Produkt potenzieren

★☆☆[br]Beschreibe, wie Produkte potenziert werden können.[br]Verwende für deine Antwort die Begriffe der Wortwolke.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAEsCAYAAAAfPc2WAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAHYcAAB2HAY/l8WUAAGefSURBVHhe7d11fBPnHwfwz6XuhZYWaIGixRnu7u5OobjrhvtwGe6uY8MHGzAcCsOluBXq1C1t07TJfX9/tJdfEmCDLZS0/b5fr7ygd5fkkrvnuU+ee+45gYgIjDHGGGPMYGT6ExhjjDHG2H/DAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMjAMWY4wxxpiBccBijDHGGDMwDliMMcYYYwbGAYsxxhhjzMA4YDHGGGOMGRgHLMYYY4wxA+OAxRhjjDFmYBywGGOMMcYMTCAi0p/I2Md8alcRBEF/EmOMMZajccBin0REmlAlCAJIFEF6QUsQBMhk6Q2h0nTpb8YYYyyn4oDFAL3QJP0/Li4OERERiIiIQFxsLEJCQqBQpEAulwMArKysYG1thTx5XODikgd5XFzg6uqK3LlzQxAETcsWt3AxxhjLaThg5WDSpiciqNVqREVFIcDfH3fu3MXDBw8QFByMtNRUCIIAc3NzWNvYwMbGBmZmZjAxMYEyJQXK1FQkJMQjVZkKtVoNU1MzuBdwQ+XKlVG9Rg0UKVwYuXLn1rRqcdhijDGWE3DAyqGICKIoIjk5GQ8fPsS5s2dx985dhIWFIW++fKhQoTwqVPgOHoU94OTkBEdHR1hZWcHc3BwymQyCIINarYJarUZycjISEuSIjo5CgH8A7t+/jwf37+N9WBgKe3igbr16aNe+Hdzd3WFuZg4IHLQYY4xlbxywchipX1VERATO/vknfjnwC/z9/VGmbBk0adIEdevVQ/HixWFiYpLe7ypjee1Tfvr0+2QREVQqFZ4+fYpzZ8/izOkziIiIQLv27dGzZ0+ULVdWsyxjjDGWHXHAyiGkFqugoCCcPHECx44eg8xEhvr1G6BN2zYoUqQIbG1tgY90Uv+SIKS9O4miCCJCdHQ0bvz1Fw4c+AXBQUFo1qwZ+vbrh0KFCkKQyb7o9RljjLGsgANWNie1QMXHx+PY0aM4+OtBpCiV6NmzB5q3aAF3d3ed/lFSC9R/DT3SbqW9e8XFxeH8+fPYumULTExMMWToELRq1QoWFhb/+f0YY4wxY8IBKxsjIohqEbdv38aypUsREBCAPl5e6OPVB05OToBW69TXDDj6YSs6OhobN2zEkcOH0alzJ4wfPwG2drYftJwxxhhjWRUHrGxIarWKi4vDtq3bcOTQYVSqXBmjxoxCiRIlNP2r8JWDlT7toJWWloazf/6J5ct/gru7G+bO/RFFihbhkMUYYyxb4ID1lel/vUQEEDRX0mkHHCkYac+XfEkQUqlUeP78OZYsXoyQkBAMGzYcrVq3go2NDZBJrVafov19qFQqvHzxEtOnTYO5uTl+nD8Pnp6eHLIYY4xleRywvgIpKEn9mSjjqrq42FiEhr5HVHQUEuVyJCYmISEhHqJIsLS0hKOjA6ytbeDo6Ag3t/xwds4DSytLCNJo6UTAP1zNR0T4888/MWfWbBQpWhQzZs5AqVKlgG8crPRpt2aFh4dj/LhxSIhPwPqNG1CoUCEOWYyxbOfvDrfGUC8zw+KAZSDagUGlUiE0NBR+b97g8aPHePz4Md69e4eYmBiYmJjA2sYGFubmkJmYwMTEBDJBgEqlBpGI1NRUKFJSoFQqYWlhjoKFCqFM6TKoWKkSPD1LoGChQjqdwqV/KWOw0P3792PDunVo1qw5fpg0Eba2/+/bZGwFWPs7Cw0Nxbix46BWqbBm3Vq4ublxyGKMZUnah1Xp/4IgQKVSQaVSIS01FSIRZDIZzMzMYGpqChMTE81z9Ot3ljVxwPoPtL86RbICgUGBuPHXDVy9ehWBAQFQqVRwcXFB8eLFUaKkJwoV8kBeV1dYWf9/wE7t+/iRKCJNpUJKSgri4+Px7t07vHn1Gi9evEBQUBCICK5586Jevbqo36ABChUqlH7ajwiJiYnYtnUbDh48CK9+fdGvXz9YWVkZfUHVDllv377FsKFDUa5cOfw4bx5sbW2Ndr0ZY0ybdl1GRJDL5Zp63O+NH4KDgxAeFo74jDtfiKIIQSaDhYU57O0dkDdvXnh4eKB48eIo5FEIjg6OsLI2/jqcfRoHrH9JCkSJSUm4fu0aTvx2Anfu3oW1tTVq1aqJevXro0SJEsifPz8sLS1BGb9WpOf+E0Hr9KJarUZkZCRev3oFH59ruHTpEuTxCahUuRI6demMypUrY8vmzfj1l18xc9YstGnbBubm5lmmYErfhyiKuHPnDiaMn4B+/fpi0ODBGaPGG/f6M8ZyLqn+UqvVSE5KwsOHvrhy5QoePHiAoMBAmJqawt3dHR6FC8PV1QWuefPB3NwMtja2kMvlSFOpEB72Hu/fh+Ht27cIDgqCiakJSpTwRJ06ddCocSO4u7vzcDZZEAesLyR9XfHx8Th39ix27tiJ92FhqFa1Ktp37IBatWrBzs5OE5AEvT5Tn1tA9DeLKIqa11QoFPDx8cHhQ4dx46+/4OLqiqTERMyeMwfNWzSHqakp8AXvZQy0Q9auXbuwYd16bN+5AxUqVMhSn4MxljNIP4CJCM+ePsOxY8dw+tQpKBQKVK1WDQ0aNkCFChVQuHBhWFlZaZ73sfpMu75PTEzEixcvcPPGTZw7exZ+b/1QvXp1eHl5oW69elmyfs+pOGB9JulrSkxMhI+PD7Zv3YbIyEg0btwYHTt3QtGiRT8oRIYuANI6SP8mJyfj2bNnOHzoMOrUqYMWLVvA1NT0q7x3ZpAqq/j4eEz8YSJSFAqsXbcWjrlyZcnPwxjLfqT6NzU1FdeuXcOe3bvx5MlTVChfHu07dEDt2rVg7+CQHoTowwuTPlaXaR+GpXoQAJTKVLx+/QpHDh/Bn2fOwM3NDSNHjUKdunV0zlIw48QB6zOpVCq89XuLtWvW4Ppff6F582bw8uoLz5KeHwSar73T6wctqWVLet+v/f5fi/bnevToMfp6eWH69Gno0rWrTgdQxhj7FihjDL+bN29i88ZNCAoKQqPGjdG5S2cULVoUlpaWgFYd/F/qYiICiEAZx5+QkBDs37cfZ86cQaVKFTFyVPq4hviP78O+Hg5Y/0D6NfHb8d+wbNlSODvnwZQpU1C1WlWdATvxDXbyj226zF4HQ5M+U1paGpYsXoJbN29i247tcHFx4asKGWPfBGXcy9XPzw/btmzFtWvX0LhJY/Tx6ouiGQMkGyJUfYz2D0+1Wo2nT55iw/r1ePv2LcaOG4sWLVtqzlww48IB62+QKCIuPh6bNm7CsaNH0bFTJwwcNBDOzs5frTCx/4daf39/ePXug1GjR6FHz578XTPGMh0RIUWRghMnTmDbtm3IlzcvRo8Zg0qVK+kcB75m/aR9mCYiJCUmYf++fdi1exc6d+6CocOGavr+MuPBAesTSCRERERg0aJFuH3rJiZOmoyWrVpmqavzsirtX2xz58zB0ydPsXf/Plhapg+6yhhj0Poxho+cltOeJ03/0vpDFEXERMdg6ZIluOpzFUOHDUO3rt2+2fAJ2p9HpVLh5o0bmDB+Apo1b46JkybCwcEhU9eH/T0OWB9BIiE+IR7jx42H/7t3WP7TT6jwXYWPDgTHvg6pcrx//z7GjBqN5T8tR/UaNf7xNKF2ZcvbiLHsg+j/txGT6ge5XI6w9+8RFR2NxMREyOVyJCclQyYIsLWzhY2NLezt7eHikgcuLq6wtrEGMuoH+shV3jrvBeDFixcYM2o0rG2ssWDBQpQuUxr4SJjLbNo/Qt+9e4f+/bxRo0YNzJw9i8cPNCIcsPQQEWJjYzFtylT4vfXD8uU/oWy5skY7Gnp2JooikpKSMWzoUHh4FEI/b2/IExIQHRODpMREKBQKpKlUsLezg5mZGXI7OcHO1ha5nZyQO3duzfhj37oyZIz9O9LhSRRFxMfH4+XLl/B9+BAPHz7E61evERUVBVMzU9jZ2cPayhIymQlMzcxAIkGlSksfmyo5GYmJiSAAbvnzo3Tp0qhStSrKlS+HIkWKwMzMTKeOICKQSPC55oMpkyejZo2amDl7Fuzt7Y3qOKAdsl6/fo1hQ4ehfv36mDptKl9haCQ4YGkhIiiVSvy0fDlOnjiJ1WvWoErVKppfObzDZj5RFLFt2zasXrkKrnnzQlSrIRL9f0gMIggyGZRKJUS1GoIgwMLCArlz54anpycqVa6MMmVKw8XFBTa2tgC3bjFm1LQPSWFhYbh75y7Onj2LR48ewUQmg5u7G8qUKQvPjLtjuLq6wMLCQnPRkVS2pVYuVZoKihQFQoJD8ObNGzx/9gzPnj9HdFQUcuXOhcaNG6NR48Yo6ekJUzMzqFUqnDhxAitXrESnzp0xdNjQD4bgMRbaIevWzVuYPGkSBg8ZjD5eXka1njkVB6wMUmE8euQolixejDk/zkWzZs0+KLQs80i7ZnR0NM6fOw9XV1e45nWFvb29zj0WAUChUCAxMQkxMdEIDwvH8+fP4fvwIZ4/fw4AKFWqFBo2aoTGTRrD3d1dc7qXtytjxkEq76mpqXj54iV+O34cPteuQSYIqFy5Muo3aICSJUvCydnpg8AjPVe7PFNG67X2v8j40SaXyxEaGoqbN27i0sWLCAoKQtGiRdGrT2+8f/8emzduwsDBg9CzZ09YWFh88NrGRPpcarUaRw4fxto1a7F67RpUrFjxH7tUsK+LA1YGIkJgYCD69vFCy1Yt8cPEiZpLb421YGV32r/OtKdJ20O/MtWeJ4oi1Go14uLicP/efVy5cgW3bt5EQkIC6tevjy5du6JipYofjFvDGMt8lDG+1PNnz7Bnzx7cunETRYsXR+fOnVG1WlW4uLjolNFP/f9zSHWFRKFQ4Pnz5zh06BCuXfWBMjUVY8aMQY8ePWBmbgb8i/fIbNLnSVEqMf/HH/Hi+XPs3rsXNjY2Rr/u2RkHrIydMyUlBbNnz8brl6+wfsN65M2Xj8OVEdEOT//kY8FMpVIhMjISt2/dwvHjv+HN69fw9CwBr759UbVatfSbZmeBipSx7EQKO2FhYdixfTtOnjiJipUqYcCAAahYqeJHW5oNVUa16wkho4Xr1atXiI6KRtVqVWFmljXClUT6LkNDQ9GrR0/08fLCwIEDINMbr5FlHg5YGa0d9+7dg3fffliydClatW6l2SF5x8y6pF1bEASIoqiZrlQq8eD+A+zbtw83b9xAzZo1MWToUJQpW+aDwWMZY18HZQzeefHCBfw490fkdnLCxIkTUbNWTZ0ft5lRHvXDliQz3ttQtD/D0aNHsXjhIhw9fgwFChTIUp8jO8nxAYsymqanTp2KQP8AbN+5A3Z2dkAWK1zsn0mVpxS2VCoVbt26hTWr1+D169cYOnQIevfuAzt73v6MfU0kikhMSsKa1Wvwy4EDGDp8GPp69YWNrY1RXamXFRERUlNT0aVzF9StUwcTfvhec4Nolrm4BxyAgIAA3LtzF9179uBTRdmY9i9iQRBgZmaGWrVqYeu2rRg9ejQOHPgFw4YOw5PHTyCq1ZpfhIwxwyFRREhIKCaMn4BrPj7Ysm0Lhg4dClu7/1+4wvXvf2NmZoahQ4fg7NmzeP/+Pddl3wgHLAD37t6DWhRRr149Ltg5gPbpB5lMBgcHB/Tt1xfr1q8DgTB2zBicPnUaaWlpXDExZkAkEvz9AzBx4g9QKJKxdv06VK9eQ3MvPe2yyf4d6furV78+TE1NcfXKFU3/rI89oNV/i+s7wzKZM2fOHP2JOc3WLVuRJ08edOnaRaeVg2Vv+kHLxcUFzZs1R+j791i7dh3s7OxQpkwZnRu5Msb+HSJCeEQ4fvj+B9ja2mHx4iVwL+DOde5XYm5ujqioaFy5cgV169aFXC5HRHg43r9/D/+AAIS9D0NcbCzi4+OhVCqRlpYGmUwGmUymE7R4u/x7OboPFhFBoVCgU4eO6NKtKwYMGMC/oHIo7V9ySqUS+/ftx7q1azFg0EAMGjQIVlb/v/cYY+zLUEa/oFEjRiJBLsfq1avh4vr/oRe4bBmW1Brl6/sIQwYPRl5XVyQkJCApKQlCRoASMr53taiGjbUN7O3tkd/NDSVLlkSlSpVQpmwZ2NnZGf04YMYsRwcsURQREhyMXr16Y/78+ahXvx7AO1KOpV0U0tLS8Ouvv2Lt6jXw7t8fAwcN5NtPMPYvEBFUKhXWrF6NY0ePYffePShcuDCHq69MCrV//P4HRFGER+HCcHLKnXFD6PTeQUQiEhISEBcXj9CQYLx8+QoPHzzA06dPoVQqUaVqFbRo0RKNGjeCs7MzwNvri+T4gPXs6TOMGjkSq9esQbny5Xjk2xxOvzjs3bsXK1eswPTpM9ChYwcexoGxL0REuH37Nvr388aGTRtRt25d7syeCbTrMqlFC3pdI/SnI+PqaoVCgcePH+PK5Su4cvkyYmJi0Kx5c3Tr1k3nOMnb7+/l+DRBSL+Xncwkx38VTK/CICL07NkTXl5emD9vHh48eKCzLGPs7xER4uPjsWpl+n39atWqxXfIyCTSdywIAmQyGUxMTGBiYqLz/X9supmZGezt7VGrVi1MmToFvxz8FYuXLEFcXCxGjhiBEcOG497de1CpVCAxx7bPfBZOFQAEEJBzG/KYHu2KycTEBP28vVGtenUsXrQYISEhXKkw9gUuX7qMwIBADB02lMdjMnL6oUwmk8HR0RGNGjfC8p9+wtr162BlY42xY8dizqzZ8HvrB1EUP2j5Z+lyfMAyNzeHSqWGQqHgX1TsA4IgIFeuXJg5cybC3r/H3j17IdL/R4VnjH0cESExMRGHDx1C23bt4Obmxi1XWYx24LK0tMR3332HpUuXYunSJXjn74+Rw0fgyOEjUKYoOWR9RI4PWC4uLpDJZAgJDQU+0geH5VzSgUAQBLi5u2H0mDH4/eRJPHnyROfWO4yxj3v16hUCAgPRrn07/Vksi9AOWULGKcSatWphy9Yt6NK1K35avhxz585FXGws14t6clTAkjr0iaIItVoNuVyOyIgIWFha4tnTZxyu2Ae0f223bNUSHoULY/eu3VDzSO+M/S0igs/VqyhQoACKFSsOcKfoLE279VEQBFhbW2PgoIHYsm0rHvn6onev3vB/58/1opYcE7BEUYQoikiUy+Hr64u1a9ZixLDh6O/dH7GxMSharKj+UxgDtCoWOzs79OrVC5cuXsKb16+5ImHsE6Qfs/fv3UfVqlVgaspX32YX+i1aZcqUwe69e1CwYEEMHDAADx484LoxQ7YOWNotVkGBgdi9aze8+nihR7fuOHXqFIqXKIHZc+fgxMmT6Natm05CZ+xjqlarinz58uK3337T7F+MsQ/Fx8cjLCwM5ctX4Ho1G5KOlzKZDLlz58aKVStRo2YNTJo4EXfv3uW6Edl0HCzpIymVSjx58gSHfj2I69evw87ODrXr1EHTZk1RtGhRODg4fHDJMFcE7FOICGq1GqtWrsTVK1exY9dOODk58T7DmB5RFPHu3TsMHTwEK1auRLny5bicZFPaESI5ORkL5i+A78OHWL7iJ5T09ISQg8eWzFafXGpRUCqV8PX1xbSpUzF29Bi8e/cOY8ePw7Yd2zFl6hRUrVoVuXPn1oz9oR+yGPsUmSBD7Tp14O/vj/CwcP3ZjLEMoloNmUwGM3Mzbs3IxrSPndbW1pgydQo8PDwwZ9ZsxMXH5+htn20CFhEBBLx//x6LFy1C7569EBISglmzZ2PPvr3o3Lkz8uXLpxmJWztYMfa5BJmAkiVLwsLSEq9fv8rRlQdjjEmkY6mtrS2mTJsKhUKBNavX5OgLgrJFwCKRkJKSguPHj8Ordx/cunkL8+bPx+YtW9CkaRPNPeS4pYr9F4IggIhgaWmJfHnzIjg4WH8RxlgGE1NTqNVqKFOUXOfmIIIgwM3NDdNnzMDBX3/FX9ev6y+SY2TpgCWdEgwKDsKPc+Zi0cKFqNegPjZt2YwOHTvA3t6eW6mYQUlB3TlPHoSHR+jPZoxlcHJygqmpKUJ5jMEcQzrWCoKA7ypWRM9evbB0yVLIE+Q5cvtn2YAlhauXL15g3Jix+OvGDSxeugRTp05FgQIFNC1V2g/G/jNKrzxsbW2gUqXpz2Usx5LqZFEUIZfL8dbPDyYmJnj2jMcYzEmkY62ZmSkGDxmMqKgonDlzRn+xHCFLBizKuJrL56oPBnj3h6OjI3bt3oX69evD1NRUJ0UzZkiE9ANIeHgE7Ozs9WczlqNIoUqtViMqMgqXL13GnNmz0bNHD3w/4XtYW1ujeo3qANfHOYrUqOHs7IzeffrgyOHDiIuLy3FBO8sN00BEUKlUOHP6NBYtWox69epi7LhxcHV15WDFvioCgUSCQqFA29Zt0c+7H7z6ekGWgy9DZjmTdNhITU3F27dvceqPP3D1ylXExcWhTNmyaNioIcqVKwc3NzfY2NjwWYQcShRFBAYGolvXrlizdi2qV6+eo/aDLBWwpObnSxcvYeaMGWjTti3GjR8HKysrDlfsq5N+rb9+/RqdOnbC1m1bUbNmTd7nWI4iiiLS0tLw/Plz7N2zB9d8rsGjsAc6deqEWrVqI79bfp0yIZPJQERcTnIgqc7s388bZcqWwQ8TJ+aoH6RZ5pNKOdDX1xdTp0xB02bNMOH7CRyuWKa75uMDF2dneHh46M9iLNuSfuC+efMGUyZPRu+evaBQpGDt+nXYt38/unbrBjd3N52rtaWDKdfNOVvtOrXx4MFDKJXKHHWaMMsELBDw1u8tZs6YgSpVq2LU6FGwsLDgcMUyhfRLLCYmBidPnETdevXg7OSkvxhj2Q+l7/8JCQlYu2YNenbvAblcjv0/78eatWtQpUoVTd9X/QdjgpA+dmB8XBzi4uL0Z2drWSJgERGSFclYs3o11GoRM2bMgLOzM4crlqmICBfOX0BAYAC69+gOUzMz3vdYtkYZHdjv37sH737e+PPMn5j7449Ys3YtyleooBm4mUMV+xghY+xABwdHpCiVSEhI0F8kWzP6gCU1J546dQo3b93CnLlzkS9/Pg5XLFNILVdEhMDAQGzevBndu3VHyVKleN9j2Rpl3HZs/759GDF8BEqXLo3NW7egZauWmq4ZHKrYPyLA1s4WMkFAWlrOGtrG6AMWAERFRWHzxk1o164dKleuxOGKZQrtvgLR0dGYNXMW8jg7w3tAfx7AlmVrRIT4+Hj8tGwZtm7bhu8n/oBZs2fBzS29jxW4/mWfiUBITk6GKIowNTXVn52tGXXAoowhGfbt3QtBAHr17gUTExOACzfLJGq1GgEBAZgyeQqiIiMxbfo0nSFBGMtuSCTExcVh3o/zcOnyFSxZugRdunTR3HKMW63Y5yKkXz0aHx8PCwsL2NnZ6S+SrRl1wAKAyMhIHPz1IDp26oyCBQtywWaZQmq9OnPmDAb2H4DgoCAsXb4M5StU0F+UsWyDiJCiTMHsmbPw7OlTrN+wXmfsIq5/2RfJOAnw7OkzODo6Ipejo/4S2ZpRBywiwuVLl5Camoo2bdtwITeQmJgYjBo1CuHh4fqz/tGoUaPw4sUL/cnZEhFBnpCAyMhIlCtfHoUKFQLxeD4sm6KMYRgWLVyEJ0+fYtWa1ShWrBifEmT/iXQcr1K1Ciy1hlXKCYw2YEkdLC+cv4DGjRtrTstkh43z3XffwdXVVfMoVKgQmjVrhlOnTukv+lUkJiZi/fr1iI2N1Z/1j9avX4+goCD9yRqiKP6r1zU20r7WsVMnzP3xR/hcvYolixan3+5BFPUXZ0ZE+8IE6SGKIkRR/GA65aAxef4Oabpj7MOZM2ewcNFCDlfsP5HK1+PHj/HmzRs0btIkx+1HRjuSuyiKePv2LYYMGozJU6agabOm2SZgFShQAF27dkX37t0BACkpKThz5gyWLVuGI0eOoH379vpPMajAwEAUKlQIz58/R8mSJfVn/y1BEHD27Fk0bdpUfxYAYOjQoYiLi8Ovv/6qPyvLkSoItVqNGzdu4PsJ36NFi+aYNn06LCwsctSIxMZMuwojIsjlcoSEhCAsLAzvQ0MRFxcHeYIcBIKtjS1s7Wzh5u6OfHnzwb2AOxwcHACtUJ0TERHu37+PIYMGY9r06WjfoT33d2X/mlR3KlNTMXrkSNja2mLR4sWwtLTMUfuT0R4hBEFAcFAwlKmpKFWqlGZadlGoUCFUr14d1atXR/369bFo0SJ07twZy5Yt0ywTHR2NmJgYAEBAQAD8/Py0XiF9J378+DEuXLiAly9f6szTplAocPPmTdy4cQNKpVJ/NpARulJSUnSmJSUlITg4WGeavqSkJAQGBkKlUsHf3x/x8fFISkqCv78//P39Pxj3JC4uDtevX8fNmzehUCh05hkb6YBrYmKCWrVqYeHChTh39jx27tjJLR9GQFOJK5W4f+8eVq9ajZ49eqJl8xYYNXIUNm/ajOvXryMiMgqiSJAJMsTExuLBg4fYs3sPxo8bh5YtWqJHt+7YsH49nj17BpVKleNatojSO7WvXrkKDRs1Qrv27ThcsX9NKjuiWsThg4fg+9AXw4YNz3HhCkj/MoyOKIqkVqtp08aN1KZ1a1IqlSSKov5iWZa7uzutWrVKfzLNnz+f8ufPr/m7X79+NHToUOrSpQshvbsg3b17l4iIXrx4QeXLlydLS0sqXLgwmZubU7169SgkJETrFYmOHz9OefLkIXt7eypQoADlz5+fDh48SADo+fPnRESkVqsJAJ0/f17nufv376e8efPqTANAZ8+eJSKi+Ph4qlSpEnl7e1NISAi5uLiQlZUVWVpakouLC7m4uNCWLVuIMrbpjBkzyM7OjsqUKUMeHh7k5OREf/zxh87rGyNpf1QqlbR3z16qUqky/X7yd0pLS8tW+2VWIW0PvzdvaNnSZdSwfgOqX68+TfxhIv12/Dfy8/OjhIQEUigUlJqaSiqVitRqteaRlpZGKSkpJJfLyd/fn44fO0bjxoylWjVqUvu27ejwoUOUmJhIoijmiO2rVqvplwMHqG7tOhQUFERqtTpHfG5meFLZTEtLo9OnTlPlipXo4K+/5ti60qgD1pxZs2nwoMHZrsB/KmB5e3tTlSpVNH/369ePcuXKRbNnz6akpCQKCAggtVpNCoWCihcvTt27d6f4+HgiIoqIiKBGjRpRnTp1NN9VYGAgWVtb06RJk0ipVBIR0YMHD6hQoUL/OWAplUpq3rw5NWvWTPPaREQDBw6kbt266TyHiGjz5s3k5OREjx49IsrYxkuXLiV7e3uKiYnRX9zoSAfbpKQkmjF9BtWvV5/evXuXrfZLYyfVCw8fPKAhgwdTxe8q0rixY+n69euUmJioE6T+KRxJ86XlVSoVxcbG0tEjR6h923bUoG59Onz4MKWkpPzt62R1oihSZEQktW3dhjZt3PiP3xszLIVCka2+b1EUKTExkfbuTf8hunnTJlKr1fqL5RhGe4oQAGJiY2BjY50tm+tjY2MRGBiIwMBAvH79GuvWrcPPP/+MkSNH6iyXK1cuzJo1C9bW1ihYsCBkMhnOnj2LwMBAbNy4Efb29gCAPHnyYP369bh27RoePHgAADh06BBy586NhQsXwtzcHMjoYD9z5kyd9/hSRITBgwcjPDwchw4d0rz231m3bh2GDx+OcuXKARmnHsaNGwcigo+Pj/7iRkdq2ra0tMS48eNgYWGB9evWITU1NVvun8aEMjqpBwYEYOTwEejXtx9KliyF02dO46cVK1CjRg1YWVlBJpNpHv/Un0qar/0cB3t7tO/QAb8eOojJ06Zg4/oN6OfVF69evcrWpw2v/3UdiYmJaNuuXbb9jMYoJiYGrq6umDRpkv6sLIuIsG3rNsyYNh19+vTBwEGD/rYcZndGG7AEQYAiWQETWXpfgOxm7ty5KFSoEAoVKoRSpUph48aNWLduHby9vXWWK1eu3AedqX19fVGiRAnkypVLZ3rJkiXh6OiIx48fAwAeP36MihUravpTSGrUqKHz95eaMWMGLl26hN9//10T8P5OWloanj17htu3b2PUqFGax/jx4yGTyRAZGan/FKMlCAJy5cqFiZMm4q/rf+HmzZt8UPqKiAgpKSlYt3Yt2rZti3z58uHi5UsYO24s8uTJoxOU/ktFLggChIzXMDc3R7NmzXD8xG+oUrUqvPr0wW/Hj2v6Z2UXlHEBx2/HjqNBwwbZ6krtz3Hy5Els2bJFf3KmsbW1RefOnVGrVi39Wf/a06dPMW3aNP3JmUYQBHTr1g2t27TBiRMn8PTp0/Qyk43KzZcw2oBFRHBwdECaKnveu2jZsmVQKBRQKBRQKpV4+vQpBg8erL8YrK2t9SdBoVDA0tJSfzKQ0cIidVZXKpWwsLDQX+STz9WnVqv1J2kkJiZCLpfrT/4oURShVqvh4uKCfPny6TwmTpyIatWq6T/FKGkfeOrUqYMK31XAzu07oFars9WB11iIahHPnz9H1y5dcPWKDw4eOoQZs2bC0dFREwQMHQi0X9Pa2hoTvp+A5ct/wvJly7Fq5UqkpKRkm21NRAgODsa7d+/QpGn6Vdo5yW+//YYLFy7oT8405ubm2LFjBzp27Kg/61/z9fXFzp079SdnKte8rvhx3o+oVbs2xowajWdPn0KdMURKTmO0AQsZp8fi4uKzZcE3MzODpaUlLC0tP2hh0vaxz+7h4YGAgACIeuMxJWQMilmgQAEAQP78+REQEKCzDAC8fftWfxKQEYS0feoKwvnz56NFixZo3bo1IiIi9Gd/wMLCAq6urqhRowamT5/+wUM6bZgVSAdfc3Nz9PHywuMnT3D79m39xbI96ZQZZYyfpFAo0kN3QgLi4uIQFxeHhIQEyOVyJCUlITU1VWccqr/7RUtESEtLw8GDB+Hdtx9atGyJA78eQIkSJb5asNKn/R516tbB3v37cPHiJSxdsjTbhCxBEPD69WtYWlqiSOEimmnG6OXLlxgwYACUSiXWrl2LFi1