ビューアーとしてデータの可視化でグループ化値を選択する
データ可視化のビューアーは、可視化内のデータをグループ化するための値を選択できます。
データの可視化が代替のグループ別値で構成されている場合、ビューアーは適用する値を選択できます。編集権限は必要ありません。
注:
代替グループ化基準を構成する手順は、関連するデータ可視化のデータオプションのトピックに含まれています。
データの可視化の [その他のアクション] メニューで [グループの変更] を選択して、グループ化値のセレクターの表示を切り替えます。可視化の編集者は、セレクターをデフォルトで表示するか非表示にするかを設定できます。
![データの可視化の [その他のオプション] メニューでのグループ化値セレクターの表示と非表示を切り替えます。](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANQAAACACAYAAABzwUf5AAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAAACQAAAAAQAAAJAAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAANSgAwAEAAAAAQAAAIAAAAAAoxxnkAAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAI+JJREFUeAHtXQdgFcUWvUleCim00EFI6L2KoBR7AYT/lSZg++qHr6ICKoooohQVRARFQZoKShOlKhAUBFEBEVDpJnRpoQZIJ/+cu9nkJQQILy+B8GYg773dnbZn75k7c2d2rldMzJkUMcEgYBBwCwKOw9HH3ZKRycQgYBAQ8UpBMEAYBAwC7kHA2z3ZmFwMAgYBImAIZeTAIOBGBAyh3AimycogYAhlZMAg4EYEDKHcCKbJyiBgCGVkwCDgRgQModwIpsnKIGAIZWTAIOBGBAyh3AimycogYAhlZMAg4EYEDKHcCKbJyiDgMBAYBPIzAlyKmterUb29vS4ImSHUBaExF65mBEikxMQkOXeOhMrb9d0klMPhEB+f8zt4ZrX51Sw1pm5ZIkACJSQkKpmyjJBHJ/38SCqfDKWdT7EMl82BQeDqQyA5OfmKk4moJCUln6cdDaGuPnkxNboEAsnJedvFu1B1rO5mxquGUBnxMEf5AoGrg1AWVBnrYgiVLwTIVDK/IGAIlV+elKlnvkDAECpfPCZTyfyCgCFUfnlSpp75AgFDqHzxmEwl3YmAFxY6eHt7ixd/uDkYQrkZUJPd1Y0AScSFFadiTmMu65wSy501NkuP3ImmyeuqR4BKafbcRbI4YrlUqlhBnu7+iISEBCu53FF5o6HcgaLJI18gwG4eNdOCbyNk1959EvH9Ctm0edt5y4dycjOGUDlBz6TNVwhwDWBQUKBc37CuOLAGr2zZUlK8eKikoOvnrmAWx7oLSZNPniEQH5/g8lo+aqnYuDjZviNKioWGSjmQimsDXQ3+/r4ZxmGGUK4iadJdMQRyQigaJfgXGxsnAQH++pvGCVdDZkIZo4SrSJp0+RIBkumb+Ytk/sIIqVIpXP7334ekSOFCxiiRL5+mqfQVRcAySsTI3PmLZe8/B2TpspWy8Y9NxihxRZ+KKTzfIqBGicACMErUkwA/P6kYXkHCw8q7TTsRGDOGyrfi4bkVz+kYKikpSSKjdkthdPVKlyrhVqOEGUN5rlx67J37