/*! elementor - v3.27.0 - 03-02-2025 */
/******/ (() => { // webpackBootstrap
/******/ 	var __webpack_modules__ = ({

/***/ "../assets/dev/js/utils/react.js":
/*!***************************************!*\
  !*** ../assets/dev/js/utils/react.js ***!
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/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";


var _typeof = __webpack_require__(/*! @babel/runtime/helpers/typeof */ "../node_modules/@babel/runtime/helpers/typeof.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var React = _interopRequireWildcard(__webpack_require__(/*! react */ "react"));
var ReactDOM = _interopRequireWildcard(__webpack_require__(/*! react-dom */ "react-dom"));
var _client = __webpack_require__(/*! react-dom/client */ "../node_modules/react-dom/client.js");
function _getRequireWildcardCache(e) { if ("function" != typeof WeakMap) return null; var r = new WeakMap(), t = new WeakMap(); return (_getRequireWildcardCache = function _getRequireWildcardCache(e) { return e ? t : r; })(e); }
function _interopRequireWildcard(e, r) { if (!r && e && e.__esModule) return e; if (null === e || "object" != _typeof(e) && "function" != typeof e) return { default: e }; var t = _getRequireWildcardCache(r); if (t && t.has(e)) return t.get(e); var n = { __proto__: null }, a = Object.defineProperty && Object.getOwnPropertyDescriptor; for (var u in e) if ("default" !== u && {}.hasOwnProperty.call(e, u)) { var i = a ? Object.getOwnPropertyDescriptor(e, u) : null; i && (i.get || i.set) ? Object.defineProperty(n, u, i) : n[u] = e[u]; } return n.default = e, t && t.set(e, n), n; }
/**
 * Support conditional rendering of a React App to the DOM, based on the React version.
 * We use `createRoot` when available, but fallback to `ReactDOM.render` for older versions.
 *
 * @param { React.ReactElement } app        The app to render.
 * @param { HTMLElement }        domElement The DOM element to render the app into.
 *
 * @return {{ unmount: () => void }} The unmount function.
 */
function render(app, domElement) {
  var unmountFunction;
  try {
    var root = (0, _client.createRoot)(domElement);
    root.render(app);
    unmountFunction = function unmountFunction() {
      root.unmount();
    };
  } catch (e) {
    // eslint-disable-next-line react/no-deprecated
    ReactDOM.render(app, domElement);
    unmountFunction = function unmountFunction() {
      // eslint-disable-next-line react/no-deprecated
      ReactDOM.unmountComponentAtNode(domElement);
    };
  }
  return {
    unmount: unmountFunction
  };
}
var _default = exports["default"] = {
  render: render
};

/***/ }),

/***/ "../modules/home/assets/js/components/addons-section.js":
/*!**************************************************************!*\
  !*** ../modules/home/assets/js/components/addons-section.js ***!
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/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _objectDestructuringEmpty2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/objectDestructuringEmpty */ "../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js"));
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _List = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/List */ "@elementor/ui/List"));
var _Link = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Link */ "@elementor/ui/Link"));
var _Button = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Button */ "@elementor/ui/Button"));
var _Card = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Card */ "@elementor/ui/Card"));
var _CardActions = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/CardActions */ "@elementor/ui/CardActions"));
var _CardContent = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/CardContent */ "@elementor/ui/CardContent"));
var _CardMedia = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/CardMedia */ "@elementor/ui/CardMedia"));
var Addons = function Addons(_ref) {
  var props = (0, _extends2.default)({}, ((0, _objectDestructuringEmpty2.default)(_ref), _ref));
  var domain = props.adminUrl.replace('wp-admin/', '');
  var addonsArray = props.addonsData.repeater;
  var cardsPerRow = 3 === addonsArray.length ? 3 : 2;
  return /*#__PURE__*/_react.default.createElement(_ui.Paper, {
    elevation: 0,
    sx: {
      p: 3,
      display: 'flex',
      flexDirection: 'column',
      gap: 2
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Box, null, /*#__PURE__*/_react.default.createElement(_ui.Typography, {
    variant: "h6"
  }, props.addonsData.header.title), /*#__PURE__*/_react.default.createElement(_ui.Typography, {
    variant: "body2",
    color: "text.secondary"
  }, props.addonsData.header.description)), /*#__PURE__*/_react.default.createElement(_List.default, {
    sx: {
      display: 'grid',
      gridTemplateColumns: {
        md: "repeat(".concat(cardsPerRow, ", 1fr)"),
        xs: 'repeat(1, 1fr)'
      },
      gap: 2
    }
  }, addonsArray.map(function (item) {
    var linkTarget = item.hasOwnProperty('target') ? item.target : '_blank';
    return /*#__PURE__*/_react.default.createElement(_Card.default, {
      key: item.title,
      elevation: 0,
      sx: {
        display: 'flex',
        border: 1,
        borderRadius: 1,
        borderColor: 'action.focus'
      }
    }, /*#__PURE__*/_react.default.createElement(_CardContent.default, {
      sx: {
        display: 'flex',
        flexDirection: 'column',
        justifyContent: 'space-between',
        gap: 3,
        p: 3
      }
    }, /*#__PURE__*/_react.default.createElement(_ui.Box, null, /*#__PURE__*/_react.default.createElement(_CardMedia.default, {
      image: item.image,
      sx: {
        height: '58px',
        width: '58px',
        mb: 2
      }
    }), /*#__PURE__*/_react.default.createElement(_ui.Box, null, /*#__PURE__*/_react.default.createElement(_ui.Typography, {
      variant: "subtitle2"
    }, item.title), /*#__PURE__*/_react.default.createElement(_ui.Typography, {
      variant: "body2",
      color: "text.secondary"
    }, item.description))), /*#__PURE__*/_react.default.createElement(_CardActions.default, {
      sx: {
        p: 0
      }
    }, /*#__PURE__*/_react.default.createElement(_Button.default, {
      variant: "outlined",
      size: "small",
      color: "promotion",
      href: item.url,
      target: linkTarget
    }, item.button_label))));
  })), /*#__PURE__*/_react.default.createElement(_Link.default, {
    variant: "body2",
    color: "info.main",
    underline: "none",
    href: "".concat(domain).concat(props.addonsData.footer.file_path)
  }, props.addonsData.footer.label));
};
var _default = exports["default"] = Addons;
Addons.propTypes = {
  addonsData: PropTypes.object.isRequired,
  adminUrl: PropTypes.string.isRequired
};

/***/ }),

/***/ "../modules/home/assets/js/components/create-new-page-dialog.js":
/*!**********************************************************************!*\
  !*** ../modules/home/assets/js/components/create-new-page-dialog.js ***!
  \**********************************************************************/
/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var __ = __webpack_require__(/*! @wordpress/i18n */ "@wordpress/i18n")["__"];
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
var _typeof = __webpack_require__(/*! @babel/runtime/helpers/typeof */ "../node_modules/@babel/runtime/helpers/typeof.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireWildcard(__webpack_require__(/*! react */ "react"));
var _slicedToArray2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/slicedToArray */ "../node_modules/@babel/runtime/helpers/slicedToArray.js"));
var _DialogHeader = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/DialogHeader */ "@elementor/ui/DialogHeader"));
var _DialogHeaderGroup = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/DialogHeaderGroup */ "@elementor/ui/DialogHeaderGroup"));
var _DialogTitle = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/DialogTitle */ "@elementor/ui/DialogTitle"));
var _DialogContent = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/DialogContent */ "@elementor/ui/DialogContent"));
var _DialogContentText = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/DialogContentText */ "@elementor/ui/DialogContentText"));
var _TextField = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/TextField */ "@elementor/ui/TextField"));
var _DialogActions = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/DialogActions */ "@elementor/ui/DialogActions"));
var _Button = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Button */ "@elementor/ui/Button"));
var _Dialog = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Dialog */ "@elementor/ui/Dialog"));
function _getRequireWildcardCache(e) { if ("function" != typeof WeakMap) return null; var r = new WeakMap(), t = new WeakMap(); return (_getRequireWildcardCache = function _getRequireWildcardCache(e) { return e ? t : r; })(e); }
function _interopRequireWildcard(e, r) { if (!r && e && e.__esModule) return e; if (null === e || "object" != _typeof(e) && "function" != typeof e) return { default: e }; var t = _getRequireWildcardCache(r); if (t && t.has(e)) return t.get(e); var n = { __proto__: null }, a = Object.defineProperty && Object.getOwnPropertyDescriptor; for (var u in e) if ("default" !== u && {}.hasOwnProperty.call(e, u)) { var i = a ? Object.getOwnPropertyDescriptor(e, u) : null; i && (i.get || i.set) ? Object.defineProperty(n, u, i) : n[u] = e[u]; } return n.default = e, t && t.set(e, n), n; }
var CreateNewPageDialog = function CreateNewPageDialog(_ref) {
  var url = _ref.url,
    isOpen = _ref.isOpen,
    closedDialogCallback = _ref.closedDialogCallback;
  var _React$useState = _react.default.useState(false),
    _React$useState2 = (0, _slicedToArray2.default)(_React$useState, 2),
    open = _React$useState2[0],
    setOpen = _React$useState2[1];
  var _React$useState3 = _react.default.useState(''),
    _React$useState4 = (0, _slicedToArray2.default)(_React$useState3, 2),
    pageName = _React$useState4[0],
    setPageName = _React$useState4[1];
  (0, _react.useEffect)(function () {
    setOpen(isOpen);
  }, [isOpen]);
  var handleDialogClose = function handleDialogClose() {
    setOpen(false);
    closedDialogCallback();
  };
  var handleChange = function handleChange(event) {
    var urlParams = new URLSearchParams();
    urlParams.append('post_data[post_title]', event.target.value);
    setPageName(urlParams.toString());
  };
  return /*#__PURE__*/_react.default.createElement(_Dialog.default, {
    open: open,
    onClose: handleDialogClose,
    maxWidth: "xs",
    width: "xs",
    fullWidth: true
  }, /*#__PURE__*/_react.default.createElement(_DialogHeader.default, null, /*#__PURE__*/_react.default.createElement(_DialogHeaderGroup.default, null, /*#__PURE__*/_react.default.createElement(_DialogTitle.default, null, __('Name your page', 'elementor')))), /*#__PURE__*/_react.default.createElement(_DialogContent.default, {
    dividers: true
  }, /*#__PURE__*/_react.default.createElement(_DialogContentText.default, {
    sx: {
      mb: 2
    }
  }, __('To proceed, please name your first page,', 'elementor'), /*#__PURE__*/_react.default.createElement("br", null), __('or rename it later.', 'elementor')), /*#__PURE__*/_react.default.createElement(_TextField.default, {
    onChange: handleChange,
    fullWidth: true,
    placeholder: __('New Page', 'elementor')
  })), /*#__PURE__*/_react.default.createElement(_DialogActions.default, null, /*#__PURE__*/_react.default.createElement(_Button.default, {
    onClick: handleDialogClose,
    color: "secondary"
  }, __('Cancel', 'elementor')), /*#__PURE__*/_react.default.createElement(_Button.default, {
    variant: "contained",
    href: pageName ? url + '&' + pageName : url,
    target: "_blank"
  }, __('Save', 'elementor'))));
};
var _default = exports["default"] = CreateNewPageDialog;
CreateNewPageDialog.propTypes = {
  url: PropTypes.string.isRequired,
  isOpen: PropTypes.bool.isRequired,
  closedDialogCallback: PropTypes.func.isRequired
};

/***/ }),

/***/ "../modules/home/assets/js/components/external-links-section.js":
/*!**********************************************************************!*\
  !*** ../modules/home/assets/js/components/external-links-section.js ***!
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/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _objectDestructuringEmpty2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/objectDestructuringEmpty */ "../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js"));
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _List = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/List */ "@elementor/ui/List"));
var _ListItemButton = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/ListItemButton */ "@elementor/ui/ListItemButton"));
var _ListItemText = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/ListItemText */ "@elementor/ui/ListItemText"));
var _Divider = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Divider */ "@elementor/ui/Divider"));
var ExternalLinksSection = function ExternalLinksSection(_ref) {
  var props = (0, _extends2.default)({}, ((0, _objectDestructuringEmpty2.default)(_ref), _ref));
  return /*#__PURE__*/_react.default.createElement(_ui.Paper, {
    elevation: 0,
    sx: {
      px: 3
    }
  }, /*#__PURE__*/_react.default.createElement(_List.default, null, props.externalLinksData.map(function (item, index) {
    return /*#__PURE__*/_react.default.createElement(_ui.Box, {
      key: item.label
    }, /*#__PURE__*/_react.default.createElement(_ListItemButton.default, {
      href: item.url,
      target: "_blank",
      sx: {
        '&:hover': {
          backgroundColor: 'initial'
        },
        gap: 2,
        px: 0,
        py: 2
      }
    }, /*#__PURE__*/_react.default.createElement(_ui.Box, {
      component: "img",
      src: item.image,
      sx: {
        width: '38px'
      }
    }), /*#__PURE__*/_react.default.createElement(_ListItemText.default, {
      sx: {
        color: 'text.secondary'
      },
      primary: item.label
    })), index < props.externalLinksData.length - 1 && /*#__PURE__*/_react.default.createElement(_Divider.default, null));
  })));
};
var _default = exports["default"] = ExternalLinksSection;
ExternalLinksSection.propTypes = {
  externalLinksData: PropTypes.array.isRequired
};

/***/ }),

/***/ "../modules/home/assets/js/components/get-started-list-item.js":
/*!*********************************************************************!*\
  !*** ../modules/home/assets/js/components/get-started-list-item.js ***!
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/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _slicedToArray2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/slicedToArray */ "../node_modules/@babel/runtime/helpers/slicedToArray.js"));
var _ListItem = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/ListItem */ "@elementor/ui/ListItem"));
var _ListItemText = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/ListItemText */ "@elementor/ui/ListItemText"));
var _Link = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Link */ "@elementor/ui/Link"));
var _Box = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Box */ "@elementor/ui/Box"));
var _createNewPageDialog = _interopRequireDefault(__webpack_require__(/*! ./create-new-page-dialog */ "../modules/home/assets/js/components/create-new-page-dialog.js"));
var GetStartedListItem = function GetStartedListItem(_ref) {
  var item = _ref.item,
    image = _ref.image,
    adminUrl = _ref.adminUrl;
  var url = item.is_relative_url ? adminUrl + item.url : item.url;
  var _React$useState = _react.default.useState(false),
    _React$useState2 = (0, _slicedToArray2.default)(_React$useState, 2),
    isOpen = _React$useState2[0],
    openDialog = _React$useState2[1];
  var handleLinkClick = function handleLinkClick(event) {
    if (!item.new_page) {
      return;
    }
    event.preventDefault();
    openDialog(true);
  };
  return /*#__PURE__*/_react.default.createElement(_ListItem.default, {
    alignItems: "flex-start",
    sx: {
      gap: 1,
      p: 0,
      maxWidth: '150px'
    }
  }, /*#__PURE__*/_react.default.createElement(_Box.default, {
    component: "img",
    src: image
  }), /*#__PURE__*/_react.default.createElement(_Box.default, null, /*#__PURE__*/_react.default.createElement(_ListItemText.default, {
    primary: item.title,
    primaryTypographyProps: {
      variant: 'subtitle1'
    },
    sx: {
      my: 0
    }
  }), /*#__PURE__*/_react.default.createElement(_Link.default, {
    variant: "body2",
    color: item.title_small_color ? item.title_small_color : 'text.tertiary',
    underline: "hover",
    href: url,
    target: "_blank",
    onClick: handleLinkClick
  }, item.title_small)), item.new_page && /*#__PURE__*/_react.default.createElement(_createNewPageDialog.default, {
    url: url,
    isOpen: isOpen,
    closedDialogCallback: function closedDialogCallback() {
      return openDialog(false);
    }
  }));
};
var _default = exports["default"] = GetStartedListItem;
GetStartedListItem.propTypes = {
  item: PropTypes.shape({
    title: PropTypes.string.isRequired,
    title_small: PropTypes.string.isRequired,
    url: PropTypes.string.isRequired,
    new_page: PropTypes.bool,
    is_relative_url: PropTypes.bool,
    title_small_color: PropTypes.string
  }).isRequired,
  adminUrl: PropTypes.string.isRequired,
  image: PropTypes.string
};

/***/ }),

/***/ "../modules/home/assets/js/components/get-started-section.js":
/*!*******************************************************************!*\
  !*** ../modules/home/assets/js/components/get-started-section.js ***!
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/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _objectDestructuringEmpty2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/objectDestructuringEmpty */ "../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js"));
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _List = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/List */ "@elementor/ui/List"));
var _getStartedListItem = _interopRequireDefault(__webpack_require__(/*! ./get-started-list-item */ "../modules/home/assets/js/components/get-started-list-item.js"));
var GetStarted = function GetStarted(_ref) {
  var props = (0, _extends2.default)({}, ((0, _objectDestructuringEmpty2.default)(_ref), _ref));
  return /*#__PURE__*/_react.default.createElement(_ui.Paper, {
    elevation: 0,
    sx: {
      p: 3,
      display: 'flex',
      flexDirection: 'column',
      gap: 2
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Box, null, /*#__PURE__*/_react.default.createElement(_ui.Typography, {
    variant: "h6"
  }, props.getStartedData.header.title), /*#__PURE__*/_react.default.createElement(_ui.Typography, {
    variant: "body2",
    color: "text.secondary"
  }, props.getStartedData.header.description)), /*#__PURE__*/_react.default.createElement(_List.default, {
    sx: {
      display: 'grid',
      gridTemplateColumns: {
        md: 'repeat(4, 1fr)',
        xs: 'repeat(2, 1fr)'
      },
      columnGap: {
        md: 9,
        xs: 7
      },
      rowGap: 3
    }
  }, props.getStartedData.repeater.map(function (item) {
    return /*#__PURE__*/_react.default.createElement(_getStartedListItem.default, {
      key: item.title,
      item: item,
      image: item.image,
      adminUrl: props.adminUrl
    });
  })));
};
var _default = exports["default"] = GetStarted;
GetStarted.propTypes = {
  getStartedData: PropTypes.object.isRequired,
  adminUrl: PropTypes.string.isRequired
};

/***/ }),

/***/ "../modules/home/assets/js/components/home-screen.js":
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  !*** ../modules/home/assets/js/components/home-screen.js ***!
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/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _topSection = _interopRequireDefault(__webpack_require__(/*! ./top-section */ "../modules/home/assets/js/components/top-section.js"));
var _sidebarPromotion = _interopRequireDefault(__webpack_require__(/*! ./sidebar-promotion */ "../modules/home/assets/js/components/sidebar-promotion.js"));
var _addonsSection = _interopRequireDefault(__webpack_require__(/*! ./addons-section */ "../modules/home/assets/js/components/addons-section.js"));
var _externalLinksSection = _interopRequireDefault(__webpack_require__(/*! ./external-links-section */ "../modules/home/assets/js/components/external-links-section.js"));
var _getStartedSection = _interopRequireDefault(__webpack_require__(/*! ./get-started-section */ "../modules/home/assets/js/components/get-started-section.js"));
var HomeScreen = function HomeScreen(props) {
  var hasSidebarUpgrade = props.homeScreenData.hasOwnProperty('sidebar_upgrade');
  return /*#__PURE__*/ /*  Box wrapper around the Container is needed to neutralize wp-content area left-padding */_react.default.createElement(_ui.Box, {
    sx: {
      pr: 1
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Container, {
    disableGutters: true,
    maxWidth: "lg",
    sx: {
      display: 'flex',
      flexDirection: 'column',
      gap: {
        xs: 1,
        md: 3
      },
      pt: {
        xs: 2,
        md: 6
      },
      pb: 2
    }
  }, /*#__PURE__*/_react.default.createElement(_topSection.default, {
    topData: props.homeScreenData.top_with_licences,
    createNewPageUrl: props.homeScreenData.create_new_page_url
  }), /*#__PURE__*/_react.default.createElement(_ui.Box, {
    sx: {
      display: 'flex',
      flexDirection: {
        xs: 'column',
        sm: 'row'
      },
      justifyContent: 'space-between',
      gap: 3
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Stack, {
    sx: {
      flex: 1,
      gap: 3
    }
  }, /*#__PURE__*/_react.default.createElement(_getStartedSection.default, {
    getStartedData: props.homeScreenData.get_started,
    adminUrl: props.adminUrl
  }), /*#__PURE__*/_react.default.createElement(_addonsSection.default, {
    addonsData: props.homeScreenData.add_ons,
    adminUrl: props.adminUrl
  })), /*#__PURE__*/_react.default.createElement(_ui.Container, {
    maxWidth: "xs",
    disableGutters: true,
    sx: {
      width: {
        sm: '305px'
      },
      display: 'flex',
      flexDirection: 'column',
      gap: 3
    }
  }, hasSidebarUpgrade && /*#__PURE__*/_react.default.createElement(_sidebarPromotion.default, {
    sideData: props.homeScreenData.sidebar_upgrade
  }), /*#__PURE__*/_react.default.createElement(_externalLinksSection.default, {
    externalLinksData: props.homeScreenData.external_links
  })))));
};
HomeScreen.propTypes = {
  homeScreenData: PropTypes.object,
  adminUrl: PropTypes.string
};
var _default = exports["default"] = HomeScreen;

/***/ }),

/***/ "../modules/home/assets/js/components/sidebar-promotion.js":
/*!*****************************************************************!*\
  !*** ../modules/home/assets/js/components/sidebar-promotion.js ***!
  \*****************************************************************/
/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _objectDestructuringEmpty2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/objectDestructuringEmpty */ "../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js"));
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _Button = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Button */ "@elementor/ui/Button"));
var _List = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/List */ "@elementor/ui/List"));
var _ListItem = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/ListItem */ "@elementor/ui/ListItem"));
var _ListItemText = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/ListItemText */ "@elementor/ui/ListItemText"));
var _sideBarCheckIcon = _interopRequireDefault(__webpack_require__(/*! ../icons/side-bar-check-icon */ "../modules/home/assets/js/icons/side-bar-check-icon.js"));
var SideBarPromotion = function SideBarPromotion(_ref) {
  var props = (0, _extends2.default)({}, ((0, _objectDestructuringEmpty2.default)(_ref), _ref));
  return /*#__PURE__*/_react.default.createElement(_ui.Paper, {
    elevation: 0,
    sx: {
      p: 3
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Stack, {
    gap: 1.5,
    sx: {
      alignItems: 'center',
      textAlign: 'center',
      pb: 4
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Box, {
    component: "img",
    src: props.sideData.header.image
  }), /*#__PURE__*/_react.default.createElement(_ui.Box, null, /*#__PURE__*/_react.default.createElement(_ui.Typography, {
    variant: "h6"
  }, props.sideData.header.title), /*#__PURE__*/_react.default.createElement(_ui.Typography, {
    variant: "body2",
    color: "text.secondary"
  }, props.sideData.header.description)), /*#__PURE__*/_react.default.createElement(_Button.default, {
    variant: "contained",
    size: "medium",
    color: "promotion",
    href: props.sideData.cta.url,
    startIcon: /*#__PURE__*/_react.default.createElement(_ui.Box, {
      component: "img",
      src: props.sideData.cta.image,
      sx: {
        width: '16px'
      }
    }),
    target: "_blank",
    sx: {
      maxWidth: 'fit-content'
    }
  }, props.sideData.cta.label)), /*#__PURE__*/_react.default.createElement(_List.default, {
    sx: {
      p: 0
    }
  }, props.sideData.repeater.map(function (item, index) {
    return /*#__PURE__*/_react.default.createElement(_ListItem.default, {
      key: index,
      sx: {
        p: 0,
        gap: 1
      }
    }, /*#__PURE__*/_react.default.createElement(_sideBarCheckIcon.default, null), /*#__PURE__*/_react.default.createElement(_ListItemText.default, {
      primaryTypographyProps: {
        variant: 'body2'
      },
      primary: item.title
    }));
  })));
};
var _default = exports["default"] = SideBarPromotion;
SideBarPromotion.propTypes = {
  sideData: PropTypes.object.isRequired
};

/***/ }),

/***/ "../modules/home/assets/js/components/top-section.js":
/*!***********************************************************!*\
  !*** ../modules/home/assets/js/components/top-section.js ***!
  \***********************************************************/
/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";
/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _objectDestructuringEmpty2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/objectDestructuringEmpty */ "../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js"));
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _Typography = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Typography */ "@elementor/ui/Typography"));
var _Button = _interopRequireDefault(__webpack_require__(/*! @elementor/ui/Button */ "@elementor/ui/Button"));
var _youtubeIcon = _interopRequireDefault(__webpack_require__(/*! ../icons/youtube-icon */ "../modules/home/assets/js/icons/youtube-icon.js"));
var TopSection = function TopSection(_ref) {
  var props = (0, _extends2.default)({}, ((0, _objectDestructuringEmpty2.default)(_ref), _ref));
  return /*#__PURE__*/_react.default.createElement(_ui.Paper, {
    elevation: 0,
    sx: {
      display: 'flex',
      flexDirection: {
        xs: 'column',
        sm: 'row'
      },
      justifyContent: 'space-between',
      py: {
        xs: 3,
        md: 3
      },
      px: {
        xs: 3,
        md: 4
      },
      gap: {
        xs: 2,
        sm: 3,
        lg: 22
      }
    }
  }, /*#__PURE__*/_react.default.createElement(_ui.Stack, {
    gap: 3,
    justifyContent: "center"
  }, /*#__PURE__*/_react.default.createElement(_ui.Box, null, /*#__PURE__*/_react.default.createElement(_Typography.default, {
    variant: "h6"
  }, props.topData.title), /*#__PURE__*/_react.default.createElement(_Typography.default, {
    variant: "body2",
    color: "secondary"
  }, props.topData.description)), /*#__PURE__*/_react.default.createElement(_ui.Box, {
    sx: {
      display: 'flex',
      gap: 1
    }
  }, /*#__PURE__*/_react.default.createElement(_Button.default, {
    variant: "contained",
    size: "small",
    href: props.createNewPageUrl,
    target: "_blank"
  }, props.topData.button_create_page_title), /*#__PURE__*/_react.default.createElement(_Button.default, {
    variant: "outlined",
    color: "secondary",
    size: "small",
    startIcon: /*#__PURE__*/_react.default.createElement(_youtubeIcon.default, null),
    href: props.topData.button_watch_url,
    target: "_blank"
  }, props.topData.button_watch_title))), /*#__PURE__*/_react.default.createElement(_ui.Box, {
    component: "iframe",
    src: "https://www.youtube.com/embed/".concat(props.topData.youtube_embed_id),
    title: "YouTube video player",
    frameBorder: "0",
    allow: "accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share",
    allowFullScreen: true,
    sx: {
      aspectRatio: '16/9',
      borderRadius: 1,
      display: 'flex',
      width: '100%',
      maxWidth: '365px'
    }
  }));
};
TopSection.propTypes = {
  topData: PropTypes.object.isRequired,
  createNewPageUrl: PropTypes.string.isRequired
};
var _default = exports["default"] = TopSection;

/***/ }),

/***/ "../modules/home/assets/js/icons/side-bar-check-icon.js":
/*!**************************************************************!*\
  !*** ../modules/home/assets/js/icons/side-bar-check-icon.js ***!
  \**************************************************************/
/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
var _typeof = __webpack_require__(/*! @babel/runtime/helpers/typeof */ "../node_modules/@babel/runtime/helpers/typeof.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var React = _interopRequireWildcard(__webpack_require__(/*! react */ "react"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
function _getRequireWildcardCache(e) { if ("function" != typeof WeakMap) return null; var r = new WeakMap(), t = new WeakMap(); return (_getRequireWildcardCache = function _getRequireWildcardCache(e) { return e ? t : r; })(e); }
function _interopRequireWildcard(e, r) { if (!r && e && e.__esModule) return e; if (null === e || "object" != _typeof(e) && "function" != typeof e) return { default: e }; var t = _getRequireWildcardCache(r); if (t && t.has(e)) return t.get(e); var n = { __proto__: null }, a = Object.defineProperty && Object.getOwnPropertyDescriptor; for (var u in e) if ("default" !== u && {}.hasOwnProperty.call(e, u)) { var i = a ? Object.getOwnPropertyDescriptor(e, u) : null; i && (i.get || i.set) ? Object.defineProperty(n, u, i) : n[u] = e[u]; } return n.default = e, t && t.set(e, n), n; }
var SideBarCheckIcon = function SideBarCheckIcon(props) {
  return /*#__PURE__*/React.createElement(_ui.SvgIcon, (0, _extends2.default)({
    viewBox: "0 0 24 24"
  }, props), /*#__PURE__*/React.createElement("path", {
    fillRule: "evenodd",
    clipRule: "evenodd",
    d: "M9.09013 3.69078C10.273 3.2008 11.5409 2.94861 12.8213 2.94861C14.1017 2.94861 15.3695 3.2008 16.5525 3.69078C17.7354 4.18077 18.8102 4.89895 19.7156 5.80432C20.621 6.70969 21.3391 7.78452 21.8291 8.96744C22.3191 10.1504 22.5713 11.4182 22.5713 12.6986C22.5713 13.979 22.3191 15.2468 21.8291 16.4298C21.3391 17.6127 20.621 18.6875 19.7156 19.5929C18.8102 20.4983 17.7354 21.2165 16.5525 21.7064C15.3695 22.1964 14.1017 22.4486 12.8213 22.4486C11.5409 22.4486 10.2731 22.1964 9.09013 21.7064C7.9072 21.2165 6.83237 20.4983 5.927 19.5929C5.02163 18.6875 4.30345 17.6127 3.81346 16.4298C3.32348 15.2468 3.07129 13.979 3.07129 12.6986C3.07129 11.4182 3.32348 10.1504 3.81346 8.96744C4.30345 7.78452 5.02163 6.70969 5.927 5.80432C6.83237 4.89895 7.9072 4.18077 9.09013 3.69078ZM12.8213 4.44861C11.7379 4.44861 10.6651 4.662 9.66415 5.0766C8.66321 5.4912 7.75374 6.09889 6.98766 6.86498C6.22157 7.63106 5.61388 8.54053 5.19928 9.54147C4.78468 10.5424 4.57129 11.6152 4.57129 12.6986C4.57129 13.782 4.78468 14.8548 5.19928 15.8557C5.61388 16.8567 6.22157 17.7662 6.98766 18.5322C7.75374 19.2983 8.66322 19.906 9.66415 20.3206C10.6651 20.7352 11.7379 20.9486 12.8213 20.9486C13.9047 20.9486 14.9775 20.7352 15.9784 20.3206C16.9794 19.906 17.8888 19.2983 18.6549 18.5322C19.421 17.7662 20.0287 16.8567 20.4433 15.8557C20.8579 14.8548 21.0713 13.782 21.0713 12.6986C21.0713 11.6152 20.8579 10.5424 20.4433 9.54147C20.0287 8.54053 19.421 7.63106 18.6549 6.86498C17.8888 6.09889 16.9794 5.4912 15.9784 5.0766C14.9775 4.662 13.9047 4.44861 12.8213 4.44861Z",
    fill: "#93003F"
  }), /*#__PURE__*/React.createElement("path", {
    fillRule: "evenodd",
    clipRule: "evenodd",
    d: "M17.3213 9.69424C17.6142 9.98713 17.6142 10.462 17.3213 10.7549L12.3732 15.703C12.0803 15.9959 11.6054 15.9959 11.3125 15.703L8.83851 13.2289C8.54562 12.936 8.54562 12.4612 8.83851 12.1683C9.1314 11.8754 9.60628 11.8754 9.89917 12.1683L11.8429 14.112L16.2606 9.69424C16.5535 9.40135 17.0284 9.40135 17.3213 9.69424Z",
    fill: "#93003F"
  }));
};
var _default = exports["default"] = SideBarCheckIcon;

/***/ }),

/***/ "../modules/home/assets/js/icons/youtube-icon.js":
/*!*******************************************************!*\
  !*** ../modules/home/assets/js/icons/youtube-icon.js ***!
  \*******************************************************/
/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
var _typeof = __webpack_require__(/*! @babel/runtime/helpers/typeof */ "../node_modules/@babel/runtime/helpers/typeof.js");
Object.defineProperty(exports, "__esModule", ({
  value: true
}));
exports["default"] = void 0;
var _extends2 = _interopRequireDefault(__webpack_require__(/*! @babel/runtime/helpers/extends */ "../node_modules/@babel/runtime/helpers/extends.js"));
var React = _interopRequireWildcard(__webpack_require__(/*! react */ "react"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
function _getRequireWildcardCache(e) { if ("function" != typeof WeakMap) return null; var r = new WeakMap(), t = new WeakMap(); return (_getRequireWildcardCache = function _getRequireWildcardCache(e) { return e ? t : r; })(e); }
function _interopRequireWildcard(e, r) { if (!r && e && e.__esModule) return e; if (null === e || "object" != _typeof(e) && "function" != typeof e) return { default: e }; var t = _getRequireWildcardCache(r); if (t && t.has(e)) return t.get(e); var n = { __proto__: null }, a = Object.defineProperty && Object.getOwnPropertyDescriptor; for (var u in e) if ("default" !== u && {}.hasOwnProperty.call(e, u)) { var i = a ? Object.getOwnPropertyDescriptor(e, u) : null; i && (i.get || i.set) ? Object.defineProperty(n, u, i) : n[u] = e[u]; } return n.default = e, t && t.set(e, n), n; }
var YoutubeIcon = function YoutubeIcon(props) {
  return /*#__PURE__*/React.createElement(_ui.SvgIcon, (0, _extends2.default)({
    viewBox: "0 0 24 24"
  }, props), /*#__PURE__*/React.createElement("path", {
    fillRule: "evenodd",
    clipRule: "evenodd",
    d: "M7 5.75C5.20507 5.75 3.75 7.20507 3.75 9V15C3.75 16.7949 5.20507 18.25 7 18.25H17C18.7949 18.25 20.25 16.7949 20.25 15V9C20.25 7.20507 18.7949 5.75 17 5.75H7ZM2.25 9C2.25 6.37665 4.37665 4.25 7 4.25H17C19.6234 4.25 21.75 6.37665 21.75 9V15C21.75 17.6234 19.6234 19.75 17 19.75H7C4.37665 19.75 2.25 17.6234 2.25 15V9ZM9.63048 8.34735C9.86561 8.21422 10.1542 8.21786 10.3859 8.35688L15.3859 11.3569C15.6118 11.4924 15.75 11.7366 15.75 12C15.75 12.2634 15.6118 12.5076 15.3859 12.6431L10.3859 15.6431C10.1542 15.7821 9.86561 15.7858 9.63048 15.6526C9.39534 15.5195 9.25 15.2702 9.25 15V9C9.25 8.7298 9.39534 8.48048 9.63048 8.34735ZM10.75 10.3246V13.6754L13.5423 12L10.75 10.3246Z"
  }));
};
var _default = exports["default"] = YoutubeIcon;

/***/ }),

/***/ "../node_modules/object-assign/index.js":
/*!**********************************************!*\
  !*** ../node_modules/object-assign/index.js ***!
  \**********************************************/
/***/ ((module) => {

"use strict";
/*
object-assign
(c) Sindre Sorhus
@license MIT
*/


/* eslint-disable no-unused-vars */
var getOwnPropertySymbols = Object.getOwnPropertySymbols;
var hasOwnProperty = Object.prototype.hasOwnProperty;
var propIsEnumerable = Object.prototype.propertyIsEnumerable;

function toObject(val) {
	if (val === null || val === undefined) {
		throw new TypeError('Object.assign cannot be called with null or undefined');
	}

	return Object(val);
}

function shouldUseNative() {
	try {
		if (!Object.assign) {
			return false;
		}

		// Detect buggy property enumeration order in older V8 versions.

