,W)|0)+Math.imul(v,Y)|0,o=o+Math.imul(v,W)|0,n=n+Math.imul(p,V)|0,i=(i=i+Math.imul(p,J)|0)+Math.imul(g,V)|0,o=o+Math.imul(g,J)|0;var we=(u+(n=n+Math.imul(h,$)|0)|0)+((8191&(i=(i=i+Math.imul(h,ee)|0)+Math.imul(f,$)|0))<<13)|0;u=((o=o+Math.imul(f,ee)|0)+(i>>>13)|0)+(we>>>26)|0,we&=67108863,n=Math.imul(k,L),i=(i=Math.imul(k,Q))+Math.imul(x,L)|0,o=Math.imul(x,Q),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,Z)|0)+Math.imul(E,q)|0,o=o+Math.imul(E,Z)|0,n=n+Math.imul(w,Y)|0,i=(i=i+Math.imul(w,W)|0)+Math.imul(O,Y)|0,o=o+Math.imul(O,W)|0,n=n+Math.imul(b,V)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(v,V)|0,o=o+Math.imul(v,J)|0,n=n+Math.imul(p,$)|0,i=(i=i+Math.imul(p,ee)|0)+Math.imul(g,$)|0,o=o+Math.imul(g,ee)|0;var Oe=(u+(n=n+Math.imul(h,re)|0)|0)+((8191&(i=(i=i+Math.imul(h,ne)|0)+Math.imul(f,re)|0))<<13)|0;u=((o=o+Math.imul(f,ne)|0)+(i>>>13)|0)+(Oe>>>26)|0,Oe&=67108863,n=Math.imul(C,L),i=(i=Math.imul(C,Q))+Math.imul(P,L)|0,o=Math.imul(P,Q),n=n+Math.imul(k,q)|0,i=(i=i+Math.imul(k,Z)|0)+Math.imul(x,q)|0,o=o+Math.imul(x,Z)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,W)|0)+Math.imul(E,Y)|0,o=o+Math.imul(E,W)|0,n=n+Math.imul(w,V)|0,i=(i=i+Math.imul(w,J)|0)+Math.imul(O,V)|0,o=o+Math.imul(O,J)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,ee)|0)+Math.imul(v,$)|0,o=o+Math.imul(v,ee)|0,n=n+Math.imul(p,re)|0,i=(i=i+Math.imul(p,ne)|0)+Math.imul(g,re)|0,o=o+Math.imul(g,ne)|0;var je=(u+(n=n+Math.imul(h,oe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ae)|0)+Math.imul(f,oe)|0))<<13)|0;u=((o=o+Math.imul(f,ae)|0)+(i>>>13)|0)+(je>>>26)|0,je&=67108863,n=Math.imul(R,L),i=(i=Math.imul(R,Q))+Math.imul(B,L)|0,o=Math.imul(B,Q),n=n+Math.imul(C,q)|0,i=(i=i+Math.imul(C,Z)|0)+Math.imul(P,q)|0,o=o+Math.imul(P,Z)|0,n=n+Math.imul(k,Y)|0,i=(i=i+Math.imul(k,W)|0)+Math.imul(x,Y)|0,o=o+Math.imul(x,W)|0,n=n+Math.imul(M,V)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(E,V)|0,o=o+Math.imul(E,J)|0,n=n+Math.imul(w,$)|0,i=(i=i+Math.imul(w,ee)|0)+Math.imul(O,$)|0,o=o+Math.imul(O,ee)|0,n=n+Math.imul(b,re)|0,i=(i=i+Math.imul(b,ne)|0)+Math.imul(v,re)|0,o=o+Math.imul(v,ne)|0,n=n+Math.imul(p,oe)|0,i=(i=i+Math.imul(p,ae)|0)+Math.imul(g,oe)|0,o=o+Math.imul(g,ae)|0;var Me=(u+(n=n+Math.imul(h,ce)|0)|0)+((8191&(i=(i=i+Math.imul(h,ue)|0)+Math.imul(f,ce)|0))<<13)|0;u=((o=o+Math.imul(f,ue)|0)+(i>>>13)|0)+(Me>>>26)|0,Me&=67108863,n=Math.imul(T,L),i=(i=Math.imul(T,Q))+Math.imul(N,L)|0,o=Math.imul(N,Q),n=n+Math.imul(R,q)|0,i=(i=i+Math.imul(R,Z)|0)+Math.imul(B,q)|0,o=o+Math.imul(B,Z)|0,n=n+Math.imul(C,Y)|0,i=(i=i+Math.imul(C,W)|0)+Math.imul(P,Y)|0,o=o+Math.imul(P,W)|0,n=n+Math.imul(k,V)|0,i=(i=i+Math.imul(k,J)|0)+Math.imul(x,V)|0,o=o+Math.imul(x,J)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,ee)|0)+Math.imul(E,$)|0,o=o+Math.imul(E,ee)|0,n=n+Math.imul(w,re)|0,i=(i=i+Math.imul(w,ne)|0)+Math.imul(O,re)|0,o=o+Math.imul(O,ne)|0,n=n+Math.imul(b,oe)|0,i=(i=i+Math.imul(b,ae)|0)+Math.imul(v,oe)|0,o=o+Math.imul(v,ae)|0,n=n+Math.imul(p,ce)|0,i=(i=i+Math.imul(p,ue)|0)+Math.imul(g,ce)|0,o=o+Math.imul(g,ue)|0;var Ee=(u+(n=n+Math.imul(h,he)|0)|0)+((8191&(i=(i=i+Math.imul(h,fe)|0)+Math.imul(f,he)|0))<<13)|0;u=((o=o+Math.imul(f,fe)|0)+(i>>>13)|0)+(Ee>>>26)|0,Ee&=67108863,n=Math.imul(G,L),i=(i=Math.imul(G,Q))+Math.imul(z,L)|0,o=Math.imul(z,Q),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,Z)|0)+Math.imul(N,q)|0,o=o+Math.imul(N,Z)|0,n=n+Math.imul(R,Y)|0,i=(i=i+Math.imul(R,W)|0)+Math.imul(B,Y)|0,o=o+Math.imul(B,W)|0,n=n+Math.imul(C,V)|0,i=(i=i+Math.imul(C,J)|0)+Math.imul(P,V)|0,o=o+Math.imul(P,J)|0,n=n+Math.imul(k,$)|0,i=(i=i+Math.imul(k,ee)|0)+Math.imul(x,$)|0,o=o+Math.imul(x,ee)|0,n=n+Math.imul(M,re)|0,i=(i=i+Math.imul(M,ne)|0)+Math.imul(E,re)|0,o=o+Math.imul(E,ne)|0,n=n+Math.imul(w,oe)|0,i=(i=i+Math.imul(w,ae)|0)+Math.imul(O,oe)|0,o=o+Math.imul(O,ae)|0,n=n+Math.imul(b,ce)|0,i=(i=i+Math.imul(b,ue)|0)+Math.imul(v,ce)|0,o=o+Math.imul(v,ue)|0,n=n+Math.imul(p,he)|0,i=(i=i+Math.imul(p,fe)|0)+Math.imul(g,he)|0,o=o+Math.imul(g,fe)|0;var Ae=(u+(n=n+Math.imul(h,pe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ge)|0)+Math.imul(f,pe)|0))<<13)|0;u=((o=o+Math.imul(f,ge)|0)+(i>>>13)|0)+(Ae>>>26)|0,Ae&=67108863,n=Math.imul(G,q),i=(i=Math.imul(G,Z))+Math.imul(z,q)|0,o=Math.imul(z,Z),n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,W)|0)+Math.imul(N,Y)|0,o=o+Math.imul(N,W)|0,n=n+Math.imul(R,V)|0,i=(i=i+Math.imul(R,J)|0)+Math.imul(B,V)|0,o=o+Math.imul(B,J)|0,n=n+Math.imul(C,$)|0,i=(i=i+Math.imul(C,ee)|0)+Math.imul(P,$)|0,o=o+Math.imul(P,ee)|0,n=n+Math.imul(k,re)|0,i=(i=i+Math.imul(k,ne)|0)+Math.imul(x,re)|0,o=o+Math.imul(x,ne)|0,n=n+Math.imul(M,oe)|0,i=(i=i+Math.imul(M,ae)|0)+Math.imul(E,oe)|0,o=o+Math.imul(E,ae)|0,n=n+Math.imul(w,ce)|0,i=(i=i+Math.imul(w,ue)|0)+Math.imul(O,ce)|0,o=o+Math.imul(O,ue)|0,n=n+Math.imul(b,he)|0,i=(i=i+Math.imul(b,fe)|0)+Math.imul(v,he)|0,o=o+Math.imul(v,fe)|0;var ke=(u+(n=n+Math.imul(p,pe)|0)|0)+((8191&(i=(i=i+Math.imul(p,ge)|0)+Math.imul(g,pe)|0))<<13)|0;u=((o=o+Math.imul(g,ge)|0)+(i>>>13)|0)+(ke>>>26)|0,ke&=67108863,n=Math.imul(G,Y),i=(i=Math.imul(G,W))+Math.imul(z,Y)|0,o=Math.imul(z,W),n=n+Math.imul(T,V)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(N,V)|0,o=o+Math.imul(N,J)|0,n=n+Math.imul(R,$)|0,i=(i=i+Math.imul(R,ee)|0)+Math.imul(B,$)|0,o=o+Math.imul(B,ee)|0,n=n+Math.imul(C,re)|0,i=(i=i+Math.imul(C,ne)|0)+Math.imul(P,re)|0,o=o+Math.imul(P,ne)|0,n=n+Math.imul(k,oe)|0,i=(i=i+Math.imul(k,ae)|0)+Math.imul(x,oe)|0,o=o+Math.imul(x,ae)|0,n=n+Math.imul(M,ce)|0,i=(i=i+Math.imul(M,ue)|0)+Math.imul(E,ce)|0,o=o+Math.imul(E,ue)|0,n=n+Math.imul(w,he)|0,i=(i=i+Math.imul(w,fe)|0)+Math.imul(O,he)|0,o=o+Math.imul(O,fe)|0;var xe=(u+(n=n+Math.imul(b,pe)|0)|0)+((8191&(i=(i=i+Math.imul(b,ge)|0)+Math.imul(v,pe)|0))<<13)|0;u=((o=o+Math.imul(v,ge)|0)+(i>>>13)|0)+(xe>>>26)|0,xe&=67108863,n=Math.imul(G,V),i=(i=Math.imul(G,J))+Math.imul(z,V)|0,o=Math.imul(z,J),n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,ee)|0)+Math.imul(N,$)|0,o=o+Math.imul(N,ee)|0,n=n+Math.imul(R,re)|0,i=(i=i+Math.imul(R,ne)|0)+Math.imul(B,re)|0,o=o+Math.imul(B,ne)|0,n=n+Math.imul(C,oe)|0,i=(i=i+Math.imul(C,ae)|0)+Math.imul(P,oe)|0,o=o+Math.imul(P,ae)|0,n=n+Math.imul(k,ce)|0,i=(i=i+Math.imul(k,ue)|0)+Math.imul(x,ce)|0,o=o+Math.imul(x,ue)|0,n=n+Math.imul(M,he)|0,i=(i=i+Math.imul(M,fe)|0)+Math.imul(E,he)|0,o=o+Math.imul(E,fe)|0;var Se=(u+(n=n+Math.imul(w,pe)|0)|0)+((8191&(i=(i=i+Math.imul(w,ge)|0)+Math.imul(O,pe)|0))<<13)|0;u=((o=o+Math.imul(O,ge)|0)+(i>>>13)|0)+(Se>>>26)|0,Se&=67108863,n=Math.imul(G,$),i=(i=Math.imul(G,ee))+Math.imul(z,$)|0,o=Math.imul(z,ee),n=n+Math.imul(T,re)|0,i=(i=i+Math.imul(T,ne)|0)+Math.imul(N,re)|0,o=o+Math.imul(N,ne)|0,n=n+Math.imul(R,oe)|0,i=(i=i+Math.imul(R,ae)|0)+Math.imul(B,oe)|0,o=o+Math.imul(B,ae)|0,n=n+Math.imul(C,ce)|0,i=(i=i+Math.imul(C,ue)|0)+Math.imul(P,ce)|0,o=o+Math.imul(P,ue)|0,n=n+Math.imul(k,he)|0,i=(i=i+Math.imul(k,fe)|0)+Math.imul(x,he)|0,o=o+Math.imul(x,fe)|0;var Ce=(u+(n=n+Math.imul(M,pe)|0)|0)+((8191&(i=(i=i+Math.imul(M,ge)|0)+Math.imul(E,pe)|0))<<13)|0;u=((o=o+Math.imul(E,ge)|0)+(i>>>13)|0)+(Ce>>>26)|0,Ce&=67108863,n=Math.imul(G,re),i=(i=Math.imul(G,ne))+Math.imul(z,re)|0,o=Math.imul(z,ne),n=n+Math.imul(T,oe)|0,i=(i=i+Math.imul(T,ae)|0)+Math.imul(N,oe)|0,o=o+Math.imul(N,ae)|0,n=n+Math.imul(R,ce)|0,i=(i=i+Math.imul(R,ue)|0)+Math.imul(B,ce)|0,o=o+Math.imul(B,ue)|0,n=n+Math.imul(C,he)|0,i=(i=i+Math.imul(C,fe)|0)+Math.imul(P,he)|0,o=o+Math.imul(P,fe)|0;var Pe=(u+(n=n+Math.imul(k,pe)|0)|0)+((8191&(i=(i=i+Math.imul(k,ge)|0)+Math.imul(x,pe)|0))<<13)|0;u=((o=o+Math.imul(x,ge)|0)+(i>>>13)|0)+(Pe>>>26)|0,Pe&=67108863,n=Math.imul(G,oe),i=(i=Math.imul(G,ae))+Math.imul(z,oe)|0,o=Math.imul(z,ae),n=n+Math.imul(T,ce)|0,i=(i=i+Math.imul(T,ue)|0)+Math.imul(N,ce)|0,o=o+Math.imul(N,ue)|0,n=n+Math.imul(R,he)|0,i=(i=i+Math.imul(R,fe)|0)+Math.imul(B,he)|0,o=o+Math.imul(B,fe)|0;var De=(u+(n=n+Math.imul(C,pe)|0)|0)+((8191&(i=(i=i+Math.imul(C,ge)|0)+Math.imul(P,pe)|0))<<13)|0;u=((o=o+Math.imul(P,ge)|0)+(i>>>13)|0)+(De>>>26)|0,De&=67108863,n=Math.imul(G,ce),i=(i=Math.imul(G,ue))+Math.imul(z,ce)|0,o=Math.imul(z,ue),n=n+Math.imul(T,he)|0,i=(i=i+Math.imul(T,fe)|0)+Math.imul(N,he)|0,o=o+Math.imul(N,fe)|0;var Re=(u+(n=n+Math.imul(R,pe)|0)|0)+((8191&(i=(i=i+Math.imul(R,ge)|0)+Math.imul(B,pe)|0))<<13)|0;u=((o=o+Math.imul(B,ge)|0)+(i>>>13)|0)+(Re>>>26)|0,Re&=67108863,n=Math.imul(G,he),i=(i=Math.imul(G,fe))+Math.imul(z,he)|0,o=Math.imul(z,fe);var Be=(u+(n=n+Math.imul(T,pe)|0)|0)+((8191&(i=(i=i+Math.imul(T,ge)|0)+Math.imul(N,pe)|0))<<13)|0;u=((o=o+Math.imul(N,ge)|0)+(i>>>13)|0)+(Be>>>26)|0,Be&=67108863;var Ie=(u+(n=Math.imul(G,pe))|0)+((8191&(i=(i=Math.imul(G,ge))+Math.imul(z,pe)|0))<<13)|0;return u=((o=Math.imul(z,ge))+(i>>>13)|0)+(Ie>>>26)|0,Ie&=67108863,c[0]=me,c[1]=be,c[2]=ve,c[3]=ye,c[4]=we,c[5]=Oe,c[6]=je,c[7]=Me,c[8]=Ee,c[9]=Ae,c[10]=ke,c[11]=xe,c[12]=Se,c[13]=Ce,c[14]=Pe,c[15]=De,c[16]=Re,c[17]=Be,c[18]=Ie,0!==u&&(c[19]=u,r.length++),r};function g(e,t,r){return(new m).mulp(e,t,r)}function m(e,t){this.x=e,this.y=t}Math.imul||(p=d),o.prototype.mulTo=function(e,t){var r=this.length+e.length;return 10===this.length&&10===e.length?p(this,e,t):r<63?d(this,e,t):r<1024?function(e,t,r){r.negative=t.negative^e.negative,r.length=e.length+t.length;for(var n=0,i=0,o=0;o<r.length-1;o++){var a=i;i=0;for(var s=67108863&n,c=Math.min(o,t.length-1),u=Math.max(0,o-e.length+1);u<=c;u++){var l=o-u,h=(0|e.words[l])*(0|t.words[u]),f=67108863&h;s=67108863&(f=f+s|0),i+=(a=(a=a+(h/67108864|0)|0)+(f>>>26)|0)>>>26,a&=67108863}r.words[o]=s,n=a,a=i}return 0!==n?r.words[o]=n:r.length--,r.strip()}(this,e,t):g(this,e,t)},m.prototype.makeRBT=function(e){for(var t=new Array(e),r=o.prototype._countBits(e)-1,n=0;n<e;n++)t[n]=this.revBin(n,r,e);return t},m.prototype.revBin=function(e,t,r){if(0===e||e===r-1)return e;for(var n=0,i=0;i<t;i++)n|=(1&e)<<t-i-1,e>>=1;return n},m.prototype.permute=function(e,t,r,n,i,o){for(var a=0;a<o;a++)n[a]=t[e[a]],i[a]=r[e[a]]},m.prototype.transform=function(e,t,r,n,i,o){this.permute(o,e,t,r,n,i);for(var a=1;a<i;a<<=1)for(var s=a<<1,c=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),l=0;l<i;l+=s)for(var h=c,f=u,d=0;d<a;d++){var p=r[l+d],g=n[l+d],m=r[l+d+a],b=n[l+d+a],v=h*m-f*b;b=h*b+f*m,m=v,r[l+d]=p+m,n[l+d]=g+b,r[l+d+a]=p-m,n[l+d+a]=g-b,d!==s&&(v=c*h-u*f,f=c*f+u*h,h=v)}},m.prototype.guessLen13b=function(e,t){var r=1|Math.max(t,e),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},m.prototype.conjugate=function(e,t,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=e[n];e[n]=e[r-n-1],e[r-n-1]=i,i=t[n],t[n]=-t[r-n-1],t[r-n-1]=-i}},m.prototype.normalize13b=function(e,t){for(var r=0,n=0;n<t/2;n++){var i=8192*Math.round(e[2*n+1]/t)+Math.round(e[2*n]/t)+r;e[n]=67108863&i,r=i<67108864?0:i/67108864|0}return e},m.prototype.convert13b=function(e,t,r,i){for(var o=0,a=0;a<t;a++)o+=0|e[a],r[2*a]=8191&o,o>>>=13,r[2*a+1]=8191&o,o>>>=13;for(a=2*t;a<i;++a)r[a]=0;n(0===o),n(0==(-8192&o))},m.prototype.stub=function(e){for(var t=new Array(e),r=0;r<e;r++)t[r]=0;return t},m.prototype.mulp=function(e,t,r){var n=2*this.guessLen13b(e.length,t.length),i=this.makeRBT(n),o=this.stub(n),a=new Array(n),s=new Array(n),c=new Array(n),u=new Array(n),l=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(e.words,e.length,a,n),this.convert13b(t.words,t.length,u,n),this.transform(a,o,s,c,n,i),this.transform(u,o,l,h,n,i);for(var d=0;d<n;d++){var p=s[d]*l[d]-c[d]*h[d];c[d]=s[d]*h[d]+c[d]*l[d],s[d]=p}return this.conjugate(s,c,n),this.transform(s,c,f,o,n,i),this.conjugate(f,o,n),this.normalize13b(f,n),r.negative=e.negative^t.negative,r.length=e.length+t.length,r.strip()},o.prototype.mul=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),this.mulTo(e,t)},o.prototype.mulf=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),g(this,e,t)},o.prototype.imul=function(e){return this.clone().mulTo(e,this)},o.prototype.imuln=function(e){n("number"==typeof e),n(e<67108864);for(var t=0,r=0;r<this.length;r++){var i=(0|this.words[r])*e,o=(67108863&i)+(67108863&t);t>>=26,t+=i/67108864|0,t+=o>>>26,this.words[r]=67108863&o}return 0!==t&&(this.words[r]=t,this.length++),this},o.prototype.muln=function(e){return this.clone().imuln(e)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(e){var t=function(e){for(var t=new Array(e.bitLength()),r=0;r<t.length;r++){var n=r/26|0,i=r%26;t[r]=(e.words[n]&1<<i)>>>i}return t}(e);if(0===t.length)return new o(1);for(var r=this,n=0;n<t.length&&0===t[n];n++,r=r.sqr());if(++n<t.length)for(var i=r.sqr();n<t.length;n++,i=i.sqr())0!==t[n]&&(r=r.mul(i));return r},o.prototype.iushln=function(e){n("number"==typeof e&&e>=0);var t,r=e%26,i=(e-r)/26,o=67108863>>>26-r<<26-r;if(0!==r){var a=0;for(t=0;t<this.length;t++){var s=this.words[t]&o,c=(0|this.words[t])-s<<r;this.words[t]=c|a,a=s>>>26-r}a&&(this.words[t]=a,this.length++)}if(0!==i){for(t=this.length-1;t>=0;t--)this.words[t+i]=this.words[t];for(t=0;t<i;t++)this.words[t]=0;this.length+=i}return this.strip()},o.prototype.ishln=function(e){return n(0===this.negative),this.iushln(e)},o.prototype.iushrn=function(e,t,r){var i;n("number"==typeof e&&e>=0),i=t?(t-t%26)/26:0;var o=e%26,a=Math.min((e-o)/26,this.length),s=67108863^67108863>>>o<<o,c=r;if(i-=a,i=Math.max(0,i),c){for(var u=0;u<a;u++)c.words[u]=this.words[u];c.length=a}if(0===a);else if(this.length>a)for(this.length-=a,u=0;u<this.length;u++)this.words[u]=this.words[u+a];else this.words[0]=0,this.length=1;var l=0;for(u=this.length-1;u>=0&&(0!==l||u>=i);u--){var h=0|this.words[u];this.words[u]=l<<26-o|h>>>o,l=h&s}return c&&0!==l&&(c.words[c.length++]=l),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},o.prototype.ishrn=function(e,t,r){return n(0===this.negative),this.iushrn(e,t,r)},o.prototype.shln=function(e){return this.clone().ishln(e)},o.prototype.ushln=function(e){return this.clone().iushln(e)},o.prototype.shrn=function(e){return this.clone().ishrn(e)},o.prototype.ushrn=function(e){return this.clone().iushrn(e)},o.prototype.testn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26,i=1<<t;return!(this.length<=r||!(this.words[r]&i))},o.prototype.imaskn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26;if(n(0===this.negative,"imaskn works only with positive numbers"),this.length<=r)return this;if(0!==t&&r++,this.length=Math.min(r,this.length),0!==t){var i=67108863^67108863>>>t<<t;this.words[this.length-1]&=i}return this.strip()},o.prototype.maskn=function(e){return this.clone().imaskn(e)},o.prototype.iaddn=function(e){return n("number"==typeof e),n(e<67108864),e<0?this.isubn(-e):0!==this.negative?1===this.length&&(0|this.words[0])<e?(this.words[0]=e-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(e),this.negative=1,this):this._iaddn(e)},o.prototype._iaddn=function(e){this.words[0]+=e;for(var t=0;t<this.length&&this.words[t]>=67108864;t++)this.words[t]-=67108864,t===this.length-1?this.words[t+1]=1:this.words[t+1]++;return this.length=Math.max(this.length,t+1),this},o.prototype.isubn=function(e){if(n("number"==typeof e),n(e<67108864),e<0)return this.iaddn(-e);if(0!==this.negative)return this.negative=0,this.iaddn(e),this.negative=1,this;if(this.words[0]-=e,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var t=0;t<this.length&&this.words[t]<0;t++)this.words[t]+=67108864,this.words[t+1]-=1;return this.strip()},o.prototype.addn=function(e){return this.clone().iaddn(e)},o.prototype.subn=function(e){return this.clone().isubn(e)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(e,t,r){var i,o,a=e.length+r;this._expand(a);var s=0;for(i=0;i<e.length;i++){o=(0|this.words[i+r])+s;var c=(0|e.words[i])*t;s=((o-=67108863&c)>>26)-(c/67108864|0),this.words[i+r]=67108863&o}for(;i<this.length-r;i++)s=(o=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&o;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(o=-(0|this.words[i])+s)>>26,this.words[i]=67108863&o;return this.negative=1,this.strip()},o.prototype._wordDiv=function(e,t){var r=(this.length,e.length),n=this.clone(),i=e,a=0|i.words[i.length-1];0!=(r=26-this._countBits(a))&&(i=i.ushln(r),n.iushln(r),a=0|i.words[i.length-1]);var s,c=n.length-i.length;if("mod"!==t){(s=new o(null)).length=c+1,s.words=new Array(s.length);for(var u=0;u<s.length;u++)s.words[u]=0}var l=n.clone()._ishlnsubmul(i,1,c);0===l.negative&&(n=l,s&&(s.words[c]=1));for(var h=c-1;h>=0;h--){var f=67108864*(0|n.words[i.length+h])+(0|n.words[i.length+h-1]);for(f=Math.min(f/a|0,67108863),n._ishlnsubmul(i,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(i,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s.strip(),n.strip(),"div"!==t&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},o.prototype.divmod=function(e,t,r){return n(!e.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===e.negative?(s=this.neg().divmod(e,t),"mod"!==t&&(i=s.div.neg()),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.iadd(e)),{div:i,mod:a}):0===this.negative&&0!==e.negative?(s=this.divmod(e.neg(),t),"mod"!==t&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&e.negative)?(s=this.neg().divmod(e.neg(),t),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.isub(e)),{div:s.div,mod:a}):e.length>this.length||this.cmp(e)<0?{div:new o(0),mod:this}:1===e.length?"div"===t?