fix(fluent): resolve build errors

Author: epetrow

packages/fluent/scss/button/_variables.scss

@@ -247,6 +247,13 @@ $kendo-button-flat-disabled-border: var( --kendo-button-disabled-border, initial
     $kendo-button-sm-padding-y: $kendo-button-sm-padding-y,
     $kendo-button-md-padding-y: $kendo-button-md-padding-y,
     $kendo-button-lg-padding-y: $kendo-button-lg-padding-y,
+    $kendo-button-sm-calc-size: $kendo-button-sm-calc-size,
+    $kendo-button-md-calc-size: $kendo-button-md-calc-size,
+    $kendo-button-lg-calc-size: $kendo-button-lg-calc-size,
+    $kendo-button-inner-calc-size: $kendo-button-inner-calc-size,
+    $kendo-button-sm-inner-calc-size: $kendo-button-sm-inner-calc-size,
+    $kendo-button-md-inner-calc-size: $kendo-button-md-inner-calc-size,
+    $kendo-button-lg-inner-calc-size: $kendo-button-lg-inner-calc-size,
     $kendo-button-sm-font-size: $kendo-button-sm-font-size,
     $kendo-button-md-font-size: $kendo-button-md-font-size,
     $kendo-button-lg-font-size: $kendo-button-lg-font-size,

packages/fluent/scss/drawer/_variables.scss

@@ -45,7 +45,7 @@ $kendo-drawer-scrollbar-bg: var( --kendo-drawer-scrollbar-bg, k-color(base-subtl
 $kendo-drawer-scrollbar-radius: var( --kendo-drawer-scrollbar-radius, 20px ) !default;
 /// The hover color of the Drawer scrollbar.
 /// @group drawer
-$kendo-drawer-scrollbar-hover-color: var( --kendo-drawer-scrollbar-hover-color color-mix(in srgb, k-color(on-app-surface) 60%, transparent) ) !default;
+$kendo-drawer-scrollbar-hover-color: var( --kendo-drawer-scrollbar-hover-color, color-mix(in srgb, k-color(on-app-surface) 60%, transparent) ) !default;
 
 /// The horizontal padding of the Drawer items.
 /// @group drawer
@@ -181,4 +181,4 @@ $kendo-drawer-item-selected-hover-text: var( --kendo-drawer-item-selected-hover-
     $kendo-drawer-icon-padding-x: $kendo-drawer-icon-padding-x,
     $kendo-drawer-icon-padding-y: $kendo-drawer-icon-padding-y,
     $kendo-drawer-mini-initial-width: $kendo-drawer-mini-initial-width
-);
+);

packages/fluent/scss/spreadsheet/_variables.scss

@@ -256,7 +256,7 @@ $kendo-spreadsheet-insert-image-dialog-preview-width: var( --kendo-spreadsheet-i