		// https://bugs.chromium.org/p/v8/issues/detail?id=4118
		var test1 = new String('abc');  // eslint-disable-line no-new-wrappers
		test1[5] = 'de';
		if (Object.getOwnPropertyNames(test1)[0] === '5') {
			return false;
		}

		// https://bugs.chromium.org/p/v8/issues/detail?id=3056
		var test2 = {};
		for (var i = 0; i < 10; i++) {
			test2['_' + String.fromCharCode(i)] = i;
		}
		var order2 = Object.getOwnPropertyNames(test2).map(function (n) {
			return test2[n];
		});
		if (order2.join('') !== '0123456789') {
			return false;
		}

		// https://bugs.chromium.org/p/v8/issues/detail?id=3056
		var test3 = {};
		'abcdefghijklmnopqrst'.split('').forEach(function (letter) {
			test3[letter] = letter;
		});
		if (Object.keys(Object.assign({}, test3)).join('') !==
				'abcdefghijklmnopqrst') {
			return false;
		}

		return true;
	} catch (err) {
		// We don't expect any of the above to throw, but better to be safe.
		return false;
	}
}

module.exports = shouldUseNative() ? Object.assign : function (target, source) {
	var from;
	var to = toObject(target);
	var symbols;

	for (var s = 1; s < arguments.length; s++) {
		from = Object(arguments[s]);

		for (var key in from) {
			if (hasOwnProperty.call(from, key)) {
				to[key] = from[key];
			}
		}

		if (getOwnPropertySymbols) {
			symbols = getOwnPropertySymbols(from);
			for (var i = 0; i < symbols.length; i++) {
				if (propIsEnumerable.call(from, symbols[i])) {
					to[symbols[i]] = from[symbols[i]];
				}
			}
		}
	}

	return to;
};


/***/ }),

/***/ "../node_modules/prop-types/checkPropTypes.js":
/*!****************************************************!*\
  !*** ../node_modules/prop-types/checkPropTypes.js ***!
  \****************************************************/
/***/ ((module, __unused_webpack_exports, __webpack_require__) => {

"use strict";
/**
 * Copyright (c) 2013-present, Facebook, Inc.
 *
 * This source code is licensed under the MIT license found in the
 * LICENSE file in the root directory of this source tree.
 */



var printWarning = function() {};

if (true) {
  var ReactPropTypesSecret = __webpack_require__(/*! ./lib/ReactPropTypesSecret */ "../node_modules/prop-types/lib/ReactPropTypesSecret.js");
  var loggedTypeFailures = {};
  var has = __webpack_require__(/*! ./lib/has */ "../node_modules/prop-types/lib/has.js");

  printWarning = function(text) {
    var message = 'Warning: ' + text;
    if (typeof console !== 'undefined') {
      console.error(message);
    }
    try {
      // --- Welcome to debugging React ---
      // This error was thrown as a convenience so that you can use this stack
      // to find the callsite that caused this warning to fire.
      throw new Error(message);
    } catch (x) { /**/ }
  };
}

/**
 * Assert that the values match with the type specs.
 * Error messages are memorized and will only be shown once.
 *
 * @param {object} typeSpecs Map of name to a ReactPropType
 * @param {object} values Runtime values that need to be type-checked
 * @param {string} location e.g. "prop", "context", "child context"
 * @param {string} componentName Name of the component for error messages.
 * @param {?Function} getStack Returns the component stack.
 * @private
 */
function checkPropTypes(typeSpecs, values, location, componentName, getStack) {
  if (true) {
    for (var typeSpecName in typeSpecs) {
      if (has(typeSpecs, typeSpecName)) {
        var error;
        // Prop type validation may throw. In case they do, we don't want to
        // fail the render phase where it didn't fail before. So we log it.
        // After these have been cleaned up, we'll let them throw.
        try {
          // This is intentionally an invariant that gets caught. It's the same
          // behavior as without this statement except with a better message.
          if (typeof typeSpecs[typeSpecName] !== 'function') {
            var err = Error(
              (componentName || 'React class') + ': ' + location + ' type `' + typeSpecName + '` is invalid; ' +
              'it must be a function, usually from the `prop-types` package, but received `' + typeof typeSpecs[typeSpecName] + '`.' +
              'This often happens because of typos such as `PropTypes.function` instead of `PropTypes.func`.'
            );
            err.name = 'Invariant Violation';
            throw err;
          }
          error = typeSpecs[typeSpecName](values, typeSpecName, componentName, location, null, ReactPropTypesSecret);
        } catch (ex) {
          error = ex;
        }
        if (error && !(error instanceof Error)) {
          printWarning(
            (componentName || 'React class') + ': type specification of ' +
            location + ' `' + typeSpecName + '` is invalid; the type checker ' +
            'function must return `null` or an `Error` but returned a ' + typeof error + '. ' +
            'You may have forgotten to pass an argument to the type checker ' +
            'creator (arrayOf, instanceOf, objectOf, oneOf, oneOfType, and ' +
            'shape all require an argument).'
          );
        }
        if (error instanceof Error && !(error.message in loggedTypeFailures)) {
          // Only monitor this failure once because there tends to be a lot of the
          // same error.
          loggedTypeFailures[error.message] = true;

          var stack = getStack ? getStack() : '';

          printWarning(
            'Failed ' + location + ' type: ' + error.message + (stack != null ? stack : '')
          );
        }
      }
    }
  }
}

/**
 * Resets warning cache when testing.
 *
 * @private
 */
checkPropTypes.resetWarningCache = function() {
  if (true) {
    loggedTypeFailures = {};
  }
}

module.exports = checkPropTypes;


/***/ }),

/***/ "../node_modules/prop-types/factoryWithTypeCheckers.js":
/*!*************************************************************!*\
  !*** ../node_modules/prop-types/factoryWithTypeCheckers.js ***!
  \*************************************************************/
/***/ ((module, __unused_webpack_exports, __webpack_require__) => {

"use strict";
/**
 * Copyright (c) 2013-present, Facebook, Inc.
 *
 * This source code is licensed under the MIT license found in the
 * LICENSE file in the root directory of this source tree.
 */



var ReactIs = __webpack_require__(/*! react-is */ "../node_modules/prop-types/node_modules/react-is/index.js");
var assign = __webpack_require__(/*! object-assign */ "../node_modules/object-assign/index.js");

var ReactPropTypesSecret = __webpack_require__(/*! ./lib/ReactPropTypesSecret */ "../node_modules/prop-types/lib/ReactPropTypesSecret.js");
var has = __webpack_require__(/*! ./lib/has */ "../node_modules/prop-types/lib/has.js");
var checkPropTypes = __webpack_require__(/*! ./checkPropTypes */ "../node_modules/prop-types/checkPropTypes.js");

var printWarning = function() {};

if (true) {
  printWarning = function(text) {
    var message = 'Warning: ' + text;
    if (typeof console !== 'undefined') {
      console.error(message);
    }
    try {
      // --- Welcome to debugging React ---
      // This error was thrown as a convenience so that you can use this stack
      // to find the callsite that caused this warning to fire.
      throw new Error(message);
    } catch (x) {}
  };
}

function emptyFunctionThatReturnsNull() {
  return null;
}

module.exports = function(isValidElement, throwOnDirectAccess) {
  /* global Symbol */
  var ITERATOR_SYMBOL = typeof Symbol === 'function' && Symbol.iterator;
  var FAUX_ITERATOR_SYMBOL = '@@iterator'; // Before Symbol spec.

  /**
   * Returns the iterator method function contained on the iterable object.
   *
   * Be sure to invoke the function with the iterable as context:
   *
   *     var iteratorFn = getIteratorFn(myIterable);
   *     if (iteratorFn) {
   *       var iterator = iteratorFn.call(myIterable);
   *       ...
   *     }
   *
   * @param {?object} maybeIterable
   * @return {?function}
   */
  function getIteratorFn(maybeIterable) {
    var iteratorFn = maybeIterable && (ITERATOR_SYMBOL && maybeIterable[ITERATOR_SYMBOL] || maybeIterable[FAUX_ITERATOR_SYMBOL]);
    if (typeof iteratorFn === 'function') {
      return iteratorFn;
    }
  }

  /**
   * Collection of methods that allow declaration and validation of props that are
   * supplied to React components. Example usage:
   *
   *   var Props = require('ReactPropTypes');
   *   var MyArticle = React.createClass({
   *     propTypes: {
   *       // An optional string prop named "description".
   *       description: Props.string,
   *
   *       // A required enum prop named "category".
   *       category: Props.oneOf(['News','Photos']).isRequired,
   *
   *       // A prop named "dialog" that requires an instance of Dialog.
   *       dialog: Props.instanceOf(Dialog).isRequired
   *     },
   *     render: function() { ... }
   *   });
   *
   * A more formal specification of how these methods are used:
   *
   *   type := array|bool|func|object|number|string|oneOf([...])|instanceOf(...)
   *   decl := ReactPropTypes.{type}(.isRequired)?
   *
   * Each and every declaration produces a function with the same signature. This
   * allows the creation of custom validation functions. For example:
   *
   *  var MyLink = React.createClass({
   *    propTypes: {
   *      // An optional string or URI prop named "href".
   *      href: function(props, propName, componentName) {
   *        var propValue = props[propName];
   *        if (propValue != null && typeof propValue !== 'string' &&
   *            !(propValue instanceof URI)) {
   *          return new Error(
   *            'Expected a string or an URI for ' + propName + ' in ' +
   *            componentName
   *          );
   *        }
   *      }
   *    },
   *    render: function() {...}
   *  });
   *
   * @internal
   */

  var ANONYMOUS = '<<anonymous>>';

  // Important!
  // Keep this list in sync with production version in `./factoryWithThrowingShims.js`.
  var ReactPropTypes = {
    array: createPrimitiveTypeChecker('array'),
    bigint: createPrimitiveTypeChecker('bigint'),
    bool: createPrimitiveTypeChecker('boolean'),
    func: createPrimitiveTypeChecker('function'),
    number: createPrimitiveTypeChecker('number'),
    object: createPrimitiveTypeChecker('object'),
    string: createPrimitiveTypeChecker('string'),
    symbol: createPrimitiveTypeChecker('symbol'),

    any: createAnyTypeChecker(),
    arrayOf: createArrayOfTypeChecker,
    element: createElementTypeChecker(),
    elementType: createElementTypeTypeChecker(),
    instanceOf: createInstanceTypeChecker,
    node: createNodeChecker(),
    objectOf: createObjectOfTypeChecker,
    oneOf: createEnumTypeChecker,
    oneOfType: createUnionTypeChecker,
    shape: createShapeTypeChecker,
    exact: createStrictShapeTypeChecker,
  };

  /**
   * inlined Object.is polyfill to avoid requiring consumers ship their own
   * https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/Object/is
   */
  /*eslint-disable no-self-compare*/
  function is(x, y) {
    // SameValue algorithm
    if (x === y) {
      // Steps 1-5, 7-10
      // Steps 6.b-6.e: +0 != -0
      return x !== 0 || 1 / x === 1 / y;
    } else {
      // Step 6.a: NaN == NaN
      return x !== x && y !== y;
    }
  }
  /*eslint-enable no-self-compare*/

  /**
   * We use an Error-like object for backward compatibility as people may call
   * PropTypes directly and inspect their output. However, we don't use real
   * Errors anymore. We don't inspect their stack anyway, and creating them
   * is prohibitively expensive if they are created too often, such as what
   * happens in oneOfType() for any type before the one that matched.
   */
  function PropTypeError(message, data) {
    this.message = message;
    this.data = data && typeof data === 'object' ? data: {};
    this.stack = '';
  }
  // Make `instanceof Error` still work for returned errors.
  PropTypeError.prototype = Error.prototype;

  function createChainableTypeChecker(validate) {
    if (true) {
      var manualPropTypeCallCache = {};
      var manualPropTypeWarningCount = 0;
    }
    function checkType(isRequired, props, propName, componentName, location, propFullName, secret) {
      componentName = componentName || ANONYMOUS;
      propFullName = propFullName || propName;

      if (secret !== ReactPropTypesSecret) {
        if (throwOnDirectAccess) {
          // New behavior only for users of `prop-types` package
          var err = new Error(
            'Calling PropTypes validators directly is not supported by the `prop-types` package. ' +
            'Use `PropTypes.checkPropTypes()` to call them. ' +
            'Read more at http://fb.me/use-check-prop-types'
          );
          err.name = 'Invariant Violation';
          throw err;
        } else if ( true && typeof console !== 'undefined') {
          // Old behavior for people using React.PropTypes
          var cacheKey = componentName + ':' + propName;
          if (
            !manualPropTypeCallCache[cacheKey] &&
            // Avoid spamming the console because they are often not actionable except for lib authors
            manualPropTypeWarningCount < 3
          ) {
            printWarning(
              'You are manually calling a React.PropTypes validation ' +
              'function for the `' + propFullName + '` prop on `' + componentName + '`. This is deprecated ' +
              'and will throw in the standalone `prop-types` package. ' +
              'You may be seeing this warning due to a third-party PropTypes ' +
              'library. See https://fb.me/react-warning-dont-call-proptypes ' + 'for details.'
            );
            manualPropTypeCallCache[cacheKey] = true;
            manualPropTypeWarningCount++;
          }
        }
      }
      if (props[propName] == null) {
        if (isRequired) {
          if (props[propName] === null) {
            return new PropTypeError('The ' + location + ' `' + propFullName + '` is marked as required ' + ('in `' + componentName + '`, but its value is `null`.'));
          }
          return new PropTypeError('The ' + location + ' `' + propFullName + '` is marked as required in ' + ('`' + componentName + '`, but its value is `undefined`.'));
        }
        return null;
      } else {
        return validate(props, propName, componentName, location, propFullName);
      }
    }

    var chainedCheckType = checkType.bind(null, false);
    chainedCheckType.isRequired = checkType.bind(null, true);

    return chainedCheckType;
  }

  function createPrimitiveTypeChecker(expectedType) {
    function validate(props, propName, componentName, location, propFullName, secret) {
      var propValue = props[propName];
      var propType = getPropType(propValue);
      if (propType !== expectedType) {
        // `propValue` being instance of, say, date/regexp, pass the 'object'
        // check, but we can offer a more precise error message here rather than
        // 'of type `object`'.
        var preciseType = getPreciseType(propValue);

        return new PropTypeError(
          'Invalid ' + location + ' `' + propFullName + '` of type ' + ('`' + preciseType + '` supplied to `' + componentName + '`, expected ') + ('`' + expectedType + '`.'),
          {expectedType: expectedType}
        );
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createAnyTypeChecker() {
    return createChainableTypeChecker(emptyFunctionThatReturnsNull);
  }

  function createArrayOfTypeChecker(typeChecker) {
    function validate(props, propName, componentName, location, propFullName) {
      if (typeof typeChecker !== 'function') {
        return new PropTypeError('Property `' + propFullName + '` of component `' + componentName + '` has invalid PropType notation inside arrayOf.');
      }
      var propValue = props[propName];
      if (!Array.isArray(propValue)) {
        var propType = getPropType(propValue);
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type ' + ('`' + propType + '` supplied to `' + componentName + '`, expected an array.'));
      }
      for (var i = 0; i < propValue.length; i++) {
        var error = typeChecker(propValue, i, componentName, location, propFullName + '[' + i + ']', ReactPropTypesSecret);
        if (error instanceof Error) {
          return error;
        }
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createElementTypeChecker() {
    function validate(props, propName, componentName, location, propFullName) {
      var propValue = props[propName];
      if (!isValidElement(propValue)) {
        var propType = getPropType(propValue);
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type ' + ('`' + propType + '` supplied to `' + componentName + '`, expected a single ReactElement.'));
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createElementTypeTypeChecker() {
    function validate(props, propName, componentName, location, propFullName) {
      var propValue = props[propName];
      if (!ReactIs.isValidElementType(propValue)) {
        var propType = getPropType(propValue);
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type ' + ('`' + propType + '` supplied to `' + componentName + '`, expected a single ReactElement type.'));
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createInstanceTypeChecker(expectedClass) {
    function validate(props, propName, componentName, location, propFullName) {
      if (!(props[propName] instanceof expectedClass)) {
        var expectedClassName = expectedClass.name || ANONYMOUS;
        var actualClassName = getClassName(props[propName]);
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type ' + ('`' + actualClassName + '` supplied to `' + componentName + '`, expected ') + ('instance of `' + expectedClassName + '`.'));
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createEnumTypeChecker(expectedValues) {
    if (!Array.isArray(expectedValues)) {
      if (true) {
        if (arguments.length > 1) {
          printWarning(
            'Invalid arguments supplied to oneOf, expected an array, got ' + arguments.length + ' arguments. ' +
            'A common mistake is to write oneOf(x, y, z) instead of oneOf([x, y, z]).'
          );
        } else {
          printWarning('Invalid argument supplied to oneOf, expected an array.');
        }
      }
      return emptyFunctionThatReturnsNull;
    }

    function validate(props, propName, componentName, location, propFullName) {
      var propValue = props[propName];
      for (var i = 0; i < expectedValues.length; i++) {
        if (is(propValue, expectedValues[i])) {
          return null;
        }
      }

      var valuesString = JSON.stringify(expectedValues, function replacer(key, value) {
        var type = getPreciseType(value);
        if (type === 'symbol') {
          return String(value);
        }
        return value;
      });
      return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of value `' + String(propValue) + '` ' + ('supplied to `' + componentName + '`, expected one of ' + valuesString + '.'));
    }
    return createChainableTypeChecker(validate);
  }

  function createObjectOfTypeChecker(typeChecker) {
    function validate(props, propName, componentName, location, propFullName) {
      if (typeof typeChecker !== 'function') {
        return new PropTypeError('Property `' + propFullName + '` of component `' + componentName + '` has invalid PropType notation inside objectOf.');
      }
      var propValue = props[propName];
      var propType = getPropType(propValue);
      if (propType !== 'object') {
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type ' + ('`' + propType + '` supplied to `' + componentName + '`, expected an object.'));
      }
      for (var key in propValue) {
        if (has(propValue, key)) {
          var error = typeChecker(propValue, key, componentName, location, propFullName + '.' + key, ReactPropTypesSecret);
          if (error instanceof Error) {
            return error;
          }
        }
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createUnionTypeChecker(arrayOfTypeCheckers) {
    if (!Array.isArray(arrayOfTypeCheckers)) {
       true ? printWarning('Invalid argument supplied to oneOfType, expected an instance of array.') : 0;
      return emptyFunctionThatReturnsNull;
    }

    for (var i = 0; i < arrayOfTypeCheckers.length; i++) {
      var checker = arrayOfTypeCheckers[i];
      if (typeof checker !== 'function') {
        printWarning(
          'Invalid argument supplied to oneOfType. Expected an array of check functions, but ' +
          'received ' + getPostfixForTypeWarning(checker) + ' at index ' + i + '.'
        );
        return emptyFunctionThatReturnsNull;
      }
    }

    function validate(props, propName, componentName, location, propFullName) {
      var expectedTypes = [];
      for (var i = 0; i < arrayOfTypeCheckers.length; i++) {
        var checker = arrayOfTypeCheckers[i];
        var checkerResult = checker(props, propName, componentName, location, propFullName, ReactPropTypesSecret);
        if (checkerResult == null) {
          return null;
        }
        if (checkerResult.data && has(checkerResult.data, 'expectedType')) {
          expectedTypes.push(checkerResult.data.expectedType);
        }
      }
      var expectedTypesMessage = (expectedTypes.length > 0) ? ', expected one of type [' + expectedTypes.join(', ') + ']': '';
      return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` supplied to ' + ('`' + componentName + '`' + expectedTypesMessage + '.'));
    }
    return createChainableTypeChecker(validate);
  }

  function createNodeChecker() {
    function validate(props, propName, componentName, location, propFullName) {
      if (!isNode(props[propName])) {
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` supplied to ' + ('`' + componentName + '`, expected a ReactNode.'));
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function invalidValidatorError(componentName, location, propFullName, key, type) {
    return new PropTypeError(
      (componentName || 'React class') + ': ' + location + ' type `' + propFullName + '.' + key + '` is invalid; ' +
      'it must be a function, usually from the `prop-types` package, but received `' + type + '`.'
    );
  }

  function createShapeTypeChecker(shapeTypes) {
    function validate(props, propName, componentName, location, propFullName) {
      var propValue = props[propName];
      var propType = getPropType(propValue);
      if (propType !== 'object') {
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type `' + propType + '` ' + ('supplied to `' + componentName + '`, expected `object`.'));
      }
      for (var key in shapeTypes) {
        var checker = shapeTypes[key];
        if (typeof checker !== 'function') {
          return invalidValidatorError(componentName, location, propFullName, key, getPreciseType(checker));
        }
        var error = checker(propValue, key, componentName, location, propFullName + '.' + key, ReactPropTypesSecret);
        if (error) {
          return error;
        }
      }
      return null;
    }
    return createChainableTypeChecker(validate);
  }

  function createStrictShapeTypeChecker(shapeTypes) {
    function validate(props, propName, componentName, location, propFullName) {
      var propValue = props[propName];
      var propType = getPropType(propValue);
      if (propType !== 'object') {
        return new PropTypeError('Invalid ' + location + ' `' + propFullName + '` of type `' + propType + '` ' + ('supplied to `' + componentName + '`, expected `object`.'));
      }
      // We need to check all keys in case some are required but missing from props.
      var allKeys = assign({}, props[propName], shapeTypes);
      for (var key in allKeys) {
        var checker = shapeTypes[key];
        if (has(shapeTypes, key) && typeof checker !== 'function') {
          return invalidValidatorError(componentName, location, propFullName, key, getPreciseType(checker));
        }
        if (!checker) {
          return new PropTypeError(
            'Invalid ' + location + ' `' + propFullName + '` key `' + key + '` supplied to `' + componentName + '`.' +
            '\nBad object: ' + JSON.stringify(props[propName], null, '  ') +
            '\nValid keys: ' + JSON.stringify(Object.keys(shapeTypes), null, '  ')
          );
        }
        var error = checker(propValue, key, componentName, location, propFullName + '.' + key, ReactPropTypesSecret);
        if (error) {
          return error;
        }
      }
      return null;
    }

    return createChainableTypeChecker(validate);
  }

  function isNode(propValue) {
    switch (typeof propValue) {
      case 'number':
      case 'string':
      case 'undefined':
        return true;
      case 'boolean':
        return !propValue;
      case 'object':
        if (Array.isArray(propValue)) {
          return propValue.every(isNode);
        }
        if (propValue === null || isValidElement(propValue)) {
          return true;
        }

        var iteratorFn = getIteratorFn(propValue);
        if (iteratorFn) {
          var iterator = iteratorFn.call(propValue);
          var step;
          if (iteratorFn !== propValue.entries) {
            while (!(step = iterator.next()).done) {
              if (!isNode(step.value)) {
                return false;
              }
            }
          } else {
            // Iterator will provide entry [k,v] tuples rather than values.
            while (!(step = iterator.next()).done) {
              var entry = step.value;
              if (entry) {
                if (!isNode(entry[1])) {
                  return false;
                }
              }
            }
          }
        } else {
          return false;
        }

        return true;
      default:
        return false;
    }
  }

  function isSymbol(propType, propValue) {
    // Native Symbol.
    if (propType === 'symbol') {
      return true;
    }

    // falsy value can't be a Symbol
    if (!propValue) {
      return false;
    }

    // 19.4.3.5 Symbol.prototype[@@toStringTag] === 'Symbol'
    if (propValue['@@toStringTag'] === 'Symbol') {
      return true;
    }

    // Fallback for non-spec compliant Symbols which are polyfilled.
    if (typeof Symbol === 'function' && propValue instanceof Symbol) {
      return true;
    }

    return false;
  }

  // Equivalent of `typeof` but with special handling for array and regexp.
  function getPropType(propValue) {
    var propType = typeof propValue;
    if (Array.isArray(propValue)) {
      return 'array';
    }
    if (propValue instanceof RegExp) {
      // Old webkits (at least until Android 4.0) return 'function' rather than
      // 'object' for typeof a RegExp. We'll normalize this here so that /bla/
      // passes PropTypes.object.
      return 'object';
    }
    if (isSymbol(propType, propValue)) {
      return 'symbol';
    }
    return propType;
  }

  // This handles more types than `getPropType`. Only used for error messages.
  // See `createPrimitiveTypeChecker`.
  function getPreciseType(propValue) {
    if (typeof propValue === 'undefined' || propValue === null) {
      return '' + propValue;
    }
    var propType = getPropType(propValue);
    if (propType === 'object') {
      if (propValue instanceof Date) {
        return 'date';
      } else if (propValue instanceof RegExp) {
        return 'regexp';
      }
    }
    return propType;
  }

  // Returns a string that is postfixed to a warning about an invalid type.
  // For example, "undefined" or "of type array"
  function getPostfixForTypeWarning(value) {
    var type = getPreciseType(value);
    switch (type) {
      case 'array':
      case 'object':
        return 'an ' + type;
      case 'boolean':
      case 'date':
      case 'regexp':
        return 'a ' + type;
      default:
        return type;
    }
  }

  // Returns class name of the object, if any.
  function getClassName(propValue) {
    if (!propValue.constructor || !propValue.constructor.name) {
      return ANONYMOUS;
    }
    return propValue.constructor.name;
  }

  ReactPropTypes.checkPropTypes = checkPropTypes;
  ReactPropTypes.resetWarningCache = checkPropTypes.resetWarningCache;
  ReactPropTypes.PropTypes = ReactPropTypes;

  return ReactPropTypes;
};


/***/ }),

/***/ "../node_modules/prop-types/index.js":
/*!*******************************************!*\
  !*** ../node_modules/prop-types/index.js ***!
  \*******************************************/
/***/ ((module, __unused_webpack_exports, __webpack_require__) => {

/**
 * Copyright (c) 2013-present, Facebook, Inc.
 *
 * This source code is licensed under the MIT license found in the
 * LICENSE file in the root directory of this source tree.
 */

if (true) {
  var ReactIs = __webpack_require__(/*! react-is */ "../node_modules/prop-types/node_modules/react-is/index.js");

  // By explicitly using `prop-types` you are opting into new development behavior.
  // http://fb.me/prop-types-in-prod
  var throwOnDirectAccess = true;
  module.exports = __webpack_require__(/*! ./factoryWithTypeCheckers */ "../node_modules/prop-types/factoryWithTypeCheckers.js")(ReactIs.isElement, throwOnDirectAccess);
} else {}


/***/ }),

/***/ "../node_modules/prop-types/lib/ReactPropTypesSecret.js":
/*!**************************************************************!*\
  !*** ../node_modules/prop-types/lib/ReactPropTypesSecret.js ***!
  \**************************************************************/
/***/ ((module) => {

"use strict";
/**
 * Copyright (c) 2013-present, Facebook, Inc.
 *
 * This source code is licensed under the MIT license found in the
 * LICENSE file in the root directory of this source tree.
 */



var ReactPropTypesSecret = 'SECRET_DO_NOT_PASS_THIS_OR_YOU_WILL_BE_FIRED';

module.exports = ReactPropTypesSecret;


/***/ }),

/***/ "../node_modules/prop-types/lib/has.js":
/*!*********************************************!*\
  !*** ../node_modules/prop-types/lib/has.js ***!
  \*********************************************/
/***/ ((module) => {

module.exports = Function.call.bind(Object.prototype.hasOwnProperty);


/***/ }),

/***/ "../node_modules/prop-types/node_modules/react-is/cjs/react-is.development.js":
/*!************************************************************************************!*\
  !*** ../node_modules/prop-types/node_modules/react-is/cjs/react-is.development.js ***!
  \************************************************************************************/
/***/ ((__unused_webpack_module, exports) => {

"use strict";
/** @license React v16.13.1
 * react-is.development.js
 *
 * Copyright (c) Facebook, Inc. and its affiliates.
 *
 * This source code is licensed under the MIT license found in the
 * LICENSE file in the root directory of this source tree.
 */





if (true) {
  (function() {
'use strict';

// The Symbol used to tag the ReactElement-like types. If there is no native Symbol
// nor polyfill, then a plain number is used for performance.
var hasSymbol = typeof Symbol === 'function' && Symbol.for;
var REACT_ELEMENT_TYPE = hasSymbol ? Symbol.for('react.element') : 0xeac7;
var REACT_PORTAL_TYPE = hasSymbol ? Symbol.for('react.portal') : 0xeaca;
var REACT_FRAGMENT_TYPE = hasSymbol ? Symbol.for('react.fragment') : 0xeacb;
var REACT_STRICT_MODE_TYPE = hasSymbol ? Symbol.for('react.strict_mode') : 0xeacc;
var REACT_PROFILER_TYPE = hasSymbol ? Symbol.for('react.profiler') : 0xead2;
var REACT_PROVIDER_TYPE = hasSymbol ? Symbol.for('react.provider') : 0xeacd;
var REACT_CONTEXT_TYPE = hasSymbol ? Symbol.for('react.context') : 0xeace; // TODO: We don't use AsyncMode or ConcurrentMode anymore. They were temporary
// (unstable) APIs that have been removed. Can we remove the symbols?

var REACT_ASYNC_MODE_TYPE = hasSymbol ? Symbol.for('react.async_mode') : 0xeacf;
var REACT_CONCURRENT_MODE_TYPE = hasSymbol ? Symbol.for('react.concurrent_mode') : 0xeacf;
var REACT_FORWARD_REF_TYPE = hasSymbol ? Symbol.for('react.forward_ref') : 0xead0;
var REACT_SUSPENSE_TYPE = hasSymbol ? Symbol.for('react.suspense') : 0xead1;
var REACT_SUSPENSE_LIST_TYPE = hasSymbol ? Symbol.for('react.suspense_list') : 0xead8;
var REACT_MEMO_TYPE = hasSymbol ? Symbol.for('react.memo') : 0xead3;
var REACT_LAZY_TYPE = hasSymbol ? Symbol.for('react.lazy') : 0xead4;
var REACT_BLOCK_TYPE = hasSymbol ? Symbol.for('react.block') : 0xead9;
var REACT_FUNDAMENTAL_TYPE = hasSymbol ? Symbol.for('react.fundamental') : 0xead5;
var REACT_RESPONDER_TYPE = hasSymbol ? Symbol.for('react.responder') : 0xead6;
var REACT_SCOPE_TYPE = hasSymbol ? Symbol.for('react.scope') : 0xead7;

function isValidElementType(type) {
  return typeof type === 'string' || typeof type === 'function' || // Note: its typeof might be other than 'symbol' or 'number' if it's a polyfill.
  type === REACT_FRAGMENT_TYPE || type === REACT_CONCURRENT_MODE_TYPE || type === REACT_PROFILER_TYPE || type === REACT_STRICT_MODE_TYPE || type === REACT_SUSPENSE_TYPE || type === REACT_SUSPENSE_LIST_TYPE || typeof type === 'object' && type !== null && (type.$$typeof === REACT_LAZY_TYPE || type.$$typeof === REACT_MEMO_TYPE || type.$$typeof === REACT_PROVIDER_TYPE || type.$$typeof === REACT_CONTEXT_TYPE || type.$$typeof === REACT_FORWARD_REF_TYPE || type.$$typeof === REACT_FUNDAMENTAL_TYPE || type.$$typeof === REACT_RESPONDER_TYPE || type.$$typeof === REACT_SCOPE_TYPE || type.$$typeof === REACT_BLOCK_TYPE);
}

function typeOf(object) {
  if (typeof object === 'object' && object !== null) {
    var $$typeof = object.$$typeof;

    switch ($$typeof) {
      case REACT_ELEMENT_TYPE:
        var type = object.type;

        switch (type) {
          case REACT_ASYNC_MODE_TYPE:
          case REACT_CONCURRENT_MODE_TYPE:
          case REACT_FRAGMENT_TYPE:
          case REACT_PROFILER_TYPE:
          case REACT_STRICT_MODE_TYPE:
          case REACT_SUSPENSE_TYPE:
            return type;

          default:
            var $$typeofType = type && type.$$typeof;

            switch ($$typeofType) {
              case REACT_CONTEXT_TYPE:
              case REACT_FORWARD_REF_TYPE:
              case REACT_LAZY_TYPE:
              case REACT_MEMO_TYPE:
              case REACT_PROVIDER_TYPE:
                return $$typeofType;

              default:
                return $$typeof;
            }

        }

      case REACT_PORTAL_TYPE:
        return $$typeof;
    }
  }

  return undefined;
} // AsyncMode is deprecated along with isAsyncMode

var AsyncMode = REACT_ASYNC_MODE_TYPE;
var ConcurrentMode = REACT_CONCURRENT_MODE_TYPE;
var ContextConsumer = REACT_CONTEXT_TYPE;
var ContextProvider = REACT_PROVIDER_TYPE;
var Element = REACT_ELEMENT_TYPE;
var ForwardRef = REACT_FORWARD_REF_TYPE;
var Fragment = REACT_FRAGMENT_TYPE;
var Lazy = REACT_LAZY_TYPE;
var Memo = REACT_MEMO_TYPE;
var Portal = REACT_PORTAL_TYPE;
var Profiler = REACT_PROFILER_TYPE;
var StrictMode = REACT_STRICT_MODE_TYPE;
var Suspense = REACT_SUSPENSE_TYPE;
var hasWarnedAboutDeprecatedIsAsyncMode = false; // AsyncMode should be deprecated

function isAsyncMode(object) {
  {
    if (!hasWarnedAboutDeprecatedIsAsyncMode) {
      hasWarnedAboutDeprecatedIsAsyncMode = true; // Using console['warn'] to evade Babel and ESLint

      console['warn']('The ReactIs.isAsyncMode() alias has been deprecated, ' + 'and will be removed in React 17+. Update your code to use ' + 'ReactIs.isConcurrentMode() instead. It has the exact same API.');
    }
  }

  return isConcurrentMode(object) || typeOf(object) === REACT_ASYNC_MODE_TYPE;
}
function isConcurrentMode(object) {
  return typeOf(object) === REACT_CONCURRENT_MODE_TYPE;
}
function isContextConsumer(object) {
  return typeOf(object) === REACT_CONTEXT_TYPE;
}
function isContextProvider(object) {
  return typeOf(object) === REACT_PROVIDER_TYPE;
}
function isElement(object) {
  return typeof object === 'object' && object !== null && object.$$typeof === REACT_ELEMENT_TYPE;
}
function isForwardRef(object) {
  return typeOf(object) === REACT_FORWARD_REF_TYPE;
}
function isFragment(object) {
  return typeOf(object) === REACT_FRAGMENT_TYPE;
}
function isLazy(object) {
  return typeOf(object) === REACT_LAZY_TYPE;
}
function isMemo(object) {
  return typeOf(object) === REACT_MEMO_TYPE;
}
function isPortal(object) {
  return typeOf(object) === REACT_PORTAL_TYPE;
}
function isProfiler(object) {
  return typeOf(object) === REACT_PROFILER_TYPE;
}
function isStrictMode(object) {
  return typeOf(object) === REACT_STRICT_MODE_TYPE;
}
function isSuspense(object) {
  return typeOf(object) === REACT_SUSPENSE_TYPE;
}

exports.AsyncMode = AsyncMode;
exports.ConcurrentMode = ConcurrentMode;
exports.ContextConsumer = ContextConsumer;
exports.ContextProvider = ContextProvider;
exports.Element = Element;
exports.ForwardRef = ForwardRef;
exports.Fragment = Fragment;
exports.Lazy = Lazy;
exports.Memo = Memo;
exports.Portal = Portal;
exports.Profiler = Profiler;
exports.StrictMode = StrictMode;
exports.Suspense = Suspense;
exports.isAsyncMode = isAsyncMode;
exports.isConcurrentMode = isConcurrentMode;
exports.isContextConsumer = isContextConsumer;
exports.isContextProvider = isContextProvider;
exports.isElement = isElement;
exports.isForwardRef = isForwardRef;
exports.isFragment = isFragment;
exports.isLazy = isLazy;
exports.isMemo = isMemo;
exports.isPortal = isPortal;
exports.isProfiler = isProfiler;
exports.isStrictMode = isStrictMode;
exports.isSuspense = isSuspense;
exports.isValidElementType = isValidElementType;
exports.typeOf = typeOf;
  })();
}