{div:this.divn(e.words[0]),mod:null}:"mod"===t?{div:null,mod:new o(this.modn(e.words[0]))}:{div:this.divn(e.words[0]),mod:new o(this.modn(e.words[0]))}:this._wordDiv(e,t);var i,a,s},o.prototype.div=function(e){return this.divmod(e,"div",!1).div},o.prototype.mod=function(e){return this.divmod(e,"mod",!1).mod},o.prototype.umod=function(e){return this.divmod(e,"mod",!0).mod},o.prototype.divRound=function(e){var t=this.divmod(e);if(t.mod.isZero())return t.div;var r=0!==t.div.negative?t.mod.isub(e):t.mod,n=e.ushrn(1),i=e.andln(1),o=r.cmp(n);return o<0||1===i&&0===o?t.div:0!==t.div.negative?t.div.isubn(1):t.div.iaddn(1)},o.prototype.modn=function(e){n(e<=67108863);for(var t=(1<<26)%e,r=0,i=this.length-1;i>=0;i--)r=(t*r+(0|this.words[i]))%e;return r},o.prototype.idivn=function(e){n(e<=67108863);for(var t=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*t;this.words[r]=i/e|0,t=i%e}return this.strip()},o.prototype.divn=function(e){return this.clone().idivn(e)},o.prototype.egcd=function(e){n(0===e.negative),n(!e.isZero());var t=this,r=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var i=new o(1),a=new o(0),s=new o(0),c=new o(1),u=0;t.isEven()&&r.isEven();)t.iushrn(1),r.iushrn(1),++u;for(var l=r.clone(),h=t.clone();!t.isZero();){for(var f=0,d=1;0==(t.words[0]&d)&&f<26;++f,d<<=1);if(f>0)for(t.iushrn(f);f-- >0;)(i.isOdd()||a.isOdd())&&(i.iadd(l),a.isub(h)),i.iushrn(1),a.iushrn(1);for(var p=0,g=1;0==(r.words[0]&g)&&p<26;++p,g<<=1);if(p>0)for(r.iushrn(p);p-- >0;)(s.isOdd()||c.isOdd())&&(s.iadd(l),c.isub(h)),s.iushrn(1),c.iushrn(1);t.cmp(r)>=0?(t.isub(r),i.isub(s),a.isub(c)):(r.isub(t),s.isub(i),c.isub(a))}return{a:s,b:c,gcd:r.iushln(u)}},o.prototype._invmp=function(e){n(0===e.negative),n(!e.isZero());var t=this,r=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var i,a=new o(1),s=new o(0),c=r.clone();t.cmpn(1)>0&&r.cmpn(1)>0;){for(var u=0,l=1;0==(t.words[0]&l)&&u<26;++u,l<<=1);if(u>0)for(t.iushrn(u);u-- >0;)a.isOdd()&&a.iadd(c),a.iushrn(1);for(var h=0,f=1;0==(r.words[0]&f)&&h<26;++h,f<<=1);if(h>0)for(r.iushrn(h);h-- >0;)s.isOdd()&&s.iadd(c),s.iushrn(1);t.cmp(r)>=0?(t.isub(r),a.isub(s)):(r.isub(t),s.isub(a))}return(i=0===t.cmpn(1)?a:s).cmpn(0)<0&&i.iadd(e),i},o.prototype.gcd=function(e){if(this.isZero())return e.abs();if(e.isZero())return this.abs();var t=this.clone(),r=e.clone();t.negative=0,r.negative=0;for(var n=0;t.isEven()&&r.isEven();n++)t.iushrn(1),r.iushrn(1);for(;;){for(;t.isEven();)t.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=t.cmp(r);if(i<0){var o=t;t=r,r=o}else if(0===i||0===r.cmpn(1))break;t.isub(r)}return r.iushln(n)},o.prototype.invm=function(e){return this.egcd(e).a.umod(e)},o.prototype.isEven=function(){return 0==(1&this.words[0])},o.prototype.isOdd=function(){return 1==(1&this.words[0])},o.prototype.andln=function(e){return this.words[0]&e},o.prototype.bincn=function(e){n("number"==typeof e);var t=e%26,r=(e-t)/26,i=1<<t;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var o=i,a=r;0!==o&&a<this.length;a++){var s=0|this.words[a];o=(s+=o)>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(e){var t,r=e<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)t=1;else{r&&(e=-e),n(e<=67108863,"Number is too big");var i=0|this.words[0];t=i===e?0:i<e?-1:1}return 0!==this.negative?0|-t:t},o.prototype.cmp=function(e){if(0!==this.negative&&0===e.negative)return-1;if(0===this.negative&&0!==e.negative)return 1;var t=this.ucmp(e);return 0!==this.negative?0|-t:t},o.prototype.ucmp=function(e){if(this.length>e.length)return 1;if(this.length<e.length)return-1;for(var t=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|e.words[r];if(n!==i){n<i?t=-1:n>i&&(t=1);break}}return t},o.prototype.gtn=function(e){return 1===this.cmpn(e)},o.prototype.gt=function(e){return 1===this.cmp(e)},o.prototype.gten=function(e){return this.cmpn(e)>=0},o.prototype.gte=function(e){return this.cmp(e)>=0},o.prototype.ltn=function(e){return-1===this.cmpn(e)},o.prototype.lt=function(e){return-1===this.cmp(e)},o.prototype.lten=function(e){return this.cmpn(e)<=0},o.prototype.lte=function(e){return this.cmp(e)<=0},o.prototype.eqn=function(e){return 0===this.cmpn(e)},o.prototype.eq=function(e){return 0===this.cmp(e)},o.red=function(e){return new M(e)},o.prototype.toRed=function(e){return n(!this.red,"Already a number in reduction context"),n(0===this.negative,"red works only with positives"),e.convertTo(this)._forceRed(e)},o.prototype.fromRed=function(){return n(this.red,"fromRed works only with numbers in reduction context"),this.red.convertFrom(this)},o.prototype._forceRed=function(e){return this.red=e,this},o.prototype.forceRed=function(e){return n(!this.red,"Already a number in reduction context"),this._forceRed(e)},o.prototype.redAdd=function(e){return n(this.red,"redAdd works only with red numbers"),this.red.add(this,e)},o.prototype.redIAdd=function(e){return n(this.red,"redIAdd works only with red numbers"),this.red.iadd(this,e)},o.prototype.redSub=function(e){return n(this.red,"redSub works only with red numbers"),this.red.sub(this,e)},o.prototype.redISub=function(e){return n(this.red,"redISub works only with red numbers"),this.red.isub(this,e)},o.prototype.redShl=function(e){return n(this.red,"redShl works only with red numbers"),this.red.shl(this,e)},o.prototype.redMul=function(e){return n(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.mul(this,e)},o.prototype.redIMul=function(e){return n(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.imul(this,e)},o.prototype.redSqr=function(){return n(this.red,"redSqr works only with red 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s=[0,1,2,4,8,16,32,64,128,27,54],c=function(){for(var e=new Array(256),t=0;t<256;t++)e[t]=t<128?t<<1:t<<1^283;for(var r=[],n=[],i=[[],[],[],[]],o=[[],[],[],[]],a=0,s=0,c=0;c<256;++c){var u=s^s<<1^s<<2^s<<3^s<<4;u=u>>>8^255&u^99,r[a]=u,n[u]=a;var l=e[a],h=e[l],f=e[h],d=257*e[u]^16843008*u;i[0][a]=d<<24|d>>>8,i[1][a]=d<<16|d>>>16,i[2][a]=d<<8|d>>>24,i[3][a]=d,d=16843009*f^65537*h^257*l^16843008*a,o[0][u]=d<<24|d>>>8,o[1][u]=d<<16|d>>>16,o[2][u]=d<<8|d>>>24,o[3][u]=d,0===a?a=s=1:(a=l^e[e[e[f^l]]],s^=e[e[s]])}return{SBOX:r,INV_SBOX:n,SUB_MIX:i,INV_SUB_MIX:o}}();function u(e){this._key=i(e),this._reset()}u.blockSize=16,u.keySize=32,u.prototype.blockSize=u.blockSize,u.prototype.keySize=u.keySize,u.prototype._reset=function(){for(var e=this._key,t=e.length,r=t+6,n=4*(r+1),i=[],o=0;o<t;o++)i[o]=e[o];for(o=t;o<n;o++){var 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t.naf=this._getNAFPoints(8),t.doubles=this._getDoubles(4,e),t.beta=this._getBeta(),this.precomputed=t,this},u.prototype._hasDoubles=function(e){if(!this.precomputed)return!1;var t=this.precomputed.doubles;return!!t&&t.points.length>=Math.ceil((e.bitLength()+1)/t.step)},u.prototype._getDoubles=function(e,t){if(this.precomputed&&this.precomputed.doubles)return this.precomputed.doubles;for(var r=[this],n=this,i=0;i<t;i+=e){for(var o=0;o<e;o++)n=n.dbl();r.push(n)}return{step:e,points:r}},u.prototype._getNAFPoints=function(e){if(this.precomputed&&this.precomputed.naf)return this.precomputed.naf;for(var t=[this],r=(1<<e)-1,n=1===r?null:this.dbl(),i=1;i<r;i++)t[i]=t[i-1].add(n);return{wnd:e,points:t}},u.prototype._getBeta=function(){return null},u.prototype.dblp=function(e){for(var t=this,r=0;r<e;r++)t=t.dbl();return t}},function(e,t,r){var n=r(357),i=r(365),o=r(366),a=r(142),s=r(193),c=r(24).Buffer;function u(e){var t;"object"!=typeof e||c.isBuffer(e)||(t=e.passphrase,e=e.key),"string"==typeof e&&(e=c.from(e));var r,u,l=o(e,t),h=l.tag,f=l.data;switch(h){case"CERTIFICATE":u=n.certificate.decode(f,"der").tbsCertificate.subjectPublicKeyInfo;case"PUBLIC KEY":switch(u||(u=n.PublicKey.decode(f,"der")),r=u.algorithm.algorithm.join(".")){case"1.2.840.113549.1.1.1":return n.RSAPublicKey.decode(u.subjectPublicKey.data,"der");case"1.2.840.10045.2.1":return u.subjectPrivateKey=u.subjectPublicKey,{type:"ec",data:u};case"1.2.840.10040.4.1":return u.algorithm.params.pub_key=n.DSAparam.decode(u.subjectPublicKey.data,"der"),{type:"dsa",data:u.algorithm.params};default:throw new Error("unknown key id "+r)}case"ENCRYPTED PRIVATE KEY":f=function(e,t){var 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i=0,o=0;o<n.length;o++)t=(0|r.words[o])+(0|n.words[o])+i,this.words[o]=67108863&t,i=t>>>26;for(;0!==i&&o<r.length;o++)t=(0|r.words[o])+i,this.words[o]=67108863&t,i=t>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this},o.prototype.add=function(e){var t;return 0!==e.negative&&0===this.negative?(e.negative=0,t=this.sub(e),e.negative^=1,t):0===e.negative&&0!==this.negative?(this.negative=0,t=e.sub(this),this.negative=1,t):this.length>e.length?this.clone().iadd(e):e.clone().iadd(this)},o.prototype.isub=function(e){if(0!==e.negative){e.negative=0;var t=this.iadd(e);return e.negative=1,t._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(e),this.negative=1,this._normSign();var r,n,i=this.cmp(e);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=e):(r=e,n=this);for(var o=0,a=0;a<n.length;a++)o=(t=(0|r.words[a])-(0|n.words[a])+o)>>26,this.words[a]=67108863&t;for(;0!==o&&a<r.length;a++)o=(t=(0|r.words[a])+o)>>26,this.words[a]=67108863&t;if(0===o&&a<r.length&&r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this.length=Math.max(this.length,a),r!==this&&(this.negative=1),this._strip()},o.prototype.sub=function(e){return this.clone().isub(e)};var m=function(e,t,r){var n,i,o,a=e.words,s=t.words,c=r.words,u=0,l=0|a[0],h=8191&l,f=l>>>13,d=0|a[1],p=8191&d,g=d>>>13,m=0|a[2],b=8191&m,v=m>>>13,y=0|a[3],w=8191&y,O=y>>>13,j=0|a[4],M=8191&j,E=j>>>13,A=0|a[5],k=8191&A,x=A>>>13,S=0|a[6],C=8191&S,P=S>>>13,D=0|a[7],R=8191&D,B=D>>>13,I=0|a[8],T=8191&I,N=I>>>13,H=0|a[9],G=8191&H,z=H>>>13,F=0|s[0],L=8191&F,Q=F>>>13,U=0|s[1],q=8191&U,Z=U>>>13,X=0|s[2],Y=8191&X,W=X>>>13,K=0|s[3],V=8191&K,J=K>>>13,_=0|s[4],$=8191&_,ee=_>>>13,te=0|s[5],re=8191&te,ne=te>>>13,ie=0|s[6],oe=8191&ie,ae=ie>>>13,se=0|s[7],ce=8191&se,ue=se>>>13,le=0|s[8],he=8191&le,fe=le>>>13,de=0|s[9],pe=8191&de,ge=de>>>13;r.negative=e.negative^t.negative,r.length=19;var me=(u+(n=Math.imul(h,L))|0)+((8191&(i=(i=Math.imul(h,Q))+Math.imul(f,L)|0))<<13)|0;u=((o=Math.imul(f,Q))+(i>>>13)|0)+(me>>>26)|0,me&=67108863,n=Math.imul(p,L),i=(i=Math.imul(p,Q))+Math.imul(g,L)|0,o=Math.imul(g,Q);var be=(u+(n=n+Math.imul(h,q)|0)|0)+((8191&(i=(i=i+Math.imul(h,Z)|0)+Math.imul(f,q)|0))<<13)|0;u=((o=o+Math.imul(f,Z)|0)+(i>>>13)|0)+(be>>>26)|0,be&=67108863,n=Math.imul(b,L),i=(i=Math.imul(b,Q))+Math.imul(v,L)|0,o=Math.imul(v,Q),n=n+Math.imul(p,q)|0,i=(i=i+Math.imul(p,Z)|0)+Math.imul(g,q)|0,o=o+Math.imul(g,Z)|0;var ve=(u+(n=n+Math.imul(h,Y)|0)|0)+((8191&(i=(i=i+Math.imul(h,W)|0)+Math.imul(f,Y)|0))<<13)|0;u=((o=o+Math.imul(f,W)|0)+(i>>>13)|0)+(ve>>>26)|0,ve&=67108863,n=Math.imul(w,L),i=(i=Math.imul(w,Q))+Math.imul(O,L)|0,o=Math.imul(O,Q),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,Z)|0)+Math.imul(v,q)|0,o=o+Math.imul(v,Z)|0,n=n+Math.imul(p,Y)|0,i=(i=i+Math.imul(p,W)|0)+Math.imul(g,Y)|0,o=o+Math.imul(g,W)|0;var ye=(u+(n=n+Math.imul(h,V)|0)|0)+((8191&(i=(i=i+Math.imul(h,J)|0)+Math.imul(f,V)|0))<<13)|0;u=((o=o+Math.imul(f,J)|0)+(i>>>13)|0)+(ye>>>26)|0,ye&=67108863,n=Math.imul(M,L),i=(i=Math.imul(M,Q))+Math.imul(E,L)|0,o=Math.imul(E,Q),n=n+Math.imul(w,q)|0,i=(i=i+Math.imul(w,Z)|0)+Math.imul(O,q)|0,o=o+Math.imul(O,Z)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,W)|0)+Math.imul(v,Y)|0,o=o+Math.imul(v,W)|0,n=n+Math.imul(p,V)|0,i=(i=i+Math.imul(p,J)|0)+Math.imul(g,V)|0,o=o+Math.imul(g,J)|0;var we=(u+(n=n+Math.imul(h,$)|0)|0)+((8191&(i=(i=i+Math.imul(h,ee)|0)+Math.imul(f,$)|0))<<13)|0;u=((o=o+Math.imul(f,ee)|0)+(i>>>13)|0)+(we>>>26)|0,we&=67108863,n=Math.imul(k,L),i=(i=Math.imul(k,Q))+Math.imul(x,L)|0,o=Math.imul(x,Q),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,Z)|0)+Math.imul(E,q)|0,o=o+Math.imul(E,Z)|0,n=n+Math.imul(w,Y)|0,i=(i=i+Math.imul(w,W)|0)+Math.imul(O,Y)|0,o=o+Math.imul(O,W)|0,n=n+Math.imul(b,V)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(v,V)|0,o=o+Math.imul(v,J)|0,n=n+Math.imul(p,$)|0,i=(i=i+Math.imul(p,ee)|0)+Math.imul(g,$)|0,o=o+Math.imul(g,ee)|0;var Oe=(u+(n=n+Math.imul(h,re)|0)|0)+((8191&(i=(i=i+Math.imul(h,ne)|0)+Math.imul(f,re)|0))<<13)|0;u=((o=o+Math.imul(f,ne)|0)+(i>>>13)|0)+(Oe>>>26)|0,Oe&=67108863,n=Math.imul(C,L),i=(i=Math.imul(C,Q))+Math.imul(P,L)|0,o=Math.imul(P,Q),n=n+Math.imul(k,q)|0,i=(i=i+Math.imul(k,Z)|0)+Math.imul(x,q)|0,o=o+Math.imul(x,Z)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,W)|0)+Math.imul(E,Y)|0,o=o+Math.imul(E,W)|0,n=n+Math.imul(w,V)|0,i=(i=i+Math.imul(w,J)|0)+Math.imul(O,V)|0,o=o+Math.imul(O,J)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,ee)|0)+Math.imul(v,$)|0,o=o+Math.imul(v,ee)|0,n=n+Math.imul(p,re)|0,i=(i=i+Math.imul(p,ne)|0)+Math.imul(g,re)|0,o=o+Math.imul(g,ne)|0;var je=(u+(n=n+Math.imul(h,oe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ae)|0)+Math.imul(f,oe)|0))<<13)|0;u=((o=o+Math.imul(f,ae)|0)+(i>>>13)|0)+(je>>>26)|0,je&=67108863,n=Math.imul(R,L),i=(i=Math.imul(R,Q))+Math.imul(B,L)|0,o=Math.imul(B,Q),n=n+Math.imul(C,q)|0,i=(i=i+Math.imul(C,Z)|0)+Math.imul(P,q)|0,o=o+Math.imul(P,Z)|0,n=n+Math.imul(k,Y)|0,i=(i=i+Math.imul(k,W)|0)+Math.imul(x,Y)|0,o=o+Math.imul(x,W)|0,n=n+Math.imul(M,V)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(E,V)|0,o=o+Math.imul(E,J)|0,n=n+Math.imul(w,$)|0,i=(i=i+Math.imul(w,ee)|0)+Math.imul(O,$)|0,o=o+Math.imul(O,ee)|0,n=n+Math.imul(b,re)|0,i=(i=i+Math.imul(b,ne)|0)+Math.imul(v,re)|0,o=o+Math.imul(v,ne)|0,n=n+Math.imul(p,oe)|0,i=(i=i+Math.imul(p,ae)|0)+Math.imul(g,oe)|0,o=o+Math.imul(g,ae)|0;var Me=(u+(n=n+Math.imul(h,ce)|0)|0)+((8191&(i=(i=i+Math.imul(h,ue)|0)+Math.imul(f,ce)|0))<<13)|0;u=((o=o+Math.imul(f,ue)|0)+(i>>>13)|0)+(Me>>>26)|0,Me&=67108863,n=Math.imul(T,L),i=(i=Math.imul(T,Q))+Math.imul(N,L)|0,o=Math.imul(N,Q),n=n+Math.imul(R,q)|0,i=(i=i+Math.imul(R,Z)|0)+Math.imul(B,q)|0,o=o+Math.imul(B,Z)|0,n=n+Math.imul(C,Y)|0,i=(i=i+Math.imul(C,W)|0)+Math.imul(P,Y)|0,o=o+Math.imul(P,W)|0,n=n+Math.imul(k,V)|0,i=(i=i+Math.imul(k,J)|0)+Math.imul(x,V)|0,o=o+Math.imul(x,J)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,ee)|0)+Math.imul(E,$)|0,o=o+Math.imul(E,ee)|0,n=n+Math.imul(w,re)|0,i=(i=i+Math.imul(w,ne)|0)+Math.imul(O,re)|0,o=o+Math.imul(O,ne)|0,n=n+Math.imul(b,oe)|0,i=(i=i+Math.imul(b,ae)|0)+Math.imul(v,oe)|0,o=o+Math.imul(v,ae)|0,n=n+Math.imul(p,ce)|0,i=(i=i+Math.imul(p,ue)|0)+Math.imul(g,ce)|0,o=o+Math.imul(g,ue)|0;var Ee=(u+(n=n+Math.imul(h,he)|0)|0)+((8191&(i=(i=i+Math.imul(h,fe)|0)+Math.imul(f,he)|0))<<13)|0;u=((o=o+Math.imul(f,fe)|0)+(i>>>13)|0)+(Ee>>>26)|0,Ee&=67108863,n=Math.imul(G,L),i=(i=Math.imul(G,Q))+Math.imul(z,L)|0,o=Math.imul(z,Q),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,Z)|0)+Math.imul(N,q)|0,o=o+Math.imul(N,Z)|0,n=n+Math.imul(R,Y)|0,i=(i=i+Math.imul(R,W)|0)+Math.imul(B,Y)|0,o=o+Math.imul(B,W)|0,n=n+Math.imul(C,V)|0,i=(i=i+Math.imul(C,J)|0)+Math.imul(P,V)|0,o=o+Math.imul(P,J)|0,n=n+Math.imul(k,$)|0,i=(i=i+Math.imul(k,ee)|0)+Math.imul(x,$)|0,o=o+Math.imul(x,ee)|0,n=n+Math.imul(M,re)|0,i=(i=i+Math.imul(M,ne)|0)+Math.imul(E,re)|0,o=o+Math.imul(E,ne)|0,n=n+Math.imul(w,oe)|0,i=(i=i+Math.imul(w,ae)|0)+Math.imul(O,oe)|0,o=o+Math.imul(O,ae)|0,n=n+Math.imul(b,ce)|0,i=(i=i+Math.imul(b,ue)|0)+Math.imul(v,ce)|0,o=o+Math.imul(v,ue)|0,n=n+Math.imul(p,he)|0,i=(i=i+Math.imul(p,fe)|0)+Math.imul(g,he)|0,o=o+Math.imul(g,fe)|0;var Ae=(u+(n=n+Math.imul(h,pe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ge)|0)+Math.imul(f,pe)|0))<<13)|0;u=((o=o+Math.imul(f,ge)|0)+(i>>>13)|0)+(Ae>>>26)|0,Ae&=67108863,n=Math.imul(G,q),i=(i=Math.imul(G,Z))+Math.imul(z,q)|0,o=Math.imul(z,Z),n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,W)|0)+Math.imul(N,Y)|0,o=o+Math.imul(N,W)|0,n=n+Math.imul(R,V)|0,i=(i=i+Math.imul(R,J)|0)+Math.imul(B,V)|0,o=o+Math.imul(B,J)|0,n=n+Math.imul(C,$)|0,i=(i=i+Math.imul(C,ee)|0)+Math.imul(P,$)|0,o=o+Math.imul(P,ee)|0,n=n+Math.imul(k,re)|0,i=(i=i+Math.imul(k,ne)|0)+Math.imul(x,re)|0,o=o+Math.imul(x,ne)|0,n=n+Math.imul(M,oe)|0,i=(i=i+Math.imul(M,ae)|0)+Math.imul(E,oe)|0,o=o+Math.imul(E,ae)|0,n=n+Math.imul(w,ce)|0,i=(i=i+Math.imul(w,ue)|0)+Math.imul(O,ce)|0,o=o+Math.imul(O,ue)|0,n=n+Math.imul(b,he)|0,i=(i=i+Math.imul(b,fe)|0)+Math.imul(v,he)|0,o=o+Math.imul(v,fe)|0;var ke=(u+(n=n+Math.imul(p,pe)|0)|0)+((8191&(i=(i=i+Math.imul(p,ge)|0)+Math.imul(g,pe)|0))<<13)|0;u=((o=o+Math.imul(g,ge)|0)+(i>>>13)|0)+(ke>>>26)|0,ke&=67108863,n=Math.imul(G,Y),i=(i=Math.imul(G,W))+Math.imul(z,Y)|0,o=Math.imul(z,W),n=n+Math.imul(T,V)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(N,V)|0,o=o+Math.imul(N,J)|0,n=n+Math.imul(R,$)|0,i=(i=i+Math.imul(R,ee)|0)+Math.imul(B,$)|0,o=o+Math.imul(B,ee)|0,n=n+Math.imul(C,re)|0,i=(i=i+Math.imul(C,ne)|0)+Math.imul(P,re)|0,o=o+Math.imul(P,ne)|0,n=n+Math.imul(k,oe)|0,i=(i=i+Math.imul(k,ae)|0)+Math.imul(x,oe)|0,o=o+Math.imul(x,ae)|0,n=n+Math.imul(M,ce)|0,i=(i=i+Math.imul(M,ue)|0)+Math.imul(E,ce)|0,o=o+Math.imul(E,ue)|0,n=n+Math.imul(w,he)|0,i=(i=i+Math.imul(w,fe)|0)+Math.imul(O,he)|0,o=o+Math.imul(O,fe)|0;var