+vrCulda/GGUcPd+FIZQHitWHnrjMEpMmzlHFi7+QY0SvZ5+XAoVKui2bp+Z2PVQufLE26ZR4uzZs7LkhxVy+Ei0rFy1WtZvNEYJT5QFc89uQIDzTSHBQdK4YX0pEBAgFcqXk7AK17lNO7GKxijhhgdlsshbBHJqlEhMTJTde/ZLICx+HEuZlRJ5+/xMaVcZAjkhFG+Fk7vcT48GiZyQiXmZlRJEwQSPRoBEouk8N4IxSuQGqiZPj0Ug22Zzd9vrPRZxc+M5RoCymNfyyG5idsJFCZXXlc5OhU0cg8CVQMCZCxcjVwZCOSe6EpU2ZRoE8gMCzjyBsswQHM4Xna9c6LxzHPPbIHAlEKAQX0n5zKyh7LrwvNFQV0IiTJk5QoD+mXLwTmCOymZiZwI5D614XgllR3AuKfO5zMfOcc1vg0BeIkBCUR7zQiYtwmQ0SNgayna4xnrY57Ls8vEi1z2ZYBC4WhHgxCznkixi5X4tnSnFYRNJ7exszSZ3WpfPYplAlaZI5M698nfkbolLSDi/puzAmmAQuAoQoCRyxyKIbK4FZyIJDrAjhZQsESp1a1XDKvUQXWlBBWRrKC+wPLU6KRIXl4Bl7T/K0eMnpFJ4eWsTi1yrqsnYIJD/EKA+OXDoiBw6HC2339xUalSrqErIJpV2+aidfNDFW7ZitcTDd+kjXe+TwAIB+e9uTY0NAnmEwKatf0vED6sktGghKV4sVFesc5jkbXX1vORw9DHZve8faXN3S0OmPHooppj8i0Ct6pXxgmKYrNuwGTdhdfLIJSUURnZy/PhJ4avBRYsUzr93aWpuEMhDBCqGXycHDh5R7cR3rdT5AFl1Dn9J2D3THljlYZ1MUQaBfIuAw8dbjRKW82pLS6WNoUgsEwwCBoHLQQDzYYhOzWQPnRw8oGZKSXF9O9rLqYKJaxC4phCAIiJ3qI/IpdSJXXT7ctOYf00haG7GIJCOgK2hOEPFkNrlS1+flB7V/DIIGAQuiQA1FJUR+MRuX5qGsk1/l8zARDAIGAQyIECjHvVTBkKZLl8GjMyBQSBbCLDLZ9kfvJVQ1gpYnjXBIGAQcBkBaifVUMzBYln2WXX02DHZs2evpeZSq8BlFwULhkiZ0tgz2t//sir2D1yL/LbudwkODpbmzW4SPz/fy0p/scinz5yRyMgoOCgO1/wvFtdcMwhcNgKpRLLncJ3GUNnPKiLie3muT18JCgwSb0xuIU+EFHiFi5XKlSrJu8OGyA2Nr89Whtu2bZcHuj0q+/bvl3p16siCeV8hnfsI9ddfm6VLt0dk2tTJ0rRpk2zVyUQyCLiKgPX6RiohsptJIt5DSUpKlqFDBkqN6tXUypGYlCgbNvwhQ95+V/q88LIsWjgnWxph1S+/yiGs3p0x7XNpWL8+Vri7d1Eu5wbi4uJTSZ/dOzTxDALZR4BdPetFRJjN05NZdvT044v/cjgcUqd2LalVs0ZaxMbXN5Ij0dEy+sOPZefO3VKnTi29Fh19VFavWSvHjh2XmjWrS6OGDfT8VminX35ZIyEhQXLm9BmJj4+XLVu26kQzu2rbtu+Q5jfdKBUqlJczOP7l1zXQZP9o963JDY0zdA3/2rRZCe2L7mLtWqxX9bR6eeNlNOb906pfZNeu3doINMT+1raaTotofhgEXEIgnTvWK/AuZQI