{"id":79,"date":"2012-12-20T03:00:00","date_gmt":"2012-12-20T03:00:00","guid":{"rendered":"https:\/\/paulgcurran.com\/skepticalstats\/?p=79"},"modified":"2012-12-20T03:00:00","modified_gmt":"2012-12-20T03:00:00","slug":"on-fevered-temperature-measurements","status":"publish","type":"post","link":"https:\/\/paulgcurran.com\/skepticalstats\/?p=79","title":{"rendered":"On Fevered Temperature Measurements"},"content":{"rendered":"<p>Let me apologize in advance for the brevity of today&#8217;s post.&nbsp; You&#8217;ll see very shortly that I&#8217;ve been a bit under the weather the last few days.&nbsp; It&#8217;s the very fact that I&#8217;ve been on and off bedridden with fever that got me to thinking about temperature and thermometers.<\/p>\n<p>Specifically, I&#8217;ve been wondering how accurate any readings of my temperature have been. <\/p>\n<p>Over the course of an hour or so (I&#8217;ve been a bit bored), I took thirty measurements of my temperature to see just how much any one of those measurements got it right. <\/p>\n<p>Let&#8217;s cut to the chase, shall we?<\/p>\n<p><img decoding=\"async\" alt=\"\" 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X9FUw+goYQF9tT+or+ioYfQUMoK+2J\/UVfRWMvgIG0Ffbk\/qKvgoWt6\/pdHrv3r1nzpyZnZ01MtAS9BVeoK+2J\/UVfRUsbl8X\/4K59vb2vr6+kZGR+fl5I8Np+gpP0Ffbk\/qKvgoWt6\/T09OnT5\/evXt3bW3tQmiDINi+ffvJkyczmUzM9ekrvEBfbU\/qK\/oqmMnnX0+fPt3a2rr4Hm1vb2\/MNekrvEBfbU\/qK\/oqWNy+Tk1Nhfdfa2pqFrKaSCS6urra2trWrl0bc336Ci\/QV9uT+oq+Cmby+dfW1tbe3t433njjo48+0lrPz8+nUqmY69NXeIG+2p7UV\/RVsLh9bWxs3LNnz\/DwMOcPo5zRV9uT+oq+CsbrXwED6KvtSX1FXwWL29f5+fmjR4+m0+nww+rq6t7e3vDxYSPoK7xAX21P6iv6Kljcvu7Zsyd88vXvyymllNqzZ0\/swf6OvsIL9NX2pL6ir4LF7WsymVRKTUxMhB9ev35dKZVMJmMP9nf0FV6gr7Yn9RV9FSxuX+vq6pRSIyMjWutMJnP27FmlVG1trYnZtKav8AR9tT2pr+irYHH72t\/fr7K89tprRobT9BWeoK+2J\/UVfRXMwPnDw8PDnZ2dQRAEQdDZ2Tk8PBx\/zQX0FV6gr7Yn9RV9FYzX5wAG0Ffbk\/qKvgpGXwED6KvtSX1FXwWL29dr1651dHSEZxEvZmQ4TV\/hCfpqe1Jf0VfB4oawo6Mj+\/wm+opyQ19tT+or+ipY3BAGQaCUeuONN4xMk42+wgv01fakvqKvgsXta\/gLX+P\/HvWV0Fd4gb7antRX9FWwuH0dGRlRSu3fv\/\/evXtGBlqCvsIL9NX2pL6ir4KZ\/P2vPP+KskVfbU\/qK\/oqGH0FDKCvtif1FX0VjNe\/AgbQV9uT+oq+CkZfAQPoq+1JfUVfBTPQ1\/Hx8V27dlVVVSUSCa311q1bZ2dn4y8boq\/wAn21Pamv6KtgZs4fXvy0a3g6sYnZtKav8AR9tT2pr+irYGZe\/zo2Nra4r9XV1SZm05q+whP01fakvqKvgpl5\/yb9jxOJwwvhA8VG0Fd4gb7antRX9FWwuH1tbGxUSp07dy7s6+joqFKqubnZyHCavsIT9NX2pL6ir4LF7evg4GD2i1\/7+\/uNDKfpKzxBX21P6iv6KpiB84dHR0e7urqSyWQQBB0dHUNDQ\/HXXEBf4QX6antSX9FXwXj9K2AAfbU9qa\/oq2D0FTCAvtqe1Ff0VTDefxgwgL7antRX9FUw+goYQF9tT+or+iqYyceH5+bm9u\/fr5QaHh42tSZ9hRfoq+1JfUVfBTP8\/Gsmk1FKNTU1mVqQvsIL9NX2pL6ir4IZ7mv4RhO8fxPKDX21Pamv6KtgRXn+taOjw8hwmr7CE\/TV9qS+oq+CGe5rEASbNm2amJgwMpymr\/AEfbU9qa\/oq2C8\/hUwgL7antRX9FUw+goYQF9tT+or+ipYsV7\/GkomkzHXp6\/wAn21Pamv6Ktg9BUwgL7antRX9FWwuH197bXXlFIHDhyYnp6enJx85plnlFIDAwP5fO+1a9c6OjqCIGhpaVnpvzD6Ci\/QV9uT+oq+Cha3r2vXrl38bojh+0vU1dXl870tLS1nzpzRWl+8eLGmpub+\/fv\/M0tjYyN9LStvv\/32z\/Pwm9\/8xvakH1POff1fLz\/7yCPpnH9lv\/71r23fGhfRV8Hi9rWmpkYptX\/\/\/jt37kxNTR08eFApVV1d\/UCLjIyMtLa2\/ulPf\/qvWT71qU\/R17Jy6NAhpdSO7ici\/qxZs\/rJJ79he9KPKee+vnBwV86\/svTn\/+lzn6u3fWtcRF8Fi9vXEydOZD\/t+rOf\/SzPb5+fn6+qqlJKnT59etkDeHy43Bw6dGjf97ZH\/0A\/dvSZp5\/+lu1JP6bM+9ryxQYeQy4MfRXMwOtzBgcH29vbE4lEEAQbNmzo7+9\/0BVGR0dra2uX\/RJ9LTf01Sn0tdjoq2CuvP41CIJlP09fyw19dQp9LTb6KpjNvjY2Nl67dk1rfenSpS1btix7DH0tN\/TVKfS12OirYAb6Oj4+vmvXrqqqqvDX5mzdunV2djafb7x8+XJLS0sQBF1dXdPT08seQ1\/LDX11Cn0tNvoqWNy+joyMLD6zSWsdnk5sYjat6Wv5oa9Ooa\/FRl8Fi9vX1tZWpdTY2Njivj7o63Mi0NdyQ1+dQl+Ljb4KFrevQRAsZHXhAr9fHQWjr06hr8VGXwWL29fGxkal1Llz58K+jo6OKqWam5uNDKfpa\/mhr06hr8VGXwWL29fBwcHs95co4CWwK6Gv5Ya+OoW+Fht9FczA+cOjo6NdXV3JZDIIgo6OjqGhofhrLqCv5Ya+OoW+Fht9FcyV95dYCX0tN\/TVKfS12OirYHH7unHjxh07dty6dcvINNnoa7mhr06hr8VGXwWL29fw3fmNjLIs+lpu6KtT6Gux0VfB4qZxYGBAKdXX13fnzh0jAy1BX8sNfXUKfS02+ipY3L5mnzy88EJYI+hruaGvTqGvxUZfBaOvcAt9dQp9LTb6KhjnD8Mt9NUp9LXY6Ktg9BVuoa9Ooa\/FRl8FK7CvZh8EjkBfyw19dQp9LTb6KpiBvha1tfS13NBXp9DXYqOvgtFXuIW+OoW+Fht9FYy+wi301Sn0tdjoq2D0FW6hr06hr8VGXwWL1dcIpuajr+WGvjqFvhYbfRWMvsIt9NUp9LXY6KtgvP4VbqGvTqGvxUZfBaOvcAt9dQp9LTb6Khh9hVvoq1Poa7HRV8HoK9xCX51CX4uNvgpGX+EW+uoU+lps9FUw+gq30Fen0Ndio6+C0Ve4hb46hb4WG30VjL7CLfTVKfS12OirYPQVbqGvTqGvxUZfBaOvcAt9dQp9