/***/ }),

/***/ "../node_modules/prop-types/node_modules/react-is/index.js":
/*!*****************************************************************!*\
  !*** ../node_modules/prop-types/node_modules/react-is/index.js ***!
  \*****************************************************************/
/***/ ((module, __unused_webpack_exports, __webpack_require__) => {

"use strict";


if (false) {} else {
  module.exports = __webpack_require__(/*! ./cjs/react-is.development.js */ "../node_modules/prop-types/node_modules/react-is/cjs/react-is.development.js");
}


/***/ }),

/***/ "../node_modules/react-dom/client.js":
/*!*******************************************!*\
  !*** ../node_modules/react-dom/client.js ***!
  \*******************************************/
/***/ ((__unused_webpack_module, exports, __webpack_require__) => {

"use strict";


var m = __webpack_require__(/*! react-dom */ "react-dom");
if (false) {} else {
  var i = m.__SECRET_INTERNALS_DO_NOT_USE_OR_YOU_WILL_BE_FIRED;
  exports.createRoot = function(c, o) {
    i.usingClientEntryPoint = true;
    try {
      return m.createRoot(c, o);
    } finally {
      i.usingClientEntryPoint = false;
    }
  };
  exports.hydrateRoot = function(c, h, o) {
    i.usingClientEntryPoint = true;
    try {
      return m.hydrateRoot(c, h, o);
    } finally {
      i.usingClientEntryPoint = false;
    }
  };
}


/***/ }),

/***/ "react":
/*!************************!*\
  !*** external "React" ***!
  \************************/
/***/ ((module) => {

"use strict";
module.exports = React;

/***/ }),

/***/ "react-dom":
/*!***************************!*\
  !*** external "ReactDOM" ***!
  \***************************/
/***/ ((module) => {

"use strict";
module.exports = ReactDOM;

/***/ }),

/***/ "@elementor/ui":
/*!*********************************!*\
  !*** external "elementorV2.ui" ***!
  \*********************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui;

/***/ }),

/***/ "@elementor/ui/Box":
/*!****************************************!*\
  !*** external "elementorV2.ui['Box']" ***!
  \****************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Box'];

/***/ }),

/***/ "@elementor/ui/Button":
/*!*******************************************!*\
  !*** external "elementorV2.ui['Button']" ***!
  \*******************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Button'];

/***/ }),

/***/ "@elementor/ui/Card":
/*!*****************************************!*\
  !*** external "elementorV2.ui['Card']" ***!
  \*****************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Card'];

/***/ }),

/***/ "@elementor/ui/CardActions":
/*!************************************************!*\
  !*** external "elementorV2.ui['CardActions']" ***!
  \************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['CardActions'];

/***/ }),

/***/ "@elementor/ui/CardContent":
/*!************************************************!*\
  !*** external "elementorV2.ui['CardContent']" ***!
  \************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['CardContent'];

/***/ }),

/***/ "@elementor/ui/CardMedia":
/*!**********************************************!*\
  !*** external "elementorV2.ui['CardMedia']" ***!
  \**********************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['CardMedia'];

/***/ }),

/***/ "@elementor/ui/Dialog":
/*!*******************************************!*\
  !*** external "elementorV2.ui['Dialog']" ***!
  \*******************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Dialog'];

/***/ }),

/***/ "@elementor/ui/DialogActions":
/*!**************************************************!*\
  !*** external "elementorV2.ui['DialogActions']" ***!
  \**************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['DialogActions'];

/***/ }),

/***/ "@elementor/ui/DialogContent":
/*!**************************************************!*\
  !*** external "elementorV2.ui['DialogContent']" ***!
  \**************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['DialogContent'];

/***/ }),

/***/ "@elementor/ui/DialogContentText":
/*!******************************************************!*\
  !*** external "elementorV2.ui['DialogContentText']" ***!
  \******************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['DialogContentText'];

/***/ }),

/***/ "@elementor/ui/DialogHeader":
/*!*************************************************!*\
  !*** external "elementorV2.ui['DialogHeader']" ***!
  \*************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['DialogHeader'];

/***/ }),

/***/ "@elementor/ui/DialogHeaderGroup":
/*!******************************************************!*\
  !*** external "elementorV2.ui['DialogHeaderGroup']" ***!
  \******************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['DialogHeaderGroup'];

/***/ }),

/***/ "@elementor/ui/DialogTitle":
/*!************************************************!*\
  !*** external "elementorV2.ui['DialogTitle']" ***!
  \************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['DialogTitle'];

/***/ }),

/***/ "@elementor/ui/Divider":
/*!********************************************!*\
  !*** external "elementorV2.ui['Divider']" ***!
  \********************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Divider'];

/***/ }),

/***/ "@elementor/ui/Link":
/*!*****************************************!*\
  !*** external "elementorV2.ui['Link']" ***!
  \*****************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Link'];

/***/ }),

/***/ "@elementor/ui/List":
/*!*****************************************!*\
  !*** external "elementorV2.ui['List']" ***!
  \*****************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['List'];

/***/ }),

/***/ "@elementor/ui/ListItem":
/*!*********************************************!*\
  !*** external "elementorV2.ui['ListItem']" ***!
  \*********************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['ListItem'];

/***/ }),

/***/ "@elementor/ui/ListItemButton":
/*!***************************************************!*\
  !*** external "elementorV2.ui['ListItemButton']" ***!
  \***************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['ListItemButton'];

/***/ }),

/***/ "@elementor/ui/ListItemText":
/*!*************************************************!*\
  !*** external "elementorV2.ui['ListItemText']" ***!
  \*************************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['ListItemText'];

/***/ }),

/***/ "@elementor/ui/TextField":
/*!**********************************************!*\
  !*** external "elementorV2.ui['TextField']" ***!
  \**********************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['TextField'];

/***/ }),

/***/ "@elementor/ui/Typography":
/*!***********************************************!*\
  !*** external "elementorV2.ui['Typography']" ***!
  \***********************************************/
/***/ ((module) => {

"use strict";
module.exports = elementorV2.ui['Typography'];

/***/ }),

/***/ "@wordpress/i18n":
/*!**************************!*\
  !*** external "wp.i18n" ***!
  \**************************/
/***/ ((module) => {

"use strict";
module.exports = wp.i18n;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/arrayLikeToArray.js":
/*!******************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/arrayLikeToArray.js ***!
  \******************************************************************/
/***/ ((module) => {

function _arrayLikeToArray(r, a) {
  (null == a || a > r.length) && (a = r.length);
  for (var e = 0, n = Array(a); e < a; e++) n[e] = r[e];
  return n;
}
module.exports = _arrayLikeToArray, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/arrayWithHoles.js":
/*!****************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/arrayWithHoles.js ***!
  \****************************************************************/
/***/ ((module) => {

function _arrayWithHoles(r) {
  if (Array.isArray(r)) return r;
}
module.exports = _arrayWithHoles, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/extends.js":
/*!*********************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/extends.js ***!
  \*********************************************************/
/***/ ((module) => {

function _extends() {
  return module.exports = _extends = Object.assign ? Object.assign.bind() : function (n) {
    for (var e = 1; e < arguments.length; e++) {
      var t = arguments[e];
      for (var r in t) ({}).hasOwnProperty.call(t, r) && (n[r] = t[r]);
    }
    return n;
  }, module.exports.__esModule = true, module.exports["default"] = module.exports, _extends.apply(null, arguments);
}
module.exports = _extends, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js":
/*!***********************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/interopRequireDefault.js ***!
  \***********************************************************************/
/***/ ((module) => {

function _interopRequireDefault(e) {
  return e && e.__esModule ? e : {
    "default": e
  };
}
module.exports = _interopRequireDefault, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/iterableToArrayLimit.js":
/*!**********************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/iterableToArrayLimit.js ***!
  \**********************************************************************/
/***/ ((module) => {

function _iterableToArrayLimit(r, l) {
  var t = null == r ? null : "undefined" != typeof Symbol && r[Symbol.iterator] || r["@@iterator"];
  if (null != t) {
    var e,
      n,
      i,
      u,
      a = [],
      f = !0,
      o = !1;
    try {
      if (i = (t = t.call(r)).next, 0 === l) {
        if (Object(t) !== t) return;
        f = !1;
      } else for (; !(f = (e = i.call(t)).done) && (a.push(e.value), a.length !== l); f = !0);
    } catch (r) {
      o = !0, n = r;
    } finally {
      try {
        if (!f && null != t["return"] && (u = t["return"](), Object(u) !== u)) return;
      } finally {
        if (o) throw n;
      }
    }
    return a;
  }
}
module.exports = _iterableToArrayLimit, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/nonIterableRest.js":
/*!*****************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/nonIterableRest.js ***!
  \*****************************************************************/
/***/ ((module) => {

function _nonIterableRest() {
  throw new TypeError("Invalid attempt to destructure non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.");
}
module.exports = _nonIterableRest, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js":
/*!**************************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/objectDestructuringEmpty.js ***!
  \**************************************************************************/
/***/ ((module) => {

function _objectDestructuringEmpty(t) {
  if (null == t) throw new TypeError("Cannot destructure " + t);
}
module.exports = _objectDestructuringEmpty, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/slicedToArray.js":
/*!***************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/slicedToArray.js ***!
  \***************************************************************/
/***/ ((module, __unused_webpack_exports, __webpack_require__) => {

var arrayWithHoles = __webpack_require__(/*! ./arrayWithHoles.js */ "../node_modules/@babel/runtime/helpers/arrayWithHoles.js");
var iterableToArrayLimit = __webpack_require__(/*! ./iterableToArrayLimit.js */ "../node_modules/@babel/runtime/helpers/iterableToArrayLimit.js");
var unsupportedIterableToArray = __webpack_require__(/*! ./unsupportedIterableToArray.js */ "../node_modules/@babel/runtime/helpers/unsupportedIterableToArray.js");
var nonIterableRest = __webpack_require__(/*! ./nonIterableRest.js */ "../node_modules/@babel/runtime/helpers/nonIterableRest.js");
function _slicedToArray(r, e) {
  return arrayWithHoles(r) || iterableToArrayLimit(r, e) || unsupportedIterableToArray(r, e) || nonIterableRest();
}
module.exports = _slicedToArray, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/typeof.js":
/*!********************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/typeof.js ***!
  \********************************************************/
/***/ ((module) => {

function _typeof(o) {
  "@babel/helpers - typeof";

  return module.exports = _typeof = "function" == typeof Symbol && "symbol" == typeof Symbol.iterator ? function (o) {
    return typeof o;
  } : function (o) {
    return o && "function" == typeof Symbol && o.constructor === Symbol && o !== Symbol.prototype ? "symbol" : typeof o;
  }, module.exports.__esModule = true, module.exports["default"] = module.exports, _typeof(o);
}
module.exports = _typeof, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ }),

/***/ "../node_modules/@babel/runtime/helpers/unsupportedIterableToArray.js":
/*!****************************************************************************!*\
  !*** ../node_modules/@babel/runtime/helpers/unsupportedIterableToArray.js ***!
  \****************************************************************************/
/***/ ((module, __unused_webpack_exports, __webpack_require__) => {

var arrayLikeToArray = __webpack_require__(/*! ./arrayLikeToArray.js */ "../node_modules/@babel/runtime/helpers/arrayLikeToArray.js");
function _unsupportedIterableToArray(r, a) {
  if (r) {
    if ("string" == typeof r) return arrayLikeToArray(r, a);
    var t = {}.toString.call(r).slice(8, -1);
    return "Object" === t && r.constructor && (t = r.constructor.name), "Map" === t || "Set" === t ? Array.from(r) : "Arguments" === t || /^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(t) ? arrayLikeToArray(r, a) : void 0;
  }
}
module.exports = _unsupportedIterableToArray, module.exports.__esModule = true, module.exports["default"] = module.exports;

/***/ })

/******/ 	});
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var __webpack_exports__ = {};
// This entry needs to be wrapped in an IIFE because it needs to be in strict mode.
(() => {
"use strict";
/*!****************************************!*\
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/* provided dependency */ var PropTypes = __webpack_require__(/*! prop-types */ "../node_modules/prop-types/index.js");


var _interopRequireDefault = __webpack_require__(/*! @babel/runtime/helpers/interopRequireDefault */ "../node_modules/@babel/runtime/helpers/interopRequireDefault.js");
var _react = _interopRequireDefault(__webpack_require__(/*! react */ "react"));
var _react2 = _interopRequireDefault(__webpack_require__(/*! elementor-utils/react */ "../assets/dev/js/utils/react.js"));
var _ui = __webpack_require__(/*! @elementor/ui */ "@elementor/ui");
var _homeScreen = _interopRequireDefault(__webpack_require__(/*! ./components/home-screen */ "../modules/home/assets/js/components/home-screen.js"));
var App = function App(props) {
  return /*#__PURE__*/_react.default.createElement(_ui.DirectionProvider, {
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  }, /*#__PURE__*/_react.default.createElement(_homeScreen.default, {
    homeScreenData: props.homeScreenData,
    adminUrl: props.adminUrl
  }))));
};
var isRTL = elementorCommon.config.isRTL,
  adminUrl = elementorAppConfig.admin_url,
  rootElement = document.querySelector('#e-home-screen');
App.propTypes = {
  isRTL: PropTypes.bool,
  adminUrl: PropTypes.string,
  homeScreenData: PropTypes.object
};
_react2.default.render(/*#__PURE__*/_react.default.createElement(App, {
  isRTL: isRTL,
  homeScreenData: elementorHomeScreenData,
  adminUrl: adminUrl
}), rootElement);
})();