2OnwypEzAqx9btm5XLRMcEqzX1v62Tp7s2UtOgzCFChZUQnTr2lmGDnpd5s1fKEvQfUxITJDXXh8kg98YIAu+WyQrV/4MT92xcvjwERn+9mBpe29reeyJJ/HSY5SUKlVS9u7dJy1bNpMPR42QIkWKyJSp0+SVVwdK2bJl5Ay8K5C4/V56Xno+1SN1uk2k/+tvConthwXA9LzQ65mn5GXEMaTK8AjNgYsIUEsxOGmo7OfEtxb5+vG48ZNhhCiFhNw0I1l+Xb1WFi9ZKj2f7AGvBuUlJua09H7+ZaxgLyLzvpklJYoXk2/mzpennu4tjRs1kF7P9tTFhV98OVMWzJklpZDX7DnzZNfu3TJ08EAdh4WHVZB+IMv+Awdk4fzZUrVKZVmNcjpj3PXxuAny4vO95JMJk+Wmm5rK9C8+RfcuTp7t9aLMmDlbuj/xH4zxfITaLiQoWKZ8OkHfXen1/EsybsIkefSRB6W01j/7925iGgQuhoBrhEKHkeOo779fBg8GgXLw0CHZu2+/VK5cScaP+1A6tr9PW3526db9vkHeGvw6Xg85Dg0RLVUQJxy+TRcsXCQdO9wvAbAIUkuEhIRA4zmUYGFhYUqGAgUKyIEDB+WHZcvlvn+1o8FfNqFrR63UoH5dmTNvofR9obcUB1F/W7deu5otWzST4e8MET9/P30dRV+RTj4n/wW5KoaHKRZtWt0tEUuXaZ0MoS4mHuba5SLgEqHOYTEgiTB+3BipV7e2nDx5Sl5/Y4h8PXeeFMCbvnyvioFEC4DbxTFjx0ObTdLXREie2Ng4Na8zjq0qaTxg4Dc9ypFMDDTRs7s4f+G3qv1YNvNIiE+Q0mVKYWyUoN3HF19+VQYPfUeND+HhYfJCn2ekc8cOmn9wUCD2ASjO7DT4wWEx87DLts+bb4NAThFwiVAslAJJsnDOqQSEdfg7g7G5y055umcfKVumLLprjWDlC5LExCQZ9tZgadH8RrUMcr6KJKHDK4asZr/8IfB2ILFY1jNP/08eerCLJGKcxjxOnDyp4yPOWZUsWVK+nDIJL3sdkhUrfpIvps2U53q/pAYTkpvpmcYOhkg2Eubb3QikS5kLOTsLJidlaWjgi4qvDRwE14uxUrVyZSlWrCg0S4QULVpUDQq01j34yOMy9pOJWmK6fSS9As75lipZQq1y3y1aIiQajRIk8nO9+0r/AW/K0aPH5JY7WslQmOs5vnri8Ufl5b591PUjr3GezASDQF4h4HCw64PSfLKS7AvUggaJM2fOavfMOcr1jRrKsz3/J6+9+oaMGj1GrWgvYYzTf8AbsO4d0PHTosVLYNVLks6dOmjSBHiTI/lsEnHOKBaGBTsEBQUpQbo/+Yy0bnu/0Fy+YuUq2b17j0wc/xG0Uwm5647b1EBxBNa7kiVKyNwFC+VGTOI2aFBf/vpzk1r+klO7lMyXc2j0tWp3M+2yzLdBIKcI+LTv2WdgdHyS7I8+IWdhbm5Y35o7uljGyRDIokWLyK03t4QxwTKP2/HrYrVDMAwM1CKc66FgN4RgHzp8WI7CbN2k6Q3aPaxdq6YmoXGDWqcZrHTsntGEXrNGdWl8fUM7S9U8t7Rsod28/VimVB2TyUMGDZBbb7lZu3M3t2yueezcuUuOoyt4z913yBsD+msdSRp2S2++ubkULmztl3