 $kendo-spreadsheet-insert-image-dialog-preview-height: var( --kendo-spreadsheet-insert-image-dialog-preview-height, 230px ) !default;
 /// The image of the Spreadsheet image Dialog preview.
 /// @group spreadsheet
-$kendo-spreadsheet-insert-image-dialog-preview-img: "image-fluent.png" !default;
+$kendo-spreadsheet-insert-image-dialog-preview-img: "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcwAAAGQCAYAAAAjl1AKAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAA4ZpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuNi1jMTQ1IDc5LjE2MzQ5OSwgMjAxOC8wOC8xMy0xNjo0MDoyMiAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDphMGVmMzZmZi04YmI1LTRlN2YtOTcwMS04OTU5ZTg1N2ZhY2MiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MDNDOTBDNUQ2OUJGMTFFOTkwMzY4RTI3NjZBQTdENkMiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6MDNDOTBDNUM2OUJGMTFFOTkwMzY4RTI3NjZBQTdENkMiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTkgKE1hY2ludG9zaCkiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDpjMmZmZjM0Mi05NjEyLTQwM2YtYWZhYS01MTE1ZjQ2NThmMWMiIHN0UmVmOmRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDphYjlhMmUwMy1kNmIwLTY3NGMtODc4ZS0yMjUzMjdkNDI5OTciLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz68UHLbAAAgpElEQVR42uzd2ZNc9dnY8TOL9gU0IAkjgwpkI8QOQmI1FS+FHW9VLt/7wpWb900qKV+lTL3vTZzElSvnJilfvM4fkQunfEOw2LUgiUUsNhiMAFsjtIzQrpmJnhOdoaent+np5SyfT1XXiJ4R0hz19Lef31l6ZHZ2NgEAWhu1CQBAMAFAMAFAMAFAMAFAMAFAMAFAMAEAwQQAwQQAwQQAwQQAwQQAwQQAwQQAMuP9/gNGRkZsZQAGop/v8WzCBIA8TJj9GFr9swGUYyAUTHEEoLvn+NxGdLwgG1BEAaoxYY7kNZ55C+bIEu4DoFixHGkT0JE8RTMvwWwXxRHBBKhMQGcbPN8PPZx5COZIh6EcEU+AQgex2fRYH8tm4RxqNIcdzGbxa/dROAGKOT3WhnCk5nOzTX5PbqI5zGB2Estmv24XTwDyO2HOtohi/f25ieawgtkqlvW/HukgnqIJULxY1v96tsV0OvRo5mkfZn0YR5tEs920CUB+o9kokvW3mQ6iWYkJc6RNLOtvo7/85S/X/eIXv/jntWvX/mjZsmVfGRsbG3eNWoCClvOq6enpy1f9/Ysvvvjfv/nNb/7zr3/96zM1oRxN2u/THHhAR/p5odr0D1gYtvpg1kdztObj6N///vf/NDEx8e/Gx8eXeZgBlM+VK1cunzhx4n9u3rz5n65Fc6Zm0my0dFs/tdbGuG9/z2FefL1ROOdi+ZOf/GTl1NTU/920adMvxBKgvOI5/upz/X+I5/x47q8bnEaSnByvMugJs1EkRxoEcyw23Lp16x72UAKojjNnzuxfv379N6/+crrBlDnbbsos44TZ7Mo+