LTb6Khh9hVvoq1Poa7HRV8HoK9xCX51CX4uNvgpGX+EW+uoU+lps9FUw+gq30Fen0Ndio6+C0Ve4hb46hb4WG30VjL7CLfTVKfS12OirYPQVbqGvTqGvxUZfBaOvcAt9dQp9LTb6Khh9hVvoq1Poa7HRV8HoK9xCX51CX4uNvgpGX+EW+uoU+lps9FUw+gq30Fen0Ndio6+C0Ve4hb46hb4WG30VjL7CLfTVKfS12OirYPQVbqGvTqGvxUZfBaOvcAt9dQp9LTb6Khh9hVvoq1Poa7HRV8HoK9xCX51CX4uNvgpGX+EW+uoU+lps9FUw+gq30Fen0Ndio6+C0Ve4hb46hb4WG30VjL7CLfTVKfS12OirYPQVbqGvTqGvxUZfBaOvcAt9dQp9LTb6KpjNvl66dKmtrS0IgtbW1suXLy97DH0tN\/TVKfS12OirYDb72tjYePHiRa316dOnm5qaMpnM\/8vy9a9\/nb6WFfrqFPpabPRVMFceH06lUh988IHKUlFRQV\/LCn3Nafv2bdn\/UpZYtSqR8xil1KFDh6Kvi74WG30VzIm+jo+P7927929\/+9s7Wbq6uuhrWaGvOT399LeOHX0m+roaH\/lszmP2fW87fbWOvgpmv693797duXPnvXv3lv0qz7+WG\/qaE32VhL4KZrmvU1NTPT0909PTKx1AX8sNfc2JvkpCXwWz2dcLFy5s2bJlZmYm4hj6Wm7oa070VRL6KpjNvtbX1y8+1WLZY+hruaGvOdFXSeirYPaff41GX8sNfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWjr3ALfc2JvkpCXwWz3NeZmZn6+vqIA+hruaGvOdFXSeirYDb7OjY21tzcrFTUDPS13NDXnOirJPRVMJt93bp168TExEJf792793iWhx9+WFJfr1y58uST33j66W9F\/Nmxo\/vFF18wcnXbt2+Lvq6nn\/7W9ie33bp1K3qdF198YceO7uh1nnzyG1euXIle59\/+7ZWnntoevU5j4yNG+mpqq2\/durX9ydzbaKqv+Wx1Ov3P3vX1py999zOfqYm+XU899d8+\/\/l\/zv1f7PZt0TP7hb4KZv\/514W+\/uUvfzmQJZ1OS+rrm2++qZQ6dvSZiD\/dT3218ZG0kavLeV3Hjj6jlMr5Q7\/xkXT3U1\/Nuc6bb74Zvc5TT23\/ypf\/S\/Q6VVUpI301tdXvvvtunttopK\/5bPWaNUnv+vrCwV05t\/Hb\/2NLnlsdPbNf6KtgDvV1WcIeH37zzTcf29AS\/ZPI4CNppn7ob9z4WP+\/90Wv89iGlpx9zeeBzS93NJrqq5Gtfvfdd+s\/+5mc21jKra7\/7Kd97GvOY07\/n4P\/eW1VPlsdPbNf6Ktg9LWk6Ct9jb\/V9DV6Zr\/QV8Hoa0nRV\/oaf6vpa\/TMfqGvgtHXkqKv9DX+VtPX6Jn9Ql8Fs9\/XaPQ1Dvoaf6vpK30tKvoqGH0tKfpKX+NvNX2Nntkv9FUw+lpS9JW+xt9q+ho9s1\/oq2D0taToK32Nv9X0NXpmv9BXwehrSdFX+hp\/q+lr9Mx+oa+C0deSoq\/0Nf5W09fomf1CXwWjryVFX+lr\/K2mr9Ez+4W+CkZfS4q+0tf4W01fo2f2C30VjL6WFH2lr\/G3mr5Gz+wX+ioYfS0p+kpf4281fY2e2S\/0VTD6WlL0lb7G32r6Gj2zX+irYPS1pOgrfY2\/1fQ1ema\/0FfB6GtJ0Vf6Gn+r6Wv0zH6hr4LR15Kir\/Q1\/lbT1+iZ\/UJfBaOvJUVf6Wv8raav0TP7hb4KRl9Lir7S1\/hbTV+jZ\/YLfRWMvpYUfaWv8beavkbP7Bf6Khh9LSn6Sl\/jbzV9jZ7ZL\/RVMPpaUvSVvsbfavoaPbNf6Ktg9LWk6Ct9jb\/V9DV6Zr\/QV8Hoa0nRV\/oaf6vpa\/TMfqGvgtHXkqKv9DX+VtPX6Jn9Ql8Fo68lRV\/pa\/ytpq\/RM\/uFvgpGX0uKvtLX+FtNX6Nn