EOWpRGEKZjt9QEg4ArCBzDPixRO/dI7ZpV0oYVXuXmbkjxxkC/1LHD8rQjRh5+yNIcrhRg0hgEPAmBHdgMNuKHn+SB9q2UULRSO8r4YnI2xUuKOLAmz5PQMPdqEMgFBBzf3FBWxy9RUcmydcuJXCjCZGkQ8BwEHCG+1otRBYw1zHOeurnTXEPAwdfhuQzJdPdyDWOTsQchYCZpPOhhm1vNfQQMoXIfY1OCByFgCOVBD9vcau4jYAiV+xibEjwIAUMoD3rY5lZzHwFDqNzH2JTgQQhkIJTTGw4eBIG5VYOAawj4+Z6/ojztfSiS6cixczLvhzi8Z2RmpVyD2KTyFAS4+fKJY3F4zy7jHacRivut7NmfJDOWnxK4kZLEZDPbmxEqc2QQsBAgiby8HRIadFoeuDOjlkojFKMyYgF/L/x5S5UKvuKLq9Y26AZKg4BBgAjg9UE5FJ0sew+m4IXXjGTi9QyE4olkrEUKLewjg54rLIVCsJsR1yWZYBAwCCgCDryVMX3BWXn/89NZInIeoRiLLMTuWxIXm4AX/gyhskTOnPQ4BKhbQov6KjcudPNZEoqRmTgZH8kcS5lgEDAIKCe4k8LFGJHJRmFQMwgYBHKCgCFUTtAzaQ0CmRAwhMoEiDk0COQEAUOonKBn0hoEMiGAbfksW7r9nem6OTQIGAQuAwGHvckk9wi/3OAD27q9wT83quQxvxOxeaUduNce98ZLxl54JrgPAS8vb+xj6FCnDXSIYMLVgYAjHnuF04s19yDXCahs1osb7h+Ai5mI75fIho3rJR67vYaHV5S777oHe4rXVhLFxp6VKV98jh1jq2Ajy+aGVNnE9lLR2HDt2bNHFnw7T+5t3U7Kly9vsL0UaHl03btI4YJSpHAh7KAaaE0+ZaNgkmn1ml+l60MPyFtwHXPw4AHdPnnGrBnS5cHO8AH1NbwL+qkrzomTx8vPv6xS7ZWNrE2UbCDg4+2Dra33wn3PKNm3b28GRwjZSG6i5CIC6rSa3TR7b/FLlcXWcf/+ffICNuQnaaZNnQnXoLVBGF/Zs3c3HKw9C2+E/aVOrTrwylFSt0FmPD9sqJmU5K0Pnw7b6JOXgWM3u1vIriG9ZPCP3Ua7G8k4/LPryTpwf3V7b3J2O5lnMpy+8RoD4zIOA/Ozu6Y81vTQyHSNk1Ww4zM9y+Ux82N5/GN6b3S5gFpqnVjeOb0Pdm3tep/DMq7kZKsOLJ/nnbu+POecp32f9n2xHBuHzPVkneiPmNja98ZvGxeSjnFsnJmexzzvfC5zvuY4ZwhccKXEhbJ1OHzl20XfwsvgLpk0/lN4ImwkZ+HvKTk5Hl4Lw+WlF/vJyFHvyfETx5VQfIh0tvbeqJGyatVP2IO8tHTq2Bmb/jdV4UpISJCv58zWawcPHYSXw+Jy5513yz13tVJhiYhYLNv/3g7v8lWg+b6Bk4LT0rJFS3mgU1f1IUUh+mvTn/L5lM9k566dUrduPalfrwE27dwMTxz/xX7mReC/6qRMnzkNPnp/VoK0aM70XVQgbeG175f1pSOBL6dPleU/LpeC2AO9Teu2sn3HNrmpaTNp0qQpfF2NhVYvjHL/Uhx6P9dHGtRrKLO//gqeRr6TUzEx8PNbW7o+0E27wfTvO37COPVAct+/2yuxeN+jP3gfjVEduffeNnCPugAuT3fA2UEp+W7xt0qMNq3ayL//db8SmGTMHEiO9Rt+l5mzZ2j3u8kNTeTBrg/rHu5fTJsqx44elR7dn1TCkZw7/t4hU9EF74J6VataPY3smfM1x64j4ILZPEVW/fyTXFfuOhWGOBgz7IcdB7+4Deo3hOvNL+AfqimEIhGttp/MmDVdFi3+TqpWrSp//LlRnn72Kdm6dQsI4S8fjHlf+vV/CZrMDw6qm6mTtl5wlrZi5XJ4R3To+Gz4iGHataSPXhLozcED5dPPJ6lDgu3bt8nj3R+TtevWwsFAY9kMIX++by+Z9fUsdVRNYe7zYi945xgj4WHhWu8RI4fLgDdeVUJTK9jB1oKDhrwhLPO6666ToqGh8uaQgfLe+yNke+R2beWXYtzYf8Ar2pU9deqUapHRuI++/V4QH9Svbp268h0anYf/8yCcd0dBm3nBYdx8jW9rIWqeGV9Nl/UbN+A+vOS339fK28OGyqgPR0rN6jWxZixUXgYuEydPAKHOb/eYD/P44KPR6ga1SpUqSvSXXnlBG43Tp0/L6DGjJDLyb3EgPQk1b/4cmbdgrhKOGtWVEBBAkXEtrSvl5bc05z+pi9wBHyIFNCbmlBRCC83WP3MLb5PL7tqwCxIWFi6fTZoKAS0hK39aLe073Sd/QqtUhv+oAxh/PfdMLziZfgHCKtIpsovc2+4eEGmDOqumMFEY+r3UX+77971y6lScdOnWSZYsXSJ9ej0vs2bPkoSEePny82lSu3Z1uB09KY8+/rB2P33RHVr6fQS8v6+Ujz74GOlb6901vv4GkK63tP93B2nWrDnSWxZOlvM3WvG5EDzm3evZXiCDyITJk6Xvyy+IAxqBgXUqDk06acJnUgYad/fePSrM/3nkMRkAf8C+Di+U1V46de0gU778XPr17a++rajdnYO/n782EFQ+FHovAPDqKwPkvnZtJT4BnhpR+GdTJkuXzl2lIBqTzFjH476pqYcOfgva3At+tGrKqyA6G7x2bf8lYz7+UBZBY9arVx+OvI8pyVvd3VrKli6L/OOdq5Lt3z4+KdC0BYBzrDYu2U7oIREvW0NR6CgY8fFx2jKSZM6Bx764Tk3CwDFEU3TvihcrDiImaJcmNLSYnEELGhBQAN4NR8gdt98pU+G4etCQ4SoQ9E5o93A4LiqJsViDBg3hGjRBAuFytFTp0vh9Wl2Lbtm6Ge5yGkqlSpVBtliQvJDcftsdWja7RL+vX6eE/GnVT8h7kP6t/W01umWn4LF+s17TyPhg/K3btmi9br3ldhAtCd3ZBK1fkSKF015l4T3VqV1XKlxXXgKDguD39y8VfgorhT7mdKxUr1YdXcSbZP16WEDRCEFt2MVk+c10pUuVkWY3NkP6eNUyvI+zcFDHMSu7os6BDRe9O7Zp3UbLPHMmQW5ucQvqHiC//74O/oQraNc4Ag0PHXlv2LAehox9cm+btjr2c84ru7/ZSCbAKpyQEAtSBaBcMxWSGbuMTynz1UzHfIgkC7tOdEAdHX1EhdCORrKdwHjp7eFD5RdY9uiBnaFQoUJpBgDmYZGQApYMD+5jpctDneXd94bDi/wv2h2h76a0Lglbb5DTD11HprVHEsyDgsoxVWCBoLRuJw0BwRByXmfsmNMxmtceaJFt6B7yj75/O97fCT56y2i3SSuJD2oEej