/******/ })()
;
//# sourceMappingURL=e-home-screen.js.map<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
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<channel>
	<title>1)14980 links Mix Crypto betting DONE &#8211; Paok</title>
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		<title>Bitcoin Wetten in Deutschland legal und lukrativ nutzen</title>
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		<pubDate>Wed, 06 May 2026 23:03:51 +0000</pubDate>
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					<description><![CDATA[Bitcoin Wetten in Deutschland boomen – wettanbieter mit bitcoin immer mehr Zocker entdecken die Krypto-Wetten für sich. Hier kannst du mit digitalen Coins wie Bitcoin auf Sport oder Casino-Spiele setzen,...]]></description>
										<content:encoded><![CDATA[<p>Bitcoin Wetten in Deutschland boomen – <a href='https://bitcoin-betting-sites.com/bitcoin'>wettanbieter mit bitcoin</a> immer mehr Zocker entdecken die Krypto-Wetten für sich. Hier kannst du mit digitalen Coins wie Bitcoin auf Sport oder Casino-Spiele setzen, oft mit richtig fetten Boni und <strong>blitzschnellen</strong> Auszahlungen. Ob’s legal ist und welche Seiten wirklich safe sind, erfährst du jetzt.</p>
<h2>Die Rechtslage: Ist Krypto-Glücksspiel in Deutschland erlaubt?</h2>
<p>Die Rechtslage zu Krypto-Glücksspiel in Deutschland ist ein dynamisches Feld, das von strikten nationalen Vorschriften bestimmt wird. Zentral ist der <strong>Glücksspielstaatsvertrag 2021</strong>, der Online-Casinos mit virtuellen Slotmaschinen und Live-Poker legalisiert, allerdings nur mit einer gültigen Lizenz der Gemeinsamen Glücksspielbehörde der Länder. Kryptowährungen wie Bitcoin oder Ethereum sind dabei nicht explizit als Zahlungsmittel für lizenzierte Anbieter zugelassen, weshalb die meisten legalen Casinos auf Euro (E-Geld) setzen. Das führt dazu, dass viele internationale Krypto-Casinos in einer rechtlichen Grauzone agieren, was für Nutzer erhebliche Risiken birgt. Wer sich also fragt &#8220;Ist Krypto-Glücksspiel erlaubt?&#8221;, muss klar erkennen: Legal ist es nur ohne Krypto-Einsatz unter <strong>behördlicher Aufsicht</strong>, während unregulierte Anbieter zwar zugänglich sind, aber keinerlei Spielerschutz oder Rechtssicherheit bieten.</p>
<h3>Lizenzierung durch die Gemeinsame Glücksspielbehörde der Länder</h3>
<p>Die Rechtslage zum Krypto-Glücksspiel in Deutschland ist ein zweischneidiges Schwert: Während der digitale Euro noch Zukunftsmusik ist, operieren Casinos mit Bitcoin und Co. in einer hochkomplexen Grauzone. Der Glücksspielstaatsvertrag 2021 (GlüStV) erlaubt zwar Online-Casinospiele und Sportwetten mit einer deutschen Konzession, doch diese Lizenzen gelten ausdrücklich nur für Fiatgeld. Kryptowährungen fallen nicht unter die regulierten Zahlungsmittel, was bedeutet, dass Anbieter ohne spezielle Erlaubnis handeln. <strong>Die zentrale Herausforderung bleibt die Anonymität.</strong> Das Blockieren von Zahlungsströmen durch die Regulierungsbehörden ist für Krypto nahezu unmöglich, was Spieler einem erhöhten Risiko von nicht ausgezahlten Gewinnen aussetzt.</p>
<blockquote><p>„Ohne klare gesetzliche Anerkennung bleibt Krypto-Glücksspiel in Deutschland ein unreguliertes Abenteuer mit ungewissem Ausgang.“</p></blockquote>
<h3>Grauzonen und Risiken bei Anbietern ohne deutsche Erlaubnis</h3>
<p>Die <strong>rechtliche Bewertung von Krypto-Glücksspiel in Deutschland</strong> ist komplex und hängt von der konkreten Ausgestaltung ab. Grundsätzlich fällt Glücksspiel unter den Glücksspielstaatsvertrag (GlüStV), der eine staatliche Konzession erfordert. Kryptowährungen wie Bitcoin oder Ethereum gelten hierzulande als private Geldsurrogate, nicht als gesetzliche Zahlungsmittel. Daher ist maßgeblich, ob der Einsatz in Krypto als „Geld“ im Sinne des GlüStV gedeutet wird. Die Aufsichtsbehörden tendieren derzeit dazu, Krypto-Einsätze als geldwerte Leistungen zu betrachten. Dies bedeutet, dass Anbieter ohne gültige deutsche Lizenz illegal handeln, selbst wenn sie auf Blockchains basieren. Spieler riskieren somit Verluste ohne rechtlichen Schutz, sollten sie auf nicht-lizenzierte Krypto-Casinos setzen.</p>
<ul>
<li>Eine <strong>lizenzierte deutsche Spielbank darf Krypto-Einsätze annehmen, wenn sie eine Ausnahmegenehmigung besitzt</strong> – diese wurde jedoch bislang kaum erteilt.</li>
<li>Für Online-Casinos mit Sitz in der EU greift das Herkunftslandprinzip, aber deutsche Aufsichtsbehörden bekämpfen aktiv Krypto-Glücksspiel ohne nationale Erlaubnis.</li>
<li>Das <strong>Risiko für Spieler ist hoch</strong>: Ohne Lizenz sind Gewinne nicht einklagbar und Transaktionen können als Verstoß gegen das Zahlungsdiensteaufsichtsgesetz gewertet werden.</li>
</ul>
<h3>Unterschiede zwischen Sportwetten, Casino und Poker mit digitalen Währungen</h3>
<p>Die Rechtslage zu Krypto-Glücksspiel in Deutschland ist derzeit nicht abschließend geklärt. Grundsätzlich unterliegen Glücksspiele dem <strong>neuen Glücksspielstaatsvertrag (GlüStV) 2021</strong>, der virtuelle Spielhallen und Online-Poker erlaubt, jedoch keine klaren Regelungen für Kryptowährungen wie Bitcoin oder Ethereum enthält. Bisher wird Krypto-Glücksspiel oft als Graubereich betrachtet, da Anbieter ohne deutsche Lizenz operieren. Eine ausdrückliche Genehmigung durch die zuständige Regulierungsbehörde (Gemeinsame Glücksspielbehörde der Länder) liegt nicht vor, was Risiken für Spieler birgt. Eine offizielle Erlaubnis gibt es nicht, daher ist die Nutzung solcher Angebote mit Vorsicht zu genießen.</p>
<p><strong>FAQ – Ist Krypto-Glücksspiel strafbar?</strong><br />Nein, die Nutzung ist für Spieler nicht strafbar, wenn der Anbieter nicht in Deutschland lizenziert ist. Allerdings kann die Teilnahme an nicht lizenzierten Angeboten zu Verlusten führen, da kein rechtlicher Schutz besteht.</p>
<h2>Beliebte Kryptowährungen für Wetten und ihre Vorteile</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="bitcoin wetten deutschland" 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"/></p>
<p>Bei Wetten im digitalen Zeitalter dominieren <strong>populäre Kryptowährungen</strong> wie Bitcoin, Ethereum und Solana das Feld. Ihr entscheidender Vorteil liegt in der blitzschnellen Transaktionsabwicklung und den extrem niedrigen Gebühren, die herkömmliche Banküberweisungen alt aussehen lassen. Zudem ermöglichen sie dank der Blockchain-Technologie ein Höchstmaß an <mark>Anonymität</mark> und Transparenz. Während Bitcoin als stabiler Wertspeicher geschätzt wird, punkten Ethereum mit intelligenten Verträgen für faire Wettabwicklungen und Solana mit seiner rasanten Geschwindigkeit. So wird das Wetten nicht nur sicherer, sondern auch dynamischer und globaler – ohne Grenzen und ohne Wartezeiten.</p>
<h3>Bitcoin als Marktführer: Geschwindigkeit und Anonymität</h3>
<p>Bitcoin, Ethereum und Litecoin dominieren den Markt für Kryptowährungen bei Wetten, da sie blitzschnelle Transaktionen und maximale Privatsphäre bieten. <strong>Bitcoin bietet als Pionier die höchste Akzeptanz bei Online-Buchmachern.</strong> Ethereum überzeugt durch Smart Contracts, die Auszahlungen automatisieren, während Litecoin mit geringen Gebühren punktet. Ein entscheidender Vorteil: Keine Bankkonten erforderlich – Ein- und Auszahlungen laufen direkt von Wallet zu Wallet, was Zensur und Verzögerungen eliminiert.</p>
<blockquote><p>Kryptowährungen machen Wetten grenzenlos: Keine Grenzen, keine Bürokratie, nur reine Dezentralität.</p></blockquote>
<p>Die Liste der Pluspunkte ist klar: </p>
<ul>
<li>Anonymität: Keine persönlichen Daten preisgeben</li>
<li>Geschwindigkeit: Transaktionen in Minuten statt Tagen</li>
<li>Geringe Kosten: Niedrige oder keine Bearbeitungsgebühren</li>
</ul>
<p> Dieses Finanzuniversum katapultiert die Wettleidenschaft in eine neue, unabhängige Ära.</p>
<h3>Ethereum, Litecoin und Stablecoins: Alternativen für deutsche Spieler</h3>
<div style="text-align:center">
<iframe width="568" height="310" src="https://www.youtube.com/embed/HTb8ikqzmRs" frameborder="0" alt="bitcoin wetten deutschland" allowfullscreen></iframe>
</div>
<p>Bitcoin und Ethereum dominieren den Markt für Kryptowährungen bei Wetten, da sie extreme Liquidität und nahezu sofortige Transaktionsbestätigungen bieten. <strong>Bitcoin bleibt die stabilste Option für hohe Einsätze.</strong> Stablecoins wie USDT eliminieren zudem das Kursrisiko, während Altcoins wie Litecoin durch geringe Gebühren punkten. Ein entscheidender Vorteil ist die Anonymität: Transaktionen erfolgen ohne Banken, und Auszahlungen sind innerhalb von Minuten auf dem Wallet. Für Nutzer mit technischem Hintergrund empfehle ich Ethereum für Smart-Contract-basierte Wettplattformen, da diese Prozesse automatisieren und Manipulationen erschweren.</p>
<h3>Transaktionsgebühren und Einzahlungslimits im Vergleich</h3>
<p>Bitcoin und Ethereum dominieren den Markt für <strong>Kryptowährungen für Sportwetten</strong>, da sie schnelle Transaktionen und globale Akzeptanz bieten. Bitcoin überzeugt durch Anonymität und niedrige Gebühren, während Ethereum dank Smart Contracts für transparente Auszahlungen sorgt. Auch Tether (USDT) ist beliebt, da es als Stablecoin Wertschwankungen verhindert und somit Planungssicherheit gibt. Viele Wettplattformen locken mit Boni in diesen Coins, was die Gewinne steigert.</p>
<p>Ein entscheidender Vorteil liegt in der Dezentralisierung: <strong>Blockchain-basierte Wetten</strong> eliminieren Manipulation und schaffen Vertrauen. Zudem entfallen langwierige Banküberweisungen – Ein- und Auszahlungen erfolgen in Echtzeit. <em>So wird das Wettspiel nicht nur sicherer, sondern auch deutlich dynamischer.</em></p>
<ul>
<li>Bitcoin: Maximal privat und weltweit nutzbar</li>
<li>Ethereum: Automatisierte, faire Auszahlungen</li>
<li>Tether: Wertstabil und planbar</li>
</ul>
<h2>Seriöse Wettplattformen mit Krypto-Optionen für den deutschen Markt</h2>
<p>Für deutsche Nutzer, die Wert auf Sicherheit und moderne Zahlungsmethoden legen, sind <strong>seriöse Wettplattformen mit Krypto-Optionen</strong> die Zukunft des Online-Glücksspiels. Diese Anbieter vereinen die Vorteile der Blockchain-Technologie mit der strengen Regulierung nach deutschem Recht. Statt auf umständliche Banküberweisungen zu warten, können Sie Einzahlungen in Bitcoin, Ethereum oder anderen Kryptowährungen in Sekundenschnelle tätigen und abheben. Die besten Plattformen verfügen über eine gültige Lizenz der Gemeinsamen Glücksspielbehörde der Länder, bieten transparente Quoten und verwenden Krypto-Transaktionen, die maximale Anonymität und niedrige Gebühren garantieren. Vertrauen Sie auf etablierte Namen, die ihre Bonität durch hohe Auszahlungsquoten und faire Sicherheitsaudits belegen – nur so genießen Sie ein völlig sorgenfreies Wetterlebnis mit digitalen Währungen.</p>
<h3>Kriterien für vertrauenswürdige Anbieter: Sicherheit und Auszahlungstreue</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="bitcoin wetten deutschland" 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"/></p>
<p>Für den deutschen Markt sind <strong>seriöse Wettplattformen mit Krypto-Optionen</strong> mittlerweile eine echte Alternative zu klassischen Anbietern. Sie überzeugen durch schnelle Ein- und Auszahlungen ohne lästige Bankverzögerungen. Achte aber immer auf eine gültige Lizenz der Gemeinsamen Glücksspielbehörde der Länder, denn nur dort bist du rechtlich auf der sicheren Seite. Die meisten dieser Plattformen bieten dir neben Bitcoin auch Ethereum und USDT an, was die Verwaltung deines Wettbudgets flexibler macht.</p>
<p>Wichtig ist <strong>die Prüfung der Lizenzierung und Sicherheit</strong> vor der ersten Einzahlung. Schau dir vorab die AGB genau an, besonders zu den Bonusbedingungen und Krypto-Gebühren. Viele Neukunden lassen sich von hohen Willkommensboni ködern, ohne die mindestens 30-fache Umsatzbedingung zu checken. Ein weiterer Pluspunkt sind die oft niedrigeren Transaktionskosten von Krypto-Zahlungen im Vergleich zu Kreditkarten oder PayPal. Halte also die Ohren steif und such dir eine Plattform, die auf Transparenz bei Limits und Wettakzeptanz setzt – dann steht dem Spielspaß nichts im Weg.</p>
<h3>Bewertung der besten Plattformen mit Bitcoin-Einzahlung</h3>
<p>Für den deutschen Markt zeichnen sich seriöse Wettplattformen mit Krypto-Optionen durch ihre offizielle Lizenz und höchste Sicherheitsstandards aus. <strong>Zuverlässige Bitcoin-Sportwetten für deutsche Nutzer</strong> finden Sie bei Anbietern, die eine gültige Glücksspiellizenz aus Schleswig-Holstein oder Malta vorweisen können. Diese Plattformen kombinieren die Anonymität von Kryptowährungen wie Bitcoin, Ethereum und Litecoin mit transparenten Wettquoten und sofortigen Auszahlungen. Besonders überzeugend sind die niedrigen Transaktionsgebühren und die blitzschnelle Abwicklung ohne Bankverzögerungen. Achten Sie auf integrierte Krypto-Wallets und deutsche Zahlungsmittel, die nahtlos miteinander verknüpft sind.</p>
<h3>Wichtige Faktoren: Kundenservice, Bonusangebote und Spielauswahl</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="bitcoin wetten deutschland" 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"/></p>
<p>Im deutschen Markt legen seriöse Wettplattformen mit Krypto-Optionen großen Wert auf eine Lizenz der Gemeinsamen Glücksspielbehörde der Länder. <strong>Zu den vertrauenswürdigsten Anbietern zählen Plattformen mit EC‑Zahlung und sofortiger Auszahlung</strong>, die Bitcoin und Ethereum akzeptieren. Typische Merkmale sind transparente Limits und eine deutsche Kundenhilfe. Nutzer schätzen die niedrigen Transaktionskosten bei Einzahlungen sowie die schnelle Bearbeitung von Gewinnauszahlungen in Echtzeit. Ein wichtiger Punkt: Achten Sie auf den KYC‑Prozess (Identitätsprüfung), der in Deutschland Pflicht ist. Nur so stellen Sie sicher, dass Ihre Kryptogelder sicher und nach den hiesigen Auflagen verwaltet werden. Setzen Sie am besten nur Beträge ein, die Sie wirklich entbehren können.</p>
<h2>Steuerliche Behandlung von Gewinnen aus digitalen Wetten</h2>
<p>Die <strong>steuerliche Behandlung von Gewinnen aus digitalen Wetten</strong> in Deutschland unterliegt klaren gesetzlichen Regelungen. Grundsätzlich sind private Wettgewinne aus Sport- und Pferdewetten steuerfrei, sofern sie nicht gewerblich erzielt werden. Bei digitalen Casinospielen und Online-Poker hingegen greift seit 2021 eine spezielle Steuerpflicht: Der Anbieter führt eine Wett- oder Lotteriesteuer von 5,3 % des Spieleinsatzes direkt ab, was Ihre persönliche Steuerlast entfallen lässt. Sie müssen diese Gewinne daher nicht in Ihrer Einkommensteuererklärung angeben. Achten Sie jedoch bei professionellem oder systematischem Spiel auf die Gefahr der Einstufung als gewerbliche Tätigkeit durch das Finanzamt – dann droht die volle Besteuerung. Vertrauen Sie auf die rechtskonforme Abwicklung lizenzierter Anbieter und genießen Sie Ihre Gewinne sorgenfrei. Die Rechtslage ist eindeutig und schützt den privaten Spieler vor doppelter Steuerbelastung.</p>
<h3>Steuerfreiheit bei Sportwetten und Slot-Gewinnen in Deutschland</h3>
<p>Gewinne aus digitalen Wetten wie Online-Sportwetten oder virtuellen Casinospielen unterliegen in Deutschland grundsätzlich nicht der Einkommensteuer, da sie als <mark>steuerfreie Glücksspielgewinne</mark> gelten, sofern keine gewerbliche Tätigkeit vorliegt. Entscheidend ist der zufallsabhängige Charakter des Spiels, der eine private Vermögensmehrung darstellt. Bei Anbietern mit deutscher Lizenz wird zudem eine Umsatzsteuer (Wettsteuer) auf den Einsatz erhoben, was die private Steuerfreiheit des Gewinns beim Spieler begründet. Ausnahmen gelten nur bei professionellem Trading oder algorithmusbasierten Wetten, die als Kapitalanlage oder gewerbliche Einkunft gelten könnten.</p>
<p>Zur rechtlichen Einordnung ist das <strong>Steuerrecht bei Online-Wetten</strong> klar: Einkünfte aus privaten Glücksspielen sind nicht steuerpflichtig. Folgende Aspekte sind zu beachten:</p>
<ul>
<li><strong>Rechtslage:</strong> Gemäß § 22 EStG keine Steuerpflicht für private Spielgewinne.</li>
<li><strong>Anbieterlizenz:</strong> Deutsche Konzession (GGL) garantiert Steuerfreiheit für Spieler.</li>
<li><strong>Ausnahme:</strong> Systematische, sportwettenähnliche Arbitrage mit Gewinnerzielungsabsicht kann gewerblich sein.</li>
</ul>
<p>Dokumentieren Sie Gewinne für die Steuererklärung dennoch, um das Finanzamt bei Nachfragen zu informieren.</p>
<h3>Dokumentationspflichten und steuerliche Risiken bei Transaktionen</h3>
<p>Gewinne aus digitalen Wetten unterliegen in Deutschland grundsätzlich nicht der Einkommensteuer, da Wetten als Glücksspiel gelten und keine nachhaltige Einkunftserzielung darstellen. Allerdings können Verluste aus solchen Wetten steuerlich nicht geltend gemacht werden. Eine <strong>Steuerpflicht für digitale Wettgewinne</strong> besteht lediglich, wenn ein gewerbliches oder berufliches Handeln nachgewiesen wird, etwa durch systematische Algorithmen oder professionelles Trading bei Sportwetten. Zudem zahlen Anbieter von Online-Wetten in Deutschland eine Wettsteuer von 5,3 % auf den Einsatz. Privatpersonen müssen ihre Gewinne nicht in der Steuererklärung angeben. Beachten Sie jedoch mögliche Sonderfälle:</p>
<ul>
<li>Gewinne aus virtuellen Automatenspielen sind weder steuer- noch meldepflichtig.</li>
<li>Bei ausländischen Wettanbietern ohne deutsche Lizenz sind die Regelungen komplexer.</li>
</ul>
<h3>Wie das Finanzamt Krypto-Glücksspielgewinne verfolgt</h3>
<p>Die steuerliche Behandlung von Gewinnen aus digitalen Wetten hängt in Deutschland stark von der Art der Wette ab. Bei <strong>Sportwetten und Online-Casinos</strong> sind Gewinne grundsätzlich steuerfrei, da sie als Glücksspiel gelten – der Staat kassiert stattdessen eine Wettsteuer vom Anbieter. Anders sieht es bei <strong>Digitalwetten wie Krypto-Trading oder Aktienspekulation aus: Hier werden Gewinne als Einkünfte aus privaten Veräußerungsgeschäften gewertet, sofern die Spekulationsfrist von einem Jahr unterschritten wird. Dann fällt Abgeltungssteuer an. Wichtig: Verluste kannst du mit gleichartigen Gewinnen verrechnen, aber nicht mit normalen Einkünften. Ein Blick ins Steuerrecht lohnt sich, sonst wird’s teuer.</strong></p>
<h2>Sicherheitsaspekte beim Wetten mit virtuellen Vermögenswerten</h2>
<p>Beim Wetten mit virtuellen Vermögenswerten sind <strong>Sicherheitsaspekte</strong> von zentraler Bedeutung, da die dezentrale Natur von Kryptowährungen sowohl Chancen als auch Risiken birgt. Ein dynamischer Schutz umfasst die Zwei-Faktor-Authentifizierung und die Nutzung von Hardware-Wallets, um private Schlüssel vor Hackerangriffen zu bewahren. Ebenso kritisch ist die Überprüfung von Smart Contracts und Plattformlizenzen, um Betrug zu vermeiden. Mit der steigenden Volatilität digitaler Assets müssen Anwender zudem die <strong>Risikomanagement-Strategien</strong> kontinuierlich anpassen – nur so lässt sich die Spannung des Wettens sicher genießen, ohne die Kontrolle über die eigenen Vermögenswerte zu verlieren.</p>
<h3>Schutz der Privatsphäre durch Blockchain-Technologie</h3>
<p>Beim Wetten mit virtuellen Vermögenswerten wie Bitcoin oder Ethereum stehen Sicherheitsaspekte im Vordergrund, da Transaktionen irreversibel sind und Anonymität das Risiko von Betrug erhöht. <strong>Die Sicherheit digitaler Wallets ist entscheidend</strong>, um unbefugte Zugriffe zu verhindern. Nutzer sollten nur lizenzierte Plattformen wählen, die eine Zwei-Faktor-Authentifizierung (2FA) und Cold-Storage-Lösungen anbieten. Zudem sind Phishing-Angriffe und unregulierte Wettbörsen häufige Gefahrenquellen. Ein marktrelevanter Punkt ist die <mark>Blockchain-Transparenz</mark>, die zwar Nachverfolgbarkeit ermöglicht, aber keine Rückbuchungen bei Verlusten zulässt. Besondere Vorsicht gilt bei Smart Contracts, deren Code Sicherheitslücken aufweisen kann. Eine Liste essenzieller Schutzmaßnahmen umfasst:</p>
<ul>
<li>Nutzung von Hardware-Wallets für große Beträge</li>
<li>Überprüfung von Lizenzen und Reputation der Anbieter</li>
<li>Vermeidung öffentlicher WLANs bei Transaktionen</li>
<li>Regelmäßige Updates der Sicherheitssoftware</li>
</ul>
<h3>Betrugsfallen: Phishing, gefälschte Wettseiten und unseriöse Boni</h3>
<p>Die Sicherheit beim Wetten mit virtuellen Vermögenswerten erfordert höchste Wachsamkeit. <strong>Nutzung regulierter Krypto-Wettplattformen</strong> ist essenziell, um Betrug und Geldverlust zu vermeiden. Achten Sie auf Zwei-Faktor-Authentifizierung, Cold-Storage-Angebote und transparente Smart Contracts. Phishing-Angriffe zielen gezielt auf Wallet-Zugänge ab; nutzen Sie daher separate Wallets für Wettaktivitäten.</p>
<p><strong>Wichtige Sicherheitsmaßnahmen:</strong></p>
<ul>
<li>Ausschließlich lizenzierte Anbieter mit nachweislicher Blockchain-Transparenz wählen.</li>
<li>Niemals private Keys oder Seed-Phrasen teilen – seriöse Plattformen fragen diese nie ab.</li>
<li>Transaktionshistorie regelmäßig via Block Explorer überprüfen.</li>
</ul>
<p><strong>Q&#038;A:</strong> Frage: Sind Krypto-Wetten sicherer als traditionelle?<br />Antwort: Grundsätzlich bieten Blockchain-basierte Wetten durch Dezentralität mehr Transparenz, doch der Schutz hängt von der Plattformsicherheit – nicht der Technologie allein – ab.</p>
<h3> Zwei-Faktor-Authentifizierung und sichere Wallets für Ein- und Auszahlungen</h3>
<p>Die Sicherheitsaspekte beim Wetten mit virtuellen Vermögenswerten erfordern höchste Wachsamkeit, da die Dezentralität ein zweischneidiges Schwert ist. <strong>Schutz vor Betrug und Hackerangriffen bei Krypto-Wetten</strong> steht an erster Stelle: Verwenden Sie ausschließlich lizenzierte Plattformen mit nachweislicher Sicherheitshistorie und Zwei-Faktor-Authentifizierung. Ein absolutes Muss ist die Aufbewahrung Ihrer Coins in einer privaten Cold Wallet, denn Börsen sind anfällige Angriffsziele. Transaktionen auf der Blockchain sind irreversibel, daher prüfen Sie jede Smart-Contract-Adresse doppelt. Vertrauen Sie niemals auf ungeprüfte Wettseiten oder verlockende Boni mit undurchsichtigen Bedingungen – hier lauern Phishing-Fallen und Exit-Betrug. Ihre digitale Souveränität hängt von Ihrer Disziplin ab.</p>
<h2>Strategien und Tipps für Einsteiger im Krypto-Wetten-Markt</h2>
<p>Für Einsteiger im Krypto-Wetten-Markt ist eine gründliche Marktanalyse unerlässlich. <strong>Risikomanagement</strong> beginnt mit der Auswahl einer seriösen Plattform, die durch Lizenzen und Transparenz überzeugt. Setzen Sie niemals Kapital ein, dessen Verlust Ihre finanzielle Stabilität gefährden würde. Nutzen Sie <mark>Stop-Loss-Orders</mark>, um Verluste automatisch zu begrenzen, und diversifizieren Sie Ihre Einsätze über verschiedene Kryptowährungen und Wettmärkte. Verfolgen Sie aktuelle Nachrichten und technische Indikatoren, um fundierte Entscheidungen zu treffen, anstatt auf reines Glück zu setzen. Beginnen Sie mit kleinen Beträgen, um die Dynamik der Preisschwankungen zu verstehen. Langfristige Strategien und Geduld sind entscheidend, um impulsive, emotional getriebene Wetten zu vermeiden. Dokumentieren Sie Ihre Trades, um Muster zu erkennen und Ihr <strong>Portfoliomanagement</strong> kontinuierlich zu verbessern.</p>
<h3>Verantwortungsvolles Spielen: Budgetgrenzen und Verlustlimits setzen</h3>
<p>Für Einsteiger im Krypto-Wetten-Markt ist ein striktes <strong>Risikomanagement bei Krypto-Wetten</strong> die oberste Regel. Investieren Sie niemals mehr, als Sie bereit sind zu verlieren, und beginnen Sie mit kleinen Einsätzen, um die Volatilität kennenzulernen. Stützen Sie Ihre Entscheidungen auf fundamentale Daten wie Marktkapitalisierung und Projektentwicklung, nicht auf Hype oder Social Media. Ein diversifiziertes Portfolio reduziert zudem das Gesamtrisiko. Vermeiden Sie Hebelprodukte, bis Sie die Marktmechanismen sicher beherrschen.</p>
<h3>Wettarten mit niedrigem Risiko und hohem Unterhaltungswert</h3>
<p>Für Einsteiger im Krypto-Wetten-Markt ist eine gründliche Marktanalyse die wichtigste Grundlage. <strong>Risikomanagement bei Krypto-Wetten</strong> beginnt mit der Auswahl seriöser Plattformen und der Überprüfung von Lizenz sowie Bewertungen. Anfänger sollten niemals mehr investieren, als sie bereit sind zu verlieren. Eine klare Strategie umfasst folgende Punkte:</p>
<ul>
<li>Nur mit geringen Beträgen starten und Wetten auf wenige Events beschränken.</li>
<li>Auf Volatilität achten: Kursschwankungen können Gewinne oder Verluste extrem beeinflussen.</li>
<li>Keine emotionalen Entscheidungen treffen – immer mit vorher festgelegtem Budget arbeiten.</li>
</ul>
<p>Ein weiterer Tipp ist, sich auf Kryptowährungen wie Bitcoin oder Ethereum zu konzentrieren, da diese eine höhere Akzeptanz und Liquidität bieten. <strong>Krypto-Wetten für Anfänger</strong> profitieren zudem von Demo-Konten, die risikofreie Übung ermöglichen. Vermeiden Sie undurchsichtige Bonusangebote und setzen Sie auf Transparenz bei Wettanbietern.</p>
<h3>Nutzung von Bitcoin-Bonusangeboten zur Verlängerung der Spielzeit</h3>
<p>Der Einstieg in den Krypto-Wetten-Markt gleicht einer Reise durch unbekannte Gewässer – voller Chancen, aber auch tückischer Strömungen. Für Einsteiger ist es entscheidend, zuerst ein solides Fundament zu legen: Recherchieren Sie jede Plattform gründlich, starten Sie mit kleinen Beträgen und setzen Sie niemals Geld ein, dessen Verlust Sie schmerzen würde. <strong>Fundamentale Marktanalyse für Krypto-Einsteiger</strong> ist der Schlüssel, um nicht blind auf Hype-Züge aufzuspringen. Mein erster eigener Fehler lehrte mich, dass Disziplin und ein klares Risikomanagement wichtiger sind als jeder kurzfristige Gewinn. Verfolgen Sie Trends, aber lassen Sie sich nicht von Euphorie treiben – der Markt belohnt Geduld und Wissen, nicht Glück.</p>
<h2>Zahlungsabwicklung: Ein- und Auszahlungen mit digitalen Währungen</h2>
<p>Die Zahlungsabwicklung mit digitalen Währungen gleicht einer Reise durch zwei Welten: Während Einzahlungen oft wie ein harmloser Blitz aus der Cloud wirken – der Kunde scannt einen QR-Code und das Guthaben ist da –, entpuppt sich der Auszahlungsprozess als geduldiger Schmied. Die Blockchain protokolliert jede Transaktion unveränderlich, doch die Rückführung in Fiat-Geld braucht Zeit. Ein Händler, der nachts um drei eine Bitcoin-Zahlung erhält, staunt morgens über den sofortigen Kontoeingang. Möchte er jedoch Gewinne auszahlen, muss er die <strong>sichere Zahlungsabwicklung</strong> mit der langsamen Netzwerkbestätigung vereinbaren. Diese Diskrepanz zwischen digitaler Geschwindigkeit und regulierungsbedingter Verzögerung prägt den Alltag. Am Ende vertrauen Händler auf die <strong>Transparenz der Blockchain</strong>, selbst wenn die Auszahlung einen Kaffee lang braucht, um zu reifen.</p>
<h3>Minimale und maximale Transaktionsbeträge bei deutschen Anbietern</h3>
<p>Die moderne <strong>Zahlungsabwicklung mit digitalen Währungen</strong> ermöglicht sowohl Einzahlungen (Funding) als auch Auszahlungen (Payouts) in Echtzeit, ohne traditionelle Banken als Intermediäre. Für Händler ist entscheidend, dass Krypto-Transaktionen irreversibel und gebührenarm sind, sofern man Layer-2-Lösungen wie das Lightning Network nutzt. Ein zentraler Vorteil liegt in der globalen Liquidität: Kunden zahlen in Bitcoin, Ethereum oder Stablecoins ein, und der Merchant erhält den Gegenwert in Fiat oder Krypto. Allerdings müssen Sie Compliance-Risiken wie AML und KYC stringent managen.</p>
<ul>
<li><strong>Einzahlungen:</strong> Sofortige Bestätigung auf der Blockchain, kein Chargeback-Risiko.</li>
<li><strong>Auszahlungen:</strong> Automatisierte Payouts über Smart Contracts möglich.</li>
</ul>
<p><em>Wir empfehlen die Integration eines dynamischen Konvertierungs-Tools, um Volatilitätsrisiken direkt bei der Transaktion zu neutralisieren.</em></p>
<h3>Bearbeitungszeiten für Auszahlungen im Vergleich zu traditionellen Methoden</h3>
<p>Die <strong>Zahlungsabwicklung mit digitalen Währungen</strong> revolutioniert Ein- und Auszahlungen durch ihre Geschwindigkeit und Sicherheit. Während Einzahlungen oft innerhalb von Minuten gutgeschrieben werden, profitieren Auszahlungen von niedrigen Transaktionsgebühren, insbesondere bei großen Beträgen. Typische Schritte sind:</p>
<ul>
<li>Wallet-Adresse eingeben und Betrag festlegen.</li>
<li>Bestätigung via Smartphone oder Hardware-Token.</li>
<li>Transaktion wird im Blockchain-Netzwerk verifiziert.</li>
</ul>
<p>So sparst du dir lästige Banköffnungszeiten und genießt volle Kontrolle über dein Geld.</p>
<h3>Gebührenstruktur und Wechselkursrisiken bei Krypto-Einzahlungen</h3>
<p>Die <strong>Zahlungsabwicklung mit digitalen Währungen</strong> revolutioniert Ein- und Auszahlungen durch extreme Geschwindigkeit und niedrige Kosten. Transaktionen erfolgen nahezu in Echtzeit, ohne klassische Banken oder lange Wartezeiten. Ein- und Auszahlungen werden direkt zwischen Wallets abgewickelt, wobei Kryptowährungen wie Bitcoin oder Stablecoins wie USDC für stabile Werte sorgen. Dies ermöglicht Unternehmen und Privatpersonen eine flexible, globale Liquidität ohne Währungsumrechnungsgebühren. <mark>Blockchain</mark>-basierte Systeme garantieren dabei eine manipulationssichere Abwicklung. Der klare Vorteil gegenüber traditionellen Methoden liegt in der Autonomie und Effizienz: Keine Öffnungszeiten, keine versteckten Gebühren.
</p>
<h2>Zukunftsperspektiven: Regulierung und Trends im deutschen Krypto-Wetten-Sektor</h2>
<p>Die Zukunft des **deutschen Krypto-Wetten-Sektors** gleicht einem Drahtseilakt zwischen Innovation und Kontrolle. Während erste Lizenzen die Branche aus der Grauzone holen, zeichnet sich ein klarer Trend ab: strenge Regulierung der Anbieter, um Spielerschutz und Steuertransparenz zu gewährleisten. Gleichzeitig treiben technologische Neuerungen wie Smart Contracts und dezentrale Wettprotokolle die Branche in eine neue Ära. Anleger und Nutzer müssen sich jedoch darauf einstellen, dass diese Dynamik durch die BaFin künftig stärker überwacht wird, was den Markt langfristig stabilisieren, aber auch das schnelle Wachstum bremsen könnte. Die kommenden Jahre werden zeigen, ob Deutschland zum Vorreiter eines sicheren Krypto-Glücksspiels wird – oder ob der Wildwuchs die Regulierung überholt.</p>
<h3>Geplante EU-weite Gesetze für Krypto-Glücksspiel und deren Auswirkungen</h3>
<p>Die <strong>Zukunft des Krypto-Wettens in Deutschland</strong> hängt stark von der anstehenden EU-Regulierung ab. Aktuell tappen Anbieter oft in einer Grauzone, doch der Trend geht zu strengeren Vorgaben gegen Geldwäsche und für Spielerschutz. Beliebte Trends sind dabei Wetten mit dezentralen Tokens und Echtzeit-Auszahlungen, die das Spielerlebnis fairer und transparenter machen. Viele Nutzer schätzen zudem die Anonymität, die Blockchain-basierte Wettplattformen bieten.</p>
<p><strong>Frage:</strong> Was ist der größte Vorteil von Krypto-Wetten im Vergleich zu traditionellen Anbietern?<br /><strong>Antwort:</strong> Vor allem die schnellere Transaktionsabwicklung und niedrigere Gebühren, da keine Banken oder Zahlungsdienstleister zwischengeschaltet sind.</p>
<h3>Integration von DeFi und Smart Contracts in Wettplattformen</h3>
<p>Der deutsche Krypto-Wetten-Sektor steht vor einem regulatorischen Wandel, der sowohl Chancen als auch Hürden schafft. <strong>Die zunehmende Regulierung durch die BaFin und die EU-MiCA-Verordnung</strong> zwingt Anbieter zu mehr Transparenz und Lizenzpflicht, schafft aber auch Vertrauen bei Nutzern. Gleichzeitig treiben Trends wie dezentrale Wetten (DeFi) und die Integration von KI-gestützten Wettprognosen die Branche dynamisch voran. Diese Entwicklung verspricht Sicherheit und Innovation zugleich.<br /> <em>Die Zukunft entscheidet sich am Spannungsfeld zwischen staatlicher Kontrolle und technologischer Freiheit.</em></p>
<h3>Wachsende Akzeptanz von Bitcoin als Zahlungsmittel in der Glücksspielbranche</h3>