aTSPHTv2X8USoHriuT8a0GS6HOqUOewl2QW3OMBnYmLiHz1sAKopGhAtSFqfJTH4aA1pSbbRUmx6m5yc/O833njjv/GQAaiu48eP/6+NGzf+++TLg4AaLc0mSQWWZJuN1iNr1qz5vocKQLVdbcG/TnJ2cZpBBrPV1Xnmps1ly5Zt8lABqLarLdiYNL9YTbOmlCaY9fFsdHm8kbgogYcKQLVda0HTVpR9wuwonq7gA0CD418qtSTbzdQJQIW7macujOZgYwBA7psxmrONIKAA5LIN42XaIFeuXEmmpqaSixcvJjMzMx5qAMOYxEZHkxUrViTr16+P68T2shGVe3uvvohYTk5OCiXAkMXz8Pnz59PhZePGjb2IZj5eCJTlHygmS7EEyFc447m5NJNzWb6ReCUDQL5cuHBBMPP4SgaAfOn39coFEwBypjQH/bhCEAAmTAAQTAAQTAAQTAAQTABAMAFAMAFAMAFAMAFAMAFAMAFAMAFAMAEAwQQAwQQAwQQAwQSAAhkvyzcyMjLiXxMAEyYACCYACCYACCYACCYAIJgAIJgAIJgAIJgAIJgAIJgAIJgAIJgAgGACwBJ5ey8AMGECgGACgGACgGACgGACgGACgGACAIIJAIIJAIIJAIIJAIIJAKXg4usAYMIEAMEEAMEEAMEEAMEEAMEEAMEEAAQTAAQTAAQTAAQTAAQTAErBxdcBwIQJAIIJAAMzbhMA9cbGxpLx8fH0Fr8eHR1NP8auj+wWZmdn527T09PJzMxM+vHKlSvpLX4NggmUKpDLly9Pb8uWLUsD2YnaeMb/o14E9PLly8mlS5fSm4AimEDhRBRXrlyZ3mKSrHXmzJnk5MmTyalTp5IvvvgivV28eDG9RfQigukTyLUpdMWKFWls165dm96uv/76ZMOGDcn69evTz8UtxNR54cKF9BYxBcEEcivCtmrVqrmIZYGcnJxMPv300+Rvf/tbGsZMLLc2ky29nj9/Pv3vY8eOzft8/Bk33XRTsmXLlmTTpk3JunXr5qIaf0b8vpg8oQhGWv0w9OQP+PJ0j5Gaj9lttOYW6zljV/8+J7v5c+p/UIFkQbzWrFkzb5r88MMPk7/85S9pKOt18tzQ6msafe7mm29Otm3bltx2223zonv27Nl5kaZc4sVSl/3YcPXD9LXbTM1ttuaW1HxM+tk0wYSSi32SMdHFx5BNku++++7c0mqvItlpROPvsmPHjrnJM8TfJZZ+6/9OCKZgCib0VeyjjFDGPsrw+eefpxPlO++80/NpsptpM3PXXXelE+eNN96Y/nfs34xw2scpmIIpmNB3sfwa+wuzo13/9Kc/JXv37h1oJFt9vtH9jz32WLJ9+/b01xHL2K9qmVYwBVMwoW8/bxHKbKr8+OOPkwMHDqT7CPMwTbb7XEzEu3fvTrZu3To3bUY4+/08hWAKJlRInAcZp3HE/sE49ePgwYPpfsphT5OLnTRD7N/ctWtX+j3FPs2pqSnncArm0IPptBIogYjkddddly7BxkE9L7/8cseT2bCmyVb3HzlyJDl69Gjy1FNPpU+2cU7n6dOnHRDEUJVmwownCaiiOK8yJsv4WfvrX/+avPTSS+mpGkWZJlt9LibMiGYcFBRfE5Om8zaLZ+PGjaWYMF18HQosDu7JYvn+++8ne/bsaRnL7Lqv3Xy+9rqx3Xyu099Te398L88++2zy3nvvpd9jduUgGAZLslDgyTIO8ImQ/PnPf05eeeWVQk+Tre6PFwLxMY6ije85fm3SZNBMmFDEV7rj43OTZbNYFm2abHf/888/nx7ElE2a9de/BcEE5v/Qjo6mB/hky7D1sew2hJ3+3l4GdLH3x6SZLc9mBzmBYAILZNNVhOKjjz5Kj4btVQjzNE22uv+5555LPvjgg3kvHGAQxsv0RAJlFxdPj1NI4jJ3EctBnxLS632Tnd7fKJqxLTZv3pxe7CAupQcmTCCVvS1XiGXYZuckLnVizNM02ey++N4jmnExg7iqkSNnEUwgFSsoMUmF2Id34sSJjqPWj8/18/5O4xlvbp3tv41p0yoTggmkQYh9dnFt2FdffbWjqbCbyXCQU2Mn02S7qL7xxhvp+3nGtoltBIIJFRanT2QXU9+3b1/