xe=(u+(n=n+Math.imul(b,pe)|0)|0)+((8191&(i=(i=i+Math.imul(b,ge)|0)+Math.imul(v,pe)|0))<<13)|0;u=((o=o+Math.imul(v,ge)|0)+(i>>>13)|0)+(xe>>>26)|0,xe&=67108863,n=Math.imul(G,V),i=(i=Math.imul(G,J))+Math.imul(z,V)|0,o=Math.imul(z,J),n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,ee)|0)+Math.imul(N,$)|0,o=o+Math.imul(N,ee)|0,n=n+Math.imul(R,re)|0,i=(i=i+Math.imul(R,ne)|0)+Math.imul(B,re)|0,o=o+Math.imul(B,ne)|0,n=n+Math.imul(C,oe)|0,i=(i=i+Math.imul(C,ae)|0)+Math.imul(P,oe)|0,o=o+Math.imul(P,ae)|0,n=n+Math.imul(k,ce)|0,i=(i=i+Math.imul(k,ue)|0)+Math.imul(x,ce)|0,o=o+Math.imul(x,ue)|0,n=n+Math.imul(M,he)|0,i=(i=i+Math.imul(M,fe)|0)+Math.imul(E,he)|0,o=o+Math.imul(E,fe)|0;var Se=(u+(n=n+Math.imul(w,pe)|0)|0)+((8191&(i=(i=i+Math.imul(w,ge)|0)+Math.imul(O,pe)|0))<<13)|0;u=((o=o+Math.imul(O,ge)|0)+(i>>>13)|0)+(Se>>>26)|0,Se&=67108863,n=Math.imul(G,$),i=(i=Math.imul(G,ee))+Math.imul(z,$)|0,o=Math.imul(z,ee),n=n+Math.imul(T,re)|0,i=(i=i+Math.imul(T,ne)|0)+Math.imul(N,re)|0,o=o+Math.imul(N,ne)|0,n=n+Math.imul(R,oe)|0,i=(i=i+Math.imul(R,ae)|0)+Math.imul(B,oe)|0,o=o+Math.imul(B,ae)|0,n=n+Math.imul(C,ce)|0,i=(i=i+Math.imul(C,ue)|0)+Math.imul(P,ce)|0,o=o+Math.imul(P,ue)|0,n=n+Math.imul(k,he)|0,i=(i=i+Math.imul(k,fe)|0)+Math.imul(x,he)|0,o=o+Math.imul(x,fe)|0;var Ce=(u+(n=n+Math.imul(M,pe)|0)|0)+((8191&(i=(i=i+Math.imul(M,ge)|0)+Math.imul(E,pe)|0))<<13)|0;u=((o=o+Math.imul(E,ge)|0)+(i>>>13)|0)+(Ce>>>26)|0,Ce&=67108863,n=Math.imul(G,re),i=(i=Math.imul(G,ne))+Math.imul(z,re)|0,o=Math.imul(z,ne),n=n+Math.imul(T,oe)|0,i=(i=i+Math.imul(T,ae)|0)+Math.imul(N,oe)|0,o=o+Math.imul(N,ae)|0,n=n+Math.imul(R,ce)|0,i=(i=i+Math.imul(R,ue)|0)+Math.imul(B,ce)|0,o=o+Math.imul(B,ue)|0,n=n+Math.imul(C,he)|0,i=(i=i+Math.imul(C,fe)|0)+Math.imul(P,he)|0,o=o+Math.imul(P,fe)|0;var Pe=(u+(n=n+Math.imul(k,pe)|0)|0)+((8191&(i=(i=i+Math.imul(k,ge)|0)+Math.imul(x,pe)|0))<<13)|0;u=((o=o+Math.imul(x,ge)|0)+(i>>>13)|0)+(Pe>>>26)|0,Pe&=67108863,n=Math.imul(G,oe),i=(i=Math.imul(G,ae))+Math.imul(z,oe)|0,o=Math.imul(z,ae),n=n+Math.imul(T,ce)|0,i=(i=i+Math.imul(T,ue)|0)+Math.imul(N,ce)|0,o=o+Math.imul(N,ue)|0,n=n+Math.imul(R,he)|0,i=(i=i+Math.imul(R,fe)|0)+Math.imul(B,he)|0,o=o+Math.imul(B,fe)|0;var De=(u+(n=n+Math.imul(C,pe)|0)|0)+((8191&(i=(i=i+Math.imul(C,ge)|0)+Math.imul(P,pe)|0))<<13)|0;u=((o=o+Math.imul(P,ge)|0)+(i>>>13)|0)+(De>>>26)|0,De&=67108863,n=Math.imul(G,ce),i=(i=Math.imul(G,ue))+Math.imul(z,ce)|0,o=Math.imul(z,ue),n=n+Math.imul(T,he)|0,i=(i=i+Math.imul(T,fe)|0)+Math.imul(N,he)|0,o=o+Math.imul(N,fe)|0;var Re=(u+(n=n+Math.imul(R,pe)|0)|0)+((8191&(i=(i=i+Math.imul(R,ge)|0)+Math.imul(B,pe)|0))<<13)|0;u=((o=o+Math.imul(B,ge)|0)+(i>>>13)|0)+(Re>>>26)|0,Re&=67108863,n=Math.imul(G,he),i=(i=Math.imul(G,fe))+Math.imul(z,he)|0,o=Math.imul(z,fe);var Be=(u+(n=n+Math.imul(T,pe)|0)|0)+((8191&(i=(i=i+Math.imul(T,ge)|0)+Math.imul(N,pe)|0))<<13)|0;u=((o=o+Math.imul(N,ge)|0)+(i>>>13)|0)+(Be>>>26)|0,Be&=67108863;var Ie=(u+(n=Math.imul(G,pe))|0)+((8191&(i=(i=Math.imul(G,ge))+Math.imul(z,pe)|0))<<13)|0;return u=((o=Math.imul(z,ge))+(i>>>13)|0)+(Ie>>>26)|0,Ie&=67108863,c[0]=me,c[1]=be,c[2]=ve,c[3]=ye,c[4]=we,c[5]=Oe,c[6]=je,c[7]=Me,c[8]=Ee,c[9]=Ae,c[10]=ke,c[11]=xe,c[12]=Se,c[13]=Ce,c[14]=Pe,c[15]=De,c[16]=Re,c[17]=Be,c[18]=Ie,0!==u&&(c[19]=u,r.length++),r};function b(e,t,r){r.negative=t.negative^e.negative,r.length=e.length+t.length;for(var n=0,i=0,o=0;o<r.length-1;o++){var a=i;i=0;for(var s=67108863&n,c=Math.min(o,t.length-1),u=Math.max(0,o-e.length+1);u<=c;u++){var l=o-u,h=(0|e.words[l])*(0|t.words[u]),f=67108863&h;s=67108863&(f=f+s|0),i+=(a=(a=a+(h/67108864|0)|0)+(f>>>26)|0)>>>26,a&=67108863}r.words[o]=s,n=a,a=i}return 0!==n?r.words[o]=n:r.length--,r._strip()}function v(e,t,r){return b(e,t,r)}function y(e,t){this.x=e,this.y=t}Math.imul||(m=g),o.prototype.mulTo=function(e,t){var r=this.length+e.length;return 10===this.length&&10===e.length?m(this,e,t):r<63?g(this,e,t):r<1024?b(this,e,t):v(this,e,t)},y.prototype.makeRBT=function(e){for(var t=new 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i=8192*Math.round(e[2*n+1]/t)+Math.round(e[2*n]/t)+r;e[n]=67108863&i,r=i<67108864?0:i/67108864|0}return e},y.prototype.convert13b=function(e,t,r,i){for(var o=0,a=0;a<t;a++)o+=0|e[a],r[2*a]=8191&o,o>>>=13,r[2*a+1]=8191&o,o>>>=13;for(a=2*t;a<i;++a)r[a]=0;n(0===o),n(0==(-8192&o))},y.prototype.stub=function(e){for(var t=new Array(e),r=0;r<e;r++)t[r]=0;return t},y.prototype.mulp=function(e,t,r){var n=2*this.guessLen13b(e.length,t.length),i=this.makeRBT(n),o=this.stub(n),a=new Array(n),s=new Array(n),c=new Array(n),u=new Array(n),l=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(e.words,e.length,a,n),this.convert13b(t.words,t.length,u,n),this.transform(a,o,s,c,n,i),this.transform(u,o,l,h,n,i);for(var d=0;d<n;d++){var p=s[d]*l[d]-c[d]*h[d];c[d]=s[d]*h[d]+c[d]*l[d],s[d]=p}return this.conjugate(s,c,n),this.transform(s,c,f,o,n,i),this.conjugate(f,o,n),this.normalize13b(f,n),r.negative=e.negative^t.negative,r.length=e.length+t.length,r._strip()},o.prototype.mul=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),this.mulTo(e,t)},o.prototype.mulf=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),v(this,e,t)},o.prototype.imul=function(e){return this.clone().mulTo(e,this)},o.prototype.imuln=function(e){var t=e<0;t&&(e=-e),n("number"==typeof e),n(e<67108864);for(var r=0,i=0;i<this.length;i++){var o=(0|this.words[i])*e,a=(67108863&o)+(67108863&r);r>>=26,r+=o/67108864|0,r+=a>>>26,this.words[i]=67108863&a}return 0!==r&&(this.words[i]=r,this.length++),t?this.ineg():this},o.prototype.muln=function(e){return this.clone().imuln(e)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(e){var t=function(e){for(var t=new Array(e.bitLength()),r=0;r<t.length;r++){var n=r/26|0,i=r%26;t[r]=e.words[n]>>>i&1}return t}(e);if(0===t.length)return new o(1);for(var r=this,n=0;n<t.length&&0===t[n];n++,r=r.sqr());if(++n<t.length)for(var 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h=0|this.words[u];this.words[u]=l<<26-o|h>>>o,l=h&s}return c&&0!==l&&(c.words[c.length++]=l),0===this.length&&(this.words[0]=0,this.length=1),this._strip()},o.prototype.ishrn=function(e,t,r){return n(0===this.negative),this.iushrn(e,t,r)},o.prototype.shln=function(e){return this.clone().ishln(e)},o.prototype.ushln=function(e){return this.clone().iushln(e)},o.prototype.shrn=function(e){return this.clone().ishrn(e)},o.prototype.ushrn=function(e){return this.clone().iushrn(e)},o.prototype.testn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26,i=1<<t;return!(this.length<=r||!(this.words[r]&i))},o.prototype.imaskn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26;if(n(0===this.negative,"imaskn works only with positive numbers"),this.length<=r)return this;if(0!==t&&r++,this.length=Math.min(r,this.length),0!==t){var i=67108863^67108863>>>t<<t;this.words[this.length-1]&=i}return this._strip()},o.prototype.maskn=function(e){return this.clone().imaskn(e)},o.prototype.iaddn=function(e){return n("number"==typeof e),n(e<67108864),e<0?this.isubn(-e):0!==this.negative?1===this.length&&(0|this.words[0])<=e?(this.words[0]=e-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(e),this.negative=1,this):this._iaddn(e)},o.prototype._iaddn=function(e){this.words[0]+=e;for(var t=0;t<this.length&&this.words[t]>=67108864;t++)this.words[t]-=67108864,t===this.length-1?this.words[t+1]=1:this.words[t+1]++;return this.length=Math.max(this.length,t+1),this},o.prototype.isubn=function(e){if(n("number"==typeof e),n(e<67108864),e<0)return this.iaddn(-e);if(0!==this.negative)return this.negative=0,this.iaddn(e),this.negative=1,this;if(this.words[0]-=e,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var t=0;t<this.length&&this.words[t]<0;t++)this.words[t]+=67108864,this.words[t+1]-=1;return this._strip()},o.prototype.addn=function(e){return this.clone().iaddn(e)},o.prototype.subn=function(e){return this.clone().isubn(e)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(e,t,r){var i,o,a=e.length+r;this._expand(a);var s=0;for(i=0;i<e.length;i++){o=(0|this.words[i+r])+s;var c=(0|e.words[i])*t;s=((o-=67108863&c)>>26)-(c/67108864|0),this.words[i+r]=67108863&o}for(;i<this.length-r;i++)s=(o=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&o;if(0===s)return this._strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(o=-(0|this.words[i])+s)>>26,this.words[i]=67108863&o;return this.negative=1,this._strip()},o.prototype._wordDiv=function(e,t){var r=(this.length,e.length),n=this.clone(),i=e,a=0|i.words[i.length-1];0!=(r=26-this._countBits(a))&&(i=i.ushln(r),n.iushln(r),a=0|i.words[i.length-1]);var s,c=n.length-i.length;if("mod"!==t){(s=new o(null)).length=c+1,s.words=new Array(s.length);for(var u=0;u<s.length;u++)s.words[u]=0}var l=n.clone()._ishlnsubmul(i,1,c);0===l.negative&&(n=l,s&&(s.words[c]=1));for(var h=c-1;h>=0;h--){var f=67108864*(0|n.words[i.length+h])+(0|n.words[i.length+h-1]);for(f=Math.min(f/a|0,67108863),n._ishlnsubmul(i,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(i,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s._strip(),n._strip(),"div"!==t&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},o.prototype.divmod=function(e,t,r){return n(!e.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===e.negative?(s=this.neg().divmod(e,t),"mod"!==t&&(i=s.div.neg()),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.iadd(e)),{div:i,mod:a}):0===this.negative&&0!==e.negative?(s=this.divmod(e.neg(),t),"mod"!==t&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&e.negative)?(s=this.neg().divmod(e.neg(),t),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.isub(e)),{div:s.div,mod:a}):e.length>this.length||this.cmp(e)<0?{div:new o(0),mod:this}:1===e.length?"div"===t?{div:this.divn(e.words[0]),mod:null}:"mod"===t?{div:null,mod:new o(this.modrn(e.words[0]))}:{div:this.divn(e.words[0]),mod:new o(this.modrn(e.words[0]))}:this._wordDiv(e,t);var i,a,s},o.prototype.div=function(e){return this.divmod(e,"div",!1).div},o.prototype.mod=function(e){return this.divmod(e,"mod",!1).mod},o.prototype.umod=function(e){return this.divmod(e,"mod",!0).mod},o.prototype.divRound=function(e){var t=this.divmod(e);if(t.mod.isZero())return t.div;var r=0!==t.div.negative?t.mod.isub(e):t.mod,n=e.ushrn(1),i=e.andln(1),o=r.cmp(n);return o<0||1===i&&0===o?t.div:0!==t.div.negative?t.div.isubn(1):t.div.iaddn(1)},o.prototype.modrn=function(e){var t=e<0;t&&(e=-e),n(e<=67108863);for(var r=(1<<26)%e,i=0,o=this.length-1;o>=0;o--)i=(r*i+(0|this.words[o]))%e;return t?-i:i},o.prototype.modn=function(e){return this.modrn(e)},o.prototype.idivn=function(e){var t=e<0;t&&(e=-e),n(e<=67108863);for(var r=0,i=this.length-1;i>=0;i--){var o=(0|this.words[i])+67108864*r;this.words[i]=o/e|0,r=o%e}return this._strip(),t?this.ineg():this},o.prototype.divn=function(e){return this.clone().idivn(e)},o.prototype.egcd=function(e){n(0===e.negative),n(!e.isZero());var t=this,r=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var i=new o(1),a=new o(0),s=new o(0),c=new o(1),u=0;t.isEven()&&r.isEven();)t.iushrn(1),r.iushrn(1),++u;for(var l=r.clone(),h=t.clone();!t.isZero();){for(var f=0,d=1;0==(t.words[0]&d)&&f<26;++f,d<<=1);if(f>0)for(t.iushrn(f);f-- >0;)(i.isOdd()||a.isOdd())&&(i.iadd(l),a.isub(h)),i.iushrn(1),a.iushrn(1);for(var p=0,g=1;0==(r.words[0]&g)&&p<26;++p,g<<=1);if(p>0)for(r.iushrn(p);p-- >0;)(s.isOdd()||c.isOdd())&&(s.iadd(l),c.isub(h)),s.iushrn(1),c.iushrn(1);t.cmp(r)>=0?(t.isub(r),i.isub(s),a.isub(c)):(r.isub(t),s.isub(i),c.isub(a))}return{a:s,b:c,gcd:r.iushln(u)}},o.prototype._invmp=function(e){n(0===e.negative),n(!e.isZero());var t=this,r=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var i,a=new o(1),s=new o(0),c=r.clone();t.cmpn(1)>0&&r.cmpn(1)>0;){for(var u=0,l=1;0==(t.words[0]&l)&&u<26;++u,l<<=1);if(u>0)for(t.iushrn(u);u-- >0;)a.isOdd()&&a.iadd(c),a.iushrn(1);for(var h=0,f=1;0==(r.words[0]&f)&&h<26;++h,f<<=1);if(h>0)for(r.iushrn(h);h-- >0;)s.isOdd()&&s.iadd(c),s.iushrn(1);t.cmp(r)>=0?(t.isub(r),a.isub(s)):(r.isub(t),s.isub(a))}return(i=0===t.cmpn(1)?a:s).cmpn(0)<0&&i.iadd(e),i},o.prototype.gcd=function(e){if(this.isZero())return e.abs();if(e.isZero())return this.abs();var t=this.clone(),r=e.clone();t.negative=0,r.negative=0;for(var n=0;t.isEven()&&r.isEven();n++)t.iushrn(1),r.iushrn(1);for(;;){for(;t.isEven();)t.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=t.cmp(r);if(i<0){var o=t;t=r,r=o}else if(0===i||0===r.cmpn(1))break;t.isub(r)}return r.iushln(n)},o.prototype.invm=function(e){return this.egcd(e).a.umod(e)},o.prototype.isEven=function(){return 0==(1&this.words[0])},o.prototype.isOdd=function(){return 1==(1&this.words[0])},o.prototype.andln=function(e){return this.words[0]&e},o.prototype.bincn=function(e){n("number"==typeof e);var t=e%26,r=(e-t)/26,i=1<<t;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var o=i,a=r;0!==o&&a<this.length;a++){var s=0|this.words[a];o=(s+=o)>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(e){var t,r=e<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this._strip(),this.length>1)t=1;else{r&&(e=-e),n(e<=67108863,"Number is too big");var i=0|this.words[0];t=i===e?0:i<e?-1:1}return 0!==this.negative?0|-t:t},o.prototype.cmp=function(e){if(0!==this.negative&&0===e.negative)return-1;if(0===this.negative&&0!==e.negative)return 1;var t=this.ucmp(e);return 0!==this.negative?0|-t:t},o.prototype.ucmp=function(e){if(this.length>e.length)return 1;if(this.length<e.length)return-1;for(var t=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|e.words[r];if(n!==i){n<i?t=-1:n>i&&(t=1);break}}return t},o.prototype.gtn=function(e){return 1===this.cmpn(e)},o.prototype.gt=function(e){return 1===this.cmp(e)},o.prototype.gten=function(e){return this.cmpn(e)>=0},o.prototype.gte=function(e){return this.cmp(e)>=0},o.prototype.ltn=function(e){return-1===this.cmpn(e)},o.prototype.lt=function(e){return-1===this.cmp(e)},o.prototype.lten=function(e){return this.cmpn(e)<=0},o.prototype.lte=function(e){return this.cmp(e)<=0},o.prototype.eqn=function(e){return 0===this.cmpn(e)},o.prototype.eq=function(e){return 0===this.cmp(e)},o.red=function(e){return new k(e)},o.prototype.toRed=function(e){return n(!this.red,"Already a number in reduction context"),n(0===this.negative,"red works only with positives"),e.convertTo(this)._forceRed(e)},o.prototype.fromRed=function(){return n(this.red,"fromRed works only with numbers in reduction context"),this.red.convertFrom(this)},o.prototype._forceRed=function(e){return this.red=e,this},o.prototype.forceRed=function(e){return n(!this.red,"Already a number in reduction context"),this._forceRed(e)},o.prototype.redAdd=function(e){return n(this.red,"redAdd works only with red numbers"),this.red.add(this,e)},o.prototype.redIAdd=function(e){return n(this.red,"redIAdd works only with red numbers"),this.red.iadd(this,e)},o.prototype.redSub=function(e){return n(this.red,"redSub works only with red numbers"),this.red.sub(this,e)},o.prototype.redISub=function(e){return n(this.red,"redISub works only with red numbers"),this.red.isub(this,e)},o.prototype.redShl=function(e){return n(this.red,"redShl works only with red numbers"),this.red.shl(this,e)},o.prototype.redMul=function(e){return n(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.mul(this,e)},o.prototype.redIMul=function(e){return n(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.imul(this,e)},o.prototype.redSqr=function(){return n(this.red,"redSqr works only with red numbers"),this.red._verify1(this),this.red.sqr(this)},o.prototype.redISqr=function(){return n(this.red,"redISqr works only with red numbers"),this.red._verify1(this),this.red.isqr(this)},o.prototype.redSqrt=function(){return n(this.red,"redSqrt works only with red numbers"),this.red._verify1(this),this.red.sqrt(this)},o.prototype.redInvm=function(){return n(this.red,"redInvm works only with red numbers"),this.red._verify1(this),this.red.invm(this)},o.prototype.redNeg=function(){return n(this.red,"redNeg works only with red numbers"),this.red._verify1(this),this.red.neg(this)},o.prototype.redPow=function(e){return n(this.red&&!e.red,"redPow(normalNum)"),this.red._verify1(this),this.red.pow(this,e)};var w={k256:null,p224:null,p192:null,p25519:null};function O(e,t){this.name=e,this.p=new o(t,16),this.n=this.p.bitLength(),this.k=new o(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function j(){O.call(this,"k256","ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f")}function M(){O.call(this,"p224","ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001")}function E(){O.call(this,"p192","ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff")}function A(){O.call(this,"25519","7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed")}function k(e){if("string"==typeof e){var t=o._prime(e);this.m=t.p,this.prime=t}else n(e.gtn(1),"modulus must be greater than 1"),this.m=e,this.prime=null}function x(e){k.call(this,e),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new o(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}O.prototype._tmp=function(){var e=new o(null);return e.words=new Array(Math.ceil(this.n/13)),e},O.prototype.ireduce=function(e){var t,r=e;do{this.split(r,this.tmp),t=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(t>this.n);var n=t<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},O.prototype.split=function(e,t){e.iushrn(this.n,0,t)},O.prototype.imulK=function(e){return e.imul(this.k)},i(j,O),j.prototype.split=function(e,t){for(var r=Math.min(e.length,9),n=0;n<r;n++)t.words[n]=e.words[n];if(t.length=r,e.length<=9)return e.words[0]=0,void(e.length=1);var i=e.words[9];for(t.words[t.length++]=4194303&i,n=10;n<e.length;n++){var o=0|e.words[n];e.words[n-10]=(4194303&o)<<4|i>>>22,i=o}i>>>=22,e.words[n-10]=i,0===i&&e.length>10?e.length-=10:e.length-=9},j.prototype.imulK=function(e){e.words[e.length]=0,e.words[e.length+1]=0,e.length+=2;for(var t=0,r=0;r<e.length;r++){var n=0|e.words[r];t+=977*n,e.words[r]=67108863&t,t=64*n+(t/67108864|0)}return 0===e.words[e.length-1]&&(e.length--,0===e.words[e.length-1]&&e.length--),e},i(M,O),i(E,O),i(A,O),A.prototype.imulK=function(e){for(var t=0,r=0;r<e.length;r++){var n=19*(0|e.words[r])+t,i=67108863&n;n>>>=26,e.words[r]=i,t=n}return 0!