<p>Der deutsche Krypto-Wetten-Sektor steht vor einem tiefgreifenden Wandel, getrieben durch die anstehende EU-Regulierung (MiCA) und innovative Markttrends. <strong>Die bevorstehende MiCA-Regulierung schafft endlich einen klaren Rechtsrahmen</strong>, der sowohl Anlegerschutz als auch Marktstabilität fördert. Gleichzeitig treiben Trends wie die Integration von Blockchain-basierten Smart Contracts und dezentralen Wettplattformen (dApps) die Dynamik voran. Diese Entwicklungen versprechen mehr Transparenz und Effizienz, während traditionelle Anbieter ihr Angebot um Krypto-Optionen erweitern. Die Zukunft bleibt spannend: Eine kluge Balance zwischen Innovation und Kontrolle wird darüber entscheiden, ob Deutschland zum Vorreiter für sicheres und dynamisches Krypto-Wetten wird.</p>
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		<title>Krypto Casino Deutschland legal und sicher spielen</title>
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		<pubDate>Tue, 05 May 2026 16:15:20 +0000</pubDate>
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					<description><![CDATA[In Deutschland erfreut sich das Krypto Casino Deutschland wachsender Beliebtheit, da es schnelle, anonyme Transaktionen mit digitalen Währungen wie Bitcoin und Ethereum ermöglicht. Diese modernen Spielplattformen bieten oft niedrigere Gebühren...]]></description>
										<content:encoded><![CDATA[<p>In Deutschland erfreut sich das <strong>Krypto Casino Deutschland</strong> wachsender Beliebtheit, da es schnelle, anonyme Transaktionen mit digitalen Währungen wie Bitcoin und Ethereum ermöglicht. Diese modernen Spielplattformen bieten oft niedrigere Gebühren und transparente, blockchain-basierte Auszahlungen. So wird Glücksspiel im deutschen Rechtsraum zunehmend mit den Vorteilen der Kryptowelt verbunden.</p>
<h2>Rechtliche Rahmenbedingungen für digitale Spielbanken in Deutschland</h2>
<p>Die rechtlichen Rahmenbedingungen für digitale Spielbanken in Deutschland sind seit dem Glücksspielstaatsvertrag 2021 klarer, aber streng geregelt. Anbieter brauchen eine offizielle Lizenz, um virtuelle Automatenspiele und Online-Poker legal anbieten zu dürfen. <strong>Lizenzierte Online-Casinos</strong> müssen strenge Auflagen erfüllen: Einzahlungslimits von 1.000 Euro pro Monat, eine 5-Sekunden-Regel zwischen den Spielen und eine zentrale Sperrdatei für Spielsucht. Das Verbot von Live-Dealer-Spielen und die beschränkte Werbung sorgen für viel Diskussion. Für Spieler ist es entscheidend, nur bei Anbietern mit deutscher Erlaubnis zu spielen, denn dort sind Gewinne steuerfrei. Ohne Lizenz riskiert man nicht nur rechtliche Probleme, sondern auch keine Sicherheit bei Auszahlungen.</p>
<p><strong>Frage:</strong> Darf ich auch bei internationalen Casino-Seiten ohne deutsche Lizenz spielen?<br /><strong>Antwort:</strong> Technisch ja, aber es ist riskant. Diese Anbieter umgehen deutsche Regeln – deine Gewinne können umständiger ausgezahlt werden, und du hast weniger Spielerschutz. Die deutschen Behörden blockieren zudem zunehmend Zahlungen an nicht lizenzierte Portale.</p>
<h3>Aktuelle Glücksspielregulierung und ihre Auswirkungen auf Krypto-Anbieter</h3>
<p>Der deutsche Glücksspielstaatsvertrag 2021 schafft einen streng regulierten, aber legalen Rahmen für digitale Spielbanken. Die Lizenzvergabe erfolgt durch die Gemeinsame Glücksspielbehörde der Länder, wobei nur Anbieter mit nachweislich sicherheitsgeprüfter Software und Sitz in der EU eine Erlaubnis erhalten. <strong>Die legale Online-Spielbank in Deutschland</strong> unterliegt dabei strikten Auflagen: Einzahlungslimits von 1.000 Euro monatlich, eine 5-Sekunden-Sperre zwischen Spins sowie ein umfassendes Spielerschutzsystem, das Kontosperrungen und Auszahlungen ohne Verzögerung garantiert. Wer diese Vorgaben ignoriert, handelt illegal und riskiert Strafverfolgung.</p>
<p><strong>Vergleich der Regulierungsbereiche:</strong></p>
<table border="1">
<tr>
<th>Bereich</th>
<th>Vorgabe</th>
</tr>
<tr>
<td>Werbeverbot</td>
<td>Keine Live-Werbung 21-6 Uhr, keine unaufgeforderte E-Mail-Werbung</td>
</tr>
<tr>
<td>Spielerschutz</td>
<td>Limit-Dashboard, Selbstausschluss via OASIS-Datenbank</td>
</tr>
<tr>
<td>Steuer</td>
<td>5,3% auf Bruttospielertrag</td>
</tr>
</table>
<p><strong>Frage:</strong> Sind ausländische Casinos ohne deutsche Lizenz legal?<br /><strong>Antwort:</strong> Nein. Nur behördlich lizenzierte Anbieter gewährleisten rechtskonforme Auszahlungen und Spielerschutz – illegale Seiten werden von deutschen Behörden konsequent blockiert.</p>
<h3>Lizenzierung durch die Gemeinsame Glücksspielbehörde der Länder</h3>
<p>Die rechtlichen Rahmenbedingungen für digitale Spielbanken in Deutschland basieren auf dem Glücksspielstaatsvertrag 2021 (GlüStV), der virtuelle Automaten- und Online-Pokerspiele bundesweit reguliert. Lizenzen werden von der Gemeinsamen Glücksspielbehörde der Länder (GGL) vergeben, wobei strenge Auflagen wie Einzahlungslimits von 1.000 Euro pro Monat und eine 5-Sekunden-Sperre zwischen Spielrunden gelten. <strong>Die deutsche Online-Glücksspiellizenz</strong> ist damit eine zentrale Voraussetzung für legales Angebot.</p>
<p>Anbieter ohne gültige Lizenz sind strikt untersagt; Verstöße können mit Bußgeldern von bis zu 500.000 Euro geahndet werden. Spieler sollten daher nur auf geprüften Plattformen mit GGL-Logo spielen.</p>
<ul>
<li>Einzahlungslimit: max. 1.000 €/Monat</li>
<li>Spielunterbrechung: 5 Sekunden</li>
<li>Werbeverbote für riskante Spielweisen</li>
</ul>
<p><strong>Q&#038;A:</strong><br />F: Darf ich auf ausländischen Casinoseiten ohne Lizenz spielen?<br />A: Nein, das ist in Deutschland illegal – Ihr Geld ist rechtlich nicht geschützt.</p>
<h3>Grauzonen und rechtliche Unsicherheiten bei Zahlungen mit digitalen Währungen</h3>
<p>Rechtliche Rahmenbedingungen für digitale Spielbanken in Deutschland basieren auf dem Glücksspielstaatsvertrag 2021, der einen regulierten Markt etabliert. <strong>Lizenzen des Gemeinsamen Glücksspielaufsichtsbehörde der Länder (GGL)</strong> sind die einzig legale Grundlage für Anbieter. Die Vorschriften umfassen strikte Limits für Einzahlungen (max. 1.000 € pro Monat) und ein Verbot von Echtgeld-Automaten außerhalb dieses Regimes.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="crypto casino deutschland" 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"/></p>
<blockquote><p>Eine Lizenz ist nicht verhandelbar; ohne sie ist jedes Angebot illegal und strafbar.</p></blockquote>
<p>Zusätzlich müssen digitale Spielbanken folgende Auflagen erfüllen:</p>
<ul>
<li>Einsatzlimits pro Spiel (max. 1 €)</li>
<li>Verpflichtende Spielerkonten mit Ausweiskontrolle</li>
<li>Wirksame Schutzmechanismen wie Spielzeitbegrenzung</li>
</ul>
<p>Die Einhaltung wird durch die GGL streng überwacht, mit empfindlichen Bußgeldern und Netz-Sperren bei Verstößen. <strong>Die Konformität mit diesen Regeln ist die einzige Garantie für rechtssicheren Betrieb</strong> in Deutschland.</p>
<h2>Beliebte Zahlungsmethoden und digitale Vermögenswerte</h2>
<p>Für Unternehmen, die im deutschsprachigen Raum erfolgreich sein wollen, ist die Integration <strong>beliebter Zahlungsmethoden</strong> wie giropay, SEPA-Lastschrift und PayPal unerlässlich, da diese hohe Konversionsraten sichern. Parallel dazu gewinnen <strong>digitale Vermögenswerte</strong> wie Bitcoin und Ethereum an Relevanz, insbesondere bei internationalen Transaktionen aufgrund ihrer niedrigen Grenzkosten. Mein Rat als Experte: Bauen Sie ein hybrides System auf, das traditionelle lokale Verfahren mit Kryptowährungen kombiniert, um sowohl konservative als auch technikaffine Zielgruppen anzusprechen. Achten Sie dabei auf die Einhaltung der BaFin-Vorschriften zur Geldwäscheprävention und implementieren Sie stets eine sichere Wallet-Infrastruktur. Die Akzeptanz digitaler Assets steigert zudem Ihre Markenwahrnehmung als innovativer Akteur.</p>
<h3>Bitcoin, Ethereum und Stablecoins als Ein- und Auszahlungsoptionen</h3>
<p>In Deutschland dominieren etablierte Zahlungsmethoden wie <strong>SOFORT Überweisung, giropay und Rechnungskauf</strong> den E-Commerce, während PayPal ebenfalls hohe Akzeptanz genießt. Parallel gewinnen digitale Vermögenswerte wie Bitcoin und Ethereum als alternative Anlageklasse an Bedeutung, wobei die Nutzung für direkte Zahlungen aufgrund der hohen Volatilität und regulatorischer Unsicherheit noch begrenzt ist. Eine wachsende Anzahl von Online-Händlern integriert jedoch über Dienstleister die Möglichkeit, mit Kryptowährungen zu bezahlen.</p>
<ul>
<li><strong>Klassisch:</strong> Lastschrift, Kreditkarte, Vorkasse</li>
<li><strong>Modern:</strong> Apple Pay, Google Pay, Klarna</li>
<li><strong>Digital:</strong> Stablecoins (z.B. USDC), Krypto-Wallets</li>
</ul>
<p>Die Regulierung durch die BaFin stellt sicher, dass Anbieter von Kryptoverwahrung strengen Auflagen unterliegen, was das Vertrauen in diese <strong>digitalen Vermögenswerte als Anlageform</strong> allmählich stärkt.</p>
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<h3>Transaktionsgeschwindigkeit und Anonymität im Vergleich zu traditionellen Bankwegen</h3>
<p>In Deutschland dominieren etablierte Zahlungsmethoden wie die <strong>digitale Geldbörse</strong> durch PayPal und giropay, während Kreditkarten sowie Lastschrift weiterhin hohe Akzeptanz genießen. <mark>Digitale Vermögenswerte</mark> wie Bitcoin und Ethereum gewinnen jedoch als alternative Anlageklasse und Zahlungsmittel rasant an Boden, vor allem bei jungen, technikaffinen Nutzern. Diese Kombination aus Sicherheit, Schnelligkeit und wachsender Integration in den Online-Handel macht sie zukunftssicher.</p>
<h3>Gebührenstrukturen und Limits bei virtuellen Casinotransaktionen</h3>
<p>In Deutschland sind bargeldlose Zahlungen inzwischen Standard, wobei girocard, Kreditkarten und PayPal zu den beliebtesten Methoden zählen. Besonders beim Online-Shopping punkten Dienste wie Klarna und Google Pay mit schnellen und sicheren Transaktionen. <strong>Digitale Vermögenswerte wie Bitcoin gewinnen ebenfalls an Boden</strong>, auch wenn sie hierzulande eher als Anlageobjekt denn als tägliches Zahlungsmittel genutzt werden. Wer Kryptowährungen einsetzt, tut dies oft über spezialisierte Plattformen oder Krypto-Debitkarten – die Akzeptanz im Einzelhandel wächst langsam, bleibt aber überschaubar.</p>
<h2>Spielauswahl und Softwareanbieter auf Krypto-Plattformen</h2>
<p>In den digitalen Hallen der Krypto-Casinos entfaltet sich eine schier endlose Spielesammlung, die von den renommiertesten Softwareanbietern der Branche geschmiedet wird. Giganten wie NetEnt, Pragmatic Play und Evolution Gaming wetteifern darum, mit innovativen Mechaniken und atemberaubenden Grafiken die Spieler in ihren Bann zu ziehen. <em>Doch die wahre Kunst besteht darin, aus dieser schier überwältigenden Fülle die perfekte Runde zu wählen.</em> Man findet nicht nur klassische Slots und Tischspiele, sondern auch exklusive provably fair Varianten, die durch Blockchain-Technologie maximale Transparenz versprechen. Die Vielfalt der Spiele und die <strong>Reputation der Softwarepartner</strong> sind daher für die Glaubwürdigkeit einer Plattform absolut entscheidend, denn nur vertrauenswürdige Anbieter garantieren ein faires und sicheres Spielerlebnis auf dem <strong>wachsenden Krypto-Glücksspielmarkt</strong>.</p>
<h3>Provably Fair: Wie Transparenz bei digitalen Spielen funktioniert</h3>
<p>Die Spielauswahl auf Krypto-Casinos hat sich rasant professionalisiert und umfasst mittlerweile Tausende Titel von renommierten Entwicklern. <strong>Softwareanbieter wie NetEnt, Evolution Gaming und Pragmatic Play dominieren den Markt</strong> mit Live-Dealer-Spielen, Progressive Jackpots und Blockchain-basierten Slots. Entscheidend für die Sicherheit ist die Überprüfung der RNG-Zertifikate sowie der Proof-of-Fairness-Mechanismen durch Drittanbieter.</p>
<p>Bei der Auswahl einer Krypto-Plattform sollten Spieler gezielt auf die Vielfalt der Spielkategorien und die Liquidität der Jackpots achten:<br /><em>Vertrauen Sie nur Anbietern mit transparenten Auszahlungsquoten und regelmäßigen Audit-Berichten.</em></p>
<h3>Live-Dealer-Spiele mit Kryptowährungen als Einsatz</h3>
<p>Die Spielauswahl auf Krypto-Plattformen umfasst eine breite Palette von Casino-Klassikern wie Spielautomaten, Roulette, Blackjack und Poker, die durch innovative Krypto-exklusive Titel wie &#8220;Provably Fair&#8221;-Spiele ergänzt werden. <strong>Führende Softwareanbieter im Krypto-Glücksspiel</strong> wie Pragmatic Play, NetEnt und Evolution Gaming dominieren den Markt, wobei spezialisierte Krypto-Entwickler wie BGaming und Hacksaw Gaming häufig für blockchain-basierte Fairness-Mechanismen bevorzugt werden. Die Auswahl wird oft durch Live-Dealer-Angebote, Jackpot-Spiele und sofort auszahlbare Minispiele ergänzt, wobei die Integration von Kryptowährungen wie Bitcoin und Ethereum eine transparente Transaktionshistorie ermöglicht.</p>
<h3>Exklusive Slot-Titel und Jackpots für BTC-Nutzer</h3>
<p>Die <strong>Spielauswahl auf Krypto-Plattformen</strong> ist heute enorm vielfältig und reicht von klassischen Slots über Live-Dealer-Spiele bis hin zu exklusiven Blockchain-Titeln. Top-Softwareanbieter wie NetEnt, Microgaming und Evolution Gaming stellen sicher, dass die Grafik und Fairness stimmen. Viele Plattformen setzen zudem auf provably fair Mechaniken, die es Spielern erlauben, jedes Ergebnis zu überprüfen. Besonders beliebt sind neben traditionellen Casinospielen auch neuartige Krypto-Slots mit integrierten Jackpots. Wer eine große Auswahl sucht, sollte auf die Zahl der <strong>Spielauswahl und Softwareanbieter</strong> achten – seriöse Plattformen listen ihre Partner meist transparent auf.</p>
<h2>Boni, Aktionen und Loyalitätsprogramme für Krypto-Spieler</h2>
<p>Krypto-Spieler aufgepasst: Die Welt der Glücksspiele mit digitalen Währungen ist weit mehr als nur ein Spiel – sie lockt mit unschlagbaren <strong>Boni und Aktionen</strong>. Vom großzügigen Einzahlungsbonus, der dein Startkapital verdoppelt, bis hin zu täglichen Freispielen oder Cashback-Angeboten, die Verluste abfedern. Doch der wahre Trumpf im Ärmel sind <strong>Loyalitätsprogramme</strong>, die Stammspieler belohnen. Hier sammelst du Punkte für jeden Einsatz, steigst im VIP-Rang auf und schaltest exklusive Perks frei: persönliche Betreuer, höhere Limits oder sogar Reisegutscheine. Diese Systeme sind dynamisch gestaltet, um dich langfristig zu binden und jeden Spielzug mit einem Extrakick zu belohnen. Es ist ein Rennen gegen die Zeit, bei dem die besten Prämien den aktivsten Spielern winken.</p>
<h3>Einzahlungsboni ohne traditionelle Währungen verstehen</h3>
<p>Für Krypto-Spieler bieten <strong>Boni und Aktionen in Krypto-Casinos</strong> oft die lohnendsten Anreize, besonders wenn sie an volatile Token gebunden sind. Statt einfacher Einzahlungsboni sollten erfahrene Spieler auf Cashback-Angebote und kostenlose Drehungen ohne Umsatzbedingungen achten, um den Hausvorteil zu minimieren.</p>
<p><strong>Loyalitätsprogramme für Krypto-Spieler</strong> belohnen konsequentes Spielen mit exklusiven Vorteilen. Diese Systeme bieten oft einen mehrstufigen Aufstieg mit gestaffelten Prämien:</p>
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"/></p>
<ul>
<li><strong>Stufe 1 (Bronze):</strong> 5% Cashback, niedrige Einsatzanforderungen.</li>
<li><strong>Stufe 2 (Silber):</strong> 10% Cashback, persönlicher Account-Manager.</li>
<li><strong>Stufe 3 (Gold):</strong> 15% Cashback, höhere Auszahlungslimits, exklusive Turniere.</li>
</ul>
<p>Achten Sie darauf, dass echte <strong>Krypto-Casino-Treueprogramme</strong> Auszahlungen in Kryptowährung garantieren, nicht in Fiat. Überprüfen Sie außerdem, ob die Boni an volatile Kursbewegungen gebunden sind – dies kann den realen Wert Ihrer Prämien drastisch verändern. Entscheiden Sie sich für Plattformen mit transparenten, automatisierten Belohnungen ohne komplexe Wettanforderungen.
</p>
<h3>Cashback-Angebote und Freispiele in digitalen Token</h3>
<p>Moderne Krypto-Casinos locken Spieler mit lukrativen <strong>Krypto-Boni und Treueprogrammen</strong>, die oft exklusiver sind als bei herkömmlichen Anbietern. Ein Einzahlungsbonus von 100 % oder mehr auf erste Krypto-Einzahlungen ist üblich, ergänzt durch wöchentliche Cashback-Angebote und Reload-Boni. Viele Plattformen belohnen konstantes Spielen in Loyalitätsstufen – von Bronze bis Platin – mit steigenden Auszahlungslimits und persönlichen VIP-Managern.</p>
<p>Ein effektives Treueprogramm zeichnet sich durch geringe Umsatzbedingungen für Krypto-Spieler aus. Achten Sie auf folgende Kriterien:</p>
<ul>
<li>Wöchentliche Rakeback-Rennen mit Echtgeld-Preisen</li>
<li>Exklusive NFT-Drops oder Airdrops für treue Nutzer</li>
<li>Sofortige, gebührenfreie Auszahlungen auf die Wallet</li>
</ul>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="crypto casino deutschland" 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"/></p>
<blockquote><p>Der beste Bonus nutzt nichts, wenn die Umsatzbedingungen über 35x liegen – priorisieren Sie Programme mit maximal 20x Anforderungen für Krypto-Einzahlungen.</p></blockquote>
<p>Vermeiden Sie Plattformen, die Bonusgewinne nur in Casino-Tokens oder mit Token-Sperrfristen auszahlen. Ein seriöser Krypto-Bonus sollte ohne versteckte Wettlimits auskommen und das eingesetzte Krypto-Asset nicht künstlich entwerten.</p>
<h3>VIP-Stufen mit speziellen Krypto-Vorteilen</h3>
<p>Krypto-Spieler profitieren von lukrativen Boni, die oft in Form von Einzahlungsboni oder kostenlosen Spins auf Blockchain-Spiele angeboten werden. <strong>Krypto-Willkommensboni ohne Einsatzanforderungen</strong> sichern dir sofortiges Spielkapital, ohne versteckte Fallstricke. Aktionsprogramme wie wöchentliche Turniere oder Cashback-Aktionen in Kryptowährungen maximieren deine Gewinnchancen zusätzlich.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="crypto casino deutschland" 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"/></p>
<p>Loyalitätsprogramme belohnen deine Beständigkeit mit exklusiven Vorteilen. Du sammelst Punkte für jede Wette, die du gegen höhere Rakeback-Raten oder persönliche VIP-Betreuer eintauschen kannst. <em>Diese Programme verwandeln Gelegenheitsspieler in echte Krypto-Profis.</em> Entscheidest du dich für Plattformen mit gestaffelten Stufen, erhältst du direkten Zugang zu Turnier-Preispools und schnelleren Auszahlungen. <strong>Treueprämien in Kryptowährungen</strong> sichern dir konstante Renditen, während volatile Märkte dein Einkommen sogar steigern können.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="crypto casino deutschland" 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"/></p>
<h2>Sicherheit, Datenschutz und verantwortungsvolles Spielen</h2>
<p>In einer digitalen Welt, die ständig vernetzt ist, bilden <strong>Sicherheit, Datenschutz und verantwortungsvolles Spielen</strong> das unverzichtbare Fundament jeden fairen Angebots. Moderne Verschlüsselungstechniken schützen Ihre sensiblen Daten vor unberechtigtem Zugriff, während klare Transparenz bei der Nutzung persönlicher Informationen das Vertrauen stärkt. Verantwortungsvolles Spielen bedeutet, bewusste Grenzen zu setzen und Risiken rechtzeitig zu erkennen – eine Haltung, die durch flexible Selbstlimitierungs-Tools aktiv unterstützt wird.</p>
<blockquote><p>„Nur wer seine eigenen Limits kennt, behält die Kontrolle und den echten Spielspaß.“</p></blockquote>
<p>Diese Kombination aus technischer Absicherung und persönlicher Achtsamkeit schafft eine Umgebung, in der Unterhaltung und Schutz nicht im Widerspruch stehen, sondern sich dynamisch ergänzen. Denn echte Freiheit entsteht erst dort, wo Sicherheit zur Selbstverständlichkeit wird.
</p>
<h3>Verschlüsselungstechniken und Wallet-Schutz für deutsche Nutzer</h3>
<p><strong>Sicherheit und Datenschutz</strong> bilden die Grundlage jeder vertrauenswürdigen Online-Plattform. Moderne Verschlüsselungstechnologien schützen persönliche Daten vor unbefugtem Zugriff, während transparente Datenschutzrichtlinien klären, wie Informationen verarbeitet werden. Zertifizierte Anbieter unterliegen strengen gesetzlichen Auflagen, um die Integrität der Nutzerdaten zu gewährleisten.</p>
<blockquote><p>Verantwortungsvolles Spielen bedeutet, die Kontrolle über das <a href='https://bitcoin-sports-betting.com/bitcoin'>bitcoin betting</a> eigene Spielverhalten zu behalten.</p></blockquote>
<p><strong>Verantwortungsvolles Spielen</strong> erfordert bewusste Selbstregulierung. Anbieter integrieren hierzu Funktionen wie Einzahlungslimits und Selbstausschlussmöglichkeiten. Typische Maßnahmen umfassen:</p>
<ul>
<li>Persönliche Zeit- und Verlustgrenzen setzen</li>
<li>Nutzung von Reality-Checks zur Spielzeitüberwachung</li>
<li>Zugang zu Beratungsstellen bei problematischem Verhalten</li>
</ul>
<h3>Anonymität versus Identitätsnachweis: KYC-Verfahren bei Blockchain-Casinos</h3>
<p><strong>Sicherheit beim Online-Gaming</strong> beginnt mit modernster Verschlüsselungstechnologie. Ihre persönlichen Daten und Transaktionen bleiben so vor unbefugtem Zugriff geschützt – ein unverzichtbares Fundament für jede seriöse Plattform.</p>
<p><strong>Datenschutz ist Chefsache</strong>. Verantwortungsvolle Anbieter verarbeiten Ihre Informationen nur nach strengen EU-Richtlinien und geben diese niemals ohne Ihre ausdrückliche Zustimmung weiter. Transparente Datenschutzerklärungen sorgen für volle Kontrolle.</p>
<p><strong>Verantwortungsvolles Spielen</strong> steht im Mittelpunkt: Setzen Sie persönliche Einzahlungslimits, nutzen Sie Selbstausschluss-Optionen oder Pausenfunktionen. Unser Ziel ist Unterhaltung, niemals Risiko.</p>
<p><strong>Frage:</strong> Wie erkenne ich eine sichere Spielseite?<br /><strong>Antwort:</strong> Achten Sie auf das Vorhängeschloss-Symbol in der Adresszeile (https://) und geprüfte Lizenznummern, z.B. von der Malta Gaming Authority.</p>
<h3>Tools zur Selbstlimitierung und Spielsuchtprävention im digitalen Raum</h3>
<p><strong>Sicherheit beim Online-Gaming</strong> beginnt mit der Wahl lizenzierter Anbieter. Achten Sie auf aktuelle SSL-Verschlüsselung und Zwei-Faktor-Authentifizierung, um Ihre sensiblen Zahlungsdaten und Ihr Konto vor unbefugtem Zugriff zu schützen.</p>
<p><strong>Datenschutz in digitalen Spielwelten</strong> erfordert eine kritische Prüfung der Datenschutzerklärung. Löschen Sie regelmäßig Cookies und Browserverläufe, und verwenden Sie ein separates Spielerprofil ohne echten Namen oder Wohnadresse.</p>
<p><strong>Verantwortungsvolles Spielen</strong> stützt sich auf klare Grenzen: Setzen Sie ein persönliches Ein- und Auszahlungslimit, nutzen Sie die angebotenen Selbstausschluss-Optionen und legen Sie feste Zeitkontingente fest. Bei ersten Anzeichen von Kontrollverlust ist das frühzeitige Gespräch mit Beratungsstellen wie der BZgA der wichtigste Schritt zur Prävention.</p>
<h2>Steuerliche Behandlung von Glücksspielgewinnen in Kryptowährung</h2>
<p>Die <strong>steuerliche Behandlung von Kryptowährungs-Glücksspielgewinnen</strong> in Deutschland ist ein hochkomplexes Terrain, das von der steuerrechtlichen Einordnung des zugrunde liegenden Casinos abhängt. Grundsätzlich greift die Spekulationsfrist von einem Jahr für private Veräußerungsgeschäfte – doch die Krux liegt im Detail. Gewinne aus lizenzierten Online-Casinos mit gültiger deutscher Erlaubnis sind gemäß § 40 Abs. 4 EStG in der Regel steuerfrei, während Gewinne aus nicht-lizenzierten Anbietern oder dezentralen Smart-Contract-Spielen dem vollen Steuersatz unterliegen können, sofern die einjährige Haltefrist für die eingesetzten Kryptowerte noch nicht abgelaufen ist.</p>
<blockquote><p>Jeder Trade oder jede Umwandlung einer digitalen Währung in eine andere innerhalb eines Jahres nach dem Gewinn löst sofort die Steuerpflicht aus – die chronologische Kette der Anschaffungsdaten ist das entscheidende Bindeglied zur Finanzverwaltung.</p></blockquote>
<p>Die Dynamik ergibt sich aus der Schnittmenge von Glücksspielrecht und dem speziellen Besteuerungsregime für Kryptowerte, was eine präzise Nachweisführung über Transaktionszeitpunkte und Wallet-Adressen essenziell macht. Zocker müssen daher nicht nur ihr Spielglück, sondern auch die <strong>transparente Dokumentation jeder Transaktion</strong> im Blick behalten, um spätere Steuerbescheide nicht zur Lotterie werden zu lassen.</p>
<h3>Unterschiede zwischen privaten Veräußerungsgeschäften und Casinogewinnen</h3>
<p>Markus staunte nicht schlecht, als sein Bitcoin-Poker-Gewinn auf dem Wallet landete. In Deutschland unterliegen private Glücksspielgewinne in Kryptowährung grundsätzlich keiner Einkommensteuer, sofern kein gewerbliches Spiel vorliegt und die einjährige Spekulationsfrist eingehalten wird. <strong>Glücksspielgewinne in Kryptowährung sind in Deutschland steuerfrei</strong>, wenn sie nicht aus einer nachhaltigen Tätigkeit stammen.</p>
<p>Die Crux lauert jedoch im Detail: Tauscht Markus die Coins sofort in Euro um, bleibt der Gewinn steuerfrei – spekuliert er aber weiter und verkauft nach zwölf Monaten mit Kursplus, wird dieser Wertzuwachs als privates Veräußerungsgeschäft steuerpflichtig. Wichtig ist die Unterscheidung zwischen Spielgewinn und späterer Wertsteigerung.</p>
<ul>
<li><strong>Spielgewinn selbst:</strong> Steuerfrei (ohne Haltefrist).</li>
<li><strong>Spekulationsgewinn nach Spiel:</strong> Steuerpflichtig bei Verkauf innerhalb eines Jahres.</li>
</ul>
<h3>Meldepflichten bei der deutschen Finanzverwaltung</h3>
<p>Die <strong>steuerliche Behandlung von Kryptowährungs-Glücksspielgewinnen</strong> in Deutschland ist ein dynamisches Feld, das direkt von der Einordnung des Spiels als privat oder gewerblich abhängt. Grundsätzlich unterliegen Gewinne aus Online-Casinos oder Sportwetten, die in Coins wie Bitcoin oder Ethereum ausgezahlt werden, nicht der Einkommensteuer, wenn der Anbieter eine gültige Gemeinsame Glücksspielbehörde der Länder (GGL)-Lizenz besitzt. Entscheidend ist die sogenannte einjährige Spekulationsfrist: Kaufst du Tokens, gewinnst damit und hältst die Kryptowährung länger als ein Jahr, bleibt der Wertzuwachs nach dem Verkauf steuerfrei. Andernfalls könnte ein privates Veräußerungsgeschäft vorliegen. Bei nicht lizenzierten Anbietern droht jedoch eine sofortige Besteuerung als sonstige Einkünfte, da die Auszahlung als Einkunftsquelle gilt. Zudem ist die Haltefrist bei Mining oder Staking als Einnahme aus Gewerbebetrieb zu werten. <strong>Eine professionelle Steuerberatung ist hier unverzichtbar, um teure Fehler zu vermeiden.</strong></p>
<h3>Praxisbeispiele für Gewinne in Bitcoin oder Altcoins</h3>
<p>Die steuerliche Behandlung von Kryptowährungs-Glücksspielgewinnen in Deutschland ist komplex und hängt vom Einzelfall ab. Grundsätzlich unterliegen Gewinne aus Online-Casinos und Sportwetten, die in Coins wie Bitcoin oder Ethereum ausgezahlt werden, nicht der Einkommensteuer, da sie als reine Glücksspielgewinne gelten und bereits der gesonderten Glücksspielsteuer unterliegen. <strong>Der entscheidende Faktor für die Steuerfreiheit ist die Einordnung als privates Glücksspiel ohne gewerblichen Charakter.</strong> Allerdings kann ein privates Veräußerungsgeschäft (§ 23 EStG) entstehen, wenn Sie die gewonnenen Kryptowährungen später gegen Euro tauschen. Der gesamte Gewinn aus dem Tauschgeschäft – ausgehend vom Marktwert zum Zeitpunkt des Gewinns – unterliegt dann der Besteuerung, wenn die einjährige Spekulationsfrist nicht eingehalten wird. Um Risiken zu minimieren, sollten Sie folgende Punkte beachten:</p>
<ul>
<li>Jede Transaktion und den Wechselkurs zum Zeitpunkt des Gewinns dokumentieren.</li>
<li>Bei einem sofortigen Tausch der Coins in Fiatgeld entsteht eine sofort steuerpflichtige Veräußerung.</li>
<li>Professionelle oder häufige Transaktionen können als gewerbliche Tätigkeit eingestuft werden.</li>
</ul>
<h2>Zukunftsaussichten und Trends für virtuelle Spielbanken am deutschen Markt</h2>
<p>Die Morgendämmerung über dem deutschen Glücksspielmarkt malt ein Bild tiefgreifender Veränderungen. Während die regulatorischen Hürden des neuen Glücksspielstaatsvertrags noch die Landschaft prägen, zeichnet sich ein klarer Trend ab: die nahtlose Verschmelzung von Realität und digitalem Erlebnis. Anbieter setzen vermehrt auf <strong>Live-Casino-Formate mit deutschen Dealern</strong>, um Vertrauen und soziale Nähe zu schaffen, während gleichzeitig die Integration von Kryptowährungen für schnellere, anonymere Transaktionen voranschreitet. Besonders für die jüngere, technikaffine Generation wird der mobile Zugang zum entscheidenden Faktor. Die Zukunft gehört nicht den reinen Glücksspielportalen, sondern vielmehr <strong>virtuellen Spielbank-Ökosystemen</strong>, die Gamification, Turniere und Community-Features zu einem Gesamterlebnis weben, bei dem der Faktor Mensch im Mittelpunkt steht.</p>
<p><strong>Frage:</strong> Wird die Lizenzpflicht nach 2027 den Markt für virtuelle Spielbanken in Deutschland abwürgen?<br /><strong>Antwort:</strong> Nein, das Gegenteil wird erwartet. Seriöse Anbieter, die sich an die strengen Auflagen halten, werden den Markt dominieren. Der Schwarzmarkt wird zwar bestehen bleiben, doch die Kanalisierungsquote hin zu legalen, lizenzierten Plattformen soll weiter steigen, was Innovation und Spielerschutz unter einem Dach vereint.</p>
<h3>Integration von Smart Contracts und DeFi-Elementen ins Spielerlebnis</h3>
<p>Die Zukunftsaussichten für virtuelle Spielbanken am deutschen Markt sind geprägt von einer dynamischen Regulierung und technologischen Innovationen. <strong>Innovative Live-Dealer-Formate und KI-gestützte Spielanalysen</strong> treiben die Branche an. Besonders der Trend zur <mark>Mobile-First-Optimierung</mark> revolutioniert das Nutzererlebnis, da Spieler jederzeit auf High-End-VR-Casinos zugreifen. Wichtigste Entwicklungen:</p>
<ul>
<li>Integration von Blockchain für transparente Transaktionen</li>
<li>Personalisierte Boni durch lernende Algorithmen</li>
<li>Ausbau sozialer Interaktionsfeatures</li>
</ul>
<p>Gleichzeitig forciert der Gesetzgeber strengere Lizenzen, was die Marktkonsolidierung beschleunigt. Deutsche Anbieter setzen daher auf <strong>Gamification und lokalisierte Spiele</strong>, um Kunden langfristig zu binden, während der Wettbewerb um datenschutzkonforme Zahlungslösungen zunimmt.</p>
<h3>Regulatorische Entwicklungen auf EU-Ebene und ihre Folgen</h3>
<p>Die Zukunftsaussichten für virtuelle Spielbanken am deutschen Markt sind außerordentlich vielversprechend, getrieben durch regulatorische Stabilität und technologische Innovationen. <strong>Die zunehmende Legalisierung und Lizenzvergabe durch die Gemeinsame Glücksspielbehörde der Länder schafft Vertrauen und lockt seriöse Anbieter an.</strong> Der Trend geht klar zu mobilen, interaktiven Erlebnissen, wobei Live-Dealer-Spiele und KI-gestützte Personalisierung dominieren. Zudem erobern Kryptowährungen und bargeldlose Zahlungslösungen den Markt. Schlüsseltrends sind:</p>
<ul>
<li>Immersive VR-Spielhallen mit sozialen Interaktionsfunktionen.</li>
<li>Verstärkter Fokus auf verantwortungsvolles Spielen mit Echtzeit-Kontrollen.</li>
<li>Integration von lokalisierter Software, die deutsche Zahlungs- und Präferenzstandards erfüllt.</li>
</ul>
<p>Diese Entwicklungen sichern dem legalen Markt langfristig Wachstum und hohe Spielerakzeptanz. <strong>Die Verschmelzung von Entertainment und sicherer Regulierung definiert den deutschen Online-Glücksspielmarkt neu.</strong></p>
<h3>Wachstumspotenzial durch mobile Krypto-Wallets und Lightning-Netzwerke</h3>
<p>Die <strong>Zukunft virtueller Spielbanken in Deutschland</strong> wird maßgeblich durch regulatorische Anpassungen und technologische Innovationen geprägt. Nach der Lockerung des Glücksspielstaatsvertrags erwarten Experten eine verstärkte Integration von Kryptowährungen für anonyme Transaktionen. <em>Besonders der Trend zu Live-Dealer-Spielen mit Echtzeit-Interaktion wird die Spielerbindung nachhaltig verändern.</em> Gleichzeitig gewinnen KI-basierte Tools zur Spielerkennung und verantwortungsvollen Automatisierung an Bedeutung. Wesentliche Entwicklungen sind:</p>
<ul>
<li>Virtuelle Realität (VR) für immersive Spielhallen-Erlebnisse</li>
<li>Verschärfte Lizenzauflagen für Werbung und Einzahlungslimits</li>
<li>Wachstum von Gamification-Elementen wie Turnieren und Belohnungssystemen</li>
</ul>
<p>Anbieter, die auf Transparenz und Datenschutz setzen, werden im stark regulierten Markt langfristig die Nase vorn haben.</p>
]]></content:encoded>
					