2k7HOOR8tDmdQe/v4BGcoIDQ1VkjAOGxfGoTDbWoTl01ncqVMntWtpl+H87WwUYT4cr1ndO8sAUqBAoN7viZMnziMU8yHeQUHBWibT+8EPFss9i+kKTP9Bw7eD/6IojLPWw+1KBEhWUceX7DW4EkggumAdNGiQrFy5DM7DC1zw3lzJ/1pIc1mE4g1TCNhynjhxAnNQEeLr51DrFoU+IMBPFkUsUnLs2r0zTUvxYWcOjB+1czfGUKPl3lZtZcGcb2XW9Nny8ouvWBa0LNI458E8KbAl4F93246t2gqzC+UDV4ybYJCgYJOybPUDAgLl7aHDYJGcCl+8U2XUex9A69whNarVEOdJUaYJCwtTowQNHAEBvvjzVxP18eNwL5pJS7A+TFO2TDktf+++PSCepZ3ZjaQwly5dRvGBnEsciEcSsHGIjY1VYwnHVwzMm0YZal72AGgVjYyKVIEtXrxEGlE1cuoHyzhwYL8KOfP855/92kCEhYWjPinSBONYWlqnzfgCvod/hCO6Vll2HZ3zvNRv1pNGpg4dOqB7vAUNoOUr+VLpPOX6ZROKA+HmzVrADeddIM4wGTl6pFqPKIATJ02Cr9vB8Ax4s7Ru1UaSEPdCgXLElp2TvzRcsOXbt2+vDHnrTdkPwdBW9HwepmcHQrE1vv9fHTDwjpTh772D7tpmDOIn6uCbQsnJapKf5XC+LCpqL/72qFGj53NPaxfIecDPMhs2aKQWxWHvvi3Llv8Iy+Cv8C7/JshgdcPSK2D9onvRWpg2CKsQpkaAP/78E43NcZn86SRZt+43ufP2u6RQwRD4Gi4uP65YDsPEz7Jrzy55d+QwOO8+quMm5sTxE8c5H38yRo6BvGvW/iaffjZJrm/UWPO2x6R2+bx3Pouxn3wMA882vZfRH4yUkOAQdBs5LkwUatF20FJz580BUWOk1T14Ji5qJ7tcfnOag5bTNm3ayOHD+9CwXdZQ3Dmra+73ZSNBzUBNMPjNoTIUQvoBJhcnTPxEW15qLZLt9dcGqsHiyJHDOjeU+ZUsCgcfbGWMezjg/nL6FAjv93quatVqUq9uXVgD/8DbwtacjmobMjA18JhjK7bQrdDq0hAwbvzHMnfuHLTIJaQaxi+H4YKUXb76GJC/9srrMuL9d9EN/VlbemqKAf1fl5swXqELUjswX3ZP3x8xSl4d2F+eeuZ/Ok7hnFpgYKASmPNdjGdrXXaDisA4M2jgYHkFBoEu3TpjkjxYSUUjRYf2HVHXc/Jgt4fljz82yhM9/oM8A9UgUx2ma5JCQ6rGXbZ8mXDcEwPT+3Xlysur/QagsfHLkgjsYiYnn5Nuj3RRTcv2503Ug9ZJ5kttwpUrEyaNV8NEpYqV3NpF42qN1q1by7Jly4BPUWh217qSNv7XwvdlE4o3nYRBObshI4a9L0/2eEqXwfABlitXDoPxGioAHN+wfz/2w/FSGEJqCw5bzSmfToWRogRy8pKBMBS0v78jCHBI56g42D8SfQQt4Al0WxIgiA9J27bt0PWyxid0av1in766MoPdp41/bgAB68u8rxdquvIwFNAsvjhikRSA0YPE7dqlmzRv3kJ27NiOeiRAmKtKVsLFVj/6aLQcRF0+GDlGx2cUZhowlq/8UYnCceG774wQfxVma1DOe2vS5CaZ+eVXshmGjpPQUOFhFeELuIbKCNdJNsMc1sxps/V6AaStU6ce5omigZU/Ggar60gyT4blMDLyb22gOAXBc5m1Cidma9asJdO/mCVlYKDZum2rnILG4LlymM6wycRxYEhIQZ1cZ8PDe6GBwp1hy5Yt0q5dO4mIiNBnFBfn2YYKlwjFB0ItQwGsXrWGmmt5jq02H74tABT4GhAq1SiIz8DuAtf6MT3/eHxD4yaal52+DMYd5cqWU8HgRHCZMmXTCMm8KpQPUwMCu2tLl0bIOBg2RgwbicniJpjP+U1mYn7n9tvu1DEWy2AazptVKF9B68Bju456IvWDLfppaIbHuz+KrmR76fnUs9rKcw6KJKhVoxbqDM1auYreK/O2A4lapEgRaYlJYwb7XmxNRhKUhvCz0WFg+TRC8Dqqkxa/eLFiIHtlHFt1zKqeTBMUGATn3jUVw6ZNblT8qK1sMnFifRe64Z9P/QwNWmG57VZaLdO1sVbCTR9r1qyRjh07yrx583Ev3ijHc+epXCYUnwUf7KWWsdiayX52msbu5th5OB0znk22zL95zEANCQOhEqVz5y7QUhuxFKq3FERrzlUOderUxxxSHyty6mdWgpkhAg5YLlv4F3v3lY8wEbxk6WK13pH0/fu9pqb5i+XjXO/MefM483US2w7UHsEY//AcBT/NymlHyPTtjKNzPozGhmznziidWGYj8fbQ4RhPFUtrlDJl5ZbDJUuWyMMPPyTTpk3HWDAW95reRXdLAfkkkxwR6krfIwW0VMnSmLQdqxOybJXZRapapZqOfS4m/BeqOwX1v0/00LHHXs7/QAuHhYWja5XRxH6h9K6cZzf24QehFTHRzLm5S5HpUmXwvjnJ++nEKdCahdXIkrlhu1QerlyfOXOmdisnTJiIMSTHhpdt83Kl2KsqTb4mFJFkF4yte9269dK6jcmwvLlCJuZHQjFteXQPSSQGEjc3BZIahlZAGlRcrbdWNPWD98AxZ1OsO2Te7sjTOf/Mv2mE6d69u3axOQygMYrd9CNHziKqZ5Eq3xOKD9e5+5P5Ybt6nNtCmLletBZC9t0WiElujZnsSvbo0UMtfFFRUdKlSxesZmkEY1KMGj6io4+jgfNBY+TQcaid5lr/9qzm41p/mnl0f5yUfvTRR2Xs2LHSvn171YDjx49XMm3YsBXd732ye/chTACf0R4Eu7Ak+MX+WPWsruMszl9d6VEh1lb/2fW2v5VQnjl8JAQmXC4CsXhVh2QaOXIk1jBul06dOmmXe/bs2dBMZ2DJLCUlMa4tWLCQmuv5qj6DTRbn8njOClmTjdfsKFmlp1BbcdyTPnNe1rEWofW3ymNZ1jn95AH+7HsxGsoJG/MzawRsYba/W7RogdUZuzD/eBCWzypy2223YQ3kUcxFLcGkMskUovNfnGOjlTElJb3JtvOwLZP2Mb/Tg/U7/VrW6S1ZtuM695ftczbRspc+vQ6Z01s1Sy8P16E1bSKhFI3A9BnGUNbp9Nvirwz3mfGSOfIIBOzW13pjmouPN27cCtO8P7RRWXTrYuSxxx6TRYsWyUcffYQ1fp2w1CtB5xcJT7qQ2mBRuG0B1BipF1iOrjfGMeM4EyQ1in7Z6a362HnxEsuCTQQhd9KzfnSekZJizT+yPOvPmsKhQUa3EbNuj6+iYycdLC5l4Ps1IQV8Meejh+bDAxGAuFBK9c4pOLGxicJXa4KD/CSkVLAufo6OPiotsAolLCxM3xGDQsJSLCwAxtpMCrsl5JZMMSsKvPM5G9bUYvRQ4+AXUznHzW56K5NLp7fzY3zn8nnMOjBkLp8vg3p58b64FUJqHFiTUpCA2lg1FBPx3ZrSxXyl8KEUORGTItMXnpUgJLbgtBKaT89BwCJTqsCkSoFORyT7oznGqn68LZCSkoT32kRubeota9eulZCChWVH5DHZsOWsJJ4LhlR6gxRKCxVYldFUQdWcIXeUL7bsDJRDpQEElumsI+f0OGNLupXg/PR63UrPKJofYllZO5/HJT3JKE7lXyK9D17xWb8pAeRJkfKluNoFr89o9w97mmB6JY1QRTEBGFYOW4Mdj5SNUVVl3IwzrI0JHosAxZkB3/qfx1gmlZwI8z4XLePQC5vWJMXLmg27pNWtxWTqV+skch9aaf9QvAuHNYMwmzOouOLDFmqeAWc0aDYWZ1hMWkg9pccXSm/HT+XAeemZWPPnj/PKJ5k1Z4tPiGjnlxqdX+enxxkfH28JL50gJYK3SVj56piesBYiazrsiZBCZnGQeOz4CflhxWrZfaiU7DsSKkdPor/nXIoWYT6udQSsR24/+NTWHa0wZSQo0BsO+YJALJAKrEhOSsCejCdBLKwThEZy+AXgJdRA8YYGQ4TUxj+dHsxVj1J/2Ffsb2KrWi1Ne1hnbEHMXnqkQUSNy4ytEvnDOsfvi5ZvRWQUhlQFpmn9sL1BmeIiIf7bpWwJH6xlrYTr2E0K/T++guOF1wSUUJzIJGBnsBbu78go2ffP4bSJQeverOztQqyizOc1h4AtyLgxdsHsZ8/BeDyWSIVXKINXdK6XJGwPQDmlzLCFptbiFgLcx4NdOAoh09rCaOHkRBsKkgp75njpcVxLn/5EnIpIPZmedxqzcOX8cqzoKut6D3Y665vxabmkhjuHBckazy4Bb4gqoailbFIRJALE1cvWDL7mgEwIMEuwKoHP1GzM17WCAB+vPld95Nbztixb52C9i4c8pEhxLJGijJhwPgJq5aN1ggBZcwYWSSxgmSC1tUlNy9aHpLJaHjLWhGsFAT5Xbwy6teF0bixVGHjeNKGXetZKKJKEZGJQDYRvnqPWsslmX7Ov89iEaw8BJROYYz9nNrSUBX5znAChuPZu2o139H8byx5ss8eLXwAAAABJRU5ErkJggg==)
グループ化をサポートするすべてのデータ視覚化では、ピボットテーブルを除き、閲覧者がグループ化値を選択することもできます。棒グラフによるチャート化を除くすべてのデータのチャート化では、選択できる GroupBy 値は 1 つだけです。

棒グラフによる可視化を表示している場合は、積み重ね値とグループ値を選択できます。
![[グループ化] と [積み重ね基準] の両方の棒グラフ可視化グループセレクター。](https://www.servicenow.com/docs/api/khub/maps/blzzJ1mjoj27HWq_ZjTkww/resources/Nm4j4p_wAC62ESnYhDNcHQ-blzzJ1mjoj27HWq_ZjTkww/content?v=58939e7b7b0eefdf)
複数のメトリクスを表示する時系列の可視化では、メトリクスごとにグループを選択するオプションがある場合があります。有効な選択肢のみが与えられます。図 : 1. 時系列の各メトリクスのグループ値の選択