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\[h!\]

[| l | m[2.8cm]{} | m[2.4cm]{} | m[2.5cm]{} |]{}\
$V_{a}$ & Absorber volume & & $\pi$x2$^{2}$x4cm$^3$ [@Emilija_2008_thesis]\
$M_{a}$ & Absorber mass & & 300 g [@Emilija_2008_thesis]\
$C_{a}$ & Absorber heat capacity & $\Gamma_{\text{\tiny{CaWO$_{4}$}}} V_{a} T^{3}$ &132 $\mathrm{\frac{pJ}{K}}$@10mK\
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$A_{t}$ & Cross sectional area & & 7.5mmx200nm[@Emilija_2008_thesis]\
$l_{t}$ & Length & & 5.9 mm [@Emilija_2008_thesis]\
$V_{t}$ & Volume & $A_{t} l_{t}$ & 8.9x10$^{-3} $mm$^{3}$\
$C_{t}$ & Heat capacity & $f_{sc} \Gamma_{W} V_{t} T$ & 22.7 $\mathrm{\frac{pJ}{K}}$ @10mK\
$P_{ta}$ & Power flow from TES to absorber & $\Sigma_{epW} \! V_{t}\!(T_{t}^{n}\!-\!T_{a}^{n})$ &\
$G_{ta}$ & Thermal conductance between TES and absorber & $\frac{\partial P_{ta}}{\partial T_{t}}$ &142 $\mathrm{\frac{pW}{K}}$ @10mK\
$G_{t\,int}$& internal TES conductance & $\frac{L_{wf}}{\rho_{W}} \frac{A_{t}}{l_{t}/2} T$ &1.63 $\mathrm{\frac{nW}{K}}$\
$R_{n}$ & TES normal resistance & $\rho_{W} \frac{l_{t}}{A_{t}}$ & 300 $\mathrm{m\Omega}$ [@Emilija_2008_thesis]\
$T_{c}$ & Transition temperature & & $\sim$ 10 mK\
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$T_{b}$ & Bath temperature & & 6 mK [@CRESST_2005_FirstLimits]\
$l_{tb}$ & $\sim$ Wirebond length & & 2 cm [@CRESST_2001_PhononDet]\
$A_{tb}$ & Cross sectional area & & $\pi$ x 12.5$^{2} \,\mu$m$^{2}$ [@Emilija_2008_thesis]\
$P_{tb}$ & Power flow from TES to bath & $\frac{v_{f}\!d_{e}\!\Gamma\!A_{tb}}{6 l_{tb}}\!\left(T_{t}^{2}-T_{b}^{2}\right)$ & 19.2 pW\
$G_{tb}$ & Thermal conductance from TES to bath & $\frac{\partial P_{tb}}{\partial T_{t}}$ & 7.5 nW/K @10mK\
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