aoGXLllixYsUHVz8DwMWLF9GrVy/Uq1cPnTt3xuHDhzXzYmJi4O3tjatXr+L27dvw9vaGt7c3zp07p1kmJCQE06ZNQ9OmTdGiRQssW7ZM531evnyJ4cOHQ6lUYsGCBWjSpAlatmyJzZs3a/aN+Ph4zWtrP0aMGKF5ncmTJ+Pq1auavwHg1atXGDduHBo3boy2bdtiy5YtOj92//rrL8ycORMhISEYP348unfvjnPnzmHKlCnYvHmzzvuuWbNG57W/NqnM5MqVCz9M/AHVqlfHhPET/nbsxOzMaAOWIAgoWLAgQkNCkJycnC0qNENp2bIl4uPj8csvv+hM37BhAxwcHNCgQQMAQIsWLXDv3j2dAKBWq7F69WqtZwEymQyurq6aU4vIaCXbv3+/znISQRCwY8cOuLm5oVOnTjrDLVhYWCA6OlpneQBo06YNtm7dqrNsYmIiunbtipCQEJ1ljZ10ECpbthzKlS2LQwcPZpuD7qdIwUitVkMul+Pdu3c4feoUVq1cifHjxqF/P2/06NYdnTp2QuuWrdCqRUu0a9sO3bp2Qz+vvhg9chQWLVyII4eP4OXLl4hPSPhoyx9lDLuwfNkybNq4EWvWrcXw4cNhamqaKcFKm/Q+giCgUKFC2LlrJ27duoXVq1YjLS3tg3XPaogIz58+g5u7O3I75c607/XfCAsLw86dO9GnTx/cuXMH3bt3R40aNbBgwQL06NFDZ9ktW7agdevWcHFxwcCBA1G6dGkMGjRIc+rM3Nwc1atXh4uLC5ycnDTD5bi6ugIA3r17h8qVK+Pt27cYOnQoevbsiZ07d6JLly6a9wgLC8Pu3bvRr18/hIWFYdCgQahZsybGjh2LHTt2ABk/oqXXlh6PHj3C5cuXNa9z+PBhvH79WvP3nTt3UKVKFSiVSowaNQqtW7fGvHnzMHbsWM0yb968wc8//4yuXbsiNTUV+fLlg6mpKcqVK4eiRYvqvG/x4sU1z8ssUhm1s7PD9BnT4ebmhnk/zkNMTEyWLzNfTL/Xu7EQRZFu3bxJtWrUpMePHpNKpco2V1t86ipCff369aNevXrpTyYiorVr15KlpSX16dOH5s6dS506dSIrKys6fPiwznLdunUjBwcHGjFiBM2aNYuqV69Ow4YNI+2rCImIJk2aRLa2tjR+/HiaN28eVapUicaOHfvJqwiJiCIjI6l48eLUq1cvzbY5evQomZiY0PDhw2n48OG0YsUKIiIKCgqiQoUKUalSpWjq1Kk0efJk8vT0pMaNG5NKpdJ5j6xAugLt0MFDVKVSZQoMDMw2+6c26XNGR0fT1atXac6s2dShXXuqW6cude3SlWZMn067d++mCxcu0P379+nZ02f06uUrev3qNT1/9px8fX3Jx8eHDh06RPPnzyevPl5Uv249at2yFU2bMpUuX7pEMTExmiv/YmNjacL48dSpYyfy8/P7rCsCvzbp/dVqNQUEBFDd2nXowM8/f9N1MgS1Wk0/fP89zZ0z1+iv1L58+TIBoPHjx+tM9/HxIQB048YNooyhY2xsbGjTpk06y507d45kMhm9ePFCM+1TVzz37NmTmjdvrvN9vHnzhgRB0AyTI63P/PnztZ6Z/potW7bUmSa5fPky2djY0J07dzTTihQpQtu2bdP8XbNmTRo6dKjmbyKiixcvkomJCYWHhxMR0e7duwkA/fLLLzrL0Seu/P5WpDLz/v17qle3Hq1csTLHXVFotC1YRISCBQvCwcEB9+/f15+dpY0fPx7Vq1fXn/yBDh06oFOnTvqTgYx7Al66dAnOzs548eIFihcvjjt37qBz5846y+3fvx+rVq2CQqFAZGQkFi9ejMWLF2P27NlwdnbWLLdw4UKsWLECUVFRCAkJwbp16zBq1Ch8//33Oq83e/ZsFCmSfjrB2dkZp06dQvHixfHu3TsAQMeOHbF3714kJSWBiFC7dm0AgLu7Ox4+fIiRI0ciPDwcYWFhGD9+PH7//fe/PUVq7GrXqY3UtDTcv38/W/06o4xTf35+fli9ajX6evXFooULYWJqivHff4/Dhw/jwC8HMPfHH+Hl5YWGDRuiQoUK8CzpiaLFiqJI0SIo4VkCZcuWRa1atdC5c2dMnToVO3ftxNHjxzBj5kw4ODpg6dJl6NvHCxvWb8DLFy8wdfIUxMbEYv2GDfDw8NBpRfpWtNfB3d0dy35ajpUrVuLxo0dZ/rZJMTExsLW1yTL77qBBg3T+rlOnDooWLappFbp69SqUSiX69Omjs1yTJk3g5uaGM2fO6EzXR0Q4c+YMWrRogejoaERFRSEqKgoODg7Inz8/nj17prN87969df4uVqwYoqKidKYBQHh4OHr27IlFixahSpUq+rOBjG1x8+ZNNG3aVPO+UVFRKFmyJEQxvT+ixMzMDB06dNB5vrGRWrJcXFwwfcZ0HPz1V9y7exckZo19zSD0E5cxUalUNGP6dOrcsRPJ5fJv/kuWMW1qtZqSk5Opv3d/mjp5Srb4dSaVsVevXtH0adOpYf0GNGb0GLpy+QolJCR8MM7U55ZJ7WWl11Cr1RQfH0/nz5+nAf0HUI1q1WnggIEUERFhlC0q2uu/edMmat2qNSUnJxvden4utVpNvXr0pJUrVhj9GQKpxUgul+vPorp169K4ceOIiGjr1q3k4uKivwgREVWvXp1++OEHzd8fa8FKTEwkAGRiYkJmZmYfPHbt2kWktT4KhULn+UuWLKHKlSvrTFOpVNSsWTPq0qXLB9+xdgvW06dPCQCZmpp+8L5mZmZ08eJFoowWrHz58um8jsSYWrBIq8ykpqbSxO9/oP7e/bN0mflSRtuChYy+Qa1bt8HTp09x9+7dLPMri+UMQkZn9xo1quPVy5eQJyRk6X2UxPRbpqxdswaDBw6CWq3G+o0bsGLlCtSpWwc2NjY6/aC0H/9Ee1lpSAWZTAZbW1s0bNgQGzZuwMbNm7B02VI4OTl99utmJml9BEGAV9++MDMzw949e/UXy1IcczkiNTXNKL/vj/nYlctJSUmwtbUFANjY2CApKemDC3ak5f5pWBlra2uYm5vjwIEDSE1N/eDRr18/neX1h9D5mIULF+LNmzfYunXr337H0rpdv379g/dNTU1Fw4YNNctmlVZ/6fOamJigX39vvHv7Fn9d/0t/sWzrn/eOb6xM2TKoVasWdu3YCblcDqmzLWPfmnRQKl6iBOLi4xEdnTU7cUpl6u69uxg4YABu3bqNFStXYv6C+fD09NQJRIY6EEuvIb2mubk5KlSogFy5chnsPb4GQRAgZFzMMWPmDGzdsgURERFZcrsj4zR/ZGQUiNL3A2N38eJFnb+jo6Px7NkzVKxYEQBQqVIlJCUl4d69ezrLhYWF4eXLl6hatapmmiAIUKlUOssJgoCKFSviypUrOtORMQTCl7p8+TKWLFmCgwcPwtHRUX+2jnz58iF//vwfXFWIL3hvQRD+dnidb0EqzyVKlEC9+vWwb98+o1vHr8WoA5YgCLCxscHwESPw+PFjnD17VjMvK1QGLPsjIuTNmxepqamIjYs12mDwKUQEtUqFXw4cwITxE9CqVWts3rIZ31X87rNHRf+vpNfXfhi1jHWsWLEivqtYET/v/1l/iSxBEAQUK1Yc/v7vkJyc3mfS2M2cOROXL1+GWq1GUFAQ+vfvDzc3N7Rs2RIA4OnpiQ4dOmDQoEF49OgRiAhv376Fl5cXypYti8aNG2tey93dHXfv3kVYWBgiIiLw5s0bAMDIkSOxdetW7Nq1CykpKUhOTsa2bdtQu3ZtBAYGap7/TyIiItCrVy9MnToVnp6eSExM1Dw+xsTEBMOGDcOCBQtw8uRJpKWlIT4+HvPnz0fTpk0/+Txt+fLlQ1RUFP766y8oFAqj6r9sYmKCTp064/mzZ/Dz88vy/Rc/i/45Q2MjiiKp0tJo4YKF1KhhI3r27JnR9xdgOYdarabQ0FCqW7suXb1yVX+2URNFkVIUKfTT8uXUuFEj8vHx0eljxT5N6ot19+5dqlWjJiUkJGi+M6nfifQwVqJapDt37lCDevXp1ctXRr3dpT5P58+fp8KFC5NMJiMAVLVqVZ2roSnjSkIvLy8yMzMjmUxGMpmMWrZsSSEhITrLhYSEUMmSJUkQBAJAM2bM0MxbuXIl5c2blwRBIEEQyM3NjU6ePKmZL62P9n1YSa8P1unTpwnARx9paWlEH7mKUKVS0bRp08jR0VHzGUuUKEE3b97ULLN7925yd3fX/K1NpVJRp06dCAAJgkD16tXTX+SbkMpLQkIC9ezegzZu2GDU+5uhCJQFfrYQEaKiojBm9BgIANZvTB/vKUv82mXZmiiKiI6ORqeOnTBp0kS0ads2S+yTRARVmgorV67A1StX8dPKFShWrNh/vuVMTkJESE1NRfeu3TBo8GC0at0KyBhrTqVSQRRFmJubw0QmA7T6b0m+9fdMREhKSkK3Ll3Ru08f9OzV02jr1CtXrqBBgwZQKpUwNTVFYGAgLC0tkTdvXv1FNeRyOUJDQ5EnTx7kzp1bfzaQUX79/f1hbW39wWupVCqEhoZCFEUUKFAgU/s9paamIjQ0FCYmJnB3d//ibfL+/XsolUrN/WuNgdQVYcvmLTh37hwO/HIAZmZmX/zZspIsEbCQURCeP3uGIYOHoFKlSliwaCFsbW01Gyc7byRmvERRRFxcHDq074AxY0ajc5cuWWJfJCJs37Ydhw4dwoaNG1C4cGGjPbgaK+mAsWP7Dhw9cgQlS5ZESEgIYuNioVKlD6JqZmYKa2truLi4oLBHYZQqXRolS3qicJEiOgeXb/W9k0hYsWIFbt+6hZ27d8HS0tIo9wPtgPU5N5dnxkcqL498H6F3r164fOUynDPuJ5pdGUe0/QyCIMCzZEksWbYUDx8+xKyZMxEbG5tx+43/bzzGMptarQaJBCsrK/1ZRolEgo+PD/bu3YsFC+ZrxpvKzhXd1yB9X23atkHlKlVQukwZDBg4EIuXLMHqNWuwZu1aLFu2HGPGjkXDho1AAnDs6FGMHDESbVq3wdw5c/DXX39BqVR+u/pLAFq3bo3w8PCPduxmzFCkOqZAwQKwsrbGmzd+32afz0RZpgVLIooirl+/jh/nzEV+t/yYOWs2PDwKaZpv+SDBMpMoinj//j16du+BhYsWonadOka9DxIRoqOj4d23H3r36YNu3bvxacH/QKo+RVHU+Q6l/+tXr6mpqUhOSsLzFy9w5fIVXL50CWq1Gj179ULHjh2R2yn9VFZmbQ/KuP3R8mXLcPPGTezeuwd2dnZGF7gDAgKwZ88eTJs2LVNP1THDoozT0r169ET3Ht3Rs1cvozmF+TVkuU8mk8lQu3ZtrFy1CrExsejfrx/Onzuvua+Z9oOxr42INPfYsrax0Z9tlPbs3g1XV1e0a9+Ow9V/JAURExMTzVWX2ldeak+TyWSwsLBArty5UbNmTUyeMhlHjx/D9Bkz4OPjg5YtW2DdmrVIiE8AiZlTh0nr3qePF9LS0rBp4yaoVKpMee8vUahQIcycOZPDVTZgZmYGF1dXREdFZ/u6J8sFLACQCTKUKl0K23fsQN169TBjxgzMmjkLAf4BmvE1OGixr42IIAgC3r9/D0tLS+TOnduo9zciQlBQEH7//Q8MHzE8y5zSzE70g5eNjQ0aNGyAbdu3YcvWbbhz9y5at2qFEydOZHR/+Pr7kyAIcHN3w+Qpk7F37x5cvHiR60/21QiCAEtLS0RFR2f78bBM5syZM0d/otET0jeStY01atWqhYIFC+D06dM4fOgQUlKUcM3rqjPqNDKxyZ3lHEQEURRx6o9TiIqKQo+ePWBhYWG0+xoR4eDBg0hRKOA9oD9MTU2Ndl1zAu36SSaTwdXVBe3at4OHR2EsXLgAd27fQY2aNWBtZZUp28nNzQ1WlpaYP28+KlWqBDd3N64/mcERES5fugyVSoUmTZvwKUJjJFVOVlZWaNO2Lbbv2I7uPbpjz+7d8OrdB6tXrUZAQHqLFmX0M5B+EfKvMmYoSqUSt27dQukypTWh3hgREVJSUnDu7Fm0bd8OZmZm+ouwb0Sqy4SM03WNGjfCiZMnYWNtjW5du+HevfsfvfWLIQmCAFNTU3j17Quvvl6YMH48Ll+6zBcRMYMjIihTUmBra7z1paFkzRYsLVLFZG1tjYqVKqF16zaQyWQ4c/o0duzYAd+HvlCr1LCwtNAZ1uHvmsCz+0Zn/52034SGvsfKn1Zg4OBBKFq0qFHvOwEBATh29BiGDB2qGUeOGQ+pLgMAKysrNGrcCOZm5pg7Zw7y58+PokWLftVf+1LAq1S5MpRKJdatXQtTMzOUKOGpE8h5v2H/hUqlwrFjx1GkSBHUqFEjW+9PWT5gSaTKyc7ODlWqVEGz5s1QsmRJ+L97h99//x3HjhyFz9WrCAjwR1JyMtRqtaZ1y0RmAkHGpxPZlyEiHDt6FM+fP8eo0aM1V18Zq/v37uPZ8+fo1bsXnx40YtJ2MTExQbny5VCkaFHMnzcfjo6OmntDfi1CRktWxYqVYO/ggO3btuHFixcoVbrUB/s37z/s30hJScHOnTtRq1ZNlClbNlvvR1lumIbPIX0kIgKJhJCQYDx7/hy3bt7Cvbt3ERwcDDNzczg6OMDJ2Rl5nJ1Rrnx5ePf3homJSbbe4Oy/k1o+Y2JiMGTwEJQrWxbTZ84w6lGJRVHEjh078PzpMyxf8ZPRrif7P+2q+crlK5g9axamTJuK5s2aQfaVr6aT9nFfX18sXrgIkVFRGDp0KJo1bwYHBwdAK2DxvsQ+h7Q/R0VFoXnTZti8ZTMqV6nyVX8wfGvZMmBpkyoKQRA0/4+MjMSb12/g7++PgAB/3LlzFxERETjz5xnY2tpm6w3O/jtpP/rz9BlMnzEde/buRenSpY16vxFFERs3bERkZCRmz5nNB8UsRKqiT586jaVLlmDN2jUoV758pmxDyhi36NDBg9i0cRPyu7mhf39vNGzUCDYZw5Jwqxb7HFK9eefOHQzoPwA+13yQK1eubL3PGO8RwUCEjEuiBa3Lo11dXVGrdi307tMbU6dORePGjZE/fz6dPlqMfYxUScjlidi9ezcaNWqEkiVLZpn9hkBA9v5Nle1I+1az5s3QqXMnLFywEDHR6WOvfW2CIMDGxgb9vL3x+6k/ULtWLcyfNx8d2nfA9m3b4O/vr3PxkPb/M2P9WNZz88ZNVKhQHra2tvqzsp1sH7C0SSFLE7rSJyI5OQnWVtb6izOmQzpgiKKI48eO4f379+jbt196H74sELCsbawRFxsH0jv9xLIGmUyGAQMHwszMHPv27f3qVxZKpDrT2dkZ47+fgBO/n4SXVx+cPXsOXTp3Qa8ePbFxw0bcuX0bUVFRHLjYB6TtHx+fgCtXrqBp02Y5oh9ojgpYH8jYuMnJCghGfHqHfXva4crvjR/WrF6NTp07oVz5chBkxltJaB/YChcujODgICQnJ+svxoycFHKsra0xbsI4/Hb8N7x7+zbTQov+GYC+/fph2/Zt2LV7F2rXrYObN25g2rRp6NalG7x698HsWbOxfdt2nDlzBs+fPdd/OZZDPX36BKGhoWjYsGG2D1fICX2w/okoivhp+XI8fvQYu/bs1lQkjEmkIkIZ/fcmjJ8AEGHFqpVwcXExyv1FWmelUomAgADcv3sXly5fRmBgIPb//DNy585tlOvN/h5ljOk3fdp02NjYYNr0aTA1NdVfLFNoDh1EUChSEBYehqDAILx48QJ+b94gKDgIQUHByOPsjJ9/OQBLS0ve53IoURSRlpaGyZMmgUTCylWrdK7cz6642QaAtbUNkpKTMu3XIMs6tMNVSkoK1q1dh4CAAEyfMd0owxVlnJYJCgrCvr37MLD/AIwZNRrnL1xElSpV8NNPK+Do6Gh0680+n0wmQ48ePXD58iVERUV9s3pL+jEqyGSwsrZC4cKFUa9+PQweMhhLli3Fvn370LtXL9jZ2cHc3Fz/6SyHkPbPBw8e4t69++jVpzeEjLuxZHc5PmAJgoC8eV0RGRGJpKT0kPWtKixmXLTDFQCsXLkSp/74A3PmzoFnyZJ6S39bUrB69uwZZs6Ygf7e/XH58mV06NgRW7ZtxcZNGzFo8GCULmPcVzuyvyeFmjJlyyB3rty4e/eu/iLfhCZsaV9UJJNBkaKArR1fPJRTScdThUKBjRs2oFq1qqhcqbKme052xzUtAA8PD6QqUxEUGATwpcZML1wlJydjwfwFOHb4CKZMm4oGDRpoDiLfGlH6WG9+fn6YPHESRg4fAVMTU6xesxrrN6xH5y6dUbBgQc0YXdKDZW2mpqaoVbs2blz/K9M6u/8byUnJkAl8mMmJtOvQg78exLt37zBy5EiYmGaNi4IMgfd8AvK4uMDewR7Pnj1Ln8QtWDmadsUQHByM2bNm4+TJk5g+cwbatWtnNIPREhHkcjnWrlmDvn28YGVtje07d2Dm7FkoXbq05sbTHKyyH0EQUKFCBbx79w6pqan6s42Gja2tUQdA9nVIdagoivD19cXmTZswevRoeHh45Kh6iAOWALi4uKBwkcLw8fFBamoqBywjIjUx6z++Bu3XV6lUuHf3HkaPHIVHvr5YvXo12rVrB3Nz829eQUjr+MjXF337eOHGzZvYuGkTZs6aicKFC2sCIIeq7EnIGDTZydkJ0TExSDPigGVra4MEufyrlVlmfKRtTUQICgrCDxO+R8tWLdGmTZscd7V+zvq0HyEIAszNzVG3bl3cvHED0VHRALdiGR1RFDW/hA0ZsqTX0h6vJywsDCtXrER/b2+4