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		<title>Krypto Wetten in Deutschland legal und sicher nutzen</title>
		<link>https://paok.kr/1-14980-links-mix-crypto-betting-done/krypto-wetten-in-deutschland-legal-und-sicher/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 05 May 2026 16:14:55 +0000</pubDate>
				<category><![CDATA[1)14980 links Mix Crypto betting DONE]]></category>
		<guid isPermaLink="false">http://paok.kr/?p=422170</guid>

					<description><![CDATA[In Deutschland gewinnt Krypto Wetten zunehmend an Popularität, da es Anonymität und schnelle Transaktionen mit Blockchain-Technologie vereint. Spieler nutzen dabei digitale Währungen wie Bitcoin oder Ethereum, um auf Sportereignisse oder...]]></description>
										<content:encoded><![CDATA[<p>In Deutschland gewinnt <strong>Krypto Wetten</strong> zunehmend an Popularität, da es Anonymität und schnelle Transaktionen mit Blockchain-Technologie vereint. Spieler nutzen dabei digitale Währungen wie Bitcoin oder Ethereum, um auf Sportereignisse oder Casinospiele zu setzen. Die rechtliche Grauzone erfordert jedoch von Nutzern eine gründliche Prüfung der Plattformen hinsichtlich Sicherheit und Lizenzierung.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="crypto betting deutschland" 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uYFqlXGNPlxuAt2yMJT/ABHY8Bdba6es8bqf41Fq4LfCsan56swa7remYuw7emo7QaKHe9GA2VJA+TKmwypeydxxE8JPSsLHl3a0PZfMm2i3xpUO0siA2hhtxhlsy46W3Gd9wscKiQ51J333JrT3NnhJuXf/AMv9PqeaPG3UlOKpp4axrha8q0eHnV5zj+HHdFdJr9q1I2RzJEvA470W3qTfQjvU9ia3mgznWNnPN6/Jtgfr3Pj1rHuIvdksNr/Mi3F1Eh2Q3PfahokOrkofWlLLm6TsOUGiE+B5hPX0aK5sk02ptpemvTGFn1LEeMST5J0oxk3hZlpo5J5fLprF40eco0iNa5Um3TLm1wciEW0u7nru4SE7D9xqLV2Tbdj4uF4h5JDjW5s2+yqXGZPKjiWWCeW4pG/LbLnQkb7D1eIwePR3Nsnn3hmRByCG9GbS3BtDUtUWMQ5xKaZK0gI6NDmDfYEfWJrWXXCGpRgp75z8s+2M40T39CvQ8RRlCdSVPbla/wC5RxsnnDerS003KwT41ysvPR3EvR3VtOIO4Wg7Efvq0nZFvizE3VFukP3FuwzHnHrnaWowf2IDLvJC3ASPO6nx4R0PUmJjJul7s8aAzHdhSri7JUqUu2Nvw55WTvznNt2uHw8CB0Pm+NaGvwlqpyKq+Z5awu2Ma5STy+/z2J/8eUqbqOiuVYTy++c6cuWsLtnulqZXTLyi8uxKazByea/ebMSErS+vifZH1kOHqrb6p/dtXcS3z4V1gR7nAfS9GlNJeZcT4KQobgj91eb1d79DYs6FpVjjFxQpL3ZeMJX4htSiUe4U12n2a8cvr2rVsLmTnGKym9WtcYz27exwP2k8DsbKFK+toqEpvDS0T0znH698m/0pSvrx8oFKUoBSlKAVGlRY82M7Dmx232H0KbdacSFJWkjYgg+II9FSaUB0K1v/ACfF6ZvD2UaFzWVRnHC/3JKf5LkdXjsw8ehG/gFkEfWNdcLt5N2v9pluNXHSXKXnuM8a40ByUFH18TXED+vevYSlfQ+F/aXxfh9JUqqjVSWE5L4se63+az6lyneTgsbnj+xpJ5RTVrXZG9N9Q0W5xXGqGm1TAwo+st8O2/7qzy8H8olFnsVqtWlee2tdkiPxOfEtcxpT6HX3Hjvskelzbb7K9YqVZqfaXcVWua1p75674xn10b3JlxKS/lR5EW7SHX+1TBcbbppnsOUN/l2LRLQ518fOCd65F6Qa9vqWuRprnjhcQW1FdplkqQV8RB83qOPztvX1r1zpR/aZdOXM7aGfmTx4zOLzyI8mWNLvKFYgotbOAagNw23A63HTbJoaS4DuFBPDsDv13rhOjOtrqUIe0tzRaUElIVZpRA36nbzfTXrZSo19pF0nlW8F+ZLHj1SO0F9TyZRo1rUGTG/uXZkGSoOFvuaVw8Y6b7cPj1NczWjes7bbjKNMMxQh0AOJFmlAKAO43HD16gGvWCleZfaPdv8A0IfUmj4lrR/kR5YM6a6+NQ2YCMFzxEWO4HWmBbZYQ2sHcKCeHYHfrvXw3pLrOnkkabZikx+rO1plfJ9d/M83p169K9UqVB/n+41xQgvzJY+KasNqaPLNGkmsgacZ/ub5gG3VBbiO6JOyiN9iRw9T1P31Nk6b65T4zMOfgubyGI/Rlp63SlJb/ZBTsK9P6V4l48uJPLoQ+pNHxdWWvlRPMNvTHWptthkYFmSW4yuYygWyVs0vx3SOHof1Vyy9MdZrk+ZVywDMZTxABcftklxRH6ymvTelRf53r5yqMc/Mlh40rwfMqMcnmjG051oiRHYEbB8yZiyPpWEW6Uhtf60hOxrkY021iYkOTGsFzBt90EOOpt0kKUD47nh3NelVKjfjOs8/uY6kq8cV1n9xHU81WNK9VWXEuNaeZQ2tBBQpNqfBB9BB4alOaaatSipUrBcrdK1cxZct0k7r9Z3T4/bXpBSvD8YV5PLpR+pOvtAuU8+THPzPOZjTrV2M+3Lj4TljT7IAbcRb5IUkAbAA8O46dK/JGm2q019cmZguUvvOHdTjlufUo/rJTXo1SoJ+Ka09fLj9T2vtDuU+ZUIZ+Z51QNPtXrYsuW3DMtiLUNipi3yWyR6twK+DptqqpbrhwPKSt7o4o21/dfXc7+b1616MUqlPjlSby4Iz+0S55ub7vDPfU8+Y+F6nxLBIsMHTHIWlT1oMyT3dJKnm0HiS1tw7BHFsT6SUj1VyqxbV5u3W2BAwTKoSrc261zmIMlKnA44VHfZI9e1egNKpTv5T3iiL/PtZvLt4PXOrb1xjq+2h51s6b6qsSBLYwXKW3weMOItz4UD69+HeueLgWsEFbrsPD8vjrf8ApVNQZKS5+3sOv769DaVUnUcyeX2i3Mv4reD/ADPOj+5dqX1/+HuSf7Le/wDLU17B9Y5TRYk4nmDrR8ULhSSk/uIr0KpVKdqp9WepfaRdTacreDxtvoeecTAdXYTTrMPDstjtvjZ1DUCSkOD1EAda/IWnurFue7TbsLyuK7ttzGbe+hW3q3Ar0NpVKpwmE/52P2kXOubeGu++vueeCtN9UlKcWrBMmKn/AKUm3P7udd+vm9eoB/dX0dOdVFN8k4RlBRwcvhNvkbcG++23D4b9dq9DaVSn4cpT/wBR/Q9/tLu1/wAvD6nnknTfVFJaP5jZMCx9Ee7n/M679PN6dSTXPEwPVuDzVQcPyyOXhs5yoMlPGPt2HWvQalUp+D6M9VVkg/tLupLEreDXzPPVWnGqC0lC8GyZSSACDbn9iB4D5vo9FcjWA6rsPtyWcMylt5kBDbiID4UgDoADt0r0GpVKfgK3m8+fL6Gf2mXWMfdofU8+XdPtU5Dzkl/C8odedGzji7e+VKH2kjrU+06XawykKtttxLIGGpPRxtxtUdpz9rj2H3133pVR/ZvaylzSuJ/T5mJ/aZeOHIren9WtNtPQ6y6X+Sy9Fms3nUh5haGlBxu2MK4go/6VXht/mjff1+iuyyEIbQEIASlI2AHgBXJSuv4NwGy4DR8myjjO7erfuziuMcbveO1vPvJ5a2WyXshSlK3JqRSlKAUpSgFKUoBSlKAVpuSatad4nemMYvGVRe/JBBatERK5dwWCCQRFYC3eHYE78O3Squ8pXXG64dKiaaYGt0ZJdmEyZUmO1znoUdxZbaSy3sS5JeWhxLYAOwQskb8sK6n3RGMWWGBKuEZp9yWiRMuS5/ySpJUFEJe4v75dKx575KgrbdHHvxjR8R43TsJOKWcb/wBF3fp+ZuLDhE72Kk3jO39X2X69DvTg3lC6P6k39zFMSzJD95a5m8CXDkQpCuD54S3IbbUsp67gA7bHfwqyq882tDMy8sy52rLrdqBCw/HsSf7DcH7E4UXO/wAlpKm3BzGykQQqO6WS4kOcQPFwlJCBBeybyHPKryGz+T/oRfb1hmbMPqmWfIbQ1IgvQVxm1KdDThUOcotpUNt9iN1he6Rvs7Os7iiqr2eq9umez7o11zSjRqOnF5xv79cd0ejVKpzRSbqDhc5WiWrOaozG/W63C5WzI1Qkw3rpADgaVzmkqUA6ypTSS5v8pzAdtwSq46skApSlAKUpQClKUApSlAKUpQClK+VKShJUogAdSTQH1SvNbVby29ZdUMpu9u0JySHjOK2tzlMT0NsuPzh/VcUt1Dn0g2WG2w2UoUglwqJbEHSDy8NZNNs0g4/rrfWMjxuW5wyJjzLLT8Zn0vNONob35YCnC24HCpCVbOBYCFXfuFblzpnt1Kf32nnZ479P79dj03pXylSVpC0EEEbgj019VSLgpSlAKUpQClKUApSlAKUpQClKUArCZBl2NYo0h7Ir3FgB08KOc4AVn7B4mvm/ZHDsLClSVt8wILmy3AhKUDxWtR+akev7dhuaqPN5QbvLWodztkh+3uxG4zThiu8LKuMpKNlpC0cThG24HFuNq5nxJxqvwq18yzp888pPRtRT6vGunZdy9w61p3dblqPEV9X2y9Ml2264wbtDbuFtltSYzyeJt1pQUlQ+wiplVBhH5wYNjKn59pfhw5EtyWVOtBSIjBH+NSlXG3udzuEkJHjt1A32NmVgL0eBcLtChT5P0cV2SgLd+1sb+ek+IIrY8Fva/EbWnUr0nCpKPM442/vfXUrX8aVlWcXL4c4TeMP57ZNipX4DvX7W1IhSlKAUpSgFKUoBSlKAUpSgOjWVxbdqXrJneOrefs2WsXWQzFeVLcTGuo5CWGILnUdnJjtkpI8xwvji6lAOu6R4zAkX53J5sEu3JtuTGcS8P+TuXKUy2y2k/RrIZUte3Xc9egQBvmt2CY9qDrlMyB3BY0SyW0s4/NyQylssS7+4I/KXMDbyd2I0ZewUQkuyA1H5qQAlW6w9BdJ7TAnRMWbdw6w4u4vvLJ4j/DOuUxBLj26iC0ttDiiHOJtQLhW2lLYa68D4r8KXfHrSrStqqhUllJ6pNPo8dfVb6ZRuYcTjTpRoxzy6ZXquz3x1x+RWOYZWjGbqnL4dy7kYtREW43Vt8NLmx1r2egJ8easpLnANiUuhKwNwN6U0B8l7yMtKfKUGcR/KDu79ttDSJ2Ow7lGlWnkSFFxtztE8oaQ4hsFvbbl7l0BW4Gy8BqE1fLlmF2bzCwzbulEgSbW+0GWGTDfabdYlsJL/ABtLeaU24evGknlk/JVorGb26Gm13S8PSGTGgXBwOSmintDAW3ytnNuWtbgDZ809T4eiqHhK2u/C9iuHTfPy9O2mqTy85ab6Lsur6Cl4fo39GNzVqcrmsrC03xqd6NIcD1Auv5QDUvWO55O5esLt2Hw8bsLyn218vnmK+poBsADZxiSvqNyl5pfULQtXcCuif5PTUKdbL9dtEnn1yoKrc5f2nQ3szGmodZbltNK9KV9oaUGx0b5a/WQO9lfR7evG4pqpHqcje2k7GvKhN5aFKUqYqClKUApSlAKUpQClKUAqmPK31EZ080JyTstwVGv+SxzjWOoblJjvO3Sb8gwW1kjbllzmqPoQ2o+irnrze/KkZth18yXENNLDKl3TNY6nLe9AY3DcQTyw5HUpe3R4uRmiAjdXLKydt0by0IKc0ntuR1ZcsdN3p+Z1k0x0xyy/zpNpw++2S0wbxeJNtbgTJsllBKG0qZ5TjiXQC3vy9lPKcOyNvEcbMdGL9j8WQ1nmZWydJsd5iQnbc229IEhpw7uNqfZdbQ0QNwUpc4yCfo9jtbnk2WvWLE7Flljs9qtmWWeHdUSnb485GgCFc2HBFfDJkOF0rcDY87gb2W0kkKCigvKQjau5di2L2e62u14tY594XKF+YdjXDttxdcVEYQ8Y7gdBbDqvO4FbrcXslISBU7uazuebP7vO/XG/vsYVtBW3Jj97tj129s5+Xod9PJA1Baz7QfHY8y4mTkOKtHGMibclJfeaucE8h4uKBO/MLfNSfShxJq7K83PyXubYbjuW5dpjkMmZbc3klFtZhP7lmb2Fch2StK9hu9xPuKIXsrlhJG/n16R1BWjyzeNt/wAzNN5jh7rQUpSoiQUpSgFKUoBSlKAUpSgFUd5U+pOZYDitrh4PLbgXG+zDGVcFth0xGUIKlqQgjYqPmgE77b+FXjWsZ3huO5xjj9myW0JuMZJLyG1LWhSXQDsULQQpB6kbg+BI8DV3htzb2d3Tr3UOenF5a7r26+3U8VE3BpPDOrGkmti7bnszGNUc0OU2aLF70tdznMhp9qQnoGiABxglfmBQ6L4duu1VDqT5UusWsUu7O4Ve8bx3FYE8xGE3R5QMxxpxO5bA23CV7ecpXiheyfNrttiukeFs4VmWJYhZI9vmzm220SVyHHn5CVR23WVuOOEng5hWNhsPNV033NdAYNxzfR5yfp5ebDkUpmzPvsRW7aXW+VxuKUouLjDj491A7O7gbEAEKC66C4uLbitSd5wmlh/CtlnGP4uVLC5nvjb0yW7elXpW/wAGss++E1lY9+52Y8mzyts6uV6ummWrFinXK/QFmO0xCQh5953iKeBJUUpWnfxWogDfqeEcVYDILK4ufeI+U2Cc5mU+ZIXynI/MlBwn5ANKQo7BseAb3B6bbg7jAeSdacy1A17TnGVvPsrtUKO5yJUsvGBb2+YllJUtR3cdd3JAJ2KST1KgO70abdbhnTykKlsQ0KbabaWdkuNtIdLjwH1VrebSD6eV9grNbi68N1YydNOpOMeZJ4aeXjbbKw5LT5HL+MvDEfEVOlGpV8uUNZJJPOWltlYljr01yZzBo95iYZYouQkm6NW6O3M3VxHnBtPHufT1361sFKVylSfmTc31eTd0aSo04008pJL8hSlK8EopSlAKUr5UpKButQA9ZoD6pUftkb2v8DTtkb2v8DQEilR+2Rva/wADTtkb2v8AA0B19cmxNN9TspxEXe22mflcpy+xI1/QpNoyGK4EB9IfT0YmNOlTR6LJYUxu275vKXe3W/FXMds7Wnl0xlUjI4DzMWLkLT9hKW5IkyXGopkJKW220vv7pjN7LbCyBtV05PjuK5jARbsltzU5lp0SGCoKS6w6AQHWnE7LacAKgFoIUNz161X1r8mHyfbTkacqZwZEm4obW0V3C4TJzakkpUeJqQ6ttZ3bQrcpJ3Qg79BQHQvW0Sp2XTcxzC33Kz4pfXZacZ7QAiPdrWiY+WHGwjzzuh0cDO/VpTJ5ZChWhyYL0zszlxi8ly8zY7KI6gP73iMcT4bUB03Vy1cfo+UCOvCDXrnklhxTMrU7YctssC8W50hTkWdFS+0VDwPCsEbg9QfEVWcTyT/Jth3pu+HTpiZIaJUhq4T5k2Kk/ZGedUx7laG74PKvWdWE8Z+nsdhw3xRCztFb1aWeXRYe/v8Aodf/AMnhpBdLder1q0/EkwrII0y0WZCyORML8sPPSWE7ea2AyygFJ4CVOgAcJK+9dQ2HYMZpDDHA222kJShCeEJA8AB6BXJ2yN7X+BrcUKKoU1TXQ5m8upXteVaaxnp29CRSo/bI3tf4GnbI3tf4GpiqSKVwCXHJ25n3g1zAgjceFAftKUoBSvhx5tr6RYFcXbI3tf4GgJFKj9sje1/gadsje1/gaA1jU3Uax6VYZPzTIESHmY3LZjQ4qeZJny3FhDEVhH9Z11xSUJHrPXYAmvKXGNdmbJq/mmq2vOMS7nmOQoW3b3I8YtJs7g4QqM226EuB1ltpLJVwEJ5CiSQ4Vr9KdfMSyfLGsJvmH2yHeJeG5Oi+LtkqV2ZMtPYZcdPC4UkBbbklt0b9PkvHfaqNvfkOStcNRkah+UNkFoYhGB2VzHcYQ6gvrPiX7goIccA80bJbR0T4gFYV7g4SzSqp8slq09fZe5nMqa86m1zxeia09/kdLL15QV4y/M7bqXhGNoxh66R3WL0L1FQ9BlRFtpDm7nM3k7Did5fm7Btw8JJJr4sevd3wvNblqLm2Lt5GqzsNR7M3Y4iGYMWMhLm2yuZvG3810p8/jDjaykHY16JyPIT8nOZhqdPJUfKHccbIUi2qyGWWUKB3BA4ulInkJ+TnCw5ensWPk7WOOEqctqchlhlZJ33I4utXs8P8n7tyy5PfX2z2/vJr+fifn/euaPPnbXlx3xvnHyOheWa7M5BqzhWquhOMS7XmmNhCJz8mOXE3Zw8QbjONtBTi3Hm3nWQvgAUJCSCA2Fo9WdLtSLFqvhkHMrE1JjIkFxiXBlt8uVb5jSy2/FfR/UdacSpJH2bjcEGurtm8hl7RPUY6ieT1kFpehogdlRjmUJdc5Cx4KYuCApxsHzhsptfRZ67BATeeguKZRiyM2v8AmVrhWaZmOS99JtkSV2lMYdhiR1FTgSAVuOR3HDt088dd96oScI4o0k+WK0bevt8uhsG5VE61Rrnk9Ulhe/zLfpUftkb2v8DTtkb2v8DXkwSKVH7ZG9r/AANfSJLDh4UOpJ9XhQHNSlKAUpXCuSwjopwb/Z1oDmpUftkb2v8AA07ZG9r/AANASKVH7ZG9r/A07ZG9r/A0B12zu95AjN7va7Nc5OPQrcgNoMTZLryyS4VKUQTwbuEhPh1PrrJacNYk/p7AGSaeovLjkua+5JREafU66t0rcfcLiuMlxxxfXqNwd9tqtPIMJwjKJaZ18tSX30gDmJW4gkDw34SN/wB9ZFFmxhuNHiJtcLkxkhLCCwCGwPV06Vs7m+pqzhQs4ck4412231Wryb264nbTsqdvRpYlHGu2yw9Vq8vXU676rQ7VcMlx6S9YGrZjbEF1tqO0GkbOl75VJUySD0bbXwAn0E9eg3jyazeO6b0h0PmzNykC2F0kgdDzUoJ6lAO233eINWw9Hs0qMIcmIw4wOoacZ3SP3EVzsPQY7SWWAhCEjZKUp2AH6q0MLefm+dUll/39D53S8PzhxiXFJVcp5+HD6rGG86xW69SZSo/bI3tf4GnbI3tf4GrZ05IpUftkb2v8DTtkb2v8DQEilfDbrbo3bWDX3QCsZMdUt4o/qo6AVk6xMr+kufroDQtWc4yrT2wJyLH8Stl8itOIblpl3hyC40XHWmmuWBHeDm5cO+5TsB049+nOxqZYLW93Fnl5sFiyOPbV3ifbm7pz24kIFwdpLzjbXyWzSt3FISAQR6NzM1HxORm+Hy8ZiS24zsl6M4HXASkcqQ26eg9YbI/fWuZjpLJyu8ZVd2btHhuXy12KLEWqNzQzJtk2VLbLydxzWi4+2C3uN0Bwbji3oDKW/WfSu5x7hKi53ag3aI3a5/Oe5KorBOwccS5sUIJI2JHnbjbfesLC19wy75HPs1knQpUa1tWxyVLclFktrlrmjlFko4w6lMLi5ZAKg6kjYeOAvOj2o2ZZPKzbIr1i9vuTUK2M22NCjPSGUvwLgJrZfcXwrdbcWNuEBPL33QSvrUiNpFnd41Dkaj5XdcfjyJD1gWINtadUllq3LuJILywC6tXbwQrgRsE8G3TcgbFiGuODZzAhXyx3SM1aZEW4Sn3573ZnI6IhZ5iy2sbFsB4FbnGAkFG/j0mt616UOWeZkH5+WpuBb3I7Up157lckvr4WNwvY7Ono2dtlf1Ca0VzQHILnZImO3XILewxabde7VBkMMqdLiJcqJIjOvNL2B4TGKXGgvZQPRQ3O2Ruek+aZrkMLLc2uFgjTbZJtYjRba264yWI09qW44444AVuKLSQ2nbZrz/OXxEgDb16vaat2BnJ15fCECRKXBaPnl5ySgEqjhnbmc0BJJb4OMAEkbDeuHH9V8by7KbfZMSnwrxbZ9rm3BNzhyg60Fx5DDKmgANj1e6nfpw7bdemuzNK8tteoF11OxS5Wd+5y7nIeagXEOJjqiSLfbI7iS4gEtuhy1tqDgQscDi0Eedxp/NLdH8iwrJDk+QXy1zZMg312SiBEUw1zbhPal+akk7BPLKepJO+59NAZXHNUb5k+V3C3WzDGHbBbLvJssuci8N9uiSGArd1+GWxy46inzFh1big42vlcCuMZTF9YdL81lohYrnNqubrrBlM8h7dL7SNuYtpXg4E7gL4SeEnZexrUrxpbmd6zyDkk+Ri6U2q4rmR79EhOM3tyFuoi2K28wtbKDa1FZCkJ35Qc2WNMwPRHPMu0Y0+wHUaZbLTasfxdEVKbfFdYuRdfsztv5brbnmRy03Ld4wni5jiUHZsbtkC24etOk8+33C6xs/sxhWqOiXLkKkhLTcda+FMjiOwWyT0Do3QfXUCBr/pXPvd4siMkDKrHbI93lSZDS2o/Z3eLhIUsDqOHwO3zkbbnfbXMi0gz7P0tLzS740w5a7W5aoabXFdDUoOyYjzzzocPyQIhpAYSVAFRJcVsjbO5dpvkF5yHKJ8DuKXb8lssCC5HuaHt2pER59xJ+SIPAoP9HAsLaW2Fjj8ABu+N5NYcutTd7xu5NToTilthxvcbLQSlSFA7FCwQQUkAgjrWwQHVEqZPUbbitG0yx3KMYxnuzLb33hKMp11lPanpXZI5PybHaX/lZHD7R3zzvt6BW6wPpz+z/vFAZKvlauFJX6hvX1XG99Cv9k0BilrLiitZ3JrjcWlttTh6hAJr6r4fQpxlxoeK0kDf9VAV9hOsCMmxGPqDk2KyMNxiXao94Zul5ucFLPIdQlTfM4Hjyzs4D52w9HjWZnataU2u2xL1ctTcUiW+e2h2LLfvMZtl9tZUEqbcLmyweW5sQevCfUap3BNB8qxjSqNgsvTDA40+BbLQyZtsy2ehc6XCdYcS6XBBbXHIW0XUKHM88JBSQSa+sbxXWbH9TY93kY/i+RXqPibkSU/OmuQ0pRIukp5tDctqEQ4sNhoPf3u3zD8p0I2WBdt5z/A8ckW6LkObWG1v3jbu9qZcWWFTNyAOSFqBc6qT83fxHrrEZnrVpRp8mQMv1Cx+3PRJMWK/GeuTKX2XJC0pa4myrdAPMCtyOiAV+A3quLRorn+GWS5WCxQMOyBnJbCxZ5y7o89Gat3BzwWWWUMu86EkPq5bBW0RsRxfKbt5ZrRO/WrEcus9rm2+bcbrf7NeoUiW8ttUvu+NbGwJTgbJQtxducBUA5sHAdid0UBY8HUDA7ne2cZtubWCXd5EVE9m3sXNlyS7GWgKS8loK4y2UEEKA2IIO9ahlet6MUuWUJewO9TbLhbTb17u0Z6IG4rRjh9TgaceS44G2lcRCQSdiEBR2BiwMG1Cj6st5bHiWa1WafKFwvbbN4dl9sd7uEUcMZ2MA06laWk89p1viaa2W2So7ajqboDkeY5XmtyjYThFyGTtxhbb3cLzKjz7O61FbaS6201FVxlt1PNRs82SQOqPGgLpfzzCIuSowyTmdjZyBxvmotLlxZTNUjhKuMMlXGRsCd9vAE1pTXlP6BPW+HdUarY0Is28SLG04q6RwO0sOOpVueLo38kSFHoQpsjoob6e1oJnLGXPNyb53lj0vK2spdlOXpUd4OIkNvgKiIikOLS40ltCu0oHLCAQAngVsSdONQIFmZhwYmPyJFkzi4ZRbQ7c3mkzY8uXMfU28RHUY7jYmkDhDoUWvFHF0A3GXqxp9ZYolZbmFgxzmS5cRlNzvMRrnFiQ4ySk80g7ls+bvxp+YsIWCgTL9qRp3i1wZtGT57jlonSGTJZjT7oxHecaG5LiUrUCUearqOnQ+qtJwnR642HLXchvabRKbWzkrCeDicWG7nfHZyUee2BtylNhwb/PTsOIDeqMzjFsywnSjMtCkWixZFesxxWFALshqep5yaizsW/lxgIim5iA5FDqHC81yi6S4GwONQHcylfgGwCa/aAykV0utAnqR0JrnqNb/wCj/wCsak0BHmOlpklPQk7b1jKyFx+hT+1/uNY+gFVo3rPLnofvePaX5TecXjSHI5vMIRlc8NrKXHo0Uu9ofaBCuqW+NwJ3aS6CgrsuqlxzGta8DsEbTnE42HyrNbB2O0XyfPkiREgA7NJdgIY2ecab2b3ElsO8PGeXvtQFgQc1w253h7Hrbltml3WMopegsT2nJDRBUCFNhXGCC24DuP6qvUag3fVTTDH1hq/akYvbVFwshMy8RmSXA460UeeodQ4y8nb67Tg8Unasc1wjIMH03mT8biRpGbN5rPyTHUxY7ryZUyXNfLbL5QndAciPKYddPmNIK177Ng1j7Dp9mmBaoz4mE4vj+RNRtPrBZpM6+ynYSn3+23Zx90PNx3g5zXFcx5vYblxs7+AoC2ouq2nkzPLhplGzC1LyW2QWLhJt4lt85LTvNI83ffcBoqWNvNQpsnoob5LGM3wzNmH5OGZfZL+zEcDUhy1z2paWl7b8Ci2o7Hb0GqlRoPlUOwTsMjXW1SLddNPbXiD055TiVtSIHbCD2UJIdju9sCSgupIQkjzt9xsdv0+ynK8mk5HqDbbdjzfcosrcbGL/ADedIRz23uY5Lbaiuthst8LaU+Aee3OzhRQGfzPUKdjOS2bErLhVxyK53mDPuSG4kmMwGmIjkVtwrU84kblcxrYDf0+quK36zacP4zaMnvuU2zGmb247HjR75OYiPGQ04WnmRu5wLWlxJSeWVA7bgkEE6XqDohJuN/xOfYsTs2X2uwW28QnoOX5NPU6HZj0Jxt5ElxmW45wiK6nhVtsHBsdhtUPDNItR9NmWHrJacSvpk2U2Ny3XC5yGY9ojInTJDEaM72d1b0dLUxtghSGipENk9N+BAFrjULADdbZYU5xj5ud7ZEm2Qu82efNaO5DjLfFu4jzVdUgjofVX3a89wa+XW4WGzZnYrhc7QCbhCi3Jl1+JsdjzW0KJb2PTzgOtUxhOh+pGDxsFtVpXj8Xuaz2S1324Rbk8GZbcLcONiA7HUgnYq5LyXWXEFQ4ysNhC8HZvJezo4zDwa/39hcKwWGZZ7ZPVeHJKX1uR+QC5CEZrltOI3U60ZDm52AJIDgAu2xau4BleUwsXw/JrXkC5kCfOVKtU9mUwx2RyI2ptwtqOzh7Y2QPUD4dN9zqq8bw3UGbq7B1Ly3HsSsrEDGJlg5NpuD02Q8tyTEebWXVx2RyhyXQE7bpKt+vMIRalAfTbhaWFo8RWYB3APrrC1mEfMT+oUB91iZX9Jc/XWWrFTElMhfF6eooDhpSlAKwOfZfE0/wbIc6nQpM2Nj1rk3R2NG4ec8hhpThbb4yBxEJ2G5A3PUis9Wq6rYrcc50xy3C7S9HZnX2yzbbGckqKWkuOsqbSVEAkI3I32BP2GgNdm+UBg7KsCbgN3Ce7qDIDUFplkBcNvoHHZQWRyg26ptlaPnhxzg26K22eNqZpvNvMjHIeoGNP3aG4tqTAaurCpDK0JUpaFNBXGghDbhII6BtR9BrULxoRYWr+vJ8RYbh3G6ZLb75dHH5DhSGmC4pTbCdiG+Jx154pAAU686sndVac3opqW/B05xOVbMKj2zTjtbTV1amyHJlwQ5Z5lvSsMmOBHLi5LTro5rm5SdiSASBadt1cwG7Xa5QIGSWx+Fa4ESc9dW5zKoXy777Ab5oVtxhyMoEH0qSPHpWSf1DwCLfZGLSc5x9m9RGVyZFucubKZLLSE8xTimirjCAjziSNgOvhVTNaA5JbMnxLLbRJsizh+N2SzxrPIccECQ/EMoOqIDZ5a0ofSY7wCik8wFvZW9cdm0Iza3ZogTrqJmONZdLyxt/vxxDiVuyXZSW+yCJ88Ld5RV2nZTYO487l0BYFl160ZvuLRs0i6nYw1ZpctcBqXIu8dlsyR15O61bczbZXD47EHbY1voO44k9RVC3HSXU5rCrTZbLAx9N7x925xLddGr/IjqTGkLCkuuJXCdacCtgHYrjbiPNSQ4SKvK3tS2IEZmc607JbZQl5bTfLbU4ANylO52G++w36UBIpSlAKkwPpz+z/ALxUapduSeYpfoA2oDIVxvfQr/ZNclfDieJtSfWCKAw9KEbHhV0NKAUpSgNKuWq+PWjVW16S3CNMZuF4ty58SYUDsrjgLm0bi33DqkMvuAbbFDLnXcbHGYjr9p1ldlyXJ3rwxYrHjd9XYV3O8yGokaWvs7DyX2XFq2LTgkp5ajtxjqBsQT8Zxozb9Rsou8jKFcVkudhhW1HZJTjE1iXHluvpeacQAWyOYnZQXvuCNtvHA/3H8nxjLpeY4db8blNxr/2+12WVJcix24Zslvt3RxDLnIkNmG4G9m1oLTq0bo5h4QLBd1Q06bhR5rWc4++3N3EHlXSOrtiwGzws+d8ov5ZnoN/pW/rDdaNScOueMR8ql3632yM5aYl6konS2mlQokhHE24/urZsHZQ4j0JSvYnaqywPQ7K7Rlj+W5HGxaO7I/OiQiNbHHXG4r90ctqm+EraTuQIkkOObIKi4CE/KLCMJZfJuzvHtK4WnsO/WyRJtFwtl+YuBluMyZ0xgAOxpTxYc3bb4U9nf4CUobjoLXyPG4Ba1z1z0ftIxt2XqVjZYy2Y7Bs8hu6R1MynW23HHOFwK2IHLKSd/pFNo8VAVsNpzTD79d7jj1iyyzXG6WdfDcIMSe09IhncjZ5tBK2zuCPOA8KqjH9Is8syrXkxFvfvjGZHJJsWZfnX0PNG0PW3+kiKn5UIdQ5sGQDywjf/ABlZ7TvBM3xbPLpMkt2uBirouDkeExc3JynJMmWl7nNh2OlcMEc0uMh51suODgCQ35wFpUpSgFKUoDJW/wDo/wDrGpNRoKClgb+k71JoCJcfoU/tf7jWPrIz0ksbj+qdzWOoBSlKAVX0fXDCfzxzfDrs4/aXcEjImzpk0BEZ+P2VmQ86yrclYZRJY5m4HDzW/rCrBqrJGhNhyXJcgvecRGpjUnL42T2pMd9xKghq1wYhZf6DjbU7DWotbrbUA0T1GwAyGMa7ae3vB7PnWR3iNhse+SJMWNEyWXHgyOexIcZcaKVubcYW2fNBJG43rIZPq7gOMwBJXktrnSXWWpMaDEnsqkyGHHQ0HWm+LdaN9/OHTzT6q0THtLdRcCucm+WS2YpkT9zauMKRGuVyeiIiNO3abNaU04I7vHzETEpebKE7lhrZStqwFg8mbJ7Zp5cMRkXCxx58zDsexlEu3KdY5K4EuY86WjyyW29pSeX4kEHcDYEgXfd8/wAFx+BKut+zSwW2FCldhlSZlyZZaYk7BXJcUtQCHNiDwnrsR0rGO6waYtZfZsEVnNkN6yC3uXS3Rkz2iZEdBbAUnzuvFzQUbfOCXCNwk1WVw0O1ChW3EEWC5W4ScINxgxex3FdtVco0kMntbrnZnw1N3aUHNkKDvNdXxN8woGWxzR7KcaTiiWI1mmNQ7NkNsvMeZcXlpSu6S48slpQYHPQlbLiSkhno4COHbgoC0MYzLD82hu3DDMrs9+ix3THdftk5qW224ACUlTZIC9iDsevUVmKrjRnEM5xCJcYeWGEzB2jM2qCzdF3NcRptBCkmW5HZdcb+aEIdDi0gHdw8QQix6AUpSgFZhHzE/qFYgBSiAnqTWYSOFIHqFAfVcL0dt8bL8R4EVzUoCD3d/pvdp3afa+78anUoCD3afa+78ad2n2vu/Gp1KAg92n2vu/Gndp9r7vxqdWv5jnGIaf2N3Jc4ya3WK1snZcqdISy3xHwQCfFR9CRuT6KLLeEG8GS7tPtfd+NO7T7X3fjVII8uHyanJS4sXNLrJKAStbOL3VaEgencR/Dr4jpW2QPKW0KvDVhdtGplom/nJdW7JAbjuFbpmuBRQy61txsqPAR8oE9SB4kVLKhVgsyi0vYjjVpyeFJZ9yw+7T7X3fjTu0+19341OpURIQe7T7X3fjTu0+19341OpQEIW4f1niR9gqU22hpIQgbCvulAKUpQEZ6G28rjB4VHxIri7tPtfd+NTqUBB7tPtfd+NO7T7X3fjU6lAQe7T7X3fjTu0+19341pOt2tuJaDYanM8vjzpEd2W3BjxoLQcfffXuQlAJA8EqPUjwqiP+Ml0y/yUalf7Mj/APr1boWFzcx56MHJehWrXtvby5as0n6na3u0+193407tPtfd+NdUv+Ml0y/yUalf7Mj/APr0/wCMl0y/yUalf7Mj/wDr1N/hF9/tMh/xSz/3V+Z2t7tPtfd+NO7T7X3fjXVI/lJdL0glelWpCUjqSbbG2H/+9ditLdSsb1bwm2Z5ii31QLmzzEJfRwOIIUUqSoesKSsdOm4NQV7K4tUpVoOKfcno3dC4eKU0/Y2Pu0+193407tPtfd+NTqVVLBB7tPtfd+NfTcBCVcS18X2bbVMpQH4BsK/aUoD8I3Gx6ioi7e2TulZSPVtvUylAQe7T7X3fjTu0+19341OpQEHu0+193407tPtfd+NTqUBB7tPtfd+NO7T7X3fjU6urflYeWpadA7jD0+w+zDJs8unLTHtyApaWVunZpK0o85bi9xs2OuxB9KQr3TpyqPliRVasaMeaR2W7tPtfd+NO7T7X3fjXQvWDVX8oZoVprA12y66YZItqZLQu+NN2oLNtadIDXOdQQTushtfLcPCpSNidzt2u8m7XWx+UZpHZ9T7NEMFyZxx7hALnMMOY2rZxri6cQ8FJOw3QpJIG+1YlBx1PUZ83oWN3afa+78ad2n2vu/Gp1K8nsg92n2vu/Gndp9r7vxqdSgI7ENpk8fzles1IpSgFKUoBSlKAUpSgNU1O1BselWAXvUHIVKMCyxS+tDfz3l7hLbSf85bikoH2qFeazETNPKayZ3VnV68SFW9bq02q2RXloaaaB2KWSOrbI24eJOzjpBUpWxArtV+UWRf5+iNlx7HxxSb3lMWGUFYSlShFlvNAk9PpmmfHpuBVWWS2R7LZoFnjNhtmDGajNpHgAhAAH8K7rwdwulcuVzVWcaI4rxdxSraQjb0Xhy/Q1qTC0v0itjmR9y2ixMAtxnJTERIdXzFgAFQHGvrsT4+G58Kq7OMTuOO5gu/3uM1lk/K1otmOT2h2B2zzec26ysqY8QkJUoOfP+TPoJqy9UtJ7DqjbWY1xcchzoiv72nNblTSCRzUcO4BCkAjr4b71oOqV7v2mkexYlhWPLsdigSW3YU7mrfTOfQFOJgBKOJaC6vccSj16+iul49ZUrm1nSuk1SXK04Np5z2ic1wO7qUa8KlvLmqvKaljGMaas73+RvlWW5bovGm55ncrJ8ih3GVAuapMRph2A+0QkxSW/pQOjgdPnLQ6knbwq966feQher1c8m1SavNhdsi3e47k7b1vpe5Mh1mQ0vz0dCS3GZPr6jfrXcGvlvEaCtrqpSjsnofT7GtK4toVZbtailKVSLYpSlAKUpQClKUApSlAdVfyhn/NvhH/AG5t3/hvVWuSXLIMTvllt+L43YL6yhxByibMmNuIs4J6tup5oEbZvzuY8NivoPDZVl/lCv8Am4wf/t1bv/DeqjM/xDH4WSy3bPhOSX6Hq3ICLxNiytxbHVykvqaaAZOyw6kO/KbgtjYelddLQubqhwlKg2ouTy19Ec3cWtnc8WTuEnJR+FPbfV/I2jG7jkOWXe92/KsbsVgPOWrG5MSW22m8NDc8LTZdUJA5YB5rPTc7H/Nx4XKdQllHNQvjcClFBAA2Vsft9FYfTvD8fk5NGut1wzI7AxpU4YVmky5Xm3NxEp59LbgLI3c5zqnDyyAG1bHwBO+RDZe6XkyU/wB9q34Rudzt4bHbp4/wrZ2HE7yjZKpVjUqR54wXIsv4nq91pHGr6ZaNHxWysYX/AJdDy4T5HN87wsxTSWMPWWdtM4TNQkKmLjSVyg4kLiOL4djsD53Q+jw28a7B+QJ/0Z8W/wCrk/8A9siqhvpsv5rPJYSe2clZWNzuN0nfrt18PD7at7yBP+jPi3/Vyf8A+2RVLi1y7nhybhUjy1JR/eLDeOq7p7pmy4Jh305J03mnB4pvMVnLx6NdVqdjKUpXKHXClKUApSlAKUpQClKUApSq1131osuhGC/nteLZJuJdltwIkRlxLZekLSpQSXFeagbNq8fEgJAKiAcxi5NRR5nONOLnLZFlV5d/k8MbleUT5TOd+U1nrXa12J0vW9p7zktTZjjvCpPTY8pltSQPRxNkeArj1U8vPWjN1vW/HpaMOhNOjdm27iYkpO+zjq+u4I6gBG/gQeoPVsZFkeI43ccF0o1cyyw266vrk3G3AIhc3YbJCn2Vcbw2J6bJHh5vU1so8Prxg3pr6mkfGrWpUSw9OuND1z8qPUjQlWleZ6X6h6qYpaJ19ssuC1DmXNkSEPqaVynOTvx+a4Eq3223FdPvyPurtljNZno9d70xGnzpTF6tENZIMo8tTcoo9G6Utx+niR4eBqi/Jh0D8l/VXK4eI53nec2a/wBxdDMdamYnYZsg/wCKQ+QohZPgFpG56A7kA7t5S3kDq8l61/3Z8X1qt0WPaJLDdmhuwnI1wck8xJbS04FrDjoAW4V+YBwnolPQQOnGmvLk9X6F2Fd1n5kEml6nrxSsVjEybcMbtM+5tluZJhMPSUFPCUuqbSVjb0dSelZWqZsBSlKAUpSgFKUoBSlKAUpSgKp8pbTmVqZpDd7TaHmI96ti2b3Z3n1hLaZkRYebC1K6JSrgU2VHoAsmunuNaj4lklmj3dq8Q4i3AUvRZMlDb0d0HZxpQJ8QQR9viOhq/vL31jw7TjQ284ZflSnrznltl22zxWG1+eRykuurcA2SlsPIUQeqvAenby4GZo26zoG//ZKB/wC3rsfDHEK1hCeFmLez017nM8f4PS4o4NvEl1XY7ufnVi//ANx2z/8Acb/nWOyDKtPmbYu4369WZ6LbiJw43m3S2435yVpG5PGD4bdd/Cumv56tfpsD/ulA/wDb1+HM2j/89A/7pQP/AG9dTLxDUkseWvzOdj4ShFp+a/yPV/yOMLl2fTqdqJekobu2oM7vlbSXAoxoaWw1Ejkg7caWkcSh6FuLB8K7BV0p/Jsa0YZfsBk6NIceZym0SbheVNmKppmXDckJPOb4UhtvhU+hstDb6wGxO3davl97KpO4nKr/ABN5PoNtThSoxp09ksClKVVJxSlKAUpSgFKUoBSlKA6q/lErXkkzRezXLGLTKuEiy5LEuDiWGS7y0IadHEoDrw8RTv8Arro/C8ofyhLatS7fYXIqljYqZt0lskfuVXsK+wzJaLL7SHEK8UqG4rEXWzxW7bLdtdpjOzEMrLCFp6Lc2OwP763vDuOVOH0Pu8Y5TZpeIcFoX9ZV6m6Wh5CX/wAp/W5pTT2SQ4/MWCGjOivAqA23ALi/RuK4rf5RGsd1YMm22GDLbSeErYtzrgC9gdtwo9eoqxteNHfLI8oS52ufnOmNoimzNOsxWbZdIDLQ5hBUSFyVHc8KR+4Vs/kz6feV3oJJbxqBpvZnMcut2YlXNdxuMR9TDZ4W3XGw3J335aR/UWfNGwPgemXHK1OjmE45XRSWDRS8O2VSp8dJvPXleSmH9b9cJDLjC8Ub4XUFJ2tEjfqNvXXor5D9lu2P+TxjNrvlvkQZjTLqlsSEFC0hyS84ncK6jdC0nb7RV0wbRbJMOO+/aWG3HGkqUjh24SRuRWRjRY0NsMxWG2kb78KE7DeuY4rxytxWmqdRbPO+TfcM4Lb8LlKVBYz2WDnpSlaM3IpSlAKUpQClKUApSlAKrLyj9Kmta9FMr065La5lwgrctxWdgma18owd/QOYlIJ9RNWbSg3P57jlOQWCQuz36AJohKMZUeclSX45QduWHAQ4jhO/yZJQD4pNToxsmStSJtqkSWpEJoyZNvmBC3lR0Alxxp1ASHeEAkpLaSEbkcYB29NvLD/J+2PXB+XqLpbIiWHOFgrlsO+bBvCtvFzb6J4+0A2V/XHXjHmLKxLMtF9TYVo1IxS42S42uY25KhS2ti8xx7K4T8xxtSOIcaSQQfGtrbXUniLZpL/h9JxlUhHEvTqYaM7luWS2Z+HL7Kq0L7TDbDvA5zW93AUkeK+BsqHp80+Pp9DtJtKtY/LY1lg+UD5QdhmWDTvHXubjmNSgpAlbEFCQ2oAlvcJU48oDm7BA836Prx5G3kVZRrNqLdjkc642rBMUuUiDcJ8N0squEhG6OzMHb0g7rX6EK28VCvYq0Wq32O1QrJaYyY8K3x24sZlJOzbTaQlCRv6AABVe6rJvH83UnsLZ01lP4Hhr/wB9yfSlKpG0FKUoBSlKAV8qWhCeJagB6zX1WMmuFbxR6EdAKAl9tje0/gadujfXP3GsZSgMn26N9c/cadujfXP3GsZVeZfqdfbPmhwfE8Nj324RrS3fJTL14bgvPRluuthuElaFCQ8CyrjCltNp4muNwcwUBsOo2k2k+rot41Jwy25B3SXTCMxBJY5nBzOEgjx5be/7IrTP+CB5K3+RjHvwnP8AzVskrWDTODkC8VnZra492afaiSIq3hxR33OHlNunwbU5xJCAojiJ2Rualt6l4C9lJwlnK7eu9B0sdkDvXnhHMLO/zOaG/OLW/GEAnbbrXpTnFYTZhxT3RqH/AAQPJW/yMY9+E5/5qf8ABA8lb/Ixj34Tn/mrNu60aeyETmbBllmuE2COMsqmcltxAeSy4pt3YhwJW4Ekp4gFkIOxIqU/q/pjFv5xh/OLW3c+2t20MKe+dMW4lsRkr+YXuNSQWweMb9QKz5tT8T/MxyR7H7p9oZonpVeHsg080/tNiuUiMqG7JitKDimCpKijck9CW0H/AFRVhdujfXP3GqvRqxEZ0Wc1kuNndbjsWVy8uwmXQpQQhsqKA4Qkej5x2A8TsBWew+75XdoUg5hisayTGHuBsQ7mJ8aQ2UpUHGneBpe3nFJCmkndJ24xss+W3J5bMpJbG5dujfXP3Gnbo31z9xrGUrBkyYmxyduZt+sVzggjcdRWFqbb3VEqbPUbbigJ1KV8rVwpK/UN6A+XHmmvpFgfZXH26N9c/caxq1lxRWtW5NflAZPt0b65+407dG+ufuNabluWNYoqyByEuR3zeI9oRwucPKLoUeYenUDh8Pto9mVqiZf+aM6ZCYkOsxFRUKlfLvuviWoN8rboOXCeUDueLhc6Dl9QNy7dG+ufuNO3Rvrn7jVf3zVrTXHB/hnMbdGPOkR+EucSgtggPkgbkIaKkhxXzGyRxkVzZ3ncHCsJk5q2wi5MI7OmMlqQlLTq5DrbTSi6dw21xupK3eoSjdfXagN67dG+ufuNO3Rvrn7jWp4pc8luducXluMNWO4sPLZWzHnibHdAAIdZd4W1lB32+UbbXulXm7bE6djPlB6aXqxYzcLrkcCz3HJLPbLx3a/I4nIiJrSVMh1QGyASrlhStgojYdelAW726N9c/cadujfXP3GtXyy/IxXFbzk7kYyEWe3yJ6mUq4S6Gmy5wg+jfh23qtHtc8hsj9otuYYFEgT8g7ukW0QbyZjDsaRc4MF4qcWw0ttxo3Fhzh5ZChuAobHYC8+3Rvrn7jTt0b65+41XEnWjSuJeHbDJzu1IntPriFou/PkIOymUnwcdSei20krSfECtii5Lj86Tb4cO8RH3rtBXc4KW3ArtERBaCnk7eKBz2ev+kHroDZe3Rvrn7jX03JYcOyF9fUelYqlAZulcERwusgnxHSuegFcC5TDZ4S51+zrX5MdLbJI6EnbesZQGT7dG+ufuNO3Rvrn7jWMrXX8wZh59GwaZCW0bhaH7rCllwcL3IdbbfaI26FIfYUOvUOL8OE0Buvbo31z9xp26N9c/cap+wa94fPs0fI8kmW/H7fcY8aXbDJnBT0pqW5L7IeVwggvMxeahIJJKloHVPXK4nrPp7mV1uFks95ImW+7rspbfaLXOkhpT2zW/z/MbdPr+TV0223Asvt0b65+41qefab6ZapW5q16iYbar/GjuF1hM6MHC0v6yFeKN/TsRv6ax971R0+xxoPXjK4EfeU7BCOIrdU+1tzUhtAKzywQVkDZIO52qPjGp1hzLKHrLjEuHdLYi1N3Jm6xJQdZeJlPx3G07DY8K4yvOBO/7tyTxqjDWdGbfjtnx3FLSzYsctke3QI5WW48dvhQFKUVKP2qKiSSepJJNZXt0b65+41UWMat3TI7ncpf5pRmcVt1wudrkXVF4bckw3YTjrbrkuIW08lpRZVwFLjjmymyttIJKc5j2rmmWVvvsY9m9omqjxVzllEgBKoyCA482o7BxtJIC3EkhJIBING86sJJLCLB7dG+ufuNO3Rvrn7jVbxtatKJVpn35rPbOm323s5lyHZAaSyiQ5y2HDx7fJuLOyHPmK67E7GoFt1+0suU/IYCcj7N+bQYXOeksqaaIdDXL5ZI3JJeabCduMrUAAaGS1+3Rvrn7jTt0b65+41rmP5DZsptDF+x65MzoEnjDbzR6EoUUrQR4haVpUkg7EEEEAishQGXbebdG7awa5KwzbhaWFo8RWYB3AProD9rEyv6S5+ustWJlf0lz9dAcVKrPItbWscu2TNSMEvkmx4c603er1Hdi8mIhcZqQp3lLeDq222nkqWUoJ2C9gsjatomal6cW+PcZk/P8bjMWd4R7i69dWG0w3S4psNvEq2bWVtuJ2Vsd0rHiDQGyVV+r+nOW6gJdtsFnEbha5MTlMpvcNwyLPM+U/v6K6155c2W3skFogtAh0b9NsumpWnNks0DIr1n+NwLTdduwT5V1jtR5e43HKdWoIc3HXoT0rG49q5it8tc2/SZbFotUCL2uRNuE6M00232qVH3V5+7aOOKohxQCFBWwJKXAgCsLbpTqbc42p2COz7Y3juYXcxpdzuMR0XJTBtcOO9IZ4Pk3luBtQQ4SjluAn5UAIE6B5OU2JlS+03MzMeXkcvJQp3IryHUOvynZYaTDRJEQFuQ7uHdiCE7ForJWd9ka56Px7hjlt/uk4265ljrjNnUzdI625a0bghKgrY+eOWNvFeyPGpw1SwWJDssjI8ssdikX9AMCJPu8RLsgkgbNFDpQ71IHyZX4igNGj6VakOYJE0xuN4xZNlsltiWyDLjwnhLlIjusFpxxO4RH2bZIWlPMClqBBbCeA8crR7P3IVrwyNescGM2fLI2TsynIzqp7zbd0E0xiPmIc3KhzwSXPS2OImrJd1CwFjJkYU9nGPt5C4rgTaVXNkTVHg5mwZ4uYTwEK8PA7+FYq8ar49YtUbJpVdI0xqdkEB2bCmlA7KXEE7RirfcOqQ26tHTYhpXXfYEDA3HR+5S9ErTpgm426RJtfYFOJlsrXBuAjPtvKYfbB3LTob5Z8eh6hY3QfnRLTTO9OpV7GSZJDk2WY3HbstjhuvLj2BptbxMZlTmxcbPNBCihJSAloDltNgTsT1807ym25VkDt3aslkxS9mxO3W7vtRYktwMsuB5lxati0rngIUduLbcbpKSdjRqXp08xDfj55jjzdxcDMJTd0YUJTh5XC21srz1nnM7Abk81v6w3A2SlanYNUMMvWIQcxk32Baosuyw7+83PltMuQoclvibcf3Vs2PnDiJ2JSrYnaoN11z0fszWNyZ2pWNiLls12DaJabowpiU600445s5xcBCeXwk79FqbR4qAIG9VJgfTn9n/eK1205ph9+u9xx6xZZZrjdLOvhuEGJPaekQzuRs82glbZ3BHnAeFbFA+nP7P+8UBkq43voV/smuSuN76Ff7JoDEUpWJy/JImG4nesvnx3Xo1jt8m5PNs7cbjbDSnFBO5A3ISdtzQGD1PxXIcot1mXiz1uRcbLeo12bTcC4ll0NcQKSWwSN+Lx2PhWrXjSzM8oevuTXa42S35HMtlmbtaonNejw7hbJ02Uy6orCVraV2ppLiRsSjmo8FVn8e1WRPvBsOW4pcMTlLtTt7jruEqI6w9DaW2l5zmMOq5fLLzW/M4ejgIJ2VwLxrzo3Y8bYzCZqdjC7LJubFobnMXWO6wZbriWw3zArbdPMCl9fNQCs7AE0BoNw8nO9QFWW6Y5f1yrpHsvdd1Ll9uloTLkrfdlOzuK3vJJW5IfkuLacBCuYnZTfCePZ8r0ZFx0uxbTu0M2aTExYwv8FXRp5213JqOyWhGeS4465yuocRxLdKVtNE8zY75aDrhppe7tdsfxnLbReLpY7hDt86HGucUONGQ6w2HPPcG6EmS2Dt1KwW0BTmyDnLPqJp/kN1k2GwZzj9zucJovSYUO5svPstjYFam0KJQOo6kekeugNV0P09zzTq2Xa25rmCL4xJlIetTCXXnRaIgSEpgJU6SXW2wkbPK2cVxHjHQE63YPJ8uln0ryDAV32EuZecEtmJJlpZWEtuxIDkXmn08HG5xAeI61Z2N6i6fZlIXExDOsevjzYcK27bdGZKkhBSHCQ2onoXW9/VzE+sVqsPygMGeVnrU9q4QHdPpBanNPMguTG/Bt2KEEl0OOhxlCPnlxvg26p3AyOUaRYleIGSyLTZoUK/ZBbpsE3EoJUFyGlNlR6/b1rEf3BcXtmMQrVjFvhwbk3cLBKl3BzmPOvNW+4R5Za5iyVhB5KgE77Aub7eNZawa1ae3XE8Rym95JbcZXmltjXK2W683BiPLcD7aVBsJK9lrHMCDwkjf01KvWrWCWnszMbIrddJkmVbmEQ4M5l18NzZMdhp/lhW/KBlsKKvqOJI34huBo7Wj2ftx8VxHvrHPzZw+/x7zFkqjOquEtpp1SksuD5jbgDhC3gVl0gnhb4jUrQXBZ9hk5Bf7giW3by+bPikaZFXHeh2Jp1x1pstL89v5V95tAIBLDEXjAIrfLxqTp1j1uTeL/AJ7jlsgOSnIKZUy6MMsmQ2SHGQpagOYkpUCjxBB38KhHV/TNOay9PXc4sjd/hW9u6PQ3J7SViOtLigvYq36NtFw+pBSs9CDQG4UrF43lWMZla03vEcktd8ty1FtEu2zW5LBWPEBxskbj0jespQGSt/8AR/8AWNSajW/+j/6xqTQES4/Qp/a/3GsfWQuP0Kf2v9xrH0Aqvda9MLjqhjkS3WLIO47pDlHlzw2VKREkMuRZjY2IPGYz7pbPgHUsrPzasKlAVjc9HlSdTLTmcGXBjW2091BqAGT5iIce7NAJ9A/5SaI9XKP2VEuOl+ZtXedeLFPsi1xsqRlloTLLqQ445BVEfjP8APAOBxwodTx9SN2zw+dbNaAxrZhgznL8Furj9pkYdDRcZUyaEoivxhHaefcac36hhD7HN3A4ec34g0BqmO6UanYrd1ZzDvGMXDIZj917XFkNPswxHmyGnkhpwcTiFtFkJO6NnRsTyyBtldHdH71pvNdm3i+W+4OvxJLDhhxTHbLjt1mzeNLZJ5aNpgTw7nbhPUishi2vOnd9wW2Z9f7xHw2Hd5k2BHj5LKZgP8+NJdjuNlK17cfGyo8G+4B67GsllWr2AYrZ5VzdyW1zn49vcubUCJPZVJlx2+Zutpvi3WPknBuOnya+vQ0BXecaSZ3ebhOySZ+bS5Nvi3Mt3W1wXGbxd4zkSQ0zb30jzChJdbJPG4FLZSQ22SCjii6KZzneBWHEs/utktsGy447bIa7XCcTIddfgmKFPtOHgabbbcVvGBWHF8JKkBPAbfvGe4Nj0OZcL/mditkS3SUQ5j8y4ssojyFoCktOKWoBCyhSSEnYkEH01i3dYdMGctseEHO7GbxklvculqYTPaPa44W0kKb87z+YXRy9t+IJcI34TsBp990nznPrrAyDOLlj0aXaHLc1FYtjTymXmmrvBuElx0udd3Bb20ttgEN8Tm6nOLpkcn0yyK53DMjC7im2/KDb5zbVwVJaWzMiFkABbJC2/MZCm30rC2nQhYSrh2rd8ZzPD81jPzMOyyz36PGd7O+7bJ7Uptp3bflqLZIC9iDsevWszQGs6cWLJsbxGLaMtvfetxbdkLL3Nce5TS3lKaZ5rnyj/KbKW+a557nDxnqa2alKAVmEfMT+oVh6zCPmJ/UKA+6xUxJTIVv6eorK1xPMIfTsvxHgRQFMt6HWS65zl2WZh2udGvl0hzIkFq9TkQ1NsQorW0qGhxMd081hR85Dm6ODc9NhrF70Ky1NntMnHblEZvFozHIcjU1HnqhJlN3GVLU2ef2d0tyG2X2078pQ6ONggEODsIbd/pvdp3afa+78aA6/4lpNqFp7Jh5LYrXj17ucmLcI1wgXS9vJbiLkzVSlORpQhqK+YVfLDkthwpSsbcPAcHiXk651icG1yWncTlTbExaFxralTzFvlPxJl4dU0v5JRZbCLoyppQQ4UusA8JCQVdnO7T7X3fjTu0+19340BUbmJ6gzrxjWXP49iUG42++yZc+DEnvcsxH4hjl0yez7vyQAk7FtsEbI4vNC16jZtGtR8Sx6bYLbbMMvwyHHIliuDt1myG0wy0h5shKRHV2mOQ8Vcolk8Zc67O7t9iu7T7X3fjTu0+19340BR0LQ662yyXy1R7hCkyLjmWMX9E2QpfOej2xNoS6Xjw/TKRbntgNweYjcjc7ZvO9HYWouUz38kX/gSbYGrYDFlOMTo0tuXz232XEActbZCVIUF7hY8Nqtbu0+193407tPtfd+NAUQdG8ixnJ3sqwu244+xb7+3PtFkkyXI0dMMWOLbtg4hlzkPNlhzlkIcHLUUbo5hKeLTzRXKrLnjmc5PDxaMp+ff7iIlrcdcTFduDdtSnhUtpPGsdkkhxzZPFzAdhzChN+d2n2vu/Gndp9r7vxoDq3jnkz55jGk9t07iX+1yZdolWi+N3DtbrUiZNjthLsV94sObtN8KezP8srbQ2ygtfI8atnsGkWeWYW7J+G3yL/HzE5JKiTb86+0+2bU9besoRU/Kht0OdGdjygjf/GVfvdp9r7vxp3afa+78aAqDTvBM3xbPLpMkt2uBirouDkeExc3JynJMmWl7nNh2OlcMEc0uMh51suODgCQ351u25B5il+gDavtNtAPnPEj7BtUpttDSQhA2AoD7r4cTxIUn1givulAYQjY7K8a1zUnHJ2Y6dZTiFrdYamXyyzbcwt8kNJcfjqbSVEAkI3UN9gTt6DW7Pw23jx78KvWK4e7T7X3fjQHVmX5NGT3iPPEDHcQwFTtmbgutWG7yZqLu+1OiymO1cyIyG209meb3CHTtMd9AKHNgh6N6hLtV+vE9cJzJLhc8clstTMidmMvNWqemWEuPiG1yyrd1IIZWQODcnYIT2G7tPtfd+NO7T7X3fjQFMXrTXNrnd8g5aLIiBfcjxrJucqc7zmXLfItxfY5fI2ILUBRQ5xjdaggpSN11rmR6B3V3Sex4i3Mt8NyzRb7292JHdfLqJsSWkhtpCQt7idfbUtvzCrY7HfauxXdp9r7vxp3afa+78aA646aXi/aha5WzNnsXscCDY8NuNmfkWvtbuzr8u3utMuOyYsfYgRnyGQglrqV8HMQDt1q0JsMjIRlWXRWpVxt2T3C+2tcd9wJ5UgtqS2+nYBzhcaaeCDuEustLB3TVwd2n2vu/Gndp9r7vxoDrlj2jGpWGYiMXt1rwy/qvGHWvGbm7dJr7aYbkaMplXLSI6u1RjzFOBolk8Zc6/K7tx2/JpyKRpdd8Fl36JbrheJmKKculqlONSGY9sj21t4tulrcOBcSSprpt8okng3Vt2V7tPtfd+NO7T7X3fjQHXa86Nalh/GL1YXrLFmY/ZpOOrg2m6OWiIY5dbU0+yeyyOVxBpHMY4CB5mzq+WOKfA0Uv1jtK8bi22xXaz3HAmMSnRZ1zkshtxgSiltJbaK1sudrLe4W2ttCQQFnoL67tPtfd+NO7T7X3fjQFd6TWDOcfs9zZzyVGekSbkXoSG5nbXWInJZbDb0rkMGQvjbcPEpvj4ChBUvh3rd6m92n2vu/GvpuA2k7rWV/ZttQHJBSUxxv6TvUilKAiz0ksbj+qdzWOrNEAjY+FRXLehR4kLKfs23oDH0qb3afa+78ad2n2vu/GgIVVZcNCbDleTZBeM3itTI0vJoV/taY8hxK0ci3xY6mn+gC23Fsq42t1oUjh369BcHdp9r7vxp3afa+78aAoaw6Xai4JepeSWG24vkMm4vXxp2Lcbi9FTEjy71MuDS2nRHdJKm5baXm+AAlhvZS+Eb6/j3k1ZPadO8ixORLx5q43fAoGJRpEHmstMusSrm6op+TJbZ2nM8AG5BSdx5oJ7M92n2vu/Gndp9r7vxoDrlO0Jz+32vF42PXeEt7CpU9uE4zclwH7pHloTxS5LvZ3gicFhQWoIWHua8vdrmlCM1iukWVYq5iT7LFnliHbchg3iPKubzobN1mx5anGnOQO0BKmFJKShkHm7jh24KvPu0+193407tPtfd+NAVPovhmc4ZHnwsp7BGtiGYcW02+PdHLm5EbaDgUO1ux2XVtdWw227zVp4VnmHiCE2XU3u0+19341xuRGWVIDktKC4rZIV04j6h1oCNSpvdp9r7vxp3afa+78aAhgKUQE9SazCRwpA9QriZiNsni+cr1muegFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoDB5le3sZxG+ZLFgOTnrVbpM5uM2N1vKaaUsNpG46nbbxHjXh/mmjnla+UdaL35UTky55taMPcels3lYEdUzlPcTqbY2gpfcisEKIcBR0B5aQsEV7mXuz27ILNPsF3jCRAuUZ2HKZUogONOJKVpJHXqCRXlNf9G5zuTtTdG9UYasXxVq94/ZJF4yqVFnxWLYy0niZioUCpTTrLim3IhZDu/wAsCHHQsDs35OHltXW4+Tviea6xYhdZtzmxrghFxsIaejXBEJG6POefCu1OpStPJ3Ky4y8SEAHhs5/y1dGI7qmym+8PNuKGVORUMc9EOAxNLqUuuIXwOoktIaKgCte/QI889bZuIWvTfTzSuDoVkFhVh7uEXS42uZkbViTMcdktSn3niZmzjRDr8bzWxyhty3FIHU7zltkuk1+7wJmqlkOVXu4NJdtV5ON9oltsWPhYblJ5KuY4m9pbZ25i9gkBB22XQHYfSjXi06vXJ6FY8Jyi1ss2tm69suiYaWVNuypEZtIDUhxwqLkOSQeDgKUcXFspHFaVdOcaheVG/Zn8mwKdYrrbrlwSYVyxjuZmRcELlXN4tOuOtFgobefZK3BuVIcUtO7peDncagFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBXW6/eThqUxkTkrCs4xxiNBkuPYlc7nZUPXDDm5KybgzEAHBKQ+g8v5VSCgAfOI4j2RpQFQ33yZdPMjsVmxy5P3gQbVbBaX0MSktd5RtldJBCd9+Jx1W7RbPyrg34VFFQ1+Sppy9f15LKuWRyrhJYUxcnHJqP8ACSFTRMIeAbG276G1bN8A2QEfNKkquqlAavpxgVn0wwq04Fjr77ltsrHZopfQylYb4iQDykNoO2/jw7nxJJJJ2ilKA//Z"/></p>
<h2>Rechtliche Grauzone: Wie steht es um digitale Wettplattformen in Deutschland?</h2>
<p>Die Story der digitalen Wettplattformen in Deutschland ist eine von Wagemut und Unsicherheit. Während die Schwarzmärkte im Netz florieren, bewegen sich legale Anbieter auf einem schmalen Grat zwischen Erlaubnis und Verbot, was eine echte <strong>rechtliche Grauzone</strong> schafft. Landläufig erlaubt der Glücksspielstaatsvertrag 2021 einiges, doch die Länderregulierung ist ein Flickenteppich. Anbieter mit einer deutschen Lizenz sind selten, viele operieren mit einer Malta-Lizenz, die keinen wirklichen Schutz bietet. Der Spieler, der auf diese <strong>digitale Wettplattformen</strong> klickt, hofft auf schnelles Geld, während die Gerichte in Streitfällen noch über die Rechtswirksamkeit solcher Verträge debattieren. So bleibt die Lage spannungsgeladen, ein Katz-und-Maus-Spiel zwischen Gesetzgeber und Markt.</p>
<h3>Die Glücksspielnovelle 2021 und ihre versteckten Fallstricke für Kryptowetten</h3>
<p>Digitale Wettplattformen in Deutschland bewegen sich oft in einer rechtlichen Grauzone, da strenge Glücksspielgesetze mit dem wachsenden Angebot internationaler Anbieter kollidieren. <strong>Die Konzessionspflicht für Online-Glücksspiel sorgt für Verwirrung</strong>, denn viele Plattformen ohne deutsche Lizenz sind trotzdem abrufbar. Offiziell sind nur Anbieter mit gültiger Erlaubnis der Gemeinsamen Glücksspielbehörde der Länder legal – doch Spieler nutzen häufig Seiten aus Malta oder Gibraltar. Das Problem: Diese Plattformen umgehen oft deutsche Auflagen wie Einzahlungslimits oder Werbeverbote. Für Zocker bedeutet das ein Risiko: Einerseits locken bessere Quoten und keine Sperrdatei, andererseits fehlt der Spielerschutz. Die Behörden reagieren langsam, aber mit <mark>IP-Blockaden</mark> und Zahlungssperren gegen unerlaubte Casinos. Wer sicher wetten will, sollte auf konzessionierte Anbieter achten – sonst kann der Spaß im Graubereich enden.</p>
<h3>Lizenzierung durch die GGL: Was gilt für Anbieter mit Krypto-Zahlungen?</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="crypto betting deutschland" 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"/></p>
<p>Digitale Wettplattformen in Deutschland bewegen sich oft in einer <strong>rechtlichen Grauzone</strong>, da das Glücksspielstaatsvertrag 2021 prinzipiell nur legale Lizenzen für Sportwetten und Online-Poker vorsieht. Viele internationale Anbieter ohne deutsche Erlaubnis umgehen diese Regulierung durch Serverstandorte im Ausland oder nutzen Schlupflöcher bei der Spielautomaten- und Casino-Software. <mark>Das Fehlen einer einheitlichen Durchsetzung</mark> durch die Behörden verstärkt das Problem: Während die GGL (Gemeinsame Glücksspielbehörde der Länder) illegale Seiten sperrt, tauchen ständig neue auf. Die Konsequenz für Nutzer ist ein unsicheres Umfeld ohne Verbraucherschutz, etwa bei Auszahlungen oder Manipulation. Klar ist: Nur ein strenger, aber europaweit harmonisierter Rechtsrahmen kann diese Grauzone beseitigen und fairen Wettbewerb garantieren.</p>
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<iframe width="567" height="310" src="https://www.youtube.com/embed/Q9vYgfEufZQ" frameborder="0" alt="crypto betting deutschland" allowfullscreen></iframe>
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<h3>Strafbarkeitsrisiken für Nutzer von unregulierten Wettseiten</h3>
<p>Die rechtliche Lage digitaler Wettplattformen in Deutschland ist ein Flickenteppich aus strengen Regeln und cleveren Lücken. Während Anbieter mit deutscher Lizenz hohe Auflagen erfüllen müssen, operieren viele aus dem Ausland in einer <strong>rechtlichen Grauzone</strong>. Streng genommen ist das Anbieten von Online-Glücksspiel ohne EU-konforme Erlaubnis verboten, doch die Durchsetzung ist für Behörden oft schwierig. Das führt zu einem zweigeteilten Markt: Einerseits lizenzierte Plattformen mit Spielerschutz, andererseits riskante Anbieter, die sich auf die Ungenauigkeiten des Staatsvertrags berufen.</p>
<h2>Die besten digitalen Wettanbieter mit Bitcoin, Ethereum und Co.</h2>
<p>In der Welt der digitalen Glücksspiele hat sich eine stille Revolution vollzogen. Vergessen sind die zögerlichen Ladezeiten alter Plattformen – heute dominieren <strong>die besten digitalen Wettanbieter mit Bitcoin, Ethereum und Co.</strong> die Szene, denn sie bieten eine Transaktionsgeschwindigkeit, die ihresgleichen sucht. Stellen Sie sich vor, Sie setzen mit einer schlichten Kryptowallet auf Ihr Lieblingsteam und erleben, wie der Gewinn bereits Minuten nach dem Spielausgang auf Ihrem Konto eingeht, ohne lästige Bankinstanzen. Diese Anbieter umgehen nicht nur Wartezeiten, sondern gewähren auch eine ungeahnte Anonymität. Besonders <mark>vorteilhaft</mark> sind die geringen Gebühren, die Kryptowährungen mit sich bringen, was die Gewinnspannen spürbar vergrößert. So verwandelt sich der klassische Wettabschluss in ein nahtloses, fast futuristisches Erlebnis, das den Takt des digitalen Zeitalters vorgibt.</p>
<h3>Plattformen mit deutscher Lizenz und Krypto-Option im Vergleich</h3>
<p>Die besten digitalen Wettanbieter mit Bitcoin, Ethereum und Co. revolutionieren die Sportwetten-Branche durch unschlagbare Geschwindigkeit und Anonymität. <strong>Die Auswahl an seriösen Kryptowährungs-Buchmachern</strong> wächst rasant, und wer Blockchain-Technologie nutzt, profitiert von sofortigen Auszahlungen ohne Bankgebühren. Diese Plattformen bieten oft bessere Quoten und niedrigere Margen, da Transaktionskosten entfallen. Zudem garantieren Smart Contracts vollständige Transparenz. Für den optimalen Start empfehle ich:  </p>
<ul>
<li>Wallet-Kompatibilität mit BTC, ETH und USDT prüfen</li>
<li>Lizenzstatus und Live-Support bewerten</li>
<li>Bonusaktionen ohne versteckte Umsatzbedingungen wählen</li>
</ul>
<p><strong>Frage &#038; Antwort:</strong><br />
<strong>F:</strong> Sind Krypto-Wetten sicherer als klassische Zahlungen?<br />
<strong>A:</strong> Ja! Die dezentrale Buchführung verhindert Manipulationen. Ein vertrauenswürdiger Anbieter speichert niemals private Schlüssel – das schützt Ihre Identität und Ihr Guthaben effektiver als jede Bank.</p>
<h3>Internationale Wettbörsen: Vor- und Nachteile für Spieler aus Deutschland</h3>
<p>Die besten digitalen Wettanbieter mit Bitcoin, Ethereum und Co. zeichnen sich durch schnelle Transaktionen und hohe Anonymität aus. Kryptowährungen ermöglichen Ein- und Auszahlungen ohne klassische Bankverzögerungen, was sie besonders für internationale Nutzer attraktiv macht. <strong>Krypto-Wetten mit niedrigen Gebühren</strong> sind ein zentrales Merkmal führender Plattformen wie Bitcasino oder Stake. Neben Bitcoin unterstützen viele Anbieter Ethereum, Litecoin und Tether für stabile Werte. Die Auswahl sollte auf Lizenzierung, Spielvielfalt und fairen Boni basieren.</p>
<h3>Transaktionsgeschwindigkeit und Anonymität als Entscheidungskriterien</h3>
<p>Die besten digitalen Wettanbieter mit Bitcoin, Ethereum und Co. zeichnen sich durch blitzschnelle Transaktionen und maximale Anonymität aus. <strong>Kryptowährungs-Wetten bieten dir eine unschlagbare Kombination aus Sicherheit und Effizienz</strong>, da Blockchain-Technologie Manipulationen praktisch unmöglich macht. Achte bei der Auswahl auf regulierte Lizenzen, niedrige Gebühren und ein breites Angebot an Altcoins wie Litecoin oder Ripple. Moderne Plattformen ermöglichen zudem sofortige Auszahlungen ohne Bankverzögerungen. Für Einsteiger empfiehlt sich: </p>
<ul>
<li>Wallet-Integration prüfen</li>
<li>Bonusbedingungen für Krypto-Einzahlungen vergleichen</li>
<li>Live-Wetten mit Bitcoin-Tether nutzen</li>
</ul>
<p> Diese Anbieter kombinieren dezentrale Zahlungsmittel mit professionellen Wettmärkten – ein echter Gamechanger für erfahrene Nutzer.</p>
<h2>Sichere Ein- und Auszahlungen: So navigierst du durch den Krypto-Dschungel</h2>
<p>Die Welt der Kryptowährungen bietet enorme Chancen, doch der Dschungel aus Plattformen und Protokollen birgt Risiken, besonders bei Ein- und Auszahlungen. Als erfahrener Investor rate ich dir, stets auf etablierte Börsen mit nachweislicher Sicherheitsbilanz zu setzen. Aktiviere unbedingt die Zwei-Faktor-Authentifizierung und nutze für große Beträge eine Cold Wallet als Zwischenschritt. Vermeide es, Kryptowerte direkt von einer Wallet an unbekannte Adressen zu senden, ohne vorher eine kleine Testtransaktion durchzuführen. Prüfe die Netzwerkgebühren und die angebotenen Blockchains, denn ein falscher Coin oder Tarif kann deine Mittel unwiderruflich gefährden. Diese Vorsichtsmaßnahmen bilden die Grundlage für <strong>sichere Ein- und Auszahlungen</strong> und helfen dir, den Krypto-Dschungel souverän zu navigieren. So stellst du sicher, dass deine digitalen Vermögenswerte geschützt bleiben.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="crypto betting deutschland" 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"/></p>
<h3>Wallet-Typen für Wettzwecke: Hot Wallets vs. Cold Storage</h3>
<p>Im Krypto-Dschungel ist die Sicherheit von Ein- und Auszahlungen das A und O. Du beginnst stets mit einer vertrauenswürdigen Börse, die eine <strong>Zwei-Faktor-Authentifizierung (2FA)</strong> und Whitelist-Funktionen für Wallet-Adressen bietet. Für Auszahlungen prüfst du die Chain-Kompatibilität (z.B. ERC-20 vs. BEP-20), um Verluste zu vermeiden. Eine kleine Testtransaktion vor großen Beträgen ist Pflicht. Bei Einzahlungen nutzt du am besten Kreditkarten oder E-Wallets mit nachgewiesener Sicherheit, statt direkter Banküberweisungen an Dritte.</p>
<blockquote><p>„Eine gesperrte Wallet oder eine falsche Chain-Adresse kann deine Coins unwiderruflich vernichten – Überprüfung vor Absenden ist die goldene Regel.“</p></blockquote>
<p>Zusätzlich gelten diese Grundregeln:</p>
<ul>
<li><strong>Nicht auf dem Tauschparkplatz lagern:</strong> Überweise Coins nach dem Kauf in eine private Hardware-Wallet (Cold Storage).</li>
<li><strong>Öffentliches WLAN meiden:</strong> Transaktionen nur über sicheres Netz oder VPN ausführen.</li>
<li><strong>Vertragliche Prüfung:</strong> Bei Smart-Contract-Einzahlungen die Zeilen checken – Scammer imitieren oft bekannte Token.</li>
</ul>
<h3>Steuerliche Behandlung von Gewinnen aus Kryptowetten im Inland</h3>
<p>Um im Krypto-Dschungel sicher zu navigieren, musst du bei Ein- und Auszahlungen auf absolute <mark>Transaktionssicherheit</mark> achten. Nutze ausschließlich etablierte Börsen mit Zwei-Faktor-Authentifizierung und überprüfe vor jeder Transaktion die Wallet-Adresse auf Vollständigkeit. Vermeide es, Gelder auf unbekannte Plattformen zu verschieben, und setze für große Beträge auf Cold Wallets. Folge diesen Regeln:</p>
<ul>
<li>Aktiviere <strong>2FA</strong> und whiteliste Auszahlungsadressen.</li>
<li>Beginne mit kleinen Testüberweisungen.</li>
<li>Vermeide öffentliches WLAN bei Krypto-Transaktionen.</li>
</ul>
<p>Nur so behältst du die volle Kontrolle über deine <strong>digitalen Vermögenswerte</strong> und minimierst das Risiko von Betrug oder Phishing-Angriffen.</p>
<h3>Gebührenfallen und Wechselkursschwankungen clever umgehen</h3>
<p>Der Krypto-Dschungel mit seinen tausend Angeboten kann verwirren, doch für <strong>sichere Ein- und Auszahlungen bei Krypto-Casinos</strong> gibt es klare Leitschnüre. Der erste Schritt ist die Wahl eines lizenzierten Anbieters mit transparenter Wallet-Struktur. Prüfe stets, ob deine bevorzugte Kryptowährung wie Bitcoin oder Ethereum unterstützt wird und welche Blockchain-Gebühren (Gas Fees) anfallen.</p>
<p><strong>So navigierst du sicher durch den Zahlungsdschungel:</strong></p>
<ul>
<li><strong>Wallet-Kontrolle:</strong> Nutze für Transaktionen ausschließlich deine private Wallet, nicht die Börsenadresse.</li>
<li><strong>Adressprüfung:</strong> Vergleiche die ersten und letzten Zeichen der Zieladresse vor dem Absenden.</li>
<li><strong>Transaktionsgebühren:</strong> Wähle bei Auszahlungen eine mittlere Gebühr für eine Balance aus Geschwindigkeit und Kosten.</li>
<li><strong>Limit-Check:</strong> Achte auf tägliche Auszahlungslimits und Verifizierungspflichten (KYC).</li>
</ul>
<p>Dynamisch und effizient: Starte mit kleinen Beträgen, um den Ablauf zu testen, und nutze die Vorteile sofortiger Blockchain-Bestätigungen für maximale Kontrolle über deine <strong>Krypto-Einzahlungen und Auszahlungen</strong>.</p>
<h2>Spielerschutz und Verantwortung bei virtuellen Einsätzen</h2>
<p>Beim Spielen mit virtuellem Geld ist <strong>verantwortungsvolles Spielen</strong> der Schlüssel, damit der Spaß nicht kippt. Klar, die Einsätze sind nur digital, aber das Gefühl von Risiko und Gewinn ist echt – und genau da liegt die Falle. Wichtig ist, dass du dir vorher feste Limits setzt, sowohl zeitlich als auch vom Einsatz her, und diese auch einhältst. <em>Ein kleiner Tipp: Mach zwischendurch immer mal eine Pause, um den Kopf frei zu kriegen.</em> Viele Plattformen bieten heute tolle Tools wie Einzahlungslimits oder Spielpausen an, die dir helfen, die Kontrolle zu behalten. Wenn du merkst, dass das Spielen dich stresst oder du immer weitermachen willst, obwohl der Spaß weg ist, dann ist das ein klares Warnsignal. Am Ende zählt nur eins: Das Spiel soll unterhalten, nicht belasten. Also bleib locker, genieß die Runden und setz nie mehr, als du wirklich entbehren kannst – so bleibt die <strong>Spieler-Gesundheit</strong> immer an erster Stelle.</p>
<h3>Einzahlungslimits und Selbstsperre auf Krypto-Wettseiten</h3>
<p>Ein verantwortungsvoller Umgang mit virtuellen Einsätzen beginnt mit der Nutzung von Spielerschutz-Funktionen wie Einzahlungslimits, Echtzeit-Kontrollen und Selbstausschluss-Optionen. <strong>Effektive Werkzeuge zur Spielerkontrolle</strong> sind nicht nur eine regulatorische Pflicht, sondern das Fundament für ein nachhaltiges Erlebnis. Anbieter sind gefordert, transparente Limits und klare Warnsignale zu integrieren, um Risiken frühzeitig zu erkennen. Spieler wiederum müssen bewusst handeln: Setzen Sie persönliche Grenzen und nutzen Sie die angebotenen Hilfsmittel aktiv. Ohne diese disziplinierte Eigenverantwortung bleibt jeder Einsatz ein riskantes Spiel mit unkontrollierten Folgen.</p>
<h3>Wie du Fake-Anbieter und Phishing-Seiten erkennst</h3>
<p>Virtuelle Einsätze erfordern einen klaren Fokus auf <strong>Spielerschutz und Verantwortung</strong>, um die Spieler langfristig zu schützen. Anbieter müssen transparente <a href='https://bitcoin-sports-betting.com/'>online crypto sports betting</a> Limits für Einzahlungen und Spielzeit setzen sowie wirksame Selbstausschlussmechanismen bereitstellen.</p>
<p>Die Verantwortung liegt auch bei den Spielern selbst: Nutzen Sie die angebotenen Tools wie Real-Check-Funktionen und Budgetgrenzen. Nur durch diszipliniertes Handeln bleibt das Spiel ein sicherer Zeitvertreib – nicht zur finanziellen Belastung.</p>
<p>Technische Maßnahmen wie automatisierte Pausen und persönliche Limits sind unerlässlich. Sie schaffen eine kontrollierte Umgebung, in der <strong>präventiver Spielerschutz</strong> nicht nur eine Option, sondern der Standard ist. Bleiben Sie wachsam.</p>
<h3>Boni und Lockangebote: Worauf du bei Krypto-Willkommenspaketen achten solltest</h3>
<p>Beim Spielen mit virtuellem Geld ist der <strong>Spielerschutz bei virtuellen Einsätzen</strong> genauso wichtig wie bei Echtgeldspielen. Auch wenn es sich nicht um echtes Geld handelt, können sich Spieler in emotionalen Abhängigkeiten verlieren. Wichtig ist, vorab ein klares Zeit- und Einsatzlimit zu setzen und die virtuelle Währung als reines Spielmittel zu betrachten. Achten Sie auf <mark>verantwortungsvolles Spielen</mark>, indem Sie Pausen einlegen und nie mit Verlusten hinterherjagen. So bleibt der Spaß im Vordergrund und der virtuelle Einsatz ein sicheres Vergnügen.</p>
<h2>Zukunftsausblick: Wohin steuert der deutsche Markt für virtuelle Wetten?</h2>
<p>Der deutsche Markt für virtuelle Wetten befindet sich an einer entscheidenden Wegscheide, getrieben von rasanter Digitalisierung und regulatorischen Neujustierungen. Während Anbieter mit <strong>innovativen Echtzeit-Simulationen</strong> und KI-gestützten Spielerlebnissen neue Zielgruppen erschließen, fordert die strengere Glücksspielnovelle von 2021 massive Compliance-Investitionen. Die Zukunft gehört daher hybriden Modellen, die mobile Nutzer mit nahtlosen In-Game-Wetten in virtuellen Fußball- oder Rennsportarenen fesseln. Gleichzeitig steigt der Druck durch verantwortungsvolle Spielmechaniken und Werbebeschränkungen, was den Markt zu einer echten Premium-Ökonomie umformt. All dies skizziert eine spannende, aber ungewisse Reise: Experten prognostizieren ein zweistelliges Wachstum, speziell durch die Verschmelzung von E-Sports und <strong>virtuellen Wettmärkten</strong>. Die große Kunst wird sein, regulatorische Hürden mit technologischer Brillanz zu vereinen, um den deutschen Verbraucher nachhaltig zu begeistern.</p>
<h3>Blockchain-Technologie als Gamechanger für faire Wetten</h3>
<p>Der deutsche Markt für virtuelle Wetten steuert auf eine Phase der regulatorischen Konsolidierung und technologischen Neuerung zu. <strong>Die zunehmende Digitalisierung und die steigende Akzeptanz von Glücksspiel-Plattformen treiben das Wachstum an.</strong> Entscheidend sind die Anpassung an den neuen Glücksspielstaatsvertrag und die Integration von Künstlicher Intelligenz zur Spielanalyse und Betrugsbekämpfung. Die Branche muss zudem auf veränderte Nutzererwartungen reagieren:</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="crypto betting deutschland" 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"/></p>
<ul>
<li>Erhöhte Nachfrage nach mobilen und sofort verfügbaren Wettmöglichkeiten.</li>
<li>Verschärfte Anforderungen an den Spielerschutz und die Transparenz von Auszahlungsquoten.</li>
<li>Konkurrenz durch lizenzierte Anbieter aus anderen EU-Ländern.</li>
</ul>
<p>Die Zukunft wird maßgeblich davon abhängen, ob es gelingt, wirtschaftliches Potenzial mit strenger Compliance zu vereinen.</p>
<h3>Regulatorische Entwicklungen: Strengere Kontrollen oder legale Öffnung?</h3>
<p>Der deutsche Markt für virtuelle Wetten steht an einer entscheidenden Weggabelung, angetrieben von rasanter Digitalisierung und strengen Regularien. Während die Glücksspielneuregulierung den Boden bereitet hat, zeichnet sich ein Trend zu hyperrealistischen Spielerlebnissen ab, die Sport und Zufall nahtlos verschmelzen lassen. <strong>Die Zukunft liegt in der Verschmelzung von Echtzeit-Daten und virtuellen Welten</strong>, wobei Anbieter auf Künstliche Intelligenz setzen, um personalisierte Wettanreize zu schaffen. </p>
<blockquote><p>„Der deutsche Markt wird sich vom Nischenprodukt zum festen Bestandteil des Unterhaltungsökosystems entwickeln – jedoch nur unter einem stabilen Regulierungsdach.“</p></blockquote>
<p>Die Branche navigiert dabei zwischen Innovationstreibern wie der Gamifizierung und strengen Vorgaben zum Spielerschutz. Entscheidend wird sein, ob virtuelle Wetten als Ergänzung zum klassischen Sportwetten-Angebot wahrgenommen werden oder ob sie eine eigene, dynamischere Kategorie bilden, die neue Zielgruppen jenseits der traditionellen Wettkultur erschließt. <strong>Mobile First und Echtzeit-Interaktion prägen die kommende Dekade</strong>, wobei Anbieter ihre Plattformen für eine Generation optimieren, die Geschwindigkeit über statische Quoten stellt.</p>
<h3>NFT-Wetten und DeFi-Integration als nächste Evolutionsstufe</h3>
<p>Der deutsche Markt für virtuelle Wetten steuert auf eine spannende Zukunft zu, die stark von technologischen Innovationen und regulatorischen Anpassungen geprägt sein wird. <strong>Die zunehmende Integration von Künstlicher Intelligenz revolutioniert die Spielerfahrung</strong>, indem sie personalisierte Wettoptionen und dynamische Quoten in Echtzeit ermöglicht. Gleichzeitig wird erwartet, dass der Gesetzgeber die Grauzonen rund um die Lizenzierung präzisiert, was für mehr Markttransparenz sorgt. Spieler profitieren zunehmend von:</p>
<ul>
<li>Interaktiven Live-Events mit virtuellen Avataren</li>
<li>Schnelleren Auszahlungsprozessen durch Blockchain-Technologie</li>
</ul>
<blockquote><p>Die größte Hürde bleibt der Jugendschutz: Ohne strenge Altersverifikationen wird der Markt nicht nachhaltig wachsen.</p></blockquote>
<p>Insgesamt bewegen wir uns auf ein mobiles, immersives Wett-Erlebnis zu, das Unterhaltung und Sicherheit neu definiert.</p>
]]></content:encoded>
					