==t&&(e.words[e.length++]=t),e},o._prime=function(e){if(w[e])return w[e];var t;if("k256"===e)t=new j;else if("p224"===e)t=new M;else if("p192"===e)t=new E;else{if("p25519"!==e)throw new Error("Unknown prime "+e);t=new A}return w[e]=t,t},k.prototype._verify1=function(e){n(0===e.negative,"red works only with positives"),n(e.red,"red works only with red numbers")},k.prototype._verify2=function(e,t){n(0==(e.negative|t.negative),"red works only with positives"),n(e.red&&e.red===t.red,"red works only with red numbers")},k.prototype.imod=function(e){return this.prime?this.prime.ireduce(e)._forceRed(this):(l(e,e.umod(this.m)._forceRed(this)),e)},k.prototype.neg=function(e){return e.isZero()?e.clone():this.m.sub(e)._forceRed(this)},k.prototype.add=function(e,t){this._verify2(e,t);var r=e.add(t);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},k.prototype.iadd=function(e,t){this._verify2(e,t);var r=e.iadd(t);return r.cmp(this.m)>=0&&r.isub(this.m),r},k.prototype.sub=function(e,t){this._verify2(e,t);var r=e.sub(t);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},k.prototype.isub=function(e,t){this._verify2(e,t);var r=e.isub(t);return r.cmpn(0)<0&&r.iadd(this.m),r},k.prototype.shl=function(e,t){return this._verify1(e),this.imod(e.ushln(t))},k.prototype.imul=function(e,t){return this._verify2(e,t),this.imod(e.imul(t))},k.prototype.mul=function(e,t){return this._verify2(e,t),this.imod(e.mul(t))},k.prototype.isqr=function(e){return this.imul(e,e.clone())},k.prototype.sqr=function(e){return this.mul(e,e)},k.prototype.sqrt=function(e){if(e.isZero())return e.clone();var t=this.m.andln(3);if(n(t%2==1),3===t){var r=this.m.add(new o(1)).iushrn(2);return this.pow(e,r)}for(var i=this.m.subn(1),a=0;!i.isZero()&&0===i.andln(1);)a++,i.iushrn(1);n(!i.isZero());var s=new o(1).toRed(this),c=s.redNeg(),u=this.m.subn(1).iushrn(1),l=this.m.bitLength();for(l=new o(2*l*l).toRed(this);0!==this.pow(l,u).cmp(c);)l.redIAdd(c);for(var h=this.pow(l,i),f=this.pow(e,i.addn(1).iushrn(1)),d=this.pow(e,i),p=a;0!==d.cmp(s);){for(var g=d,m=0;0!==g.cmp(s);m++)g=g.redSqr();n(m<p);var b=this.pow(h,new o(1).iushln(p-m-1));f=f.redMul(b),h=b.redSqr(),d=d.redMul(h),p=m}return f},k.prototype.invm=function(e){var t=e._invmp(this.m);return 0!==t.negative?(t.negative=0,this.imod(t).redNeg()):this.imod(t)},k.prototype.pow=function(e,t){if(t.isZero())return new o(1).toRed(this);if(0===t.cmpn(1))return e.clone();var r=new Array(16);r[0]=new o(1).toRed(this),r[1]=e;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],e);var i=r[0],a=0,s=0,c=t.bitLength()%26;for(0===c&&(c=26),n=t.length-1;n>=0;n--){for(var u=t.words[n],l=c-1;l>=0;l--){var h=u>>l&1;i!==r[0]&&(i=this.sqr(i)),0!==h||0!==a?(a<<=1,a|=h,(4==++s||0===n&&0===l)&&(i=this.mul(i,r[a]),s=0,a=0)):s=0}c=26}return i},k.prototype.convertTo=function(e){var t=e.umod(this.m);return t===e?t.clone():t},k.prototype.convertFrom=function(e){var t=e.clone();return t.red=null,t},o.mont=function(e){return new x(e)},i(x,k),x.prototype.convertTo=function(e){return this.imod(e.ushln(this.shift))},x.prototype.convertFrom=function(e){var t=this.imod(e.mul(this.rinv));return t.red=null,t},x.prototype.imul=function(e,t){if(e.isZero()||t.isZero())return e.words[0]=0,e.length=1,e;var r=e.imul(t),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),o=i;return i.cmp(this.m)>=0?o=i.isub(this.m):i.cmpn(0)<0&&(o=i.iadd(this.m)),o._forceRed(this)},x.prototype.mul=function(e,t){if(e.isZero()||t.isZero())return new o(0)._forceRed(this);var r=e.mul(t),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},x.prototype.invm=function(e){return this.imod(e._invmp(this.m).mul(this.r2))._forceRed(this)}}(e,this)}).call(this,r(55)(e))},function(e,t,r){"use strict";var n=t;n.version=r(338).version,n.utils=r(49),n.rand=r(144),n.curve=r(209),n.curves=r(148),n.ec=r(350),n.eddsa=r(354)},function(e,t,r){"use strict";var n,i=t,o=r(149),a=r(209),s=r(49).assert;function c(e){"short"===e.type?this.curve=new a.short(e):"edwards"===e.type?this.curve=new a.edwards(e):this.curve=new a.mont(e),this.g=this.curve.g,this.n=this.curve.n,this.hash=e.hash,s(this.g.validate(),"Invalid curve"),s(this.g.mul(this.n).isInfinity(),"Invalid curve, G*N != O")}function u(e,t){Object.defineProperty(i,e,{configurable:!0,enumerable:!0,get:function(){var r=new c(t);return Object.defineProperty(i,e,{configurable:!0,enumerable:!0,value:r}),r}})}i.PresetCurve=c,u("p192",{type:"short",prime:"p192",p:"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff",a:"ffffffff ffffffff ffffffff fffffffe ffffffff fffffffc",b:"64210519 e59c80e7 0fa7e9ab 72243049 feb8deec c146b9b1",n:"ffffffff ffffffff ffffffff 99def836 146bc9b1 b4d22831",hash:o.sha256,gRed:!1,g:["188da80e b03090f6 7cbf20eb 43a18800 f4ff0afd 82ff1012","07192b95 ffc8da78 631011ed 6b24cdd5 73f977a1 1e794811"]}),u("p224",{type:"short",prime:"p224",p:"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001",a:"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff fffffffe",b:"b4050a85 0c04b3ab f5413256 5044b0b7 d7bfd8ba 270b3943 2355ffb4",n:"ffffffff ffffffff ffffffff ffff16a2 e0b8f03e 13dd2945 5c5c2a3d",hash:o.sha256,gRed:!1,g:["b70e0cbd 6bb4bf7f 321390b9 4a03c1d3 56c21122 343280d6 115c1d21","bd376388 b5f723fb 4c22dfe6 cd4375a0 5a074764 44d58199 85007e34"]}),u("p256",{type:"short",prime:null,p:"ffffffff 00000001 00000000 00000000 00000000 ffffffff ffffffff ffffffff",a:"ffffffff 00000001 00000000 00000000 00000000 ffffffff ffffffff fffffffc",b:"5ac635d8 aa3a93e7 b3ebbd55 769886bc 651d06b0 cc53b0f6 3bce3c3e 27d2604b",n:"ffffffff 00000000 ffffffff ffffffff bce6faad a7179e84 f3b9cac2 fc632551",hash:o.sha256,gRed:!1,g:["6b17d1f2 e12c4247 f8bce6e5 63a440f2 77037d81 2deb33a0 f4a13945 d898c296","4fe342e2 fe1a7f9b 8ee7eb4a 7c0f9e16 2bce3357 6b315ece cbb64068 37bf51f5"]}),u("p384",{type:"short",prime:null,p:"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe ffffffff 00000000 00000000 ffffffff",a:"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe ffffffff 00000000 00000000 fffffffc",b:"b3312fa7 e23ee7e4 988e056b e3f82d19 181d9c6e fe814112 0314088f 5013875a c656398d 8a2ed19d 2a85c8ed d3ec2aef",n:"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff c7634d81 f4372ddf 581a0db2 48b0a77a ecec196a ccc52973",hash:o.sha384,gRed:!1,g:["aa87ca22 be8b0537 8eb1c71e f320ad74 6e1d3b62 8ba79b98 59f741e0 82542a38 5502f25d bf55296c 3a545e38 72760ab7","3617de4a 96262c6f 5d9e98bf 9292dc29 f8f41dbd 289a147c e9da3113 b5f0b8c0 0a60b1ce 1d7e819d 7a431d7c 90ea0e5f"]}),u("p521",{type:"short",prime:null,p:"000001ff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff",a:"000001ff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffc",b:"00000051 953eb961 8e1c9a1f 929a21a0 b68540ee a2da725b 99b315f3 b8b48991 8ef109e1 56193951 ec7e937b 1652c0bd 3bb1bf07 3573df88 3d2c34f1 ef451fd4 6b503f00",n:"000001ff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffa 51868783 bf2f966b 7fcc0148 f709a5d0 3bb5c9b8 899c47ae bb6fb71e 91386409",hash:o.sha512,gRed:!1,g:["000000c6 858e06b7 0404e9cd 9e3ecb66 2395b442 9c648139 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0}u("secp256k1",{type:"short",prime:"k256",p:"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f",a:"0",b:"7",n:"ffffffff ffffffff ffffffff fffffffe baaedce6 af48a03b bfd25e8c d0364141",h:"1",hash:o.sha256,beta:"7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee",lambda:"5363ad4cc05c30e0a5261c028812645a122e22ea20816678df02967c1b23bd72",basis:[{a:"3086d221a7d46bcde86c90e49284eb15",b:"-e4437ed6010e88286f547fa90abfe4c3"},{a:"114ca50f7a8e2f3f657c1108d9d44cfd8",b:"3086d221a7d46bcde86c90e49284eb15"}],gRed:!1,g:["79be667ef9dcbbac55a06295ce870b07029bfcdb2dce28d959f2815b16f81798","483ada7726a3c4655da4fbfc0e1108a8fd17b448a68554199c47d08ffb10d4b8",n]})},function(e,t,r){var n=t;n.utils=r(52),n.common=r(87),n.sha=r(343),n.ripemd=r(347),n.hmac=r(348),n.sha1=n.sha.sha1,n.sha256=n.sha.sha256,n.sha224=n.sha.sha224,n.sha384=n.sha.sha384,n.sha512=n.sha.sha512,n.ripemd160=n.ripemd.ripemd160},function(e,t,r){"use strict";(function(t){var n,i=r(39),o=i.Buffer,a={};for(n in 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t>=4096&&(r+=13,t>>>=13),t>=64&&(r+=7,t>>>=7),t>=8&&(r+=4,t>>>=4),t>=2&&(r+=2,t>>>=2),r+t},o.prototype._zeroBits=function(e){if(0===e)return 26;var t=e,r=0;return 0==(8191&t)&&(r+=13,t>>>=13),0==(127&t)&&(r+=7,t>>>=7),0==(15&t)&&(r+=4,t>>>=4),0==(3&t)&&(r+=2,t>>>=2),0==(1&t)&&r++,r},o.prototype.bitLength=function(){var e=this.words[this.length-1],t=this._countBits(e);return 26*(this.length-1)+t},o.prototype.zeroBits=function(){if(this.isZero())return 0;for(var e=0,t=0;t<this.length;t++){var r=this._zeroBits(this.words[t]);if(e+=r,26!==r)break}return e},o.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},o.prototype.toTwos=function(e){return 0!==this.negative?this.abs().inotn(e).iaddn(1):this.clone()},o.prototype.fromTwos=function(e){return this.testn(e-1)?this.notn(e).iaddn(1).ineg():this.clone()},o.prototype.isNeg=function(){return 0!==this.negative},o.prototype.neg=function(){return this.clone().ineg()},o.prototype.ineg=function(){return this.isZero()||(this.negative^=1),this},o.prototype.iuor=function(e){for(;this.length<e.length;)this.words[this.length++]=0;for(var t=0;t<e.length;t++)this.words[t]=this.words[t]|e.words[t];return this.strip()},o.prototype.ior=function(e){return n(0==(this.negative|e.negative)),this.iuor(e)},o.prototype.or=function(e){return this.length>e.length?this.clone().ior(e):e.clone().ior(this)},o.prototype.uor=function(e){return this.length>e.length?this.clone().iuor(e):e.clone().iuor(this)},o.prototype.iuand=function(e){var t;t=this.length>e.length?e:this;for(var r=0;r<t.length;r++)this.words[r]=this.words[r]&e.words[r];return this.length=t.length,this.strip()},o.prototype.iand=function(e){return n(0==(this.negative|e.negative)),this.iuand(e)},o.prototype.and=function(e){return this.length>e.length?this.clone().iand(e):e.clone().iand(this)},o.prototype.uand=function(e){return this.length>e.length?this.clone().iuand(e):e.clone().iuand(this)},o.prototype.iuxor=function(e){var t,r;this.length>e.length?(t=this,r=e):(t=e,r=this);for(var n=0;n<r.length;n++)this.words[n]=t.words[n]^r.words[n];if(this!==t)for(;n<t.length;n++)this.words[n]=t.words[n];return this.length=t.length,this.strip()},o.prototype.ixor=function(e){return n(0==(this.negative|e.negative)),this.iuxor(e)},o.prototype.xor=function(e){return this.length>e.length?this.clone().ixor(e):e.clone().ixor(this)},o.prototype.uxor=function(e){return this.length>e.length?this.clone().iuxor(e):e.clone().iuxor(this)},o.prototype.inotn=function(e){n("number"==typeof e&&e>=0);var t=0|Math.ceil(e/26),r=e%26;this._expand(t),r>0&&t--;for(var i=0;i<t;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},o.prototype.notn=function(e){return this.clone().inotn(e)},o.prototype.setn=function(e,t){n("number"==typeof e&&e>=0);var r=e/26|0,i=e%26;return this._expand(r+1),this.words[r]=t?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},o.prototype.iadd=function(e){var t,r,n;if(0!==this.negative&&0===e.negative)return this.negative=0,t=this.isub(e),this.negative^=1,this._normSign();if(0===this.negative&&0!==e.negative)return e.negative=0,t=this.isub(e),e.negative=1,t._normSign();this.length>e.length?(r=this,n=e):(r=e,n=this);for(var i=0,o=0;o<n.length;o++)t=(0|r.words[o])+(0|n.words[o])+i,this.words[o]=67108863&t,i=t>>>26;for(;0!==i&&o<r.length;o++)t=(0|r.words[o])+i,this.words[o]=67108863&t,i=t>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this},o.prototype.add=function(e){var t;return 0!==e.negative&&0===this.negative?(e.negative=0,t=this.sub(e),e.negative^=1,t):0===e.negative&&0!==this.negative?(this.negative=0,t=e.sub(this),this.negative=1,t):this.length>e.length?this.clone().iadd(e):e.clone().iadd(this)},o.prototype.isub=function(e){if(0!==e.negative){e.negative=0;var t=this.iadd(e);return e.negative=1,t._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(e),this.negative=1,this._normSign();var r,n,i=this.cmp(e);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=e):(r=e,n=this);for(var o=0,a=0;a<n.length;a++)o=(t=(0|r.words[a])-(0|n.words[a])+o)>>26,this.words[a]=67108863&t;for(;0!==o&&a<r.length;a++)o=(t=(0|r.words[a])+o)>>26,this.words[a]=67108863&t;if(0===o&&a<r.length&&r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this.length=Math.max(this.length,a),r!==this&&(this.negative=1),this.strip()},o.prototype.sub=function(e){return this.clone().isub(e)};var p=function(e,t,r){var n,i,o,a=e.words,s=t.words,c=r.words,u=0,l=0|a[0],h=8191&l,f=l>>>13,d=0|a[1],p=8191&d,g=d>>>13,m=0|a[2],b=8191&m,v=m>>>13,y=0|a[3],w=8191&y,O=y>>>13,j=0|a[4],M=8191&j,E=j>>>13,A=0|a[5],k=8191&A,x=A>>>13,S=0|a[6],C=8191&S,P=S>>>13,D=0|a[7],R=8191&D,B=D>>>13,I=0|a[8],T=8191&I,N=I>>>13,H=0|a[9],G=8191&H,z=H>>>13,F=0|s[0],L=8191&F,Q=F>>>13,U=0|s[1],q=8191&U,Z=U>>>13,X=0|s[2],Y=8191&X,W=X>>>13,K=0|s[3],V=8191&K,J=K>>>13,_=0|s[4],$=8191&_,ee=_>>>13,te=0|s[5],re=8191&te,ne=te>>>13,ie=0|s[6],oe=8191&ie,ae=ie>>>13,se=0|s[7],ce=8191&se,ue=se>>>13,le=0|s[8],he=8191&le,fe=le>>>13,de=0|s[9],pe=8191&de,ge=de>>>13;r.negative=e.negative^t.negative,r.length=19;var me=(u+(n=Math.imul(h,L))|0)+((8191&(i=(i=Math.imul(h,Q))+Math.imul(f,L)|0))<<13)|0;u=((o=Math.imul(f,Q))+(i>>>13)|0)+(me>>>26)|0,me&=67108863,n=Math.imul(p,L),i=(i=Math.imul(p,Q))+Math.imul(g,L)|0,o=Math.imul(g,Q);var be=(u+(n=n+Math.imul(h,q)|0)|0)+((8191&(i=(i=i+Math.imul(h,Z)|0)+Math.imul(f,q)|0))<<13)|0;u=((o=o+Math.imul(f,Z)|0)+(i>>>13)|0)+(be>>>26)|0,be&=67108863,n=Math.imul(b,L),i=(i=Math.imul(b,Q))+Math.imul(v,L)|0,o=Math.imul(v,Q),n=n+Math.imul(p,q)|0,i=(i=i+Math.imul(p,Z)|0)+Math.imul(g,q)|0,o=o+Math.imul(g,Z)|0;var ve=(u+(n=n+Math.imul(h,Y)|0)|0)+((8191&(i=(i=i+Math.imul(h,W)|0)+Math.imul(f,Y)|0))<<13)|0;u=((o=o+Math.imul(f,W)|0)+(i>>>13)|0)+(ve>>>26)|0,ve&=67108863,n=Math.imul(w,L),i=(i=Math.imul(w,Q))+Math.imul(O,L)|0,o=Math.imul(O,Q),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,Z)|0)+Math.imul(v,q)|0,o=o+Math.imul(v,Z)|0,n=n+Math.imul(p,Y)|0,i=(i=i+Math.imul(p,W)|0)+Math.imul(g,Y)|0,o=o+Math.imul(g,W)|0;var ye=(u+(n=n+Math.imul(h,V)|0)|0)+((8191&(i=(i=i+Math.imul(h,J)|0)+Math.imul(f,V)|0))<<13)|0;u=((o=o+Math.imul(f,J)|0)+(i>>>13)|0)+(ye>>>26)|0,ye&=67108863,n=Math.imul(M,L),i=(i=Math.imul(M,Q))+Math.imul(E,L)|0,o=Math.imul(E,Q),n=n+Math.imul(w,q)|0,i=(i=i+Math.imul(w,Z)|0)+Math.imul(O,q)|0,o=o+Math.imul(O,Z)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,W)|0)+Math.imul(v,Y)|0,o=o+Math.imul(v,W)|0,n=n+Math.imul(p,V)|0,i=(i=i+Math.imul(p,J)|0)+Math.imul(g,V)|0,o=o+Math.imul(g,J)|0;var we=(u+(n=n+Math.imul(h,$)|0)|0)+((8191&(i=(i=i+Math.imul(h,ee)|0)+Math.imul(f,$)|0))<<13)|0;u=((o=o+Math.imul(f,ee)|0)+(i>>>13)|0)+(we>>>26)|0,we&=67108863,n=Math.imul(k,L),i=(i=Math.imul(k,Q))+Math.imul(x,L)|0,o=Math.imul(x,Q),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,Z)|0)+Math.imul(E,q)|0,o=o+Math.imul(E,Z)|0,n=n+Math.imul(w,Y)|0,i=(i=i+Math.imul(w,W)|0)+Math.imul(O,Y)|0,o=o+Math.imul(O,W)|0,n=n+Math.imul(b,V)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(v,V)|0,o=o+Math.imul(v,J)|0,n=n+Math.imul(p,$)|0,i=(i=i+Math.imul(p,ee)|0)+Math.imul(g,$)|0,o=o+Math.imul(g,ee)|0;var Oe=(u+(n=n+Math.imul(h,re)|0)|0)+((8191&(i=(i=i+Math.imul(h,ne)|0)+Math.imul(f,re)|0))<<13)|0;u=((o=o+Math.imul(f,ne)|0)+(i>>>13)|0)+(Oe>>>26)|0,Oe&=67108863,n=Math.imul(C,L),i=(i=Math.imul(C,Q))+Math.imul(P,L)|0,o=Math.imul(P,Q),n=n+Math.imul(k,q)|0,i=(i=i+Math.imul(k,Z)|0)+Math.imul(x,q)|0,o=o+Math.imul(x,Z)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,W)|0)+Math.imul(E,Y)|0,o=o+Math.imul(E,W)|0,n=n+Math.imul(w,V)|0,i=(i=i+Math.imul(w,J)|0)+Math.imul(O,V)|0,o=o+Math.imul(O,J)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,ee)|0)+Math.imul(v,$)|0,o=o+Math.imul(v,ee)|0,n=n+Math.imul(p,re)|0,i=(i=i+Math.imul(p,ne)|0)+Math.imul(g,re)|0,o=o+Math.imul(g,ne)|0;var je=(u+(n=n+Math.imul(h,oe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ae)|0)+Math.imul(f,oe)|0))<<13)|0;u=((o=o+Math.imul(f,ae)|0)+(i>>>13)|0)+(je>>>26)|0,je&=67108863,n=Math.imul(R,L),i=(i=Math.imul(R,Q))+Math.imul(B,L)|0,o=Math.imul(B,Q),n=n+Math.imul(C,q)|0,i=(i=i+Math.imul(C,Z)|0)+Math.imul(P,q)|0,o=o+Math.imul(P,Z)|0,n=n+Math.imul(k,Y)|0,i=(i=i+Math.imul(k,W)|0)+Math.imul(x,Y)|0,o=o+Math.imul(x,W)|0,n=n+Math.imul(M,V)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(E,V)|0,o=o+Math.imul(E,J)|0,n=n+Math.imul(w,$)|0,i=(i=i+Math.imul(w,ee)|0)+Math.imul(O,$)|0,o=o+Math.imul(O,ee)|0,n=n+Math.imul(b,re)|0,i=(i=i+Math.imul(b,ne)|0)+Math.imul(v,re)|0,o=o+Math.imul(v,ne)|0,n=n+Math.imul(p,oe)|0,i=(i=i+Math.imul(p,ae)|0)+Math.imul(g,oe)|0,o=o+Math.imul(g,ae)|0;var