FyiAbdu3o1r1apAZQcuVtI4Hf/0VgwcPQctWLbFt2zaUK19OM64MB6ucwc7ODmq1GqKByoKhCYIANzd3REREaPq3suxNO1z5+/tj9KjRKFqsGEaNHg1Lq5x3FWmOD1jIqAjq1a8PURRx6fJl/dnsG5EKa0pKCpYtXYZRI0bi+vXrSExM1AQiKXh9aeWtH6pEUURwcDB27dyFAf0H4OKFC5g+YwYWLFyAgoUKGkWfKyJCWloaflq2HBs3bMTqNasxcNAgWNtYc7DKgeLj42FmamrUFy0ULFQQqUolQkNC9WexbEaqg9VqNV68eIFxY8Yij7MzFi1elGOHhTHekpnJXF1d0aJlSxw/dgyxsbGaAy/7tkRRxN07d7F3zx68ffcW48eNx8gRI3H40GGEhoZCqVRqltMOTJ96iKIItVoNIoJaFJGUlIQnT55g2dJlGODdH9u2bEXTpk2weesWdO/RHQ4ODkYRXIgIqampWDBvPi5fvoxtO7ajevXqMMm46e+3Xj+WeaR6KSI8Ak5OTjAzM9NfxGjkzZsXdvZ2eP78OYSMU5sse9GuX9VqNS6cP49hQ4bCo3BhLF/xE5ycnHJs/ZTjBxqViBmXuPfv542p06ahQ8cORnFgzamkAhsXF4cRw4fD0cERS5YtxeNHj3HkyBFcuXwZgiCgUuXKqFu3LkqVKokCBQvC0dHx/2PuEIG0wgdlXBEYHh6BAH9/3L9/D9d8ruHFixcoWrQoWrdpjS5du8LFxQUwotAiBcOfli3H1atXsWXbVuTNm5f3zxxKKhtzZs+BlZUVJk+ZbLStWGq1GtOnTkNiUhLWrF3D+2wm+rtDuyG2gfT60r/x8fFYt24djhw+jEGDBmHQ4MGaC21yKg5YGaT0PXfOHNy//wC79+zWNGvm5B3kW5FCxYYNG3D40CFs2rRJM/ZUamoqwsPDcffOHVy/fh2vXr1GfFwcAMDB0RHOzs6wt7dH7ty5IZPJkJqqRGRkFBITExEeHobkZAUsLSzg4uKCipUqol79+ihRogQcHByMskVIFEUc/PVXbN68BVu3bUWRIkV4v8yhpOo6Li4OHTt0wNJly1C1ShWj7TxMRLh8+TKmTp6CY78dh6urK++7mUTaV4KDg/Hk8RPUrFUT9vb2gF799iXbQj9UAYBcLsefZ/7Ehg0b4OjogO9/+AE1a9Y0mqutvyUOWFpIFPHGzw8jh49A46ZNMG7cOJ3xg9jXJ+2Ooijizp07GDdmLIYOGwbv/t6abaBdyEVRRExMDMLDwhH6PhSBAYGIjIxEeHg4lCkpEEGQCQIcHBzh6uoK17yu8PDwSP+/qytsbGz+dWWTGYgIvg8fYvSo0Vi0ZDFq1arF+2MORhmtVzt37sTF8xewZdtWWFun98EzRkSEmJgYDBwwEK1at8LAgQONoj9jdifVkSkpKZgwfgL+un4d7gUKoFOnTmjQsAEKFiyoCUBE9EXbQ6p3g4ODcfnSZRw7egxJyUno2rULOnfujNxOTkbboprZOGDpISIcPnQIM2fMxIZNG9GgQQPNzvclOyH7ctrBKTQ0FAP6D0BJT08sWLQQtrYfHw1aOuDoh69P0V7O2IMKZYxzNXzYMNSoWQsjR44w+nVmX4+0r7969QpDBg/B4iWLUbNmTaPfH9RqNfbv348tmzbj+InfNC3L7OuR9pVTf5zC8mXLMGXaVAQGBuL3EyeRIJejTOnSqF2nDr777js4OTvDwcFe05ig37UCGWcN5HI5YqJj8PjJY1y9chVPnz6FtZUVWrVpjTat28C9gDvAx0kdHLD0EBESExMx78cfcf/efaxcvQplypThkJUJpF0xISEB06ZOw5s3r7F16zYUKFjgs7/3z9mdP/e1vrX0U4MHcejgQWzbsR2Ojo5AFlr/r+XWrVv4/fffMW/ePP1Z2ZZ0wAwODsa4MWNRt15djBo9WjM0hzEjIsRER6N7t+5o3aa1Zr3B+/JXIe0r4eHh6Ne3L9q0boMRo0ZCJpNBLpfD9+FDXLx4Ebdu3kJiYiJs7eyQL29eFChUEA4ODnB2coa5uTlUajUiIyIhlycgMDAQ78PeIyE+HhbmFqheozqaNGmK8hXKI1euXPzD7xM4YH0EZTRrjxo5EoIgw7Lly5E3r6vmV5cx7kif2ozGuK4fI1UKSqUSS5csxbmzZ7Fi5UpUrlI5R55SkPbBAd79MXTYMLRo2SLLV2J+fn6oVauW/mQAwJAhQz47MO3ZswfTp09HUFD6ra0+RqFQgIhgbW2tPyvLoYxTMrdu3sKyZUtRvnx5TJk6FZaWWWdcIVEUceb0acycMRM7du5EufLlsvz+bIykelStVmPK5CkIDgrCxs2bNCFI+zihVCoREBAA/3fv8Pr1G4SGhiAsLBzx8XEgIggAbO3tkdfVFfnzu6F4ieIo7OEBj8KFdTqv8zb8NA5YnyCKIvz9/TFq5EjkyeOClatWwsHBwWhDlnbBSkpKgr29fZYpANIumJqaig3rN+CXAwcwZ+4cNG+R9UPFv0VE+OOPP7Bj+3bs2r0bdnZ2Wf57ePXqFTw9PfHLL7/A09NTZ16ePHng5uamM+1TPidgWVlZ4dixY2jRooX+rCyHiBAfH49+Xn1BRNixa2eWvPSdiDB+3Hi8f/8emzZv4hZZA5PqUZVKhYMHD2L50mXYvWc3ypUrD0H24XcsHTOk7//vooD2Mjm1Tv43+ET4J8hkMngU8sCixYsREhyMcWPHITAwEKLWaOLGQiooALB9+3Z0bN8BV65cgVqt1sw3RtrrnZycjI0bNmL3rl34/ocf0Kx58xzZcoWM7yUtLQ2n/ziFFi1awtbWVn+RLK1EiRL47rvvdB764crPzw+XLl2Cr6+vpsz9nYiICERFRSEuLg7+/v5QqVQIDw+Hv78//P39P3iNV69e4cKFC3j06NEH8wAgMDAQSqUSSqUSz58/R0xMjP4imUYQBDg4OGD5Tz/B0tISy5YshTwhwWjL9acQESZNmgi5XI4Vy3+CQqHQTGf/jfZ3eOfOHSxdshQzZs1EmbJlPxqukLFfSXWs9P9PPbSXyYl18r9G7JNEUSSVSkVPnzyl9m3bU6cOHenu3bukVqtJrVaTKIr6T8lUoihqHkqlkvbu2UuVK1aiDu3bU+2atej3k7+TUqnUWc5YSOujVqspISGB5s9bQDWr16BfDvyiWeecShRFev/+PTVv1pyePHmSbb6Lly9fEgC6f/++/iyNt2/fUr169cjKyoo8PT3Jzs6OatSoQfHx8Zpldu/eTe7u7pq/L1y4QHZ2dvTnn3/SypUrycXFhQCQo6Mjubi4kIuLC8XFxRERUWhoKNWvX5/MzMzIw8ODrKysqFy5cvT8+XPN61H60Yp2795Nbm5uBIDKly+vMz+zSWUlJDiEevXsRdOmTqPkpOQst2+Ioki3bt2iBvXr0/p160mpVBpFXapPu840trpTn3Zd+uDBQ2pQvwEtXrSYlCk5ux41Bhyw/oG04wYFBdHA/gOoZvUadOzoMUpKStJUDN9iJ9YuVEqlknbu2EFlS5eh1atWUWRkJM3/cR59V74C7di+nVJSUr7puuqT1kOlUlF4eDiNHjWKalSvTidPnDTKyjaziaJI9+7do1YtWlJCQkK2+T4+J2DNnDmT+vbtqwlEcXFxVLBgQVq/fr1mGe2A5evrS46OjrRz507NfCIiMzMzOn36tM40IqJ69epR/fr1KTw8nIiIEhISqFevXlSsWDFKTk7WLAeAihUrRtevXyelUklBQUFar/JtSOU9wD+A2rdrT5s2bqS0tDT9xYya9BlOnTpFdWrVph3bdxhdyJLqp+TkZLp+/S+dut4YSd/p48ePqW3rNjR50iSSy+VGu745CQeszySKIsXGxND8efOodMlSNPGHieTv76/TmpUZO7T0PlKhio2Npfnz5lP5suVow/oNlJKSQmJGi9bGDRupQvkKNHXKFAoPD9dZz8xYV33a6y2KIt2+fZtat2pNDes3oKtXrxp1JZaZ1Go1HTlyhAb075+tvhMpYDVv3px69Oih85CCQmpqKqlUKs1z5HI5FStWjKZMmaKZJgUsf39/yp8/P82dO1czT/KxgPXw4UMCQE+ePNGZHhsbS5aWlnT06FHNNAA0e/ZsneWMgVR+Hj54SPXq1qOrV65muf1DFEVKS02l48eOU/Vq1Wn16jWUkJCQqfXop0jfr1KppE0bN5FnCU+aNXMWxcXFGV1Z1K7LHz16TG1ataZxY8ZSXFycUa1nTsZ9sD6TIAhwcHTEhO+/x+o1a/Dy5QsM7D8A+/buQ2RkpOYcuPgvbjz8uaTXpYz70t29cxdDhwzFhQsXMGfuHAwY0B/m5uYQBAHm5uboP6A/Fi9ZjIcPHmJg/wHw8fGBUqnU9H36Wuv5