9gt9FYy+lhR9pa\/xt5q+Rs\/sF\/oqGH0tKfpKX+NvNX2Nntkv9FUw+lpS9JW+xt9q+ho9s1\/oq2D0taToK32Nv9X0NXpmv9BXwehrSdFX+hp\/q+lr9Mx+oa+C0deSoq\/0Nf5W09fomf1CXwWjryVFX+lr\/K2mr9Ez+4W+CkZfS4q+0tf4W01fo2f2C30VjL6WFH2lr\/G3mr5Gz+wX+ioYfS0p+kpf4281fY2e2S\/0VTD6WlL0lb7G32r6Gj2zX+irYPS1pOgrfY2\/1fQ1ema\/0FfB6GtJ0Vf6Gn+r6Wv0zH6hr4LR15Kir\/Q1\/lbT1+iZ\/UJfBaOvJUVf6Wv8raav0TP7hb4KRl9Lir7S1\/hbTV+jZ\/YLfRWMvpYUfaWv8beavkbP7Bf6Khh9LSn6Sl\/jbzV9jZ7ZL\/VepNcAAAttSURBVPRVMPpaUvSVvsbfavoaPbNf6Ktg9LWk6Ct9jb\/V9DV6Zr\/QV8Hoa0nRV\/oaf6vpa\/TMfqGvgtHXkqKv9DX+VtPX6Jn9Ql8Fo68lRV\/pa\/ytpq\/RM\/uFvgpGX0uKvtLX+FtNX6Nn9gt9FYy+lhR9pa\/xt5q+Rs\/sF\/oqGH0tKfpKX+NvNX2Nntkv9FUw+lpS9JW+xt9q+ho9s1\/oq2D0taToK32Nv9X0NXpmv9BXwehrSdFX+hp\/q+lr9Mx+oa+C0deSoq\/0Nf5W09fomf1CXwWjryVFX+lr\/K2mr9Ez+4W+CkZfS4q+0tf4W01fo2f2C30VzGZfL1++XFdXFwRBS0vL+fPnlz2GvsZBX+NvNX2lr0VFXwWz2dedO3f29\/drrV999dVdu3bNzc39R5a2trZt27b9XylefvnlyjWpHx3aHfHnX\/9lYzrdYOTqlFLR1\/WjQ7uVUq+\/\/nr0Oul0w7\/+y8bodSrXpF5++eXodb72tSeeeOLR6HVqaqqbv7A++pgnnnj0a197Ivq6TG3166+\/nuc2lmyr16xZnXMbq6srcx7T\/IX13\/nOd6Lnee655+rqHs7x17GpJbX6P8U\/5un\/vjnPbYye2S9tbW30VSqbfa2pqclkMlrrubm5+vr6Dz\/88JNZKisra2pqPl2o1atXf\/KTnyz4240vtXbt2kRFRUVFRSKRCFawatWq1atX5z9VVVXVSl9NJCpWupYFiUTFww8\/HL3U6tWrV61alWOdioq1a9dGT1VZWRlxw0MVFQ9VVFQs+nCZvUokEpWVlfls9cdXXrpUPlv98MMPZ29j9lIPPaSib1ewaKsXS6VSi\/cqn62ueOihZf9mF09V8dDHtnH5dSoqVvobX5iquro65zqJROKhhx6KuJZEIhF9TGjVqlXRx\/xjqYrov7J8pFKpT3ziE\/HX+fSnP71mzZo4S61fv\/73v\/+9xZ\/DKB6bfQ2CYNnLBjU2Nv70pz81slRTU9NPfvITI0t94Qtf+PGPf2xkqS9+8YtHjx41stSjjz565MgRI0u1trYePnzYyFJtbW0\/+tGPjCzV3t7+wx\/+0MhSX\/rSl1588UUjS335y19+4YUXjCy1YcOG5557zshSjz322A9+8AMjS331q1\/t6+szstTjjz9+4MABI0tt2rSpt7fXyFJdXV3f\/\/73jSwFYWz2NZFILFxOJpPFuAr6mj\/6mj\/6mj\/6irJls6+1tbVzc3Na67m5udra2mJcBX3NH33NH33NH31F2bLZ1927d586dUprferUqZ07dxbjKuhr\/uhr\/uhr\/ugrypbNvo6Nja1bty6RSNTV1V26dKkYV0Ff80df80df80dfUbZcf3+JmOhr\/uhr\/uhr\/ugrypa0vl64cKGxsVFrffXq1dbW1lWrVrW0tNy4cYOlirrUEl\/5yld++ctfxl\/H+FIDAwOyl\/rFL35hZKmxsbHHH3\/cyOsyf\/e7323cuNG1pS5evGhqqbffftvUUhBGWl\/Xr19\/+fJlrXVTU9O1a9e01pcuXWpvb2epoi61xMTERHNz88zMDEt5upTZ1VgK5UlaX5PJZPieFalUavEnWaqoS6nl1NfXs5QvSzk7mPilIJi0vu7du\/f48eOTk5PHjx8PH3a7fv36jh07WKqoSwEAlpDW1\/n5+aNHjzY3N6dSqSAIqqur9+3bNzs7y1JFXQoAsIS0vgIA4AJpfV1yTmwQBB0dHUZOr2WpCGNjY7t3766trQ3fX76mpmbnzp3hyVMs5cVSzg4mfikIJq2vbp5eK36pdevWnTp1Kny3S611JpPp7++vq6tjKV+WcnYw8UtBMGl9dfP0WvFLLf5VDQsK+51ILGVlKbOrsRSg5fXVzdNrxS9VV1e3+H\/n5+bmXn311ZaWFpbyZSlnBxO\/FAST1lc3T68Vv9SlS5d27txZW1ubTCaDIKivr9+1a9f58+dZypelnB1M\/FIQTFpfAQBwAX2FAW6emSl+qSW2bt1q8F1wDa4mb6n6+voLFy4s\/kxjY2ORfgkY\/CWtr0oZu0UslT83z8wUv9QSvP9wyZZSSm3ZsmVqamrhMxcvXmxra4s\/FSSR1ldY4eaZmeKX4v2HLS41MzPT09Nz9+7dhU9y\/jCWkNZXgw++GX8ISCnV3d19+\/btglfQWs\/Ozu7bt2\/hBra0tBw5cuT+\/fsFLDU5Oblhw4bwbSUuX76cTqdramqW3OQ8uXlmpvilYEv42M\/09PTOnTvHx8e11qdPn25tbbU9F9wira8GH3wz\/hCQUuqtt95qb29\/6aWX5ufnC1uku7t7cHBQa33y5MlXXnnl+vXrx44d6+npKWCpjo6O8G0lrl+\/nkqlpqambt++3dzcXMBSbp6ZKX4p2LLw3Mq9e\/f27t2bSqWampp4\/yYsIa2vZh98M\/sQUPhvMpPJHD9+vK2tbXR0tIBFFg8Qvi9EJpMp7E0hFi+18POCx7gAwAhpfTX44JvBh4CWfeKnsNOL2tvbwzudN27cSKfTWusLFy40NDQUsFRHR8c777yjtb58+fLC\/VceqAQAI6T11eCDb8YfAiosqEtMTEx0dnYGQdDe3n716lWtdTqdLuxJ08nJyY6OjiAINmzYMD4+nk6n6+vrC3vFgpGbxlIWlzK7GksBWl5fAQBwAX2FAZy2nT+Dp22bfasKdj5\/\/H465IO+wgBO286fwdO2zb5VBTufP34\/HfJBX2EAp20XtlTM07bN\/pY0dj5\/\/H465IO+wgBO286fwdO2zb5VBTufP94kBPmgrzCA07bzZ\/C0bbNvVcHO5483CUE+6CsAAObRVwAAzKOvAACYR18BADCPvgIAYB59BQDAPPoKAIB59BUAAPPoKwAA5tFXAADMo68AAJhHXwEAMI++whUGf+kKAFjHDy+4wuu+jo+Pb9682fYUABzixw8vlBWPsrrAx5kBFBU\/EeCclVo1ODjY2NgYBEFra+vIyMiS40+dOlVTU9PQ0DAxMTE4OFhVVbV+\/fpLly4tOaa2tra6uvrEiRP5rzwwMFBVVbVx40at9e3btzdv3pxKpYIg6OjoCH8PefYd7iU3YfGH2WtGDADAX\/QVzlm2r6Ojo0syFrZNZ+Wtra0tkUiEl1tbW5c9Rik1PDz8QCvv2LFDa93R0bH4k01NTdmLZ9+E7L4uXjNiAAD+oq9wzrJ97erqUkqdO3dOaz02NqaU2rVr1+LjBwcHb926FV4eGBiYnJxUSgVBsPiY3t5erXVvb69SqqOjI8+V+\/r6tNa3bt1aPE94XclkctmZc\/Z18ZoRAwDwF32Fc5btazKZXHInr6qqavHxmUxm2cuLj5mentZaT01NKaVSqVSeK9+5c2fxJFeuXHn++efb29uz11\/pJmQfuXjNiAEA+Iu+wjnL9jUIgiURSiQS2cdHX56YmNBZfc1z5dCJEyeUUocPH56YmMizr3NzcxFHRg8AwF\/0Fc5Ztq\/hE5+jo6PRx0df3rNnTyaT6evrU0otnFuU58qh8L7m7du3z58\/n73+\/fv37927p\/+RzHPnzmUymf3790f3NWIAAP6ir3DOsn0dGhpacidv69at2cdHX17s7NmzD7RyqKGhYeGwyspKpdTdu3e11mvXrg0\/uXv3bq31pk2bsq9xpTUjBgDgL\/oK5yzbV611f39\/c3NzIpGorq7ev3\/\/7Oxs9vHRl4eGhtatW1dTUzMwMPCgK4fGx8dbWlqCINi2bdvNmzeVUgcPHgxXWLduXRAE4d3iiYmJjo6ORCLR1NQ0PDwc3deIAQD4i76iLKzUbAAoEn7ioCzQVwAlxk8clIVkMrnwWlUAKAH6CgCAefQVAADz6CsAAObRVwAAzKOvAACYR18BADCPvgIAYB59BQDAPPoKAIB59BUAAPPoKwAA5tFXAADMo68AAJhHXwEAMI++AgBg3v8H\/uaEaejsfwwAAAAASUVORK5CYII=\" \/> <\/p>\n<p>&nbsp; <br \/>To go back to last week, the mean and median are both 100.8, and the mode is 100.7.&nbsp; The standard deviation, or the average amount that any given measurement deviates from the mean, is around .6.&nbsp;<\/p>\n<p>That means that the 95% confidence interval around my presumed actual temperature of somewhere around 100.8 is actually 99.6 to 102.0!<\/p>\n<p>So, I guess my thermometer could be a bit more accurate.&nbsp; In fact, it&#8217;s really quite poor. &nbsp; <\/p>\n","protected":false},"excerpt":{"rendered":"<p>Let me apologize in advance for the brevity of today&#8217;s post.&nbsp; You&#8217;ll see very shortly that I&#8217;ve been a bit under the weather the last few days.&nbsp; It&#8217;s the very fact that I&#8217;ve been on and off bedridden with fever that got me to thinking about temperature and thermometers. Specifically, I&#8217;ve been wondering how accurate &hellip; <a href=\"https:\/\/paulgcurran.com\/skepticalstats\/?p=79\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">On Fevered Temperature Measurements<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-79","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=\/wp\/v2\/posts\/79","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=79"}],"version-history":[{"count":0,"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=\/wp\/v2\/posts\/79\/revisions"}],"wp:attachment":[{"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=79"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=79"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/paulgcurran.com\/skepticalstats\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=79"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}