Me=(u+(n=n+Math.imul(h,ce)|0)|0)+((8191&(i=(i=i+Math.imul(h,ue)|0)+Math.imul(f,ce)|0))<<13)|0;u=((o=o+Math.imul(f,ue)|0)+(i>>>13)|0)+(Me>>>26)|0,Me&=67108863,n=Math.imul(T,L),i=(i=Math.imul(T,Q))+Math.imul(N,L)|0,o=Math.imul(N,Q),n=n+Math.imul(R,q)|0,i=(i=i+Math.imul(R,Z)|0)+Math.imul(B,q)|0,o=o+Math.imul(B,Z)|0,n=n+Math.imul(C,Y)|0,i=(i=i+Math.imul(C,W)|0)+Math.imul(P,Y)|0,o=o+Math.imul(P,W)|0,n=n+Math.imul(k,V)|0,i=(i=i+Math.imul(k,J)|0)+Math.imul(x,V)|0,o=o+Math.imul(x,J)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,ee)|0)+Math.imul(E,$)|0,o=o+Math.imul(E,ee)|0,n=n+Math.imul(w,re)|0,i=(i=i+Math.imul(w,ne)|0)+Math.imul(O,re)|0,o=o+Math.imul(O,ne)|0,n=n+Math.imul(b,oe)|0,i=(i=i+Math.imul(b,ae)|0)+Math.imul(v,oe)|0,o=o+Math.imul(v,ae)|0,n=n+Math.imul(p,ce)|0,i=(i=i+Math.imul(p,ue)|0)+Math.imul(g,ce)|0,o=o+Math.imul(g,ue)|0;var Ee=(u+(n=n+Math.imul(h,he)|0)|0)+((8191&(i=(i=i+Math.imul(h,fe)|0)+Math.imul(f,he)|0))<<13)|0;u=((o=o+Math.imul(f,fe)|0)+(i>>>13)|0)+(Ee>>>26)|0,Ee&=67108863,n=Math.imul(G,L),i=(i=Math.imul(G,Q))+Math.imul(z,L)|0,o=Math.imul(z,Q),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,Z)|0)+Math.imul(N,q)|0,o=o+Math.imul(N,Z)|0,n=n+Math.imul(R,Y)|0,i=(i=i+Math.imul(R,W)|0)+Math.imul(B,Y)|0,o=o+Math.imul(B,W)|0,n=n+Math.imul(C,V)|0,i=(i=i+Math.imul(C,J)|0)+Math.imul(P,V)|0,o=o+Math.imul(P,J)|0,n=n+Math.imul(k,$)|0,i=(i=i+Math.imul(k,ee)|0)+Math.imul(x,$)|0,o=o+Math.imul(x,ee)|0,n=n+Math.imul(M,re)|0,i=(i=i+Math.imul(M,ne)|0)+Math.imul(E,re)|0,o=o+Math.imul(E,ne)|0,n=n+Math.imul(w,oe)|0,i=(i=i+Math.imul(w,ae)|0)+Math.imul(O,oe)|0,o=o+Math.imul(O,ae)|0,n=n+Math.imul(b,ce)|0,i=(i=i+Math.imul(b,ue)|0)+Math.imul(v,ce)|0,o=o+Math.imul(v,ue)|0,n=n+Math.imul(p,he)|0,i=(i=i+Math.imul(p,fe)|0)+Math.imul(g,he)|0,o=o+Math.imul(g,fe)|0;var Ae=(u+(n=n+Math.imul(h,pe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ge)|0)+Math.imul(f,pe)|0))<<13)|0;u=((o=o+Math.imul(f,ge)|0)+(i>>>13)|0)+(Ae>>>26)|0,Ae&=67108863,n=Math.imul(G,q),i=(i=Math.imul(G,Z))+Math.imul(z,q)|0,o=Math.imul(z,Z),n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,W)|0)+Math.imul(N,Y)|0,o=o+Math.imul(N,W)|0,n=n+Math.imul(R,V)|0,i=(i=i+Math.imul(R,J)|0)+Math.imul(B,V)|0,o=o+Math.imul(B,J)|0,n=n+Math.imul(C,$)|0,i=(i=i+Math.imul(C,ee)|0)+Math.imul(P,$)|0,o=o+Math.imul(P,ee)|0,n=n+Math.imul(k,re)|0,i=(i=i+Math.imul(k,ne)|0)+Math.imul(x,re)|0,o=o+Math.imul(x,ne)|0,n=n+Math.imul(M,oe)|0,i=(i=i+Math.imul(M,ae)|0)+Math.imul(E,oe)|0,o=o+Math.imul(E,ae)|0,n=n+Math.imul(w,ce)|0,i=(i=i+Math.imul(w,ue)|0)+Math.imul(O,ce)|0,o=o+Math.imul(O,ue)|0,n=n+Math.imul(b,he)|0,i=(i=i+Math.imul(b,fe)|0)+Math.imul(v,he)|0,o=o+Math.imul(v,fe)|0;var ke=(u+(n=n+Math.imul(p,pe)|0)|0)+((8191&(i=(i=i+Math.imul(p,ge)|0)+Math.imul(g,pe)|0))<<13)|0;u=((o=o+Math.imul(g,ge)|0)+(i>>>13)|0)+(ke>>>26)|0,ke&=67108863,n=Math.imul(G,Y),i=(i=Math.imul(G,W))+Math.imul(z,Y)|0,o=Math.imul(z,W),n=n+Math.imul(T,V)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(N,V)|0,o=o+Math.imul(N,J)|0,n=n+Math.imul(R,$)|0,i=(i=i+Math.imul(R,ee)|0)+Math.imul(B,$)|0,o=o+Math.imul(B,ee)|0,n=n+Math.imul(C,re)|0,i=(i=i+Math.imul(C,ne)|0)+Math.imul(P,re)|0,o=o+Math.imul(P,ne)|0,n=n+Math.imul(k,oe)|0,i=(i=i+Math.imul(k,ae)|0)+Math.imul(x,oe)|0,o=o+Math.imul(x,ae)|0,n=n+Math.imul(M,ce)|0,i=(i=i+Math.imul(M,ue)|0)+Math.imul(E,ce)|0,o=o+Math.imul(E,ue)|0,n=n+Math.imul(w,he)|0,i=(i=i+Math.imul(w,fe)|0)+Math.imul(O,he)|0,o=o+Math.imul(O,fe)|0;var xe=(u+(n=n+Math.imul(b,pe)|0)|0)+((8191&(i=(i=i+Math.imul(b,ge)|0)+Math.imul(v,pe)|0))<<13)|0;u=((o=o+Math.imul(v,ge)|0)+(i>>>13)|0)+(xe>>>26)|0,xe&=67108863,n=Math.imul(G,V),i=(i=Math.imul(G,J))+Math.imul(z,V)|0,o=Math.imul(z,J),n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,ee)|0)+Math.imul(N,$)|0,o=o+Math.imul(N,ee)|0,n=n+Math.imul(R,re)|0,i=(i=i+Math.imul(R,ne)|0)+Math.imul(B,re)|0,o=o+Math.imul(B,ne)|0,n=n+Math.imul(C,oe)|0,i=(i=i+Math.imul(C,ae)|0)+Math.imul(P,oe)|0,o=o+Math.imul(P,ae)|0,n=n+Math.imul(k,ce)|0,i=(i=i+Math.imul(k,ue)|0)+Math.imul(x,ce)|0,o=o+Math.imul(x,ue)|0,n=n+Math.imul(M,he)|0,i=(i=i+Math.imul(M,fe)|0)+Math.imul(E,he)|0,o=o+Math.imul(E,fe)|0;var Se=(u+(n=n+Math.imul(w,pe)|0)|0)+((8191&(i=(i=i+Math.imul(w,ge)|0)+Math.imul(O,pe)|0))<<13)|0;u=((o=o+Math.imul(O,ge)|0)+(i>>>13)|0)+(Se>>>26)|0,Se&=67108863,n=Math.imul(G,$),i=(i=Math.imul(G,ee))+Math.imul(z,$)|0,o=Math.imul(z,ee),n=n+Math.imul(T,re)|0,i=(i=i+Math.imul(T,ne)|0)+Math.imul(N,re)|0,o=o+Math.imul(N,ne)|0,n=n+Math.imul(R,oe)|0,i=(i=i+Math.imul(R,ae)|0)+Math.imul(B,oe)|0,o=o+Math.imul(B,ae)|0,n=n+Math.imul(C,ce)|0,i=(i=i+Math.imul(C,ue)|0)+Math.imul(P,ce)|0,o=o+Math.imul(P,ue)|0,n=n+Math.imul(k,he)|0,i=(i=i+Math.imul(k,fe)|0)+Math.imul(x,he)|0,o=o+Math.imul(x,fe)|0;var Ce=(u+(n=n+Math.imul(M,pe)|0)|0)+((8191&(i=(i=i+Math.imul(M,ge)|0)+Math.imul(E,pe)|0))<<13)|0;u=((o=o+Math.imul(E,ge)|0)+(i>>>13)|0)+(Ce>>>26)|0,Ce&=67108863,n=Math.imul(G,re),i=(i=Math.imul(G,ne))+Math.imul(z,re)|0,o=Math.imul(z,ne),n=n+Math.imul(T,oe)|0,i=(i=i+Math.imul(T,ae)|0)+Math.imul(N,oe)|0,o=o+Math.imul(N,ae)|0,n=n+Math.imul(R,ce)|0,i=(i=i+Math.imul(R,ue)|0)+Math.imul(B,ce)|0,o=o+Math.imul(B,ue)|0,n=n+Math.imul(C,he)|0,i=(i=i+Math.imul(C,fe)|0)+Math.imul(P,he)|0,o=o+Math.imul(P,fe)|0;var Pe=(u+(n=n+Math.imul(k,pe)|0)|0)+((8191&(i=(i=i+Math.imul(k,ge)|0)+Math.imul(x,pe)|0))<<13)|0;u=((o=o+Math.imul(x,ge)|0)+(i>>>13)|0)+(Pe>>>26)|0,Pe&=67108863,n=Math.imul(G,oe),i=(i=Math.imul(G,ae))+Math.imul(z,oe)|0,o=Math.imul(z,ae),n=n+Math.imul(T,ce)|0,i=(i=i+Math.imul(T,ue)|0)+Math.imul(N,ce)|0,o=o+Math.imul(N,ue)|0,n=n+Math.imul(R,he)|0,i=(i=i+Math.imul(R,fe)|0)+Math.imul(B,he)|0,o=o+Math.imul(B,fe)|0;var De=(u+(n=n+Math.imul(C,pe)|0)|0)+((8191&(i=(i=i+Math.imul(C,ge)|0)+Math.imul(P,pe)|0))<<13)|0;u=((o=o+Math.imul(P,ge)|0)+(i>>>13)|0)+(De>>>26)|0,De&=67108863,n=Math.imul(G,ce),i=(i=Math.imul(G,ue))+Math.imul(z,ce)|0,o=Math.imul(z,ue),n=n+Math.imul(T,he)|0,i=(i=i+Math.imul(T,fe)|0)+Math.imul(N,he)|0,o=o+Math.imul(N,fe)|0;var Re=(u+(n=n+Math.imul(R,pe)|0)|0)+((8191&(i=(i=i+Math.imul(R,ge)|0)+Math.imul(B,pe)|0))<<13)|0;u=((o=o+Math.imul(B,ge)|0)+(i>>>13)|0)+(Re>>>26)|0,Re&=67108863,n=Math.imul(G,he),i=(i=Math.imul(G,fe))+Math.imul(z,he)|0,o=Math.imul(z,fe);var Be=(u+(n=n+Math.imul(T,pe)|0)|0)+((8191&(i=(i=i+Math.imul(T,ge)|0)+Math.imul(N,pe)|0))<<13)|0;u=((o=o+Math.imul(N,ge)|0)+(i>>>13)|0)+(Be>>>26)|0,Be&=67108863;var Ie=(u+(n=Math.imul(G,pe))|0)+((8191&(i=(i=Math.imul(G,ge))+Math.imul(z,pe)|0))<<13)|0;return u=((o=Math.imul(z,ge))+(i>>>13)|0)+(Ie>>>26)|0,Ie&=67108863,c[0]=me,c[1]=be,c[2]=ve,c[3]=ye,c[4]=we,c[5]=Oe,c[6]=je,c[7]=Me,c[8]=Ee,c[9]=Ae,c[10]=ke,c[11]=xe,c[12]=Se,c[13]=Ce,c[14]=Pe,c[15]=De,c[16]=Re,c[17]=Be,c[18]=Ie,0!==u&&(c[19]=u,r.length++),r};function g(e,t,r){return(new m).mulp(e,t,r)}function m(e,t){this.x=e,this.y=t}Math.imul||(p=d),o.prototype.mulTo=function(e,t){var r=this.length+e.length;return 10===this.length&&10===e.length?p(this,e,t):r<63?d(this,e,t):r<1024?function(e,t,r){r.negative=t.negative^e.negative,r.length=e.length+t.length;for(var n=0,i=0,o=0;o<r.length-1;o++){var a=i;i=0;for(var s=67108863&n,c=Math.min(o,t.length-1),u=Math.max(0,o-e.length+1);u<=c;u++){var l=o-u,h=(0|e.words[l])*(0|t.words[u]),f=67108863&h;s=67108863&(f=f+s|0),i+=(a=(a=a+(h/67108864|0)|0)+(f>>>26)|0)>>>26,a&=67108863}r.words[o]=s,n=a,a=i}return 0!==n?r.words[o]=n:r.length--,r.strip()}(this,e,t):g(this,e,t)},m.prototype.makeRBT=function(e){for(var t=new Array(e),r=o.prototype._countBits(e)-1,n=0;n<e;n++)t[n]=this.revBin(n,r,e);return t},m.prototype.revBin=function(e,t,r){if(0===e||e===r-1)return e;for(var n=0,i=0;i<t;i++)n|=(1&e)<<t-i-1,e>>=1;return n},m.prototype.permute=function(e,t,r,n,i,o){for(var a=0;a<o;a++)n[a]=t[e[a]],i[a]=r[e[a]]},m.prototype.transform=function(e,t,r,n,i,o){this.permute(o,e,t,r,n,i);for(var a=1;a<i;a<<=1)for(var s=a<<1,c=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),l=0;l<i;l+=s)for(var h=c,f=u,d=0;d<a;d++){var p=r[l+d],g=n[l+d],m=r[l+d+a],b=n[l+d+a],v=h*m-f*b;b=h*b+f*m,m=v,r[l+d]=p+m,n[l+d]=g+b,r[l+d+a]=p-m,n[l+d+a]=g-b,d!==s&&(v=c*h-u*f,f=c*f+u*h,h=v)}},m.prototype.guessLen13b=function(e,t){var r=1|Math.max(t,e),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},m.prototype.conjugate=function(e,t,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=e[n];e[n]=e[r-n-1],e[r-n-1]=i,i=t[n],t[n]=-t[r-n-1],t[r-n-1]=-i}},m.prototype.normalize13b=function(e,t){for(var r=0,n=0;n<t/2;n++){var i=8192*Math.round(e[2*n+1]/t)+Math.round(e[2*n]/t)+r;e[n]=67108863&i,r=i<67108864?0:i/67108864|0}return e},m.prototype.convert13b=function(e,t,r,i){for(var o=0,a=0;a<t;a++)o+=0|e[a],r[2*a]=8191&o,o>>>=13,r[2*a+1]=8191&o,o>>>=13;for(a=2*t;a<i;++a)r[a]=0;n(0===o),n(0==(-8192&o))},m.prototype.stub=function(e){for(var t=new Array(e),r=0;r<e;r++)t[r]=0;return t},m.prototype.mulp=function(e,t,r){var n=2*this.guessLen13b(e.length,t.length),i=this.makeRBT(n),o=this.stub(n),a=new Array(n),s=new Array(n),c=new Array(n),u=new Array(n),l=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(e.words,e.length,a,n),this.convert13b(t.words,t.length,u,n),this.transform(a,o,s,c,n,i),this.transform(u,o,l,h,n,i);for(var d=0;d<n;d++){var p=s[d]*l[d]-c[d]*h[d];c[d]=s[d]*h[d]+c[d]*l[d],s[d]=p}return this.conjugate(s,c,n),this.transform(s,c,f,o,n,i),this.conjugate(f,o,n),this.normalize13b(f,n),r.negative=e.negative^t.negative,r.length=e.length+t.length,r.strip()},o.prototype.mul=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),this.mulTo(e,t)},o.prototype.mulf=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),g(this,e,t)},o.prototype.imul=function(e){return this.clone().mulTo(e,this)},o.prototype.imuln=function(e){n("number"==typeof e),n(e<67108864);for(var t=0,r=0;r<this.length;r++){var i=(0|this.words[r])*e,o=(67108863&i)+(67108863&t);t>>=26,t+=i/67108864|0,t+=o>>>26,this.words[r]=67108863&o}return 0!==t&&(this.words[r]=t,this.length++),this},o.prototype.muln=function(e){return this.clone().imuln(e)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(e){var t=function(e){for(var t=new Array(e.bitLength()),r=0;r<t.length;r++){var n=r/26|0,i=r%26;t[r]=(e.words[n]&1<<i)>>>i}return t}(e);if(0===t.length)return new o(1);for(var r=this,n=0;n<t.length&&0===t[n];n++,r=r.sqr());if(++n<t.length)for(var i=r.sqr();n<t.length;n++,i=i.sqr())0!==t[n]&&(r=r.mul(i));return r},o.prototype.iushln=function(e){n("number"==typeof e&&e>=0);var t,r=e%26,i=(e-r)/26,o=67108863>>>26-r<<26-r;if(0!==r){var a=0;for(t=0;t<this.length;t++){var s=this.words[t]&o,c=(0|this.words[t])-s<<r;this.words[t]=c|a,a=s>>>26-r}a&&(this.words[t]=a,this.length++)}if(0!==i){for(t=this.length-1;t>=0;t--)this.words[t+i]=this.words[t];for(t=0;t<i;t++)this.words[t]=0;this.length+=i}return this.strip()},o.prototype.ishln=function(e){return n(0===this.negative),this.iushln(e)},o.prototype.iushrn=function(e,t,r){var i;n("number"==typeof e&&e>=0),i=t?(t-t%26)/26:0;var o=e%26,a=Math.min((e-o)/26,this.length),s=67108863^67108863>>>o<<o,c=r;if(i-=a,i=Math.max(0,i),c){for(var u=0;u<a;u++)c.words[u]=this.words[u];c.length=a}if(0===a);else if(this.length>a)for(this.length-=a,u=0;u<this.length;u++)this.words[u]=this.words[u+a];else this.words[0]=0,this.length=1;var l=0;for(u=this.length-1;u>=0&&(0!==l||u>=i);u--){var h=0|this.words[u];this.words[u]=l<<26-o|h>>>o,l=h&s}return c&&0!==l&&(c.words[c.length++]=l),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},o.prototype.ishrn=function(e,t,r){return n(0===this.negative),this.iushrn(e,t,r)},o.prototype.shln=function(e){return this.clone().ishln(e)},o.prototype.ushln=function(e){return this.clone().iushln(e)},o.prototype.shrn=function(e){return this.clone().ishrn(e)},o.prototype.ushrn=function(e){return this.clone().iushrn(e)},o.prototype.testn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26,i=1<<t;return!(this.length<=r||!(this.words[r]&i))},o.prototype.imaskn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26;if(n(0===this.negative,"imaskn works only with positive numbers"),this.length<=r)return this;if(0!==t&&r++,this.length=Math.min(r,this.length),0!==t){var i=67108863^67108863>>>t<<t;this.words[this.length-1]&=i}return this.strip()},o.prototype.maskn=function(e){return this.clone().imaskn(e)},o.prototype.iaddn=function(e){return n("number"==typeof e),n(e<67108864),e<0?this.isubn(-e):0!==this.negative?1===this.length&&(0|this.words[0])<e?(this.words[0]=e-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(e),this.negative=1,this):this._iaddn(e)},o.prototype._iaddn=function(e){this.words[0]+=e;for(var t=0;t<this.length&&this.words[t]>=67108864;t++)this.words[t]-=67108864,t===this.length-1?this.words[t+1]=1:this.words[t+1]++;return this.length=Math.max(this.length,t+1),this},o.prototype.isubn=function(e){if(n("number"==typeof e),n(e<67108864),e<0)return this.iaddn(-e);if(0!==this.negative)return this.negative=0,this.iaddn(e),this.negative=1,this;if(this.words[0]-=e,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var t=0;t<this.length&&this.words[t]<0;t++)this.words[t]+=67108864,this.words[t+1]-=1;return this.strip()},o.prototype.addn=function(e){return this.clone().iaddn(e)},o.prototype.subn=function(e){return this.clone().isubn(e)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(e,t,r){var i,o,a=e.length+r;this._expand(a);var s=0;for(i=0;i<e.length;i++){o=(0|this.words[i+r])+s;var c=(0|e.words[i])*t;s=((o-=67108863&c)>>26)-(c/67108864|0),this.words[i+r]=67108863&o}for(;i<this.length-r;i++)s=(o=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&o;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(o=-(0|this.words[i])+s)>>26,this.words[i]=67108863&o;return this.negative=1,this.strip()},o.prototype._wordDiv=function(e,t){var r=(this.length,e.length),n=this.clone(),i=e,a=0|i.words[i.length-1];0!=(r=26-this._countBits(a))&&(i=i.ushln(r),n.iushln(r),a=0|i.words[i.length-1]);var s,c=n.length-i.length;if("mod"!==t){(s=new o(null)).length=c+1,s.words=new Array(s.length);for(var u=0;u<s.length;u++)s.words[u]=0}var l=n.clone()._ishlnsubmul(i,1,c);0===l.negative&&(n=l,s&&(s.words[c]=1));for(var h=c-1;h>=0;h--){var f=67108864*(0|n.words[i.length+h])+(0|n.words[i.length+h-1]);for(f=Math.min(f/a|0,67108863),n._ishlnsubmul(i,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(i,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s.strip(),n.strip(),"div"!==t&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},o.prototype.divmod=function(e,t,r){return n(!e.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===e.negative?(s=this.neg().divmod(e,t),"mod"!==t&&(i=s.div.neg()),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.iadd(e)),{div:i,mod:a}):0===this.negative&&0!==e.negative?(s=this.divmod(e.neg(),t),"mod"!==t&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&e.negative)?(s=this.neg().divmod(e.neg(),t),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.isub(e)),{div:s.div,mod:a}):e.length>this.length||this.cmp(e)<0?{div:new o(0),mod:this}:1===e.length?"div"===t?{div:this.divn(e.words[0]),mod:null}:"mod"===t?{div:null,mod:new o(this.modn(e.words[0]))}:{div:this.divn(e.words[0]),mod:new o(this.modn(e.words[0]))}:this._wordDiv(e,t);var i,a,s},o.prototype.div=function(e){return this.divmod(e,"div",!1).div},o.prototype.mod=function(e){return this.divmod(e,"mod",!1).mod},o.prototype.umod=function(e){return this.divmod(e,"mod",!0).mod},o.prototype.divRound=function(e){var t=this.divmod(e);if(t.mod.isZero())return t.div;var r=0!==t.div.negative?t.mod.isub(e):t.mod,n=e.ushrn(1),i=e.andln(1),o=r.cmp(n);return o<0||1===i&&0===o?t.div:0!==t.div.negative?t.div.isubn(1):t.div.iaddn(1)},o.prototype.modn=function(e){n(e<=67108863);for(var t=(1<<26)%e,r=0,i=this.length-1;i>=0;i--)r=(t*r+(0|this.words[i]))%e;return r},o.prototype.idivn=function(e){n(e<=67108863);for(var t=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*t;this.words[r]=i/e|0,t=i%e}return this.strip()},o.prototype.divn=function(e){return 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this._expand(r+1),this.words[r]|=i,this;for(var o=i,a=r;0!==o&&a<this.length;a++){var s=0|this.words[a];o=(s+=o)>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(e){var t,r=e<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)t=1;else{r&&(e=-e),n(e<=67108863,"Number is too big");var i=0|this.words[0];t=i===e?0:i<e?-1:1}return 0!==this.negative?0|-t:t},o.prototype.cmp=function(e){if(0!==this.negative&&0===e.negative)return-1;if(0===this.negative&&0!==e.negative)return 1;var t=this.ucmp(e);return 0!==this.negative?0|-t:t},o.prototype.ucmp=function(e){if(this.length>e.length)return 1;if(this.length<e.length)return-1;for(var t=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|e.words[r];if(n!