MdrrHhcXjy2bN2P82HEoUKAAtu3Yjlo1eQBNbTHR0XB0zAVkw07ApUuXRuXKlXUe0mc0MzODv78/Vq1ahe7du6NIkSIICQn5YF+Nj49H8+bN0apVK8ycOVNn3qc8efIE9vb2KF26tM50R0dHeHp6wtfXV2d6xYoVdf42BlIZKVe+HIYMGYxly5YhNib93qlZhSAIMDE1RZs2bbBkyRLs3b0bP86di7i4uG/ax1WqE0VRxL59+7Bt61aMHj0aF86fx9w56ev3LerOj5HeX61W4/79+xg5fARKlS6NOT/O1bnAiX1bHLC+gCAIsLS0ROMmjbFx0ya0at0a69auxdAhQ3Ho0CHExMRArVanhyytGw//F9qFnjI6PwcGBmLpkqUYO2YMrCwtsGbtGrRr3x7mevd9Mjc3R7NmzbB23Vp4eHhg8sRJWLRoMYKDgyGqdW+M/LVov0dKSgquX7+OEcOHY/eu3fDq2xdLli6Bh4cHZCbceVJbcrICJjKTr759vgUvLy/88MMPOg/pFkUbN25EhQoVcP/+fTRo0ACXL19G48aN9V9Cs6+Eh4drLub4JykpKZ8c2sDCwkLT6Vpi7EM8dO7SBY4ODvjll18+2lHfmAmCAJmJDHXr1cX+Az/j6ZMn8Orthfv37uvUGZmx72u/V1paGtavW491a9Zi6rSpGDFyBPbu24vnz55h+NBhOhdMZMa66dP+TtLS0nD06FH06d0bzVs2x5y5czhcGRv9Ji32eaSm5DevX9P0qdOoQrny1LB+A1q7Zi29ePGC0tLSNKcP9U8j/l3zrTRPen3pkZaWRk+fPqVFCxdRpe8qUqOGDenn/fspRZF+SvDvXlOtVlNaahodOXyEGjdsRNWrVqNNGzfR+/fvP7p+/4X2Z9Re9wcPHtC4seOoTKnSNGTQYHr69KlB3i87UqvVtGvnLho7Ziyp1Wr92VnW5/TBcnJyonXr1ulMq1evHk2ePFnzt3SK8N27d+Tq6kpjxozRWZ4+cYrwzJkzJJPJKDY2Vme6Wq0mV1dX2rBhg2YaADp79qzOcsZEKl+3b92murXrUHh4eJYtS6IoUkR4OM2aOZOqVK5CC+Yv0HRpMFS99DHa9ZRKpaLAwEAaMngI1a1dh87++afmtLUoihQcHEzDhw6nenXq0rFjxyg1NfWrrps+/To1NDSUJk2cRNWqVqMDBw6QIlmRKevBvgwHrP9AFEUS1WpSKBT08sULWr5sGbVp3YaqV6tOvXv2po0bN9HtW7cpJCSEUlKUpFKpSK36MNBoFxztUBIZGUm+vr60a+cu8urjRTWqVacO7TvQ9m3bKDQ0lFQq1WcXKlEUKS0tjUJDQ2nN6tXUtEkTatSgIS1buowePXpESUlJ6ev3hZWatMyHn0FFERERdPbsORoxbDhVrVyFevfqTadPnaJEeSKps1FwMDS1Wk2///479erR64u2sbH7p4ClVqvJ3Nyc9u/fr5kWGBhIVlZWHw1YRES3b98mGxsbWrNmjWY+EZGdnR3t27dPZ1pycjI5OTnRggULdKYfOHCAzM3NKSAgQDPN2AMWaZXpfn370tYtW7J0mRJFkRQKBZ09e5a6dOpMjRo0pB3bd1BYWJhOvfK59dLf0a9zo6Ojac/uPVSnVm3q7+1Nz589I1Vams77iKJICQkJtHnTJqpdsxaNHzeO3rx5o6kzDbFen6K9vklJSXTitxPUonkL6talK92/d0/z/sz48ECjBiB9hUSEiIgIPHnyBJcvXsLt27eRnJwMG1tbFHB3R5GiRVGwQAHkzZ8PDvYOsLP//+CRSmUqYmNjEBMTg4CAALx7+w7v3r1FbGwczExNUaVqFTRr3hwVKlSAs7Oz5r2/pDlYez0DAwNx9s+zOHLkCJISE+FZsiQaNGiAqtWqwtXFFdY21jAzMwPp3QhU+r/2a0lSUlKQmJiIN2/ewOeqD675+CAmNhalSpVC9+7dUK16dU0T9pesd05DRHj58iVGjxqF/T//jDx58mSL70saaPT+/fuf7N/Uo0cP/PXXX5g8eTJEUcSOHTtQpEgRvHz5EjNmzECPHj0+GGj02LFj6NGjB44ePYrWrVsDANq3b4+HDx/Cy8sLDx48wLp161C4cGEcP34cvXr1QosWLVChQgX4+fnh0KFDWLJkCcaMGaNZD0EQcPbsWTRt2lQzzdhIZe/ChQtYvXIljhw7BnNzc/3Fsgzp9Fd0dDT++P0PHDjwM2QyE7Rs2RLNmjdDoUKFYGFuDmSUBalMfE7ZkF5b++/IyEhc87mGX345gLjYOPT26oOOHTvCwcEB+MjrEhFUKhUeP3qM1atWISAgAF27d0O7du2QL18+nTGi9J/7b2jXsSkpKXjk+wjbt23D6zdv0LlzJ/Tq1Ru5c+cGBMO8HzM8DlgGJooihIxbEiQnJ8PvzRu8fPEST54+wVu/twgICERCQjySk5M1BZIAkCjCxMQEdhm3JihWrBjKVyiPkqVKwdPTEw4ODl+l8CYmJuLWrVs4f/YcLl26BLlcDg8PD5QpWxalS5dGwYIF4ebuBltbW9jZ2cHMzBwAISkpCcnJyYiOjkFQYCD8/Pzw5MkTvHzxAtHR0ShRogSaN2+OBg0booRnCb732BcgIsTFxcG7Xz9MmjwZNWvW1NxBICuLjo7G2rVrMXToUOTLl09/NiANOLtxIx48eAAXFxcMHjwY+fLlw/r16+Hm5gZvb2/4+vriwoULmDBhguZ5hw8fRlBQEMaPHw8AiI2NxapVq/DmzRt4enpi9OjRyJUr/aKBp0+fYu/evQgMDISLiwu6d++OmjVral4LAObMmQMvLy8ULVpUZ7qxEUURCoUCjRs1wq7du1GiRIksv69IYSgqMhLnzp/HkcOHER0VDc+SnqjfoCGqVa0K5zzOsLW1hYlJej/Fj9WN2gFFEATNDYvf+r3F+fPnce3aNSiVSrRp0wadu3RGwYIFP3gNfdJrJiUl4dzZs9i+fTvSUtPQqnUrtG7TBu7u7pqQ+7F1+jv6AZAyRvB/8OABDv56EL4PH6JOnTroP3AASnqW5H6rWQAHrK9Ev3CnpaVpHqnKVMQnxEOVpgKQvpwgk8HG2ga2drYwNTWFmZnZvy6oX0IqyGlpaZAnJODFixe4e/cenj19irCwMMTGxiI1NRVqtRrm5uYwNTMDAKRkdAg2MTGBtbU1nJ2d4VHYA+XLV0ClypXg7u4Oa2trCBmtVV9j3bMzURSxcMFCKJKTMW/BfP4O2UdJ5Xf0qNGoUqUKvPt7Z5v9hIgAApSpSvj6+uLihQs4f+48YmNjkT9/fniWLImSJUuiYKGCyJcvH+zt7WFlZQ1BSH9uYmIi5AlyBAUHw//dOzx98gSvXr1CbGwsKlSogLbt2qFuvbpwdnb+4vIl1e9yuRznzp7F3j17ERISgspVqqB5i+aoXr06cufODTMzMwgZP7g/Vo9L20+arlKpkJaWhlevXuHihYu4cOE8IsIj0LRZM/Tq3QulS5fmOjUL4YCVSf7t15xZhUg/EKakpEAulyMhIQHJyclIiI9HQkJCxhU0AszMzODklBs2NrawsbWBnZ3dR0//Zdb6ZzdEhCePn2DUyJHYtWc3ChUq9MF3y5hUbg/8/DOu+VzDug3rs3wLlj4phAiCALVKhbdv3+LRo0d4+OAh3rx5g8DAQCQkJECpVMLExEQTaNRqNSytLJHLMRc8CnugbLly+K7Cd6hYqaLOvRz/S5mSvv+0tDQ8ePAAp/74A+fPnUdcXBxKlPBEpcqVUKZsGbi7u8PV1RXW1tawsbGBkPGjOzExEQkJCQgODsZbv7d48OABHvn6Ijo6GhUrVUTrNm3QpEkTuLi4cPnPgjhgsY/6nN1Cqsj0p7H/jjL6e0yZNBnWNjaYPWe25uDBmDa1Wo07d+5g1sxZOHX6lOZ0fHakE7bUaqhUKqhUKqSmpiIhIUFnyA5TU1M4ODjAzMxMc1YAGXWUocuRtF6iKGZ0DfHD3bt38fjRIwQFByEyIhJKpRIqlQrmFhaQZQQsURRhbmEOezt75M2bFyU8PfFdxe9QqVIl5M6dWzOuoaHXl2UODliMGSkigt+bNxg0cBBmzp6FBg0a8M1W2QdEUURISAg6d+yEv27eyNYBS9u/OXR97bIjrRMRQQCQplIhOTkZCoUCqUol4uLikZqqBAAIggz29nawsbWFhYUFrKysYGVllTHvv7eusW+PAxZjRoyIcOjgIWzduhVbtm7hU4XsA6IoIioqCk0aNsb1m3/B1taW9w8joX14/ViLvz7ebtlL9jpZz1g21KFDB9SvXw8Tv/8BYe/DNKcjGJOYmJhALaafMmPGQ/oxpN0i9XcPlr1wwGLMiAmCADNzM4yfMAHFihfD6NGj8O7dO82tkzhoMWR0sjYzM