HU+FiJr28TpOdRPXFF19MP8Y2cqoJggkVVrsUGwe3DOKUkF6dKtLLabLZ/XHN3LfeemvetgLBhIqJg1liaoqjYltdnGBQ50cOI4jtvjZ+/cc//jF9x6LYVg4AQjChgrKjYuO8w35Nk0sJaK+j2s3XZuJNsmu3GQgmVEScRhITU0xOb7/9du5PCRnENNnqaw8dOpR89tln6TaLbQeCCRWRHejzySef5PpydYOcJuuXYuvvi7c3q912IJhQ9h/M0dH0ij7hnXfeyd00OYggtvvaRvcdPnx4bjp3nVl6zaXxIIfiwJV4TMf1YrO3scr75ery8LWxreIdTeJtwGLKPH/+vAcTJkwoezBDHOxjmmy/FFt7fwSzdhuCCRPK+ip2dDQ9cGVqaiqdMAc5NRZpmmx2X2yzuGze9ddfn27LmZkZDypMmFBG2RGecXTsoKfGok2TzX7/p59+Om9bgmBCCWUH+xw9ejT3R7q2+38sNZ7d/v4PP/xw3raEXrAkCzkNZjYl1YahmaUudy72/n4spfby98dF6gUTwYQSGxsbS4+Ojf2XFy9e7Hv4ihrEdvfF0bHZfszYpvG+mSCYULJghtOnTw88fGWL5+TkZBrMOIBKMOkF+zAhh8GM6ag+BHm++Hke92MeP3583jYFEyaU6RXstavTxIRpmlza12bb0BV/EMw6rvRDKX4gr70BcuzDbDRFDTuIRYpnbMNswvT8gGBCyWRP7OfOnRPEJX5ttg3FEsGEEgfzwoULhb/izrDjmV1HVjARTChxMOsv5yaei//aK1euCCaCCWUPZrzrhiAu/Z1LBBPBhJJbygE/4tn6qkggmFCSUMZEFJd0u3z5cqGClLe/a3bhdfFEMKHEwYxTIbIlxbIEbdDnlGYXLBBMBBNKGsxsOsqO8ixj/AYRz5UrVwomggllD+bq1asXXB4vD0Ea9u9fzP8jtqFg0kuuGQU5kl0kfP369fNiMKjrr/bjWrG9vNbsYq6Zm21DF17HhFnHoeOUQXb+5XXXXVf5pdil/j9iG2bb1PMDggklnTA3bNhQyCAO+mtb3b9x48Z5L0JAMKGEwYz3cazaOZK9jmcWzOyKPyCYUCIxDcWTfiwnxlGecU3ZPMQv79Nk/f2rVq1KJiYm0vtNmPSKg34gZ+KCBWHLli2FPDCn26/t9v/R6P9z6623ztuWIJhQQtkSYvak30lMlhq0QQSxl0fAtro/brfddtu8bQm9YEkWcjphfuUrX6nc1Xl6df9Xv/pVEyYmTCi72OcWB//Efsxt27a1nMSKuhTbr/tDTJc33HBDug3tv0QwoeSy68h+/etfL/xS7CDvj9s999wzbxtCr1iShZwGM470jAkzrivbi/fHHPTyar+XYht9LrbV3XffLZiYMKEqYikx2/9233335XqaHNaU2ehzDz/8cPoxtp3lWASTwjt+/LiN0IGLFy+mH7du3drz+PU6fIPYN9ns/trP3X777fO2HfSSa8ky8Fg+//zzyZNPPpls2rTJBmkhTomIA1fiaNkHHnggOXjw4IJINApHs6AM6msHcX+jz+3evTu55ZZb0m0W285zAiZMCh3LPXv2pO/zGNE8duyYjdJGdqWfOPin22kyr0fALnaKbfe5u+66a942A8Gk8LHMntREs73YFxcT00033ZR885vfzEUQlxq9pQS02ee+973vJTfffHO6rZx7iWBSmljWTk+i2d65c+fSj/fee2+ybt26wl6urpcBrf1cvO/lQw89NG9bgWBSyFhGFOtjKZqdi6kpO0XiqaeeGug02cvL1fXi9zT6fU8//XT6MbaRN4tGMCl0LNu96s+iOTk5aaM1ES84IhJf+9rXkm9961uluMBAN9Nk/ed37dqVbN++Pb2/2YsyEExKEcvaaMayrWgmTYORbcs4LzN7r8eiXK6uV9NkrXiT7XjxUPuCAgSTQsYynsTi0P5Ob3HunEmzuTiYJTu/8Dvf+U4yPj5eqWmy9vPxvf/4xz9OP8ZSrKv6IJgUOpbdsDzbfvtkR81+97vfXXTI8nKBgW4/l30+YhnvSBLbwlIsgkkhY/nCCy8s+QlMNJuLYJw9ezb9eMcdd8xFMy9TZi8/1+zPi1ju2LFj3raAQRjp94Ot5mobIzUfs9tozW0sblf/Pie7+XNOnz7tX3OIIm69iGWtlStXuiJQE2NjY8maNWvSn6833ngj+cMf/tAwNs0i1Iv7h/G5H/7wh+lVj7JYOiq2GOKt6rrsx4arH6av3WZqbrM1t6TmY19fQJkwyWUss0kz/r9OOVkoQhEHAcWTQ5yfWTtplmmarPWDH/xgLpbxvYslgyaYLEm2DBtxW8wBPos5EEg0G4vrpWZHh0Y042o3ebtcXSch7OTzP/rRj5IHH3xw7vSR+N5BMClULGNfY7+v3SmazcWRs9mkGW+cnB05mofL1S31SNjsaNif/vSnyf333z83Wbr0HcNiHya5jmWtFStW2KfZRO0+zU8++ST5/e9/n5w8eXIuPq2mt8Xcv5TPLfbzExMT6QuAeAcS+yyLrSz7MAWTrmLZj32WncgOBMpO3OdLo6OjyerVq9N4Rliee+65ZP/+/T0J3lJC2M3vjSv4fPvb306WLVs2t7/WG0ILpmAKpliKZk9/3mL7LF++PP3v9957L3n22WfTn488T5O1T6xxbdg777wz/e+4IEGsYjh1RDAFUzALGcs8vN9gtjwrmo3FZLZq1aq5n7948+n6U0+GMU22+prvf//7yc6dO+e+Jl6U2V8pmIIpmGIpmgOfNj/99NPk7bffTvbu3ZuLaTLzyCOPJHfffXeyZcsWU6VgCqZgFtvnn38+9GVY0exeHGka4Yx9m+Ho0aPJBx98kOzbty+NU7+WZFt9Tfy77d69O9m2bVt6UE+IfZURSqeMCKZg9jmYU1NTHpV9nCzzfL3OiMETTzzh6NkOwhmhysIZ3n333eTNN99MPw5imox9k3H6S1zaLhOhjFOHhLK84k2+BVMwxVI0CxnO2McZt9pVhI8//jh5//33k48++mjBv3m302TsR926dWv6Pp633nprcsMNN8x9LvZPxk0oBVMwBbPwsXzxxRcL9U4QlmcX/7OZhbN26swCGheKiNupU6fSW5zakV1lJ3s7rez3xwuWOA/0+uuvT2/xb7B58+Z5gcymySyU9lEKpmAKpljmYNIUzcWJczhj8oxwxsean9slieeXCGyEMj46l1IwBVMwSyMmi4hlTBNFJZq9CWjEMz5mt+z6vrU/19nzR3YpuwhidotICiSCKZiljmUZ3pA3lmdFEwSzpy8k/VNStliGOOoyvh9vQg0IJmLZQTRfeukl0QQEE7FsJ06EF01AMFlyLCMm/Xrz57zcskkzjv4FEEy6imVZJ8t62T5N0QS6VZqjZM+cOeNfcxGxLPMybCtxysnjjz/u6FkYoHXr1nXbD0fJIpbDYp8mYMI0YXYcyzy9RdewxHmaJk0wYZowaRjL7AAfnHICCCYtYlnVZdhW0Xz55ZdFExBMxLKdmLgjmo6eBdqxD7PETpw4IZYdyvZp3njjjTYG9Jh9mIhlibi4AVCZCfOLL77wr3mNA3yWNmk+9thjjp6FHlq7dq0JE7Es46TpQCBAMCsQy3iyF0vRZPg8fgSTnMfSPsveRfOVV17xpEdXYl/4888/nxw7dszGKBH7ME2WtJDt03T0LIuJ5Z49e9IXr3Ht4m984xvJpk2bKr1N7MMkF+JoWLHs76TpPE26iWWIn0uTZnkIplgimvQhlhnRFExyEkv7LEWTfMQyotjszdjj8fPCCy+IZsHZh2myZBFin+ajjz5qnyYLYtnJi9fYp/nkk09Wbp9mWfZhliaYZ8+ercQDzwE++YmmixsQR1F3GsvaaFbtQKA1a9aUIpiWZAsWyzjVQSyHyykn1May2TJss1s8fuzTLCbBLFgs7bMUTfIVy24fP6JZPJZkC8A+y/yyT7OasYwDeHrx4rUq+zQtySKWzE2ajp4Vy27Ez7WjZ4tDMMUS0WQIsRTN4rEkm+NYOsCnWGJ59pFHHrE8W0K151n2SyzPPvHEE6VcnrUki1iyYNJ89dVXTZpi2fWk+eKLL5o0c0wwxRLRZMixFE3BRCxFk0LHMvYtDvrnUTTzqzT7MM+dO1fof4g4zzKeZMWyPOzTLK5+HeCzGGU65WT16tXd9sM+TMTSpEneY7nYK/j0+haPH5NmvgjmkMUyrFiWO5p79+4VzQLGMg8sz+aLJVmxZABieXb37t2WZ3Ms22eZx8tPFv2UE0uyiCUmTbE0aVaIYIolA4zmvn37RFMsRVMwEUs6edITzfzFctgH+DgQqBjswxxwLGNZTizJ9mnecMMNNsYQYxnxKeJb5mX7NIvyJub2YSKWdC3bpxmnFDF4sd0jlkWZLJtNmt6P1YRZugnz5MmT6TJsPMih1vLly02aQ4plGd6MPSbNxx9/PPeTZlkmzNIEM68PfpMl7cTy7K5du5xyMgBFXoZtF808n3KyatWqUgTTkqxYMmSOnhXLpYjnl5deesny7ACYMPscS8uwdMrybP9jWeYXr7FSkdcDgUyYiCU9denSJQcC9SmWMYGVfaUnnm9Mmv0lmH2IZSyviSXdRjMeP6LZ21iWbRm2Gcuz/WVJVizJoViejQOBLM+KZTfydvRsWZZkBVMsEc3SqT3Psqpin2ZeomkfJnPiPMv9+/eLJT0Vy7PxuLI8K5bdiOejl19+2fKsCTM/E2bE0mRJvyfNhx9+2KQpll2J5dnHHntsqJOmJVnBFEsGGs1Ynp2YmLAxWsSyCkfDdiNbnh3WxTEsyVacWDJI2fJs7CtHLBcrO+XExTFMmKlB/qDEk5Z9lgxr0rQ8O19VzrPshWEtz8afa8KsILEkD5OmA4HEstvBwoFAJsyB/MBYhiUvYp/Uzp07Kz1pWoZd2uNnkJOmCbNixJI8icfhgQMHKjtpiuXSHz8mTRNm32JpGZY8in2aVZs0xbK3k9+jjz7a90nThFmhyVIsyavYpxmTZlWOno1YxmQklr0R2/GVV15x9KwJUyyp1qQZR8+W+TxNseyfbJ9mv87TLMuEKZgtYhmv3MWSIkUzlmfLGE2xLHY0LcmWmFhSRGVdnhXLwcgOBLI8K5hiiWgWUHwfsY9NLAcXTfs0W0y8lmS/dOrUqXSfZTzpQJHF8uxDDz1U6OXZiKXJcjhieTaOnu3V8qwl2ZKJWMYrc7GkLJPmwYMHCztpiqVJM48EsyaWlmEp25NeEaMplqKZV6VZku02drHP8rXXXhNLSqtIy7NxgE88SQ/r/W1ZKLu4wVKWZ2OJt8t+OK0kL8EUS6oinrAefPDBXEczi6XJMp+Pn6VEsyzBrOySrFhSJXlfnhXL/D9+LM9WdMKMfZZiSRXF8mzeJs3s1BHLsOWdNC3JFjSYYoknvRXJAw88kItoOs+ymI+fRx55ZFHRFMwCBjOLpVNHMGkuH3o0xbI60bQPs2AilrEPRyzh/5+neejQoXRf/rBi+eqrr4plQcWAEv9+VdunWYlgZrG0DAvDj2YWS/ssix/NvXv3VupNzEu/JCuW0Fq2T3PDhg0mS7p6/MTybKs3MbcPswDBPH36tH2W0IFsn2Y/oxmTrH2W1YymYOY8mBFLkyXkI5oRS5Nl+aO5e/fuhtF00E/ORJizm1jC4tXu06z9eVrqTSyroXafZv1joDSdKcuEmS27OhoW8jNp2mdZ3Umz9pSTeEyVYcIsVTAjlvEK2WQJw49mxDImDrGsZjR37do1F03BzFkwjx07lsbSZAm9sWzZsq6jKZbURrMswSzNPkyxhN66fPlycvjw4UWfpymWhFjp27dvX6nO0yxNMMUS+vNztZhoiiX10YzHQ1mMl+UbKdORWJDHSfP+++9vuTwbUY2JIp4k/TxSxmFm1D8n0Gk0m02acb/JkrITTKDjaL7++uvp0ehiiWACtBDLa0eOHEmmp6fFksqxDxPoWJxqct999yVjY2NzsbTPEhMmQF0sd+7cmaxdu3beAT4gmADXxInnEct169bNxdIyLFVjSRZoO1k+9NBDaSzjPEuxRDABWsQyJsv9+/fbZ0llWZIFOoqlyRITZkl4xQu9j2XtAT5iiWACtImlZViwJAu0iGW2zxKwJAtkTwbj4wtiaRkWShhMYGmT5YMPPpjGMq4V62hYWMiSLIjlvFi6gg+UfML0Shi6eAIYH284WQIlDiaw+MnygQcesAwLJkygVSzvv//+BVfwAUyYQIPJUixBMIEOYnngwIH0TaGt0ECFgukHHtrHMpZha2NpsoTOOa0ExBKo0oQJtI9lHA372muvWYaFKgfTDz80+AEfH58XS5MlCCbQYLK877775k4dMVnC0tiHCRWJpckSTJgpr5rh2g/