==i){n<i?t=-1:n>i&&(t=1);break}}return t},o.prototype.gtn=function(e){return 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s=0;s<=24;s+=8)i<<=1,i|=t>>s+a&1;for(s=0;s<=24;s+=8)i<<=1,i|=e>>s+a&1}for(s=0;s<=24;s+=8)i<<=1,i|=t>>s+a&1;for(a=1;a<=3;a++){for(s=0;s<=24;s+=8)o<<=1,o|=t>>s+a&1;for(s=0;s<=24;s+=8)o<<=1,o|=e>>s+a&1}for(s=0;s<=24;s+=8)o<<=1,o|=e>>s+a&1;r[n+0]=i>>>0,r[n+1]=o>>>0},t.r28shl=function(e,t){return e<<t&268435455|e>>>28-t};var n=[14,11,17,4,27,23,25,0,13,22,7,18,5,9,16,24,2,20,12,21,1,8,15,26,15,4,25,19,9,1,26,16,5,11,23,8,12,7,17,0,22,3,10,14,6,20,27,24];t.pc2=function(e,t,r,i){for(var o=0,a=0,s=n.length>>>1,c=0;c<s;c++)o<<=1,o|=e>>>n[c]&1;for(c=s;c<n.length;c++)a<<=1,a|=t>>>n[c]&1;r[i+0]=o>>>0,r[i+1]=a>>>0},t.expand=function(e,t,r){var n=0,i=0;n=(1&e)<<5|e>>>27;for(var o=23;o>=15;o-=4)n<<=6,n|=e>>>o&63;for(o=11;o>=3;o-=4)i|=e>>>o&63,i<<=6;i|=(31&e)<<1|e>>>31,t[r+0]=n>>>0,t[r+1]=i>>>0};var i=[14,0,4,15,13,7,1,4,2,14,15,2,11,13,8,1,3,10,10,6,6,12,12,11,5,9,9,5,0,3,7,8,4,15,1,12,14,8,8,2,13,4,6,9,2,1,11,7,15,5,12,11,9,3,7,14,3,10,10,0,5,6,0,13,15,3,1,13,8,4,14,7,6,15,11,2,3,8,4,14,9,12,7,0,2,1,13,10,12,6,0,9,5,11,10,5,0,13,14,8,7,10,11,1,10,3,4,15,13,4,1,2,5,11,8,6,12,7,6,12,9,0,3,5,2,14,15,9,10,13,0,7,9,0,14,9,6,3,3,4,15,6,5,10,1,2,13,8,12,5,7,14,11,12,4,11,2,15,8,1,13,1,6,10,4,13,9,0,8,6,15,9,3,8,0,7,11,4,1,15,2,14,12,3,5,11,10,5,14,2,7,12,7,13,13,8,14,11,3,5,0,6,6,15,9,0,10,3,1,4,2,7,8,2,5,12,11,1,12,10,4,14,15,9,10,3,6,15,9,0,0,6,12,10,11,1,7,13,13,8,15,9,1,4,3,5,14,11,5,12,2,7,8,2,4,14,2,14,12,11,4,2,1,12,7,4,10,7,11,13,6,1,8,5,5,0,3,15,15,10,13,3,0,9,14,8,9,6,4,11,2,8,1,12,11,7,10,1,13,14,7,2,8,13,15,6,9,15,12,0,5,9,6,10,3,4,0,5,14,3,12,10,1,15,10,4,15,2,9,7,2,12,6,9,8,5,0,6,13,1,3,13,4,14,14,0,7,11,5,3,11,8,9,4,14,3,15,2,5,12,2,9,8,5,12,15,3,10,7,11,0,14,4,1,10,7,1,6,13,0,11,8,6,13,4,13,11,0,2,11,14,7,15,4,0,9,8,1,13,10,3,14,12,3,9,5,7,12,5,2,10,15,6,8,1,6,1,6,4,11,11,13,13,8,12,1,3,4,7,10,14,7,10,9,15,5,6,0,8,15,0,14,5,2,9,3,2,12,13,1,2,15,8,13,4,8,6,10,15,3,11,7,1,4,10,12,9,5,3,6,14,11,5,0,0,14,12,9,7,2,7,2,11,1,4,14,1,7,9,4,12,10,14,8,2,13,0,15,6,12,10,9,13,0,15,3,3,5,5,6,8,11];t.substitute=function(e,t){for(var r=0,n=0;n<4;n++)r<<=4,r|=i[64*n+(e>>>18-6*n&63)];for(n=0;n<4;n++)r<<=4,r|=i[256+64*n+(t>>>18-6*n&63)];return r>>>0};var o=[16,25,12,11,3,20,4,15,31,17,9,6,27,14,1,22,30,24,8,18,0,5,29,23,13,19,2,26,10,21,28,7];t.permute=function(e){for(var t=0,r=0;r<o.length;r++)t<<=1,t|=e>>>o[r]&1;return t>>>0},t.padSplit=function(e,t,r){for(var n=e.toString(2);n.length<t;)n="0"+n;for(var i=[],o=0;o<t;o+=r)i.push(n.slice(o,o+r));return i.join(" ")}},function(e,t,r){"use strict";var n=r(48),i=r(22),o=r(198),a=r(141);function s(){this.tmp=new Array(2),this.keys=null}function c(e){a.call(this,e);var t=new s;this._desState=t,this.deriveKeys(t,e.key)}i(c,a),e.exports=c,c.create=function(e){return new c(e)};var u=[1,1,2,2,2,2,2,2,1,2,2,2,2,2,2,1];c.prototype.deriveKeys=function(e,t){e.keys=new Array(32),n.equal(t.length,this.blockSize,"Invalid key length");var r=o.readUInt32BE(t,0),i=o.readUInt32BE(t,4);o.pc1(r,i,e.tmp,0),r=e.tmp[0],i=e.tmp[1];for(var a=0;a<e.keys.length;a+=2){var s=u[a>>>1];r=o.r28shl(r,s),i=o.r28shl(i,s),o.pc2(r,i,e.keys,a)}},c.prototype._update=function(e,t,r,n){var i=this._desState,a=o.readUInt32BE(e,t),s=o.readUInt32BE(e,t+4);o.ip(a,s,i.tmp,0),a=i.tmp[0],s=i.tmp[1],"encrypt"===this.type?this._encrypt(i,a,s,i.tmp,0):this._decrypt(i,a,s,i.tmp,0),a=i.tmp[0],s=i.tmp[1],o.writeUInt32BE(r,a,n),o.writeUInt32BE(r,s,n+4)},c.prototype._pad=function(e,t){for(var r=e.length-t,n=t;n<e.length;n++)e[n]=r;return!0},c.prototype._unpad=function(e){for(var t=e[e.length-1],r=e.length-t;r<e.length;r++)n.equal(e[r],t);return e.slice(0,e.length-t)},c.prototype._encrypt=function(e,t,r,n,i){for(var a=t,s=r,c=0;c<e.keys.length;c+=2){var u=e.keys[c],l=e.keys[c+1];o.expand(s,e.tmp,0),u^=e.tmp[0],l^=e.tmp[1];var h=o.substitute(u,l),f=s;s=(a^o.permute(h))>>>0,a=f}o.rip(s,a,n,i)},c.prototype._decrypt=function(e,t,r,n,i){for(var a=r,s=t,c=e.keys.length-2;c>=0;c-=2){var u=e.keys[c],l=e.keys[c+1];o.expand(a,e.tmp,0),u^=e.tmp[0],l^=e.tmp[1];var h=o.substitute(u,l),f=a;a=(s^o.permute(h))>>>0,s=f}o.rip(a,s,n,i)}},function(e,t,r){var n=r(86),i=r(24).Buffer,o=r(201);function a(e){var t=e._cipher.encryptBlockRaw(e._prev);return o(e._prev),t}t.encrypt=function(e,t){var r=Math.ceil(t.length/16),o=e._cache.length;e._cache=i.concat([e._cache,i.allocUnsafe(16*r)]);for(var s=0;s<r;s++){var c=a(e),u=o+16*s;e._cache.writeUInt32BE(c[0],u+0),e._cache.writeUInt32BE(c[1],u+4),e._cache.writeUInt32BE(c[2],u+8),e._cache.writeUInt32BE(c[3],u+12)}var l=e._cache.slice(0,t.length);return e._cache=e._cache.slice(t.length),n(t,l)}},function(e,t){e.exports=function(e){for(var t,r=e.length;r--;){if(255!==(t=e.readUInt8(r))){t++,e.writeUInt8(t,r);break}e.writeUInt8(0,r)}}},function(e){e.exports=JSON.parse('{"aes-128-ecb":{"cipher":"AES","key":128,"iv":0,"mode":"ECB","type":"block"},"aes-192-ecb":{"cipher":"AES","key":192,"iv":0,"mode":"ECB","type":"block"},"aes-256-ecb":{"cipher":"AES","key":256,"iv":0,"mode":"ECB","type":"block"},"aes-128-cbc":{"cipher":"AES","key":128,"iv":16,"mode":"CBC","type":"block"},"aes-192-cbc":{"cipher":"AES","key":192,"iv":16,"mode":"CBC","type":"block"},"aes-256-cbc":{"cipher":"AES","key":256,"iv":16,"mode":"CBC","type":"block"},"aes128":{"cipher":"AES","key":128,"iv":16,"mode":"CBC","type":"block"},"aes192":{"cipher":"AES","key":192,"iv":16,"mode":"CBC","type":"block"},"aes256":{"cipher":"AES","key":256,"iv":16,"mode":"CBC","type":"block"},"aes-128-cfb":{"cipher":"AES","key":128,"iv":16,"mode":"CFB","type":"stream"},"aes-192-cfb":{"cipher":"AES","key":192,"iv":16,"mode":"CFB","type":"stream"},"aes-256-cfb":{"cipher":"AES","key":256,"iv":16,"mode":"CFB","type":"stream"},"aes-128-cfb8":{"cipher":"AES","key":128,"iv":16,"mode":"CFB8","type":"stream"},"aes-192-cfb8":{"cipher":"AES","key":192,"iv":16,"mode":"CFB8","type":"stream"},"aes-256-cfb8":{"cipher":"AES","key":256,"iv":16,"mode":"CFB8","type":"stream"},"aes-128-cfb1":{"cipher":"AES","key":128,"iv":16,"mode":"CFB1","type":"stream"},"aes-192-cfb1":{"cipher":"AES","key":192,"iv":16,"mode":"CFB1","type":"stream"},"aes-256-cfb1":{"cipher":"AES","key":256,"iv":16,"mode":"CFB1","type":"stream"},"aes-128-ofb":{"cipher":"AES","key":128,"iv":16,"mode":"OFB","type":"stream"},"aes-192-ofb":{"cipher":"AES","key":192,"iv":16,"mode":"OFB","type":"stream"},"aes-256-ofb":{"cipher":"AES","key":256,"iv":16,"mode":"OFB","type":"stream"},"aes-128-ctr":{"cipher":"AES","key":128,"iv":16,"mode":"CTR","type":"stream"},"aes-192-ctr":{"cipher":"AES","key":192,"iv":16,"mode":"CTR","type":"stream"},"aes-256-ctr":{"cipher":"AES","key":256,"iv":16,"mode":"CTR","type":"stream"},"aes-128-gcm":{"cipher":"AES","key":128,"iv":12,"mode":"GCM","type":"auth"},"aes-192-gcm":{"cipher":"AES","key":192,"iv":12,"mode":"GCM","type":"auth"},"aes-256-gcm":{"cipher":"AES","key":256,"iv":12,"mode":"GCM","type":"auth"}}')},function(e,t,r){var n=r(99),i=r(24).Buffer,o=r(63),a=r(22),s=r(325),c=r(86),u=r(201);function l(e,t,r,a){o.call(this);var c=i.alloc(4,0);this._cipher=new n.AES(t);var l=this._cipher.encryptBlock(c);this._ghash=new s(l),r=function(e,t,r){if(12===t.length)return e._finID=i.concat([t,i.from([0,0,0,1])]),i.concat([t,i.from([0,0,0,2])]);var n=new s(r),o=t.length,a=o%16;n.update(t),a&&(a=16-a,n.update(i.alloc(a,0))),n.update(i.alloc(8,0));var c=8*o,l=i.alloc(8);l.writeUIntBE(c,0,8),n.update(l),e._finID=n.state;var h=i.from(e._finID);return u(h),h}(this,r,l),this._prev=i.from(r),this._cache=i.allocUnsafe(0),this._secCache=i.allocUnsafe(0),this._decrypt=a,this._alen=0,this._len=0,this._mode=e,this._authTag=null,this._called=!1}a(l,o),l.prototype._update=function(e){if(!this._called&&this._alen){var t=16-this._alen%16;t<16&&(t=i.alloc(t,0),this._ghash.update(t))}this._called=!0;var r=this._mode.encrypt(this,e);return this._decrypt?this._ghash.update(e):this._ghash.update(r),this._len+=e.length,r},l.prototype._final=function(){if(this._decrypt&&!this._authTag)throw new Error("Unsupported state or unable to authenticate data");var e=c(this._ghash.final(8*this._alen,8*this._len),this._cipher.encryptBlock(this._finID));if(this._decrypt&&function(e,t){var r=0;e.length!==t.length&&r++;for(var n=Math.min(e.length,t.length),i=0;i<n;++i)r+=e[i]^t[i];return r}(e,this._authTag))throw new Error("Unsupported state or unable to authenticate data");this._authTag=e,this._cipher.scrub()},l.prototype.getAuthTag=function(){if(this._decrypt||!i.isBuffer(this._authTag))throw new Error("Attempting to get auth tag in unsupported state");return this._authTag},l.prototype.setAuthTag=function(e){if(!this._decrypt)throw new Error("Attempting to set auth tag in unsupported state");this._authTag=e},l.prototype.setAAD=function(e){if(this._called)throw new Error("Attempting to set AAD in unsupported 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t=i.mont(e);return 0===c.toRed(t).redPow(e.subn(1)).fromRed().cmpn(1)}function v(e,t){if(e<16)return new i(2===t||5===t?[140,123]:[140,39]);var r,p;for(t=new i(t);;){for(r=new i(n(Math.ceil(e/8)));r.bitLength()>e;)r.ishrn(1);if(r.isEven()&&r.iadd(s),r.testn(1)||r.iadd(c),t.cmp(c)){if(!t.cmp(u))for(;r.mod(l).cmp(h);)r.iadd(d)}else for(;r.mod(o).cmp(f);)r.iadd(d);if(m(p=r.shrn(1))&&m(r)&&b(p)&&b(r)&&a.test(p)&&a.test(r))return r}}},function(e,t,r){(function(e){!function(e,t){"use strict";function n(e,t){if(!e)throw new Error(t||"Assertion failed")}function i(e,t){e.super_=t;var r=function(){};r.prototype=t.prototype,e.prototype=new r,e.prototype.constructor=e}function o(e,t,r){if(o.isBN(e))return e;this.negative=0,this.words=null,this.length=0,this.red=null,null!==e&&("le"!==t&&"be"!==t||(r=t,t=10),this._init(e||0,t||10,r||"be"))}var a;"object"==typeof e?e.exports=o:t.BN=o,o.BN=o,o.wordSize=26;try{a="undefined"!=typeof window&&void 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i=0;"-"===(e=e.toString().replace(/\s+/g,""))[0]&&(i++,this.negative=1),i<e.length&&(16===t?this._parseHex(e,i,r):(this._parseBase(e,t,i),"le"===r&&this._initArray(this.toArray(),t,r)))},o.prototype._initNumber=function(e,t,r){e<0&&(this.negative=1,e=-e),e<67108864?(this.words=[67108863&e],this.length=1):e<4503599627370496?(this.words=[67108863&e,e/67108864&67108863],this.length=2):(n(e<9007199254740992),this.words=[67108863&e,e/67108864&67108863,1],this.length=3),"le"===r&&this._initArray(this.toArray(),t,r)},o.prototype._initArray=function(e,t,r){if(n("number"==typeof e.length),e.length<=0)return this.words=[0],this.length=1,this;this.length=Math.ceil(e.length/3),this.words=new Array(this.length);for(var i=0;i<this.length;i++)this.words[i]=0;var o,a,s=0;if("be"===r)for(i=e.length-1,o=0;i>=0;i-=3)a=e[i]|e[i-1]<<8|e[i-2]<<16,this.words[o]|=a<<s&67108863,this.words[o+1]=a>>>26-s&67108863,(s+=24)>=26&&(s-=26,o++);else if("le"===r)for(i=0,o=0;i<e.length;i+=3)a=e[i]|e[i+1]<<8|e[i+2]<<16,this.words[o]|=a<<s&67108863,this.words[o+1]=a>>>26-s&67108863,(s+=24)>=26&&(s-=26,o++);return this.strip()},o.prototype._parseHex=function(e,t,r){this.length=Math.ceil((e.length-t)/6),this.words=new Array(this.length);for(var n=0;n<this.length;n++)this.words[n]=0;var i,o=0,a=0;if("be"===r)for(n=e.length-1;n>=t;n-=2)i=c(e,t,n)<<o,this.words[a]|=67108863&i,o>=18?(o-=18,a+=1,this.words[a]|=i>>>26):o+=8;else for(n=(e.length-t)%2==0?t+1:t;n<e.length;n+=2)i=c(e,t,n)<<o,this.words[a]|=67108863&i,o>=18?(o-=18,a+=1,this.words[a]|=i>>>26):o+=8;this.strip()},o.prototype._parseBase=function(e,t,r){this.words=[0],this.length=1;for(var n=0,i=1;i<=67108863;i*=t)n++;n--,i=i/t|0;for(var o=e.length-r,a=o%n,s=Math.min(o,o-a)+r,c=0,l=r;l<s;l+=n)c=u(e,l,l+n,t),this.imuln(i),this.words[0]+c<67108864?this.words[0]+=c:this._iaddn(c);if(0!==a){var h=1;for(c=u(e,l,e.length,t),l=0;l<a;l++)h*=t;this.imuln(h),this.words[0]+c<67108864?this.words[0]+=c:this._iaddn(c)}this.strip()},o.prototype.copy=function(e){e.words=new Array(this.length);for(var t=0;t<this.length;t++)e.words[t]=this.words[t];e.length=this.length,e.negative=this.negative,e.red=this.red},o.prototype.clone=function(){var e=new o(null);return this.copy(e),e},o.prototype._expand=function(e){for(;this.length<e;)this.words[this.length++]=0;return this},o.prototype.strip=function(){for(;this.length>1&&0===this.words[this.length-1];)this.length--;return this._normSign()},o.prototype._normSign=function(){return 1===this.length&&0===this.words[0]&&(this.negative=0),this},o.prototype.inspect=function(){return(this.red?"<BN-R: ":"<BN: ")+this.toString(16)+">"};var l=["","0","00","000","0000","00000","000000","0000000","00000000","000000000","0000000000","00000000000","000000000000","0000000000000","00000000000000","000000000000000","0000000000000000","00000000000000000","000000000000000000","0000000000000000000","00000000000000000000","000000000000000000000","0000000000000000000000","00000000000000000000000","000000000000000000000000","0000000000000000000000000"],h=[0,0,25,16,12,11,10,9,8,8,7,7,7,7,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5],f=[0,0,33554432,43046721,16777216,48828125,60466176,40353607,16777216,43046721,1e7,19487171,35831808,62748517,7529536,11390625,16777216,24137569,34012224,47045881,64e6,4084101,5153632,6436343,7962624,9765625,11881376,14348907,17210368,20511149,243e5,28629151,33554432,39135393,45435424,52521875,60466176];function d(e,t,r){r.negative=t.negative^e.negative;var n=e.length+t.length|0;r.length=n,n=n-1|0;var i=0|e.words[0],o=0|t.words[0],a=i*o,s=67108863&a,c=a/67108864|0;r.words[0]=s;for(var u=1;u<n;u++){for(var l=c>>>26,h=67108863&c,f=Math.min(u,t.length-1),d=Math.max(0,u-e.length+1);d<=f;d++){var p=u-d|0;l+=(a=(i=0|e.words[p])*(o=0|t.words[d])+h)/67108864|0,h=67108863&a}r.words[u]=0|h,c=0|l}return 0!==c?r.words[u]=0|c:r.length--,r.strip()}o.prototype.toString=function(e,t){var r;if(t=0|t||1,16===(e=e||10)||"hex"===e){r="";for(var i=0,o=0,a=0;a<this.length;a++){var s=this.words[a],c=(16777215&(s<<i|o)).toString(16);r=0!=(o=s>>>24-i&16777215)||a!==this.length-1?l[6-c.length]+c+r:c+r,(i+=2)>=26&&(i-=26,a--)}for(0!==o&&(r=o.toString(16)+r);r.length%t!=0;)r="0"+r;return 0!==this.negative&&(r="-"+r),r}if(e===(0|e)&&e>=2&&e<=36){var u=h[e],d=f[e];r="";var p=this.clone();for(p.negative=0;!p.isZero();){var g=p.modn(d).toString(e);r=(p=p.idivn(d)).isZero()?g+r:l[u-g.length]+g+r}for(this.isZero()&&(r="0"+r);r.length%t!=0;)r="0"+r;return 0!==this.negative&&(r="-"+r),r}n(!1,"Base should be between 2 and 36")},o.prototype.toNumber=function(){var e=this.words[0];return 2===this.length?e+=67108864*this.words[1]:3===this.length&&1===this.words[2]?e+=4503599627370496+67108864*this.words[1]:this.length>2&&n(!1,"Number can only safely store up to 53 bits"),0!==this.negative?-e:e},o.prototype.toJSON=function(){return this.toString(16)},o.prototype.toBuffer=function(e,t){return n(void 0!==a),this.toArrayLike(a,e,t)},o.prototype.toArray=function(e,t){return this.toArrayLike(Array,e,t)},o.prototype.toArrayLike=function(e,t,r){var i=this.byteLength(),o=r||Math.max(1,i);n(i<=o,"byte array longer than desired length"),n(o>0,"Requested array length <= 0"),this.strip();var a,s,c="le"===t,u=new e(o),l=this.clone();if(c){for(s=0;!l.isZero();s++)a=l.andln(255),l.iushrn(8),u[s]=a;for(;s<o;s++)u[s]=0}else{for(s=0;s<o-i;s++)u[s]=0;for(s=0;!l.isZero();s++)a=l.andln(255),l.iushrn(8),u[o-s-1]=a}return u},Math.clz32?o.prototype._countBits=function(e){return 32-Math.clz32(e)}:o.prototype._countBits=function(e){var t=e,r=0;return t>=4096&&(r+=13,t>>>=13),t>=64&&(r+=7,t>>>=7),t>=8&&(r+=4,t>>>=4),t>=2&&(r+=2,t>>>=2),r+t},o.prototype._zeroBits=function(e){if(0===e)return 26;var t=e,r=0;return 0==(8191&t)&&(r+=13,t>>>=13),0==(127&t)&&(r+=7,t>>>=7),0==(15&t)&&(r+=4,t>>>=4),0==(3&t)&&(r+=2,t>>>=2),0==(1&t)&&r++,r},o.prototype.bitLength=function(){var e=this.words[this.length-1],t=this._countBits(e);return 26*(this.length-1)+t},o.prototype.zeroBits=function(){if(this.isZero())return 0;for(var e=0,t=0;t<this.length;t++){var r=this._zeroBits(this.words[t]);if(e+=r,26!==r)break}return e},o.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},o.prototype.toTwos=function(e){return 0!==this.negative?this.abs().inotn(e).iaddn(1):this.clone()},o.prototype.fromTwos=function(e){return this.testn(e-1)?this.notn(e).iaddn(1).ineg():this.clone()},o.prototype.isNeg=function(){return 0!==this.negative},o.prototype.neg=function(){return this.clone().ineg()},o.prototype.ineg=function(){return this.isZero()||(this.negative^=1),this},o.prototype.iuor=function(e){for(;this.length<e.length;)this.words[this.length++]=0;for(var t=0;t<e.length;t++)this.words[t]=this.words[t]|e.words[t];return this.strip()},o.prototype.ior=function(e){return n(0==(this.negative|e.negative)),this.iuor(e)},o.prototype.or=function(e){return this.length>e.length?this.clone().ior(e):e.clone().ior(this)},o.prototype.uor=function(e){return this.length>e.length?this.clone().iuor(e):e.clone().iuor(this)},o.prototype.iuand=function(e){var t;t=this.length>e.length?e:this;for(var r=0;r<t.length;r++)this.words[r]=this.words[r]&e.words[r];return this.length=t.length,this.strip()},o.prototype.iand=function(e){return n(0==(this.negative|e.negative)),this.iuand(e)},o.prototype.and=function(e){return this.length>e.length?this.clone().iand(e):e.clone().iand(this)},o.prototype.uand=function(e){return this.length>e.length?this.clone().iuand(e):e.clone().iuand(this)},o.prototype.iuxor=function(e){var t,r;this.length>e.length?