4OFhYX+LMbYN8IBizEjJwgCrK2tMXPWLFSqVBnDhg7D5cuXoVKpOGQxAIA8QQ4rKytNp2jG2LfHAYuxLEAKWRMnTcSQIUMw/8d5WLp0KSLCIzRXL3HQyrkCAwORN29eDleMGREOWIxlEYKQPv5Yl65dsGHTRgQFBMLb2xsHfj6AmJgYDlo5EGUMWfDo0SOULpM+CCVjzDjwVYSMZUFEBKVSCZ+rPtixfTvi4uLQpm1btGjRAgULFfxwzCwBAPFVStmNFKp7dO+Bvv36ok2bNryNGTMSHLAYy6KkopucnIw7d+7g119+xevXr+Hu5oZ69eujStUqKFCggGaEfehdBs4H4qxPFEUEBwejc8fO+P2Pk3BxdeXtypiR4IDFWBYnFWGVSoXg4GDcvHEDV6/6IMDfH6Iows3dHUWLFoGHR2Hky5cX1apVh7VN+n0iWdYlXeCwadMmPPL1xbr163PMIKOMZQUcsBjLJqSiTBn3YYuNjcX70Pd4+fIl/Pz8EBgYgFs3b2HDpo2oXr06B6wsjoggT5CjQ/v2mDVnNurXqw9BxtuUMWPBAYuxbEo7cAmCgKjIKAzo3x/Lf/oJJTxLcMDKwqTWq507duL8+XPYsWMHrKyt9RdjjH1DfBUhY9mUkDE6tEyWXszTVOk3l+XTSFmbFK6CgoKwa9cujBkzFpaW6fewY4wZDw5YjOU03HCVZUmtkikpKZj/4zw0aNAAlatU5lODjBkhDliM5RBmZmaQmZhArVbrz2JZgNRyRUTYsmULIiIjMX7CeJibm+svyhgzAhywGMshrKysYGpigsjISP1ZzMhJLVeCIGDf3r04fPAQFi9ZDEdHR/1FGWNGggMWYzmAIAiwsbGBm7sbXr54qTlgM+MnbStRFLFr5y5s3LARK1ethKenp6Z/HWPM+HDpZCyHICJUrFgJ9+/f51vqZAHapwTlcjnm/TgPu3buxPoNG1ClalUOV4wZOS6hjOUQgiCgarWqePXqFSIiIvRns39BOwRJofW/Blft11SpVPB96Avvvv3g9+YN9u7fh4qVKvIQG4xlARywGMtBihcvjlyOjrhx46ZBwgAD1Go1jh45iqNHjyIpKQkk/ruwpR+s/N/5Y+6cuRg5ciSaNG2KzVu3oECBAhyuGMsieKBRxnIQEkUc+OUX/H7iJLZs2wobGxs+YP9LUhh6+fIlevXoCec8zjA3t0C7du3QtFlTuLq6wsoqfXyqv/uOpSpYFEXI5XI8e/oMR48ewa1bt1G7Vi0MGTYURQoXBjLGNWOMZQ0csBjLQYgI0dHR8OrdB6PHjEGLli00A5KyL0NEUCqVGDp4CMqWLYuRo0fBx8cHRw8fwcuXL+CaNx8qV66McuXKwaNwYTg6OsDMzAwmJiYAgLTUNKSmpSI8LBwvXrzAgwcP8PTJE6hFEU2bNkGHjh1RrFgx4B8CGmPMOHHAYiyHISIcOngQ+/fvx7bt2+Hk5MQh6wtJrVf79+/Hz/v349dfD8LO3g7IaIl6//49fH19cfvWLTx79hyxsbGQyQSYmpjC3MICRASFQgGAIAgyFHB3x3cVK6J6jeooVaoUrK3Tb8bN24SxrIsDFmM5jHRwHz1qFIoVK47vf/geZmZmfDD/TFK4evLkCQYNGIi169ehWrVqOt+fVK1Ky8rlcsgT5EhISIBaTB/o1cLCAg4ODrC3t4eVlRUo456R4BYrxrIFDliM5UBEhNcvX2HYsGEYN348WrdpDZlMxgf2fyAFpujoaPTs0RM9evTAwEED//F7+6dq9p+ezxjLevgqQsZyIEEQUNyzBKZMm4qfflqOe/fu/asr3wxNen/th7GQ1iUxMRHjxo5Dxe++Q79+/fQX+yjpdN+nHoyx7IcDFmM5WJMmTTBkyBBMnjgJjx49giiKwGe0uHwN0nsSEa75XENMTIzRBC1pHeRyOaZMngIba2vMmjMbpmamHJAYYx/FAYuxHEpqPenWvTu8+3tj3JixuHz5sk7QySza7/X7yZMYPWoUvp8wQee+iZm5PtqkcBUfn4DJkyZBoVBg8dIlsLW15XDFGPskDliM5WCCIMDU1BS9+/TB9z/8gNkzZ2Hnjp1ITU3N9NYjIsLJEyexfNlyzJs/H7lzO2HEsOEIDAz8ZqFPeoSEhGDE8OEQBBmW/7QcuXLl4nDFGPtb3MmdMaYJLg/uP8D0adPg5u6OadOnwcPDA9Bq7TIk7dCkVCqxZ/ce7N+3D9NnTEeTpk2RqkzFqlUrcfrUacz5cS4aNGgAaHUIN/T6aJOClSAI8PHxwfx581CjRk18/8P3sLe3/6rvzRjLHjhgMcY0iAixsbFYs2YNzv15Fr1690Kv3r3h4OAAGCjc6LdGvX37FkuXLEV4WBhmz5mNCt99pxmMMzU1FadPncbiRYvQpm1bjBw1UifgCADwH9ZFnxSsAEAul2PL5s048dsJjBozGu3bt4eFhcV/+uyMsZyDAxZjTAdl3Avv8ePHWL1yFd75+6N3715o36EDXFxcAL2A9TmBQ7uakf4fER6BvXv34Pix42jWvBlGjBwJJycnyGT/77mgCWF+flgwfyH8A/wx4fsJaNasGUxNTQEDta5phz5VmgoXL17A6tWr4erqikmTJ6NkyZIGeR/GWM7BAYsx9lGUceru9u3b2L1rFx4/eoxatWqhbbt2qFylCuzt7SAIQno4ofTmJO0Aol21SMulpqbi4cOHOH7sOC5dvIRKlSpi6PBhKFOmDExNP31FnrQu586ew5rVq2Fra4shQ4eiQcOGsLAwB74waOkHPkEQoFQqceXyFWzdsgVxcXEYMXIEWrRsCSsrq89+XcYYk3DAYoz9LalFKzAwECdPnsSfp88gLCwMJTw9UbVqVZQpUwaFChVCrty5YGdnDxOT9BYohUKBhAQ5goOD8Ob1G9y6dQsPHzyAqakpWrZqhU6dO6FYsWIwMTH57ABDREhOTsbvJ09i+/YdSFEo0L59e7Rs1QrFSxTXvJZ+uJOeK/0rk8lARBBFEa9evcLpU6dx4rffYG5mhn4D+qNdu3aaqwQ/d90YY0wbByzG2GehjP5JoigiNDQUD+7fx507d/HyxQsEBQUhISEB0Ao0KpUK1tbWcHZ2hqenJ6pUrYoqVaqghGcJTWvVvwkvUpWVlpaGO3fu4NiRo7h46RIsLSxQqXJlVKlSBcWKFYObuxtsbW1hY2MDAEhKSkJSUhKCgoLg98YPd+/cwf0HD5CcnIxGjRqic5cuqFKlCszN/98ixhhj/xYHLMbYF/vgFBsEKFIUUCqVQMY8mYmJzlhRUsvSvw1W+rTXQalU4unTp7h35y58H/nizes3iImJgUKhgCyjw7xapYKNjQ1y5cqFYsWK4buKFVGpciWULVtWE6rAwYoxZiAcsBhjBvGpqiQzAgsRpQc7rRAniiKSk5OhVqkACDAxMYGNbXprFvTWKzPWkTGWs3DAYoxlSx+r2jhIMcYyCwcsxhhjjDED41vlMMYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYMzAOWIwxxhhjBsYBizHGGGPMwDhgMcYYY4wZGAcsxhhjjDED44DFGGOMMWZgHLAYY4wxxgyMAxZjjDHGmIFxwGKMMcYYM7D/AQbN2KBVTEHOAAAAAElFTkSuQmCC[/img][br]
★☆☆[br]Gegeben ist der Term (4 [math]\cdot[/math] 3)[sup]2[/sup].[br]Welche Umformung ist richtig?
★☆☆[br]Gegeben ist der Term (24 [math]\cdot[/math] 13)[sup]9[/sup][br]Welche Umformung ist richtig?
★☆☆[br]Welche Hochzahl muss an Stelle der Pflanze (🪴) stehen?[br](9 [math]\cdot[/math] 5)[sup]3[/sup] = 9[sup]3[/sup] [math]\cdot[/math] 5​[sup]🪴[/sup]
★☆☆[br]Welche Hochzahl muss an Stelle des Kaktusses (🌵) stehen?​[br](16 [math]\cdot[/math] 5)[sup]​7[/sup] = 16[sup]7[/sup] [math]\cdot[/math] 5​[sup]🌵[/sup]
★★☆[br]Welche Hochzahl muss an Stelle des Pilzes (🍄) stehen?​[br]12[sup]5[/sup] [math]\cdot[/math] 27[sup]5[/sup] = (12 [math]\cdot[/math] 27)[sup]🍄[/sup]
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