1+LhYgmACnUyW2dGwBw8eFEsQTKCTWFp9AcGcx5MClf5BvrYMa7KE/nHQD4glUKUJE6oolmHvvffeufMsDx065NQRMGECrWJpsgQTZke8oqZSP7jj42IJggm0myzvueeeebG0DAuCacKEusmyUSwBwQRqYhnLsGvWrJl3gA8wGA76gYLG0j5LMGECNbJ9llksDx8+bJ8lCGb3PHlQ1smyPpYmSxgOS7JQgFiePn1aLMGECdSLZdi777577mhYy7AgmD3jiYQyTZb1sTRZgmACdbG0zxIEE2ghW4Z1NCwIZl95UqHok2WjWAL54ShZyFksX3/9dbEEwQSaxTJOHYlY2mcJOf15tQkgH7G0zxIEcyA8yVC0WN51110LYgkIJtAklrEMe/nyZS/6IOfsw4Qhx9JkCSbMgfLqnKLEcvXq1WIJggl0Ess33njDMiwUjCVZGEIsTZZgwhwar9TJayx37NghlmDCBDqN5ZtvvimWYMI0YUJ9LO+8884FsfQ4BRMmUDdZxqkjU1NTyVtvvWWyBBMm0CiWJksQzNzyhEQeYtloGRYoB0uy0IdYWoYFwQQ6iKW36ALBBMQSqvnzXpZvxD5MhhHL7du3L1iG9VgEE2aujY2N+ddkKLGMU0eOHDlinyWU/Lm5NBPm+vXrk5MnT3p0MvBYmiyhuYmJCcHMm1tuuSU5c+ZMMj097RFKX18tN4ol0PjF5W233Vaa72dkdna2v3/Al6+6R2o+ZrfRmlvM7WNX/z5dj4kXLlxIjh49mj6RCSf9+OG/4447xBI6eGEZk2XEMn5eltCPDVc/TF+7zdTcZmtuSc3HpJ9Ny0MwR67FMn49vpRgAlAe14J55Vokp6+FcWjBzMtBPwu+aQAqL1dtGM3JxgCAXDdjNGcbQkAByGUXRvO2Qaanp0UToOJmZmZyF85hBbPRN5/ed+UqDxWAart8+fKVVq0oezAb7bydrdsAsxcuXJj0UAGotnPnzk0mLY6GTYZwQFBelmTnfn3mzJnfe6gAVNupU6f+T5NADk2eTitJb7/97W//+eoo7qoDABV16dKl6d/97nf/1GDCHKpBXrgg/c8GHxdc9efEiRP/bcOGDf/Wwwagej744IP/sW3btv+YdHZ1n3kRK8uVfmpDWR/LBVf+OX/+/HMrV67c6aEDUB3Hjh07sHnz5n+VNL+yT/3EObBgDnpJttnRTvW3mZ/97GdPX7hw4S0PH4BqmJycPPLzn//86RaRnG3TlP4OgAOeMJtNmUndhDm3RHvixIn/snr16n9YsWLFMg8ngPK5Ohxd/uyzz357++23P5MsXIKdSRaeUdE0mGW/luxsk4kzvdjuxMTEM7/61a9uPXr06L9MTU19dunSpSv9jjwA/RMXJbh48eKVkydPfvbhhx/+yzPPPHPr1Vj+MvnyXUnaLr0OwzAmzEZTZu202ektafARgHxqdLDOYm5JJwHtZ9PGc7IRRxpsiFaRHGkRXgDyGctGwUzaBDI371gyPsSNN9Immo3imYglQKmimXQQyaEe7JOHCbNVNEeabKDa++sjKZoA+Y9lJ/HMXSyHHczFTpr1X18fTkcCAZQnnLmKZR6C2SyaSdJ+iTYXGxCAvsUzN7HMSzAbRbCTcAJQnmC2imIuGjCew4030mZDCShAeaOZu1DmMZiNNtBI3jcgAAONqGAuYsM5GhZAHAWzbBsYgHIYtQkAQDABoCf6viTrnUUAMGECgGACAIIJAIIJAIIJAIIJAIIJAIIJAIIJAIIJAAgmAAgmAAgmAAgmAAgmAAgmAAgmACCYACCYACCYACCYACCYAFB0/0+AAQDHHxQEMMRIrwAAAABJRU5ErkJggg==" !default;
 /// The border of the Spreadsheet image Dialog preview.
 /// @group spreadsheet
 $kendo-spreadsheet-insert-image-dialog-preview-border: var( --kendo-spreadsheet-insert-image-dialog-preview-border, color-mix(in srgb, k-color(border) 16%, transparent) ) !default;