(t=this,r=e):(t=e,r=this);for(var n=0;n<r.length;n++)this.words[n]=t.words[n]^r.words[n];if(this!==t)for(;n<t.length;n++)this.words[n]=t.words[n];return this.length=t.length,this.strip()},o.prototype.ixor=function(e){return n(0==(this.negative|e.negative)),this.iuxor(e)},o.prototype.xor=function(e){return this.length>e.length?this.clone().ixor(e):e.clone().ixor(this)},o.prototype.uxor=function(e){return this.length>e.length?this.clone().iuxor(e):e.clone().iuxor(this)},o.prototype.inotn=function(e){n("number"==typeof e&&e>=0);var t=0|Math.ceil(e/26),r=e%26;this._expand(t),r>0&&t--;for(var i=0;i<t;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},o.prototype.notn=function(e){return this.clone().inotn(e)},o.prototype.setn=function(e,t){n("number"==typeof e&&e>=0);var r=e/26|0,i=e%26;return this._expand(r+1),this.words[r]=t?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},o.prototype.iadd=function(e){var t,r,n;if(0!==this.negative&&0===e.negative)return this.negative=0,t=this.isub(e),this.negative^=1,this._normSign();if(0===this.negative&&0!==e.negative)return e.negative=0,t=this.isub(e),e.negative=1,t._normSign();this.length>e.length?(r=this,n=e):(r=e,n=this);for(var i=0,o=0;o<n.length;o++)t=(0|r.words[o])+(0|n.words[o])+i,this.words[o]=67108863&t,i=t>>>26;for(;0!==i&&o<r.length;o++)t=(0|r.words[o])+i,this.words[o]=67108863&t,i=t>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this},o.prototype.add=function(e){var t;return 0!==e.negative&&0===this.negative?(e.negative=0,t=this.sub(e),e.negative^=1,t):0===e.negative&&0!==this.negative?(this.negative=0,t=e.sub(this),this.negative=1,t):this.length>e.length?this.clone().iadd(e):e.clone().iadd(this)},o.prototype.isub=function(e){if(0!==e.negative){e.negative=0;var t=this.iadd(e);return e.negative=1,t._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(e),this.negative=1,this._normSign();var r,n,i=this.cmp(e);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=e):(r=e,n=this);for(var o=0,a=0;a<n.length;a++)o=(t=(0|r.words[a])-(0|n.words[a])+o)>>26,this.words[a]=67108863&t;for(;0!==o&&a<r.length;a++)o=(t=(0|r.words[a])+o)>>26,this.words[a]=67108863&t;if(0===o&&a<r.length&&r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this.length=Math.max(this.length,a),r!==this&&(this.negative=1),this.strip()},o.prototype.sub=function(e){return this.clone().isub(e)};var p=function(e,t,r){var n,i,o,a=e.words,s=t.words,c=r.words,u=0,l=0|a[0],h=8191&l,f=l>>>13,d=0|a[1],p=8191&d,g=d>>>13,m=0|a[2],b=8191&m,v=m>>>13,y=0|a[3],w=8191&y,O=y>>>13,j=0|a[4],M=8191&j,E=j>>>13,A=0|a[5],k=8191&A,x=A>>>13,S=0|a[6],C=8191&S,P=S>>>13,D=0|a[7],R=8191&D,B=D>>>13,I=0|a[8],T=8191&I,N=I>>>13,H=0|a[9],G=8191&H,z=H>>>13,F=0|s[0],L=8191&F,Q=F>>>13,U=0|s[1],q=8191&U,Z=U>>>13,X=0|s[2],Y=8191&X,W=X>>>13,K=0|s[3],V=8191&K,J=K>>>13,_=0|s[4],$=8191&_,ee=_>>>13,te=0|s[5],re=8191&te,ne=te>>>13,ie=0|s[6],oe=8191&ie,ae=ie>>>13,se=0|s[7],ce=8191&se,ue=se>>>13,le=0|s[8],he=8191&le,fe=le>>>13,de=0|s[9],pe=8191&de,ge=de>>>13;r.negative=e.negative^t.negative,r.length=19;var me=(u+(n=Math.imul(h,L))|0)+((8191&(i=(i=Math.imul(h,Q))+Math.imul(f,L)|0))<<13)|0;u=((o=Math.imul(f,Q))+(i>>>13)|0)+(me>>>26)|0,me&=67108863,n=Math.imul(p,L),i=(i=Math.imul(p,Q))+Math.imul(g,L)|0,o=Math.imul(g,Q);var be=(u+(n=n+Math.imul(h,q)|0)|0)+((8191&(i=(i=i+Math.imul(h,Z)|0)+Math.imul(f,q)|0))<<13)|0;u=((o=o+Math.imul(f,Z)|0)+(i>>>13)|0)+(be>>>26)|0,be&=67108863,n=Math.imul(b,L),i=(i=Math.imul(b,Q))+Math.imul(v,L)|0,o=Math.imul(v,Q),n=n+Math.imul(p,q)|0,i=(i=i+Math.imul(p,Z)|0)+Math.imul(g,q)|0,o=o+Math.imul(g,Z)|0;var ve=(u+(n=n+Math.imul(h,Y)|0)|0)+((8191&(i=(i=i+Math.imul(h,W)|0)+Math.imul(f,Y)|0))<<13)|0;u=((o=o+Math.imul(f,W)|0)+(i>>>13)|0)+(ve>>>26)|0,ve&=67108863,n=Math.imul(w,L),i=(i=Math.imul(w,Q))+Math.imul(O,L)|0,o=Math.imul(O,Q),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,Z)|0)+Math.imul(v,q)|0,o=o+Math.imul(v,Z)|0,n=n+Math.imul(p,Y)|0,i=(i=i+Math.imul(p,W)|0)+Math.imul(g,Y)|0,o=o+Math.imul(g,W)|0;var ye=(u+(n=n+Math.imul(h,V)|0)|0)+((8191&(i=(i=i+Math.imul(h,J)|0)+Math.imul(f,V)|0))<<13)|0;u=((o=o+Math.imul(f,J)|0)+(i>>>13)|0)+(ye>>>26)|0,ye&=67108863,n=Math.imul(M,L),i=(i=Math.imul(M,Q))+Math.imul(E,L)|0,o=Math.imul(E,Q),n=n+Math.imul(w,q)|0,i=(i=i+Math.imul(w,Z)|0)+Math.imul(O,q)|0,o=o+Math.imul(O,Z)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,W)|0)+Math.imul(v,Y)|0,o=o+Math.imul(v,W)|0,n=n+Math.imul(p,V)|0,i=(i=i+Math.imul(p,J)|0)+Math.imul(g,V)|0,o=o+Math.imul(g,J)|0;var we=(u+(n=n+Math.imul(h,$)|0)|0)+((8191&(i=(i=i+Math.imul(h,ee)|0)+Math.imul(f,$)|0))<<13)|0;u=((o=o+Math.imul(f,ee)|0)+(i>>>13)|0)+(we>>>26)|0,we&=67108863,n=Math.imul(k,L),i=(i=Math.imul(k,Q))+Math.imul(x,L)|0,o=Math.imul(x,Q),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,Z)|0)+Math.imul(E,q)|0,o=o+Math.imul(E,Z)|0,n=n+Math.imul(w,Y)|0,i=(i=i+Math.imul(w,W)|0)+Math.imul(O,Y)|0,o=o+Math.imul(O,W)|0,n=n+Math.imul(b,V)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(v,V)|0,o=o+Math.imul(v,J)|0,n=n+Math.imul(p,$)|0,i=(i=i+Math.imul(p,ee)|0)+Math.imul(g,$)|0,o=o+Math.imul(g,ee)|0;var Oe=(u+(n=n+Math.imul(h,re)|0)|0)+((8191&(i=(i=i+Math.imul(h,ne)|0)+Math.imul(f,re)|0))<<13)|0;u=((o=o+Math.imul(f,ne)|0)+(i>>>13)|0)+(Oe>>>26)|0,Oe&=67108863,n=Math.imul(C,L),i=(i=Math.imul(C,Q))+Math.imul(P,L)|0,o=Math.imul(P,Q),n=n+Math.imul(k,q)|0,i=(i=i+Math.imul(k,Z)|0)+Math.imul(x,q)|0,o=o+Math.imul(x,Z)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,W)|0)+Math.imul(E,Y)|0,o=o+Math.imul(E,W)|0,n=n+Math.imul(w,V)|0,i=(i=i+Math.imul(w,J)|0)+Math.imul(O,V)|0,o=o+Math.imul(O,J)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,ee)|0)+Math.imul(v,$)|0,o=o+Math.imul(v,ee)|0,n=n+Math.imul(p,re)|0,i=(i=i+Math.imul(p,ne)|0)+Math.imul(g,re)|0,o=o+Math.imul(g,ne)|0;var je=(u+(n=n+Math.imul(h,oe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ae)|0)+Math.imul(f,oe)|0))<<13)|0;u=((o=o+Math.imul(f,ae)|0)+(i>>>13)|0)+(je>>>26)|0,je&=67108863,n=Math.imul(R,L),i=(i=Math.imul(R,Q))+Math.imul(B,L)|0,o=Math.imul(B,Q),n=n+Math.imul(C,q)|0,i=(i=i+Math.imul(C,Z)|0)+Math.imul(P,q)|0,o=o+Math.imul(P,Z)|0,n=n+Math.imul(k,Y)|0,i=(i=i+Math.imul(k,W)|0)+Math.imul(x,Y)|0,o=o+Math.imul(x,W)|0,n=n+Math.imul(M,V)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(E,V)|0,o=o+Math.imul(E,J)|0,n=n+Math.imul(w,$)|0,i=(i=i+Math.imul(w,ee)|0)+Math.imul(O,$)|0,o=o+Math.imul(O,ee)|0,n=n+Math.imul(b,re)|0,i=(i=i+Math.imul(b,ne)|0)+Math.imul(v,re)|0,o=o+Math.imul(v,ne)|0,n=n+Math.imul(p,oe)|0,i=(i=i+Math.imul(p,ae)|0)+Math.imul(g,oe)|0,o=o+Math.imul(g,ae)|0;var Me=(u+(n=n+Math.imul(h,ce)|0)|0)+((8191&(i=(i=i+Math.imul(h,ue)|0)+Math.imul(f,ce)|0))<<13)|0;u=((o=o+Math.imul(f,ue)|0)+(i>>>13)|0)+(Me>>>26)|0,Me&=67108863,n=Math.imul(T,L),i=(i=Math.imul(T,Q))+Math.imul(N,L)|0,o=Math.imul(N,Q),n=n+Math.imul(R,q)|0,i=(i=i+Math.imul(R,Z)|0)+Math.imul(B,q)|0,o=o+Math.imul(B,Z)|0,n=n+Math.imul(C,Y)|0,i=(i=i+Math.imul(C,W)|0)+Math.imul(P,Y)|0,o=o+Math.imul(P,W)|0,n=n+Math.imul(k,V)|0,i=(i=i+Math.imul(k,J)|0)+Math.imul(x,V)|0,o=o+Math.imul(x,J)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,ee)|0)+Math.imul(E,$)|0,o=o+Math.imul(E,ee)|0,n=n+Math.imul(w,re)|0,i=(i=i+Math.imul(w,ne)|0)+Math.imul(O,re)|0,o=o+Math.imul(O,ne)|0,n=n+Math.imul(b,oe)|0,i=(i=i+Math.imul(b,ae)|0)+Math.imul(v,oe)|0,o=o+Math.imul(v,ae)|0,n=n+Math.imul(p,ce)|0,i=(i=i+Math.imul(p,ue)|0)+Math.imul(g,ce)|0,o=o+Math.imul(g,ue)|0;var Ee=(u+(n=n+Math.imul(h,he)|0)|0)+((8191&(i=(i=i+Math.imul(h,fe)|0)+Math.imul(f,he)|0))<<13)|0;u=((o=o+Math.imul(f,fe)|0)+(i>>>13)|0)+(Ee>>>26)|0,Ee&=67108863,n=Math.imul(G,L),i=(i=Math.imul(G,Q))+Math.imul(z,L)|0,o=Math.imul(z,Q),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,Z)|0)+Math.imul(N,q)|0,o=o+Math.imul(N,Z)|0,n=n+Math.imul(R,Y)|0,i=(i=i+Math.imul(R,W)|0)+Math.imul(B,Y)|0,o=o+Math.imul(B,W)|0,n=n+Math.imul(C,V)|0,i=(i=i+Math.imul(C,J)|0)+Math.imul(P,V)|0,o=o+Math.imul(P,J)|0,n=n+Math.imul(k,$)|0,i=(i=i+Math.imul(k,ee)|0)+Math.imul(x,$)|0,o=o+Math.imul(x,ee)|0,n=n+Math.imul(M,re)|0,i=(i=i+Math.imul(M,ne)|0)+Math.imul(E,re)|0,o=o+Math.imul(E,ne)|0,n=n+Math.imul(w,oe)|0,i=(i=i+Math.imul(w,ae)|0)+Math.imul(O,oe)|0,o=o+Math.imul(O,ae)|0,n=n+Math.imul(b,ce)|0,i=(i=i+Math.imul(b,ue)|0)+Math.imul(v,ce)|0,o=o+Math.imul(v,ue)|0,n=n+Math.imul(p,he)|0,i=(i=i+Math.imul(p,fe)|0)+Math.imul(g,he)|0,o=o+Math.imul(g,fe)|0;var Ae=(u+(n=n+Math.imul(h,pe)|0)|0)+((8191&(i=(i=i+Math.imul(h,ge)|0)+Math.imul(f,pe)|0))<<13)|0;u=((o=o+Math.imul(f,ge)|0)+(i>>>13)|0)+(Ae>>>26)|0,Ae&=67108863,n=Math.imul(G,q),i=(i=Math.imul(G,Z))+Math.imul(z,q)|0,o=Math.imul(z,Z),n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,W)|0)+Math.imul(N,Y)|0,o=o+Math.imul(N,W)|0,n=n+Math.imul(R,V)|0,i=(i=i+Math.imul(R,J)|0)+Math.imul(B,V)|0,o=o+Math.imul(B,J)|0,n=n+Math.imul(C,$)|0,i=(i=i+Math.imul(C,ee)|0)+Math.imul(P,$)|0,o=o+Math.imul(P,ee)|0,n=n+Math.imul(k,re)|0,i=(i=i+Math.imul(k,ne)|0)+Math.imul(x,re)|0,o=o+Math.imul(x,ne)|0,n=n+Math.imul(M,oe)|0,i=(i=i+Math.imul(M,ae)|0)+Math.imul(E,oe)|0,o=o+Math.imul(E,ae)|0,n=n+Math.imul(w,ce)|0,i=(i=i+Math.imul(w,ue)|0)+Math.imul(O,ce)|0,o=o+Math.imul(O,ue)|0,n=n+Math.imul(b,he)|0,i=(i=i+Math.imul(b,fe)|0)+Math.imul(v,he)|0,o=o+Math.imul(v,fe)|0;var ke=(u+(n=n+Math.imul(p,pe)|0)|0)+((8191&(i=(i=i+Math.imul(p,ge)|0)+Math.imul(g,pe)|0))<<13)|0;u=((o=o+Math.imul(g,ge)|0)+(i>>>13)|0)+(ke>>>26)|0,ke&=67108863,n=Math.imul(G,Y),i=(i=Math.imul(G,W))+Math.imul(z,Y)|0,o=Math.imul(z,W),n=n+Math.imul(T,V)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(N,V)|0,o=o+Math.imul(N,J)|0,n=n+Math.imul(R,$)|0,i=(i=i+Math.imul(R,ee)|0)+Math.imul(B,$)|0,o=o+Math.imul(B,ee)|0,n=n+Math.imul(C,re)|0,i=(i=i+Math.imul(C,ne)|0)+Math.imul(P,re)|0,o=o+Math.imul(P,ne)|0,n=n+Math.imul(k,oe)|0,i=(i=i+Math.imul(k,ae)|0)+Math.imul(x,oe)|0,o=o+Math.imul(x,ae)|0,n=n+Math.imul(M,ce)|0,i=(i=i+Math.imul(M,ue)|0)+Math.imul(E,ce)|0,o=o+Math.imul(E,ue)|0,n=n+Math.imul(w,he)|0,i=(i=i+Math.imul(w,fe)|0)+Math.imul(O,he)|0,o=o+Math.imul(O,fe)|0;var xe=(u+(n=n+Math.imul(b,pe)|0)|0)+((8191&(i=(i=i+Math.imul(b,ge)|0)+Math.imul(v,pe)|0))<<13)|0;u=((o=o+Math.imul(v,ge)|0)+(i>>>13)|0)+(xe>>>26)|0,xe&=67108863,n=Math.imul(G,V),i=(i=Math.imul(G,J))+Math.imul(z,V)|0,o=Math.imul(z,J),n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,ee)|0)+Math.imul(N,$)|0,o=o+Math.imul(N,ee)|0,n=n+Math.imul(R,re)|0,i=(i=i+Math.imul(R,ne)|0)+Math.imul(B,re)|0,o=o+Math.imul(B,ne)|0,n=n+Math.imul(C,oe)|0,i=(i=i+Math.imul(C,ae)|0)+Math.imul(P,oe)|0,o=o+Math.imul(P,ae)|0,n=n+Math.imul(k,ce)|0,i=(i=i+Math.imul(k,ue)|0)+Math.imul(x,ce)|0,o=o+Math.imul(x,ue)|0,n=n+Math.imul(M,he)|0,i=(i=i+Math.imul(M,fe)|0)+Math.imul(E,he)|0,o=o+Math.imul(E,fe)|0;var Se=(u+(n=n+Math.imul(w,pe)|0)|0)+((8191&(i=(i=i+Math.imul(w,ge)|0)+Math.imul(O,pe)|0))<<13)|0;u=((o=o+Math.imul(O,ge)|0)+(i>>>13)|0)+(Se>>>26)|0,Se&=67108863,n=Math.imul(G,$),i=(i=Math.imul(G,ee))+Math.imul(z,$)|0,o=Math.imul(z,ee),n=n+Math.imul(T,re)|0,i=(i=i+Math.imul(T,ne)|0)+Math.imul(N,re)|0,o=o+Math.imul(N,ne)|0,n=n+Math.imul(R,oe)|0,i=(i=i+Math.imul(R,ae)|0)+Math.imul(B,oe)|0,o=o+Math.imul(B,ae)|0,n=n+Math.imul(C,ce)|0,i=(i=i+Math.imul(C,ue)|0)+Math.imul(P,ce)|0,o=o+Math.imul(P,ue)|0,n=n+Math.imul(k,he)|0,i=(i=i+Math.imul(k,fe)|0)+Math.imul(x,he)|0,o=o+Math.imul(x,fe)|0;var Ce=(u+(n=n+Math.imul(M,pe)|0)|0)+((8191&(i=(i=i+Math.imul(M,ge)|0)+Math.imul(E,pe)|0))<<13)|0;u=((o=o+Math.imul(E,ge)|0)+(i>>>13)|0)+(Ce>>>26)|0,Ce&=67108863,n=Math.imul(G,re),i=(i=Math.imul(G,ne))+Math.imul(z,re)|0,o=Math.imul(z,ne),n=n+Math.imul(T,oe)|0,i=(i=i+Math.imul(T,ae)|0)+Math.imul(N,oe)|0,o=o+Math.imul(N,ae)|0,n=n+Math.imul(R,ce)|0,i=(i=i+Math.imul(R,ue)|0)+Math.imul(B,ce)|0,o=o+Math.imul(B,ue)|0,n=n+Math.imul(C,he)|0,i=(i=i+Math.imul(C,fe)|0)+Math.imul(P,he)|0,o=o+Math.imul(P,fe)|0;var Pe=(u+(n=n+Math.imul(k,pe)|0)|0)+((8191&(i=(i=i+Math.imul(k,ge)|0)+Math.imul(x,pe)|0))<<13)|0;u=((o=o+Math.imul(x,ge)|0)+(i>>>13)|0)+(Pe>>>26)|0,Pe&=67108863,n=Math.imul(G,oe),i=(i=Math.imul(G,ae))+Math.imul(z,oe)|0,o=Math.imul(z,ae),n=n+Math.imul(T,ce)|0,i=(i=i+Math.imul(T,ue)|0)+Math.imul(N,ce)|0,o=o+Math.imul(N,ue)|0,n=n+Math.imul(R,he)|0,i=(i=i+Math.imul(R,fe)|0)+Math.imul(B,he)|0,o=o+Math.imul(B,fe)|0;var De=(u+(n=n+Math.imul(C,pe)|0)|0)+((8191&(i=(i=i+Math.imul(C,ge)|0)+Math.imul(P,pe)|0))<<13)|0;u=((o=o+Math.imul(P,ge)|0)+(i>>>13)|0)+(De>>>26)|0,De&=67108863,n=Math.imul(G,ce),i=(i=Math.imul(G,ue))+Math.imul(z,ce)|0,o=Math.imul(z,ue),n=n+Math.imul(T,he)|0,i=(i=i+Math.imul(T,fe)|0)+Math.imul(N,he)|0,o=o+Math.imul(N,fe)|0;var Re=(u+(n=n+Math.imul(R,pe)|0)|0)+((8191&(i=(i=i+Math.imul(R,ge)|0)+Math.imul(B,pe)|0))<<13)|0;u=((o=o+Math.imul(B,ge)|0)+(i>>>13)|0)+(Re>>>26)|0,Re&=67108863,n=Math.imul(G,he),i=(i=Math.imul(G,fe))+Math.imul(z,he)|0,o=Math.imul(z,fe);var Be=(u+(n=n+Math.imul(T,pe)|0)|0)+((8191&(i=(i=i+Math.imul(T,ge)|0)+Math.imul(N,pe)|0))<<13)|0;u=((o=o+Math.imul(N,ge)|0)+(i>>>13)|0)+(Be>>>26)|0,Be&=67108863;var Ie=(u+(n=Math.imul(G,pe))|0)+((8191&(i=(i=Math.imul(G,ge))+Math.imul(z,pe)|0))<<13)|0;return u=((o=Math.imul(z,ge))+(i>>>13)|0)+(Ie>>>26)|0,Ie&=67108863,c[0]=me,c[1]=be,c[2]=ve,c[3]=ye,c[4]=we,c[5]=Oe,c[6]=je,c[7]=Me,c[8]=Ee,c[9]=Ae,c[10]=ke,c[11]=xe,c[12]=Se,c[13]=Ce,c[14]=Pe,c[15]=De,c[16]=Re,c[17]=Be,c[18]=Ie,0!==u&&(c[19]=u,r.length++),r};function g(e,t,r){return(new m).mulp(e,t,r)}function m(e,t){this.x=e,this.y=t}Math.imul||(p=d),o.prototype.mulTo=function(e,t){var r=this.length+e.length;return 10===this.length&&10===e.length?p(this,e,t):r<63?d(this,e,t):r<1024?function(e,t,r){r.negative=t.negative^e.negative,r.length=e.length+t.length;for(var n=0,i=0,o=0;o<r.length-1;o++){var a=i;i=0;for(var s=67108863&n,c=Math.min(o,t.length-1),u=Math.max(0,o-e.length+1);u<=c;u++){var l=o-u,h=(0|e.words[l])*(0|t.words[u]),f=67108863&h;s=67108863&(f=f+s|0),i+=(a=(a=a+(h/67108864|0)|0)+(f>>>26)|0)>>>26,a&=67108863}r.words[o]=s,n=a,a=i}return 0!==n?r.words[o]=n:r.length--,r.strip()}(this,e,t):g(this,e,t)},m.prototype.makeRBT=function(e){for(var t=new Array(e),r=o.prototype._countBits(e)-1,n=0;n<e;n++)t[n]=this.revBin(n,r,e);return t},m.prototype.revBin=function(e,t,r){if(0===e||e===r-1)return e;for(var n=0,i=0;i<t;i++)n|=(1&e)<<t-i-1,e>>=1;return n},m.prototype.permute=function(e,t,r,n,i,o){for(var a=0;a<o;a++)n[a]=t[e[a]],i[a]=r[e[a]]},m.prototype.transform=function(e,t,r,n,i,o){this.permute(o,e,t,r,n,i);for(var a=1;a<i;a<<=1)for(var s=a<<1,c=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),l=0;l<i;l+=s)for(var h=c,f=u,d=0;d<a;d++){var p=r[l+d],g=n[l+d],m=r[l+d+a],b=n[l+d+a],v=h*m-f*b;b=h*b+f*m,m=v,r[l+d]=p+m,n[l+d]=g+b,r[l+d+a]=p-m,n[l+d+a]=g-b,d!==s&&(v=c*h-u*f,f=c*f+u*h,h=v)}},m.prototype.guessLen13b=function(e,t){var r=1|Math.max(t,e),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},m.prototype.conjugate=function(e,t,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=e[n];e[n]=e[r-n-1],e[r-n-1]=i,i=t[n],t[n]=-t[r-n-1],t[r-n-1]=-i}},m.prototype.normalize13b=function(e,t){for(var r=0,n=0;n<t/2;n++){var i=8192*Math.round(e[2*n+1]/t)+Math.round(e[2*n]/t)+r;e[n]=67108863&i,r=i<67108864?0:i/67108864|0}return e},m.prototype.convert13b=function(e,t,r,i){for(var o=0,a=0;a<t;a++)o+=0|e[a],r[2*a]=8191&o,o>>>=13,r[2*a+1]=8191&o,o>>>=13;for(a=2*t;a<i;++a)r[a]=0;n(0===o),n(0==(-8192&o))},m.prototype.stub=function(e){for(var t=new Array(e),r=0;r<e;r++)t[r]=0;return t},m.prototype.mulp=function(e,t,r){var n=2*this.guessLen13b(e.length,t.length),i=this.makeRBT(n),o=this.stub(n),a=new Array(n),s=new Array(n),c=new Array(n),u=new Array(n),l=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(e.words,e.length,a,n),this.convert13b(t.words,t.length,u,n),this.transform(a,o,s,c,n,i),this.transform(u,o,l,h,n,i);for(var d=0;d<n;d++){var p=s[d]*l[d]-c[d]*h[d];c[d]=s[d]*h[d]+c[d]*l[d],s[d]=p}return this.conjugate(s,c,n),this.transform(s,c,f,o,n,i),this.conjugate(f,o,n),this.normalize13b(f,n),r.negative=e.negative^t.negative,r.length=e.length+t.length,r.strip()},o.prototype.mul=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),this.mulTo(e,t)},o.prototype.mulf=function(e){var t=new o(null);return t.words=new Array(this.length+e.length),g(this,e,t)},o.prototype.imul=function(e){return this.clone().mulTo(e,this)},o.prototype.imuln=function(e){n("number"==typeof e),n(e<67108864);for(var t=0,r=0;r<this.length;r++){var i=(0|this.words[r])*e,o=(67108863&i)+(67108863&t);t>>=26,t+=i/67108864|0,t+=o>>>26,this.words[r]=67108863&o}return 0!==t&&(this.words[r]=t,this.length++),this},o.prototype.muln=function(e){return this.clone().imuln(e)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(e){var t=function(e){for(var t=new Array(e.bitLength()),r=0;r<t.length;r++){var n=r/26|0,i=r%26;t[r]=(e.words[n]&1<<i)>>>i}return t}(e);if(0===t.length)return new o(1);for(var r=this,n=0;n<t.length&&0===t[n];n++,r=r.sqr());if(++n<t.length)for(var i=r.sqr();n<t.length;n++,i=i.sqr())0!==t[n]&&(r=r.mul(i));return r},o.prototype.iushln=function(e){n("number"==typeof e&&e>=0);var t,r=e%26,i=(e-r)/26,o=67108863>>>26-r<<26-r;if(0!