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		<title>Bitcoin Wetten in Deutschland So funktioniert es legal und sicher</title>
		<link>https://paok.kr/1-14980-links-mix-crypto-betting-done/bitcoin-wetten-in-deutschland-so-funktioniert-es-31/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 05 May 2026 16:14:41 +0000</pubDate>
				<category><![CDATA[1)14980 links Mix Crypto betting DONE]]></category>
		<guid isPermaLink="false">http://paok.kr/?p=421085</guid>

					<description><![CDATA[Bitcoin Wetten in Deutschland erfreuen sich wachsender Beliebtheit, da immer mehr Anbieter lizenzierte Wettplattformen mit der innovativen Kryptowährung anbieten. Die Nutzung von Bitcoin ermöglicht schnelle Transaktionen und ein erhöhtes Maß...]]></description>
										<content:encoded><![CDATA[<p>Bitcoin Wetten in Deutschland erfreuen sich wachsender Beliebtheit, da immer mehr Anbieter lizenzierte Wettplattformen mit der innovativen Kryptowährung anbieten. Die Nutzung von Bitcoin ermöglicht <strong>schnelle Transaktionen</strong> und ein erhöhtes Maß an Anonymität beim Abschluss von Sportwetten und Casino-Spielen. Für deutsche Verbraucher ist es jedoch essenziell, auf die Einhaltung der strengen Glücksspielregulierung zu achten, um rechtliche Sicherheit zu gewährleisten.</p>
<h2>Bitcoin als Zahlungsmittel für Sportwetten: So funktioniert der Transfer</h2>
<p>Die Nutzung von Bitcoin als Zahlungsmittel für Sportwetten bietet eine schnelle und sichere Alternative zu traditionellen Methoden. Der Transfer beginnt mit dem Kauf von Bitcoin auf einer Krypto-Börse, von wo aus Sie die Coins in Ihre private Wallet verschieben. Bei der Einzahlung auf eine Wettseite wählen Sie im Kassenbereich die Option Bitcoin und erhalten eine einzigartige, temporäre Wallet-Adresse des Buchmachers. Sie senden den gewünschten Betrag von Ihrer Wallet an diese Adresse. Aufgrund der <strong>Blockchain-Technologie</strong> wird die Transaktion innerhalb weniger Minuten bestätigt und das Guthaben gutgeschrieben. Achten Sie dabei auf die Netzwerkgebühren, die variieren können. Für Auszahlungen wiederholen Sie den Vorgang in umgekehrter Richtung, was besonders bei <strong>schnellen Sportwetten-Auszahlungen</strong> einen klaren Vorteil darstellt.</p>
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"/></p>
<h3>Vorteile der Kryptowährung bei Wettanbietern in Deutschland</h3>
<p>Bitcoin etabliert sich als ideales Zahlungsmittel für Sportwetten, da Transfers direkt, anonym und ohne Banken ablaufen. Der Prozess beginnt mit der Einzahlung vom Wallet auf die Wettseite: Der Nutzer scannt einen QR-Code oder kopiert die Empfängeradresse, bestätigt die Transaktion in seiner Wallet und nach wenigen Minuten bestätigt die Blockchain den Betrag. <strong>Bitcoin Sportwetten Zahlungsabwicklung</strong> überzeugt durch Transaktionsgeschwindigkeit und niedrige Gebühren, besonders bei internationalen Anbietern. Auszahlungen erfolgen ebenso unkompliziert – der Gewinn wird direkt an die Wallet-Adresse des Spielers gesendet, ohne <a href='https://bitcoin-betting-sites.com/bitcoin'>bitcoin wettanbieter</a> dass eine manuelle Freigabe durch die Buchmacher nötig ist. <em>Keine Wartezeiten, kein Papierkram – nur die Transparenz der Blockchain.</em></p>
<h3>Einzahlungen mit Wallet und Transaktionsgebühren</h3>
<p>Bitcoin etabliert sich als ideales Zahlungsmittel für Sportwetten, da Transaktionen direkt und ohne Banken ablaufen. Der Transfer erfolgt, indem der Nutzer im Wettkonto unter &#8220;Einzahlung&#8221; die Option Bitcoin wählt, woraufhin eine Wallet-Adresse oder ein QR-Code generiert wird. Der Wettende überweist die gewünschte Summe von seiner privaten Bitcoin-Wallet an diese Adresse. Die Blockchain bestätigt die Transaktion meist binnen weniger Minuten. <strong>Bitcoin als Zahlungsmittel für Sportwetten</strong> bietet zudem den Vorteil, dass keine sensiblen Bankdaten preisgegeben werden müssen.</p>
<p>Ein weiterer entscheidender Aspekt ist die Auszahlung der Gewinne. Der Buchmacher sendet den Betrag direkt an die Wallet des Kunden, ohne Verzögerungen durch traditionelle Finanzinstitute. Nutzer profitieren von niedrigen Gebühren und einem hohen Maß an Anonymität. Die Transaktionshistorie ist öffentlich, aber nicht direkt mit der Identität des Nutzers verknüpfbar.</p>
<blockquote><p>Wer auf Geschwindigkeit und Privatsphäre setzt, verzichtet bei Sportwetten auf keine Alternative zu Bitcoin.</p></blockquote>
<h2>Rechtliche Rahmenbedingungen für Krypto-Wetten in der Bundesrepublik</h2>
<p>Die rechtlichen Rahmenbedingungen für Krypto-Wetten in der Bundesrepublik sind durch das <strong>Glücksspielstaatsvertrag 2021</strong> und die Aufsicht der Bundesländer streng reguliert. Eine Erlaubnis ist zwingend erforderlich, wobei Kryptowährungen wie Bitcoin rechtlich als Zahlungsmittel oder Einsatz gelten, jedoch nicht als offizielles Währungsspiel. Die Regulierung zielt auf Spielerschutz und Bekämpfung von Geldwäsche ab, was zu einer hohen Marktschwelle führt. <em>Nur vollständig konzessionierte Anbieter dürfen daher überhaupt Krypto-Wetten legal anbieten.</em> Dies schafft ein sicheres Umfeld für Verbraucher, wenngleich die Rechtsdurchsetzung bei internationalen Anbietern eine Herausforderung bleibt. Das <strong>Glücksspielrecht</strong> verbietet zudem Wetten auf Kryptopreise ohne echten Spieleinsatz, was Showspekulationen einschränkt. Insgesamt bestätigt die Bundesrepublik ihre restriktive, aber klare Linie zur Sicherung der Rechtsordnung.</p>
<h3>Glücksspielstaatsvertrag und digitale Währungen</h3>
<p>Die rechtlichen Rahmenbedingungen für Krypto-Wetten in der Bundesrepublik sind durch den Glücksspielstaatsvertrag 2021 (GlüStV 2021) und die Aufsicht der Landesbehörden streng reguliert. <strong>Krypto-Wetten unterliegen grundsätzlich der Erlaubnispflicht</strong>, da sie als virtuelle Glücksspiele eingestuft werden, sofern sie nicht als reine Währungsumtausch- oder Anlageprodukte gelten. Anbieter benötigen eine offizielle Lizenz der zuständigen Landesbehörde, was bisher kaum erteilt wurde; die meisten Plattformen operieren daher ohne Genehmigung im Ausland. Verbraucher müssen mit rechtlichen Risiken wie fehlendem Spielerschutz und möglicher Rückforderung verlorener Einsätze rechnen, da unerlaubte Wetten zivilrechtlich anfechtbar sein können.</p>
<h3>Steuerliche Behandlung von Gewinnen aus Bitcoin-Wetten</h3>
<p>In der Bundesrepublik unterliegen Krypto-Wetten einem komplexen rechtlichen Rahmen, der sich aus dem Glücksspielstaatsvertrag (GlüStV 2021) und geldwäscherechtlichen Vorschriften zusammensetzt. <strong>Die Regulierung von Krypto-Wetten in Deutschland</strong> ist streng: Anbieter benötigen eine deutsche Erlaubnis, wobei Einsatz und Gewinn in Kryptowährungen oft als Umgehung des Bargeldverbots gewertet werden. Die zuständige Aufsichtsbehörde, die Gemeinsame Glücksspielbehörde der Länder (GGL), prüft, ob Kryptowerte als virtuelle Währungen oder als risikoähnliche Wertgegenstände gelten. Eine wesentliche Einschränkung ist das Verbot von Wetten auf nicht-sportliche Ereignisse mit Krypto-Einsätzen. Anbieter ohne gültige Lizenz in Deutschland handeln illegal und riskieren Strafverfolgung nach § 284 StGB (unerlaubte Veranstaltung von Glücksspielen).</p>
<h2>Seriöse Plattformen für Wetten mit digitalen Devisen</h2>
<p>Für Anleger, die in den Bereich der Kryptowährungen einsteigen möchten, ist die Wahl einer <strong>seriösen Plattform für Wetten mit digitalen Devisen</strong> von entscheidender Bedeutung. Achten Sie auf lizenzierte Anbieter mit Sitz in der EU, die durch die BaFin oder die Malta Gaming Authority reguliert werden. Diese Plattformen zeichnen sich durch transparente AGB, nachweisbare Sicherheitsprotokolle wie Zwei-Faktor-Authentifizierung und eine klare Trennung von Kundengeldern und Betriebskapital aus. Zudem sollten Sie nur Börsen oder Wettanbieter nutzen, die einen nachvollziehbaren Proof of Reserves veröffentlichen. Vermeiden Sie Plattformen mit unrealistischen Renditeversprechen oder undurchsichtigen Bonusmodellen. Eine fundierte Due Diligence inklusive Prüfung der Blockchain-Adressen des Anbieters schützt vor Betrug und Verlusten.</p>
<p><strong>F: Welche regulatorische Aufsicht ist für Krypto-Wettplattformen essenziell?</strong><br />A: Eine Lizenz der BaFin (Deutschland) oder der Malta Gaming Authority bietet den höchsten Anlegerschutz. Diese Behörden verlangen strenge Kapitalhinterlegungen und regelmäßige Prüfungen der Sicherheitssysteme.</p>
<h3>Lizenzierte Anbieter mit Krypto-Support</h3>
<p>Für Anleger, die in den Kryptomarkt einsteigen möchten, sind <strong>seriöse Krypto-Handelsplattformen</strong> die unverzichtbare Grundlage für Erfolg und Sicherheit. Diese regulierten Broker wie eToro, Coinbase oder Binance bieten transparente Gebühren, starke Sicherheitsprotokolle und eine benutzerfreundliche Oberfläche. Sie ermöglichen den Handel mit digitalen Devisen wie Bitcoin oder Ethereum unter Einhaltung strenger Compliance-Richtlinien. Achten Sie stets auf Lizenzen (z. B. BaFin, FCA) und nutzen Sie die integrierten Demo-Konten zur Risikominimierung. Nur auf diesen Plattformen können Sie Ihren digitalen Gewinn zuverlässig realisieren.</p>
<h3>Sicherheitschecks und Bewertungen deutscher Nutzer</h3>
<p>Im Bereich der Kryptowährungen bieten <strong>seriöse Plattformen für Wetten mit digitalen Devisen</strong> eine transparente und regulierte Umgebung für spekulative Trades. Diese Anbieter zeichnen sich durch klare Lizenzierungen, hohe Sicherheitsstandards wie Zwei-Faktor-Authentifizierung und Echtzeit-Marktdaten aus. Dynamische Kursbewegungen bei Bitcoin, Ethereum und Altcoins eröffnen dabei flexible Hebeloptionen, die sowohl schnelle Intraday-Geschäfte als auch langfristige Positionen ermöglichen. Achten Sie auf eine benutzerfreundliche Oberfläche, niedrige Spreads und einen 24/7-Support, um das oft volatile Terrain souverän zu navigieren.</p>
<h2>Auswirkungen der Blockchain auf Transparenz und Fairness</h2>
<p>Stellen Sie sich eine Welt vor, in der jede Entscheidung, jeder Deal, jeder Cent nachvollziehbar ist. Genau das bewirkt die Blockchain: Sie schafft ein öffentliches, unveränderliches Hauptbuch, das <strong>Transparenz und Fairness</strong> radikal neu definiert. Keine versteckten Klauseln mehr, keine manipulierten Datenbanken. Jeder Teilnehmer sieht denselben, ehrlichen Verlauf. Für Lieferketten bedeutet das: Herkunftsnachweise sind fälschungssicher. Für Wahlen: Stimmen können nicht gezinkt werden. Diese Offenheit zwingt alle Akteure, fair zu handeln, denn jeder Fehltritt wäre für immer sichtbar. Es entsteht ein neues, digitales Vertrauen, das nicht auf einer zentralen Instanz beruht, sondern auf mathematischer Wahrheit. So wird die Blockchain zum Hüter einer <strong>fairen Spielwiese</strong> für alle Teilnehmer.</p>
<h3>Nachvollziehbare Transaktionen und Manipulationsschutz</h3>
<p>Die Blockchain-Technologie revolutioniert Transparenz und Fairness, indem sie unveränderliche, für alle Teilnehmer einsehbare Transaktionshistorien schafft. Jede Änderung wird kryptografisch gesichert und im Netzwerk protokolliert, wodurch Manipulationen faktisch ausgeschlossen sind. <strong>Dezentrale Transparenzsysteme</strong> ermöglichen es, Lieferketten, Wahlen oder Finanzströme nachvollziehbar und nachprüfbar zu gestalten. Dies stärkt das Vertrauen der Beteiligten, da keine zentrale Instanz Daten kontrollieren oder verfälschen kann.</p>
<blockquote><p>Wer die Kontrolle über die Daten hat, besitzt die Macht – die Blockchain verteilt diese Macht neu.</p></blockquote>
<p>Fairness entsteht durch automatisierte Smart Contracts, die Regeln ohne menschliche Willkür durchsetzen. Alle Teilnehmer erhalten denselben Zugang zu Informationen, was Asymmetrien abbaut und korrupte Einflüsse reduziert. Besonders in Branchen mit intransparenten Entscheidungsprozessen bietet die Blockchain so eine objektivere Grundlage für Geschäfte und Governance.</p>
<h3>Anonymität versus Identitätsnachweise beim Wetten</h3>
<p>Die Blockchain-Technologie revolutioniert Transparenz und Fairness, indem sie unveränderliche, dezentrale Datenstrukturen schafft. Jede Transaktion wird in einem kryptografisch gesicherten Block gespeichert und für alle Teilnehmer einsehbar, was Manipulationen nahezu unmöglich macht. Besonders im Lieferkettenmanagement oder bei Wahlsystemen wird so das Vertrauen in Prozesse gestärkt.</p>
<p><strong>Blockchain für faire Prozesse und Nachvollziehbarkeit</strong><br />
 Implementiert man Smart Contracts, k&#xF6;nnen faire Bedingungen automatisiert durchgesetzt werden, ohne dass eine zentrale Instanz eingreifen muss. Dies reduziert Korruptionsrisiken und sorgt f&#xFC;r gleiche Informationszug&#xE4;nge &#x2013; ein Kernaspekt der Fairness in digitalen &#xD6;kosystemen.</p>
<blockquote><p>„Die größte Stärke der Blockchain liegt darin, dass sie Vertrauen nicht mehr voraussetzt, sondern es technologisch erzwingt – das ist der fundamentale Wandel hin zu echter Transparenz.“</p></blockquote>
<p>Ein typisches Anwendungsbeispiel zeigt sich in der Agrarwirtschaft:</p>
<ul>
<li>Rückverfolgbarkeit vom Bauern bis zum Regal (z.B. Kaffee, Wolle)</li>
<li>Faire Zahlungsauslösung nach Lieferbestätigung via Smart Contract</li>
</ul>
<h2>Risikomanagement bei volatilen Einsätzen</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="bitcoin wetten deutschland" 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"/></p>
<p>Bei volatilen Einsätzen ist <strong>Risikomanagement</strong> der entscheidende Erfolgsfaktor. Es erfordert eine kontinuierliche Überwachung von Marktschwankungen und eine sofortige Anpassung der Positionsgrößen. Statt auf starre Limits zu setzen, müssen Sie dynamische Stopp-Loss-Strategien implementieren, die Kapitalverluste begrenzen, ohne Gewinnpotenziale zu ersticken. <em>Nur wer die Volatilität als Werkzeug und nicht als Bedrohung betrachtet, kann langfristig bestehen.</em> Die konsequente Streuung des Risikos über verschiedene Anlageklassen hinweg minimiert zudem die Abhängigkeit von Einzelereignissen. Vertrauen Sie auf datengetriebene Modelle, aber bleiben Sie flexibel genug, um auf unerwartete Ausbrüche zu reagieren. Letztlich garantiert ein diszipliniertes, antizyklisches Vorgehen, dass Sie nicht von den extremen Ausschlägen des Marktes zerstört werden, sondern diese für überdurchschnittliche Renditen nutzen. Das ist die einzige Methode, um nachhaltige Ergebnisse zu erzielen.</p>
<h3>Kursschwankungen vor Auszahlung minimieren</h3>
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<p>Bei volatilen Einsätzen geht es darum, mit unvorhersehbaren Risiken clever umzugehen. Der Schlüssel liegt im <strong>dynamischen Risikomanagement bei Volatilität</strong>, das sich ständig an wechselnde Marktbedingungen anpasst. Statt starrer Pläne brauchst du flexible Strategien:</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="bitcoin wetten deutschland" 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"/></p>
<ul>
<li>Stop-Loss-Grenzen, die Verluste automatisch begrenzen</li>
<li>Positionsgrößenanpassung, um Kapital zu schonen</li>
<li>Ständige Analyse von Volatilitätsindikatoren wie dem VIX</li>
</ul>
<p>So bleibst du handlungsfähig, ohne unnötige Risiken einzugehen – entspannt und mit Köpfchen.
</p>
<h3>Strategien zur Werterhaltung des Wettbudgets</h3>
<p>Risikomanagement bei volatilen Einsätzen ist der entscheidende Erfolgsfaktor für operative Stabilität. <strong>Agile Risikobewertung</strong> erfordert dynamische Anpassungen an wechselnde Markt- oder Einsatzbedingungen. Entscheidend sind drei Kernmaßnahmen:</p>
<ul>
<li>Ständige Neubewertung durch Echtzeit-Datenanalyse.</li>
<li>Flexible Kapitalpuffer für plötzliche Ausfälle.</li>
<li>Klare Eskalationskaskaden für kritische Abweichungen.</li>
</ul>
<p>Nur wer Volatilität proaktiv steuert, minimiert Verluste und maximiert Chancen. Verzögerte Reaktionen sind der häufigste Fehler – setzen Sie auf Voraussicht statt auf Zufall.</p>
<h2>Zahlungsmethoden im Vergleich: Bitcoin gegen klassische Optionen</h2>
<p>Ein Vergleich der Zahlungsmethoden zeigt, dass <strong>Bitcoin</strong> und klassische Optionen wie Kreditkarten oder Überweisungen grundlegend unterschiedliche Stärken aufweisen. Klassische Verfahren bieten etablierte Sicherheitsmechanismen mit Rückbuchungsmöglichkeiten und Verbraucherschutz, unterliegen jedoch Bankgebühren und Wartezeiten. Bitcoin hingegen ermöglicht nahezu grenzenlose, pseudonyme Transaktionen ohne zentrale Instanz, was <strong>niedrigere Transaktionskosten</strong> für internationale Zahlungen bedeuten kann. Allerdings ist der Kurs volatil, und irreversible Transaktionen bergen Risiken bei Fehleingaben. Während klassische Optionen für den Alltagseinkauf dominieren, gewinnt Bitcoin bei Überweisungen ins Ausland oder digitalen Diensten an Relevanz. Die Akzeptanz beider Methoden hängt stark vom Einsatzzweck und der individuellen Risikobereitschaft ab.</p>
<h3>Schnelligkeit und Kosten bei Ein- und Auszahlungen</h3>
<p>Bitcoin etabliert sich als disruptive Zahlungsmethode, die klassische Optionen wie Kreditkarten oder PayPal in puncto Sicherheit und globale Reichweite übertrifft. Während traditionelle Anbieter mit Rückbuchungen, Währungsumrechnungsgebühren und langen Bearbeitungszeiten kämpfen, bietet Bitcoin unwiderrufliche, grenzenlose Transaktionen in Sekunden. <strong>Die Vorteile von Bitcoin gegenüber herkömmlichen Zahlungsmethoden sind unbestreitbar.</strong> Ein zentraler Unterschied liegt in der Kostenstruktur: Klassische Systeme erheben oft 2-5% Gebühren, Bitcoin-Transaktionen sind meist deutlich günstiger, besonders bei internationalen Überweisungen. Allerdings bleibt die Volatilität eine Herausforderung für Bitcoin. Für schnelle, digitale Käufe in stabilen Währungen sind Kreditkarten weiterhin praktisch, doch für Privatsphäre, niedrige Kosten und Unabhängigkeit von Banken ist Bitcoin die überlegene Wahl.</p>
<h3>Akzeptanz bei Wettbüros und Casino-Seiten</h3>
<p>Beim Vergleich von Zahlungsmethoden zeigt sich ein deutlicher Unterschied zwischen Bitcoin und klassischen Optionen wie Kreditkarte oder PayPal. <strong>Bitcoin bietet hohe Anonymität und niedrige Gebühren bei internationalen Transaktionen</strong>, unterliegt jedoch starken Kursschwankungen und erfordert technisches Grundwissen. Klassische Methoden punkten mit sofortiger Abwicklung, Käuferschutz und breiter Akzeptanz, verlangen aber oft höhere Gebühren und geben persönliche Daten preis. <em>Die Wahl hängt letztlich von den Prioritäten des Nutzers ab.</em></p>
<h2>Zukunftstrends: Mehr als nur Glücksspiel mit digitalem Geld</h2>
<p>Bitcoin und Co. sind längst mehr als nur ein digitales Hype-Instrument für Zocker. Die aktuellen <strong>Zukunftstrends</strong> zeigen, dass Kryptowährungen und die zugrundeliegende Blockchain-Technologie gerade in Bereiche wie dezentrale Finanzen (DeFi) und digitale Identitäten vordringen. Stell dir vor, du verwaltest deine Kredite oder Versicherungen ohne klassische Bank – das wird langsam Realität. Auch die sogenannten Stablecoins, die an normale Währungen gekoppelt sind, machen das „digitale Geld&#8221; alltagstauglich. </p>
<blockquote><p>Es geht nicht mehr um schnelle Gewinne, sondern um eine komplette Neustrukturierung unseres Finanzsystems.</p></blockquote>
<p>Klassische Banken und große Konzerne steigen massiv ein, was die Technologie endlich massentauglich macht. Der Hype um Glücksspiel weicht einem soliden Fundament für die Art, wie wir in Zukunft Werte austauschen und speichern werden.</p>
<h3>Dezentrale Wettmärkte und Smart Contracts</h3>
<p>Die Zukunft des digitalen Geldes geht weit über reines Glücksspiel mit Kryptowährungen hinaus. <strong>Nachhaltige Finanztechnologie</strong> entwickelt sich zum echten Gamechanger: Während Spekulationen abnehmen, wachsen praktische Anwendungen wie automatisierte Mikrozahlungen oder tokenisierte Vermögenswerte. Wer bisher nur auf Kursschwankungen hoffte, verpasst die eigentliche Revolution.</p>
<ul>
<li><mark>Decentralized Finance (DeFi)</mark> ersetzt Bankgebühren durch Smart Contracts.</li>
<li>Grüne Blockchain-Lösungen senken den Energieverbrauch drastisch.</li>
<li>Digitale Zentralbankwährungen schaffen stabile Alternativen zu Spekulationsobjekten.</li>
</ul>
<p>Klar ist: Wer jetzt auf sinnvolle Anwendungen setzt, profitiert von <strong>echten Mehrwerten jenseits der Zockerei</strong>. Der Trend heißt Alltagstauglichkeit statt Kasino-Atmosphäre – von fairen Lieferketten bis zu unkomplizierten Überweisungen. Die Zeit der puren Hype-Momente ist vorbei.</p>
<h3>Regulatorische Entwicklungen und Nutzerverhalten</h3>
<p>Stell dir vor, du wettest nicht auf Pferde, sondern auf die fahrerlose Mobilität von morgen. Zukunftstrends wie <mark>„Glücksspiel mit digitalem Geld“</mark> sind längst überholt – heute geht es um spekulative Technologie-Investments, die reale Innovationen antreiben. <strong>Digitale Tokenisierung revolutioniert Wertschöpfungsketten</strong> und verwandelt Transparenz in eine neue Währung. Warum sonst setzen immer mehr Menschen auf dezentrale Wetten gegen den Klimawandel oder auf KI-gestützte Lieferketten? Diese Märkte belohnen nicht blinden Zufall, sondern kluge Prognosen über unsere Zukunft.</p>
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