==r){var a=0;for(t=0;t<this.length;t++){var s=this.words[t]&o,c=(0|this.words[t])-s<<r;this.words[t]=c|a,a=s>>>26-r}a&&(this.words[t]=a,this.length++)}if(0!==i){for(t=this.length-1;t>=0;t--)this.words[t+i]=this.words[t];for(t=0;t<i;t++)this.words[t]=0;this.length+=i}return this.strip()},o.prototype.ishln=function(e){return n(0===this.negative),this.iushln(e)},o.prototype.iushrn=function(e,t,r){var i;n("number"==typeof e&&e>=0),i=t?(t-t%26)/26:0;var o=e%26,a=Math.min((e-o)/26,this.length),s=67108863^67108863>>>o<<o,c=r;if(i-=a,i=Math.max(0,i),c){for(var u=0;u<a;u++)c.words[u]=this.words[u];c.length=a}if(0===a);else if(this.length>a)for(this.length-=a,u=0;u<this.length;u++)this.words[u]=this.words[u+a];else this.words[0]=0,this.length=1;var l=0;for(u=this.length-1;u>=0&&(0!==l||u>=i);u--){var h=0|this.words[u];this.words[u]=l<<26-o|h>>>o,l=h&s}return c&&0!==l&&(c.words[c.length++]=l),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},o.prototype.ishrn=function(e,t,r){return n(0===this.negative),this.iushrn(e,t,r)},o.prototype.shln=function(e){return this.clone().ishln(e)},o.prototype.ushln=function(e){return this.clone().iushln(e)},o.prototype.shrn=function(e){return this.clone().ishrn(e)},o.prototype.ushrn=function(e){return this.clone().iushrn(e)},o.prototype.testn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26,i=1<<t;return!(this.length<=r||!(this.words[r]&i))},o.prototype.imaskn=function(e){n("number"==typeof e&&e>=0);var t=e%26,r=(e-t)/26;if(n(0===this.negative,"imaskn works only with positive numbers"),this.length<=r)return this;if(0!==t&&r++,this.length=Math.min(r,this.length),0!==t){var i=67108863^67108863>>>t<<t;this.words[this.length-1]&=i}return this.strip()},o.prototype.maskn=function(e){return this.clone().imaskn(e)},o.prototype.iaddn=function(e){return n("number"==typeof e),n(e<67108864),e<0?this.isubn(-e):0!==this.negative?1===this.length&&(0|this.words[0])<e?(this.words[0]=e-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(e),this.negative=1,this):this._iaddn(e)},o.prototype._iaddn=function(e){this.words[0]+=e;for(var t=0;t<this.length&&this.words[t]>=67108864;t++)this.words[t]-=67108864,t===this.length-1?this.words[t+1]=1:this.words[t+1]++;return this.length=Math.max(this.length,t+1),this},o.prototype.isubn=function(e){if(n("number"==typeof e),n(e<67108864),e<0)return this.iaddn(-e);if(0!==this.negative)return this.negative=0,this.iaddn(e),this.negative=1,this;if(this.words[0]-=e,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var t=0;t<this.length&&this.words[t]<0;t++)this.words[t]+=67108864,this.words[t+1]-=1;return this.strip()},o.prototype.addn=function(e){return this.clone().iaddn(e)},o.prototype.subn=function(e){return this.clone().isubn(e)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(e,t,r){var i,o,a=e.length+r;this._expand(a);var s=0;for(i=0;i<e.length;i++){o=(0|this.words[i+r])+s;var c=(0|e.words[i])*t;s=((o-=67108863&c)>>26)-(c/67108864|0),this.words[i+r]=67108863&o}for(;i<this.length-r;i++)s=(o=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&o;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(o=-(0|this.words[i])+s)>>26,this.words[i]=67108863&o;return this.negative=1,this.strip()},o.prototype._wordDiv=function(e,t){var r=(this.length,e.length),n=this.clone(),i=e,a=0|i.words[i.length-1];0!=(r=26-this._countBits(a))&&(i=i.ushln(r),n.iushln(r),a=0|i.words[i.length-1]);var s,c=n.length-i.length;if("mod"!==t){(s=new o(null)).length=c+1,s.words=new Array(s.length);for(var u=0;u<s.length;u++)s.words[u]=0}var l=n.clone()._ishlnsubmul(i,1,c);0===l.negative&&(n=l,s&&(s.words[c]=1));for(var h=c-1;h>=0;h--){var f=67108864*(0|n.words[i.length+h])+(0|n.words[i.length+h-1]);for(f=Math.min(f/a|0,67108863),n._ishlnsubmul(i,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(i,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s.strip(),n.strip(),"div"!==t&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},o.prototype.divmod=function(e,t,r){return n(!e.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===e.negative?(s=this.neg().divmod(e,t),"mod"!==t&&(i=s.div.neg()),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.iadd(e)),{div:i,mod:a}):0===this.negative&&0!==e.negative?(s=this.divmod(e.neg(),t),"mod"!==t&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&e.negative)?(s=this.neg().divmod(e.neg(),t),"div"!==t&&(a=s.mod.neg(),r&&0!==a.negative&&a.isub(e)),{div:s.div,mod:a}):e.length>this.length||this.cmp(e)<0?{div:new o(0),mod:this}:1===e.length?"div"===t?{div:this.divn(e.words[0]),mod:null}:"mod"===t?{div:null,mod:new o(this.modn(e.words[0]))}:{div:this.divn(e.words[0]),mod:new o(this.modn(e.words[0]))}:this._wordDiv(e,t);var i,a,s},o.prototype.div=function(e){return this.divmod(e,"div",!1).div},o.prototype.mod=function(e){return this.divmod(e,"mod",!1).mod},o.prototype.umod=function(e){return this.divmod(e,"mod",!0).mod},o.prototype.divRound=function(e){var t=this.divmod(e);if(t.mod.isZero())return t.div;var r=0!==t.div.negative?t.mod.isub(e):t.mod,n=e.ushrn(1),i=e.andln(1),o=r.cmp(n);return o<0||1===i&&0===o?t.div:0!==t.div.negative?t.div.isubn(1):t.div.iaddn(1)},o.prototype.modn=function(e){n(e<=67108863);for(var t=(1<<26)%e,r=0,i=this.length-1;i>=0;i--)r=(t*r+(0|this.words[i]))%e;return r},o.prototype.idivn=function(e){n(e<=67108863);for(var t=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*t;this.words[r]=i/e|0,t=i%e}return this.strip()},o.prototype.divn=function(e){return this.clone().idivn(e)},o.prototype.egcd=function(e){n(0===e.negative),n(!e.isZero());var t=this,r=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var i=new o(1),a=new o(0),s=new o(0),c=new o(1),u=0;t.isEven()&&r.isEven();)t.iushrn(1),r.iushrn(1),++u;for(var l=r.clone(),h=t.clone();!t.isZero();){for(var f=0,d=1;0==(t.words[0]&d)&&f<26;++f,d<<=1);if(f>0)for(t.iushrn(f);f-- >0;)(i.isOdd()||a.isOdd())&&(i.iadd(l),a.isub(h)),i.iushrn(1),a.iushrn(1);for(var p=0,g=1;0==(r.words[0]&g)&&p<26;++p,g<<=1);if(p>0)for(r.iushrn(p);p-- >0;)(s.isOdd()||c.isOdd())&&(s.iadd(l),c.isub(h)),s.iushrn(1),c.iushrn(1);t.cmp(r)>=0?(t.isub(r),i.isub(s),a.isub(c)):(r.isub(t),s.isub(i),c.isub(a))}return{a:s,b:c,gcd:r.iushln(u)}},o.prototype._invmp=function(e){n(0===e.negative),n(!e.isZero());var t=this,r=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var i,a=new o(1),s=new o(0),c=r.clone();t.cmpn(1)>0&&r.cmpn(1)>0;){for(var u=0,l=1;0==(t.words[0]&l)&&u<26;++u,l<<=1);if(u>0)for(t.iushrn(u);u-- >0;)a.isOdd()&&a.iadd(c),a.iushrn(1);for(var h=0,f=1;0==(r.words[0]&f)&&h<26;++h,f<<=1);if(h>0)for(r.iushrn(h);h-- >0;)s.isOdd()&&s.iadd(c),s.iushrn(1);t.cmp(r)>=0?(t.isub(r),a.isub(s)):(r.isub(t),s.isub(a))}return(i=0===t.cmpn(1)?a:s).cmpn(0)<0&&i.iadd(e),i},o.prototype.gcd=function(e){if(this.isZero())return e.abs();if(e.isZero())return this.abs();var t=this.clone(),r=e.clone();t.negative=0,r.negative=0;for(var n=0;t.isEven()&&r.isEven();n++)t.iushrn(1),r.iushrn(1);for(;;){for(;t.isEven();)t.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=t.cmp(r);if(i<0){var o=t;t=r,r=o}else if(0===i||0===r.cmpn(1))break;t.isub(r)}return r.iushln(n)},o.prototype.invm=function(e){return this.egcd(e).a.umod(e)},o.prototype.isEven=function(){return 0==(1&this.words[0])},o.prototype.isOdd=function(){return 1==(1&this.words[0])},o.prototype.andln=function(e){return this.words[0]&e},o.prototype.bincn=function(e){n("number"==typeof e);var t=e%26,r=(e-t)/26,i=1<<t;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var o=i,a=r;0!==o&&a<this.length;a++){var s=0|this.words[a];o=(s+=o)>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(e){var t,r=e<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)t=1;else{r&&(e=-e),n(e<=67108863,"Number is too big");var i=0|this.words[0];t=i===e?0:i<e?-1:1}return 0!==this.negative?0|-t:t},o.prototype.cmp=function(e){if(0!==this.negative&&0===e.negative)return-1;if(0===this.negative&&0!==e.negative)return 1;var t=this.ucmp(e);return 0!==this.negative?0|-t:t},o.prototype.ucmp=function(e){if(this.length>e.length)return 1;if(this.length<e.length)return-1;for(var t=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|e.words[r];if(n!==i){n<i?t=-1:n>i&&(t=1);break}}return t},o.prototype.gtn=function(e){return 1===this.cmpn(e)},o.prototype.gt=function(e){return 1===this.cmp(e)},o.prototype.gten=function(e){return this.cmpn(e)>=0},o.prototype.gte=function(e){return this.cmp(e)>=0},o.prototype.ltn=function(e){return-1===this.cmpn(e)},o.prototype.lt=function(e){return-1===this.cmp(e)},o.prototype.lten=function(e){return this.cmpn(e)<=0},o.prototype.lte=function(e){return this.cmp(e)<=0},o.prototype.eqn=function(e){return 0===this.cmpn(e)},o.prototype.eq=function(e){return 0===this.cmp(e)},o.red=function(e){return new M(e)},o.prototype.toRed=function(e){return n(!this.red,"Already a number in reduction context"),n(0===this.negative,"red works only with positives"),e.convertTo(this)._forceRed(e)},o.prototype.fromRed=function(){return n(this.red,"fromRed works only with numbers in reduction context"),this.red.convertFrom(this)},o.prototype._forceRed=function(e){return this.red=e,this},o.prototype.forceRed=function(e){return n(!this.red,"Already a number in reduction context"),this._forceRed(e)},o.prototype.redAdd=function(e){return n(this.red,"redAdd works only with red numbers"),this.red.add(this,e)},o.prototype.redIAdd=function(e){return n(this.red,"redIAdd works only with red numbers"),this.red.iadd(this,e)},o.prototype.redSub=function(e){return n(this.red,"redSub works only with red numbers"),this.red.sub(this,e)},o.prototype.redISub=function(e){return n(this.red,"redISub works only with red numbers"),this.red.isub(this,e)},o.prototype.redShl=function(e){return n(this.red,"redShl works only with red numbers"),this.red.shl(this,e)},o.prototype.redMul=function(e){return n(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.mul(this,e)},o.prototype.redIMul=function(e){return n(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.imul(this,e)},o.prototype.redSqr=function(){return n(this.red,"redSqr works only with red numbers"),this.red._verify1(this),this.red.sqr(this)},o.prototype.redISqr=function(){return n(this.red,"redISqr works only with red numbers"),this.red._verify1(this),this.red.isqr(this)},o.prototype.redSqrt=function(){return n(this.red,"redSqrt works only with red numbers"),this.red._verify1(this),this.red.sqrt(this)},o.prototype.redInvm=function(){return n(this.red,"redInvm works only with red numbers"),this.red._verify1(this),this.red.invm(this)},o.prototype.redNeg=function(){return n(this.red,"redNeg works only with red numbers"),this.red._verify1(this),this.red.neg(this)},o.prototype.redPow=function(e){return n(this.red&&!e.red,"redPow(normalNum)"),this.red._verify1(this),this.red.pow(this,e)};var b={k256:null,p224:null,p192:null,p25519:null};function v(e,t){this.name=e,this.p=new o(t,16),this.n=this.p.bitLength(),this.k=new o(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function y(){v.call(this,"k256","ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f")}function w(){v.call(this,"p224","ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001")}function O(){v.call(this,"p192","ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff")}function j(){v.call(this,"25519","7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed")}function M(e){if("string"==typeof e){var t=o._prime(e);this.m=t.p,this.prime=t}else n(e.gtn(1),"modulus must be greater than 1"),this.m=e,this.prime=null}function E(e){M.call(this,e),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new o(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}v.prototype._tmp=function(){var e=new o(null);return e.words=new Array(Math.ceil(this.n/13)),e},v.prototype.ireduce=function(e){var t,r=e;do{this.split(r,this.tmp),t=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(t>this.n);var n=t<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},v.prototype.split=function(e,t){e.iushrn(this.n,0,t)},v.prototype.imulK=function(e){return e.imul(this.k)},i(y,v),y.prototype.split=function(e,t){for(var r=Math.min(e.length,9),n=0;n<r;n++)t.words[n]=e.words[n];if(t.length=r,e.length<=9)return e.words[0]=0,void(e.length=1);var i=e.words[9];for(t.words[t.length++]=4194303&i,n=10;n<e.length;n++){var o=0|e.words[n];e.words[n-10]=(4194303&o)<<4|i>>>22,i=o}i>>>=22,e.words[n-10]=i,0===i&&e.length>10?e.length-=10:e.length-=9},y.prototype.imulK=function(e){e.words[e.length]=0,e.words[e.length+1]=0,e.length+=2;for(var t=0,r=0;r<e.length;r++){var n=0|e.words[r];t+=977*n,e.words[r]=67108863&t,t=64*n+(t/67108864|0)}return 0===e.words[e.length-1]&&(e.length--,0===e.words[e.length-1]&&e.length--),e},i(w,v),i(O,v),i(j,v),j.prototype.imulK=function(e){for(var t=0,r=0;r<e.length;r++){var n=19*(0|e.words[r])+t,i=67108863&n;n>>>=26,e.words[r]=i,t=n}return 0!==t&&(e.words[e.length++]=t),e},o._prime=function(e){if(b[e])return b[e];var t;if("k256"===e)t=new y;else if("p224"===e)t=new w;else if("p192"===e)t=new O;else{if("p25519"!==e)throw new Error("Unknown prime "+e);t=new j}return b[e]=t,t},M.prototype._verify1=function(e){n(0===e.negative,"red works only with positives"),n(e.red,"red works only with red numbers")},M.prototype._verify2=function(e,t){n(0==(e.negative|t.negative),"red works only with positives"),n(e.red&&e.red===t.red,"red works only with red numbers")},M.prototype.imod=function(e){return this.prime?this.prime.ireduce(e)._forceRed(this):e.umod(this.m)._forceRed(this)},M.prototype.neg=function(e){return e.isZero()?e.clone():this.m.sub(e)._forceRed(this)},M.prototype.add=function(e,t){this._verify2(e,t);var r=e.add(t);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},M.prototype.iadd=function(e,t){this._verify2(e,t);var r=e.iadd(t);return r.cmp(this.m)>=0&&r.isub(this.m),r},M.prototype.sub=function(e,t){this._verify2(e,t);var r=e.sub(t);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},M.prototype.isub=function(e,t){this._verify2(e,t);var r=e.isub(t);return r.cmpn(0)<0&&r.iadd(this.m),r},M.prototype.shl=function(e,t){return this._verify1(e),this.imod(e.ushln(t))},M.prototype.imul=function(e,t){return this._verify2(e,t),this.imod(e.imul(t))},M.prototype.mul=function(e,t){return this._verify2(e,t),this.imod(e.mul(t))},M.prototype.isqr=function(e){return this.imul(e,e.clone())},M.prototype.sqr=function(e){return this.mul(e,e)},M.prototype.sqrt=function(e){if(e.isZero())return e.clone();var t=this.m.andln(3);if(n(t%2==1),3===t){var r=this.m.add(new o(1)).iushrn(2);return this.pow(e,r)}for(var i=this.m.subn(1),a=0;!i.isZero()&&0===i.andln(1);)a++,i.iushrn(1);n(!i.isZero());var s=new o(1).toRed(this),c=s.redNeg(),u=this.m.subn(1).iushrn(1),l=this.m.bitLength();for(l=new o(2*l*l).toRed(this);0!==this.pow(l,u).cmp(c);)l.redIAdd(c);for(var h=this.pow(l,i),f=this.pow(e,i.addn(1).iushrn(1)),d=this.pow(e,i),p=a;0!==d.cmp(s);){for(var g=d,m=0;0!==g.cmp(s);m++)g=g.redSqr();n(m<p);var b=this.pow(h,new o(1).iushln(p-m-1));f=f.redMul(b),h=b.redSqr(),d=d.redMul(h),p=m}return f},M.prototype.invm=function(e){var t=e._invmp(this.m);return 0!==t.negative?(t.negative=0,this.imod(t).redNeg()):this.imod(t)},M.prototype.pow=function(e,t){if(t.isZero())return new o(1).toRed(this);if(0===t.cmpn(1))return e.clone();var r=new Array(16);r[0]=new o(1).toRed(this),r[1]=e;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],e);var i=r[0],a=0,s=0,c=t.bitLength()%26;for(0===c&&(c=26),n=t.length-1;n>=0;n--){for(var u=t.words[n],l=c-1;l>=0;l--){var h=u>>l&1;i!==r[0]&&(i=this.sqr(i)),0!==h||0!==a?(a<<=1,a|=h,(4==++s||0===n&&0===l)&&(i=this.mul(i,r[a]),s=0,a=0)):s=0}c=26}return i},M.prototype.convertTo=function(e){var t=e.umod(this.m);return t===e?t.clone():t},M.prototype.convertFrom=function(e){var t=e.clone();return t.red=null,t},o.mont=function(e){return new E(e)},i(E,M),E.prototype.convertTo=function(e){return this.imod(e.ushln(this.shift))},E.prototype.convertFrom=function(e){var t=this.imod(e.mul(this.rinv));return t.red=null,t},E.prototype.imul=function(e,t){if(e.isZero()||t.isZero())return e.words[0]=0,e.length=1,e;var r=e.imul(t),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),o=i;return i.cmp(this.m)>=0?o=i.isub(this.m):i.cmpn(0)<0&&(o=i.iadd(this.m)),o._forceRed(this)},E.prototype.mul=function(e,t){if(e.isZero()||t.isZero())return new o(0)._forceRed(this);var r=e.mul(t),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},E.prototype.invm=function(e){return this.imod(e._invmp(this.m).mul(this.r2))._forceRed(this)}}(e,this)}).call(this,r(55)(e))},function(e,t,r){var n=r(330),i=r(144);function o(e){this.rand=e||new i.Rand}e.exports=o,o.create=function(e){return new o(e)},o.prototype._randbelow=function(e){var t=e.bitLength(),r=Math.ceil(t/8);do{var i=new n(this.rand.generate(r))}while(i.cmp(e)>=0);return i},o.prototype._randrange=function(e,t){var r=t.sub(e);return e.add(this._randbelow(r))},o.prototype.test=function(e,t,r){var i=e.bitLength(),o=n.mont(e),a=new n(1).toRed(o);t||(t=Math.max(1,i/48|0));for(var s=e.subn(1),c=0;!s.testn(c);c++);for(var u=e.shrn(c),l=s.toRed(o);t>0;t--){var h=this._randrange(new n(2),s);r&&r(h);var f=h.toRed(o).redPow(u);if(0!==f.cmp(a)&&0!==f.cmp(l)){for(var 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