% This file is part of the glossaries bundle
% These are test glossary entries with the symbol and user fields set.

\newglossaryentry{sample-a}{name={a name},description={a description},symbol={\ensuremath{\alpha}},user1={A},user2={1},user3={i},user4={A-i},user5={25.2020788573521},user6={1585-11-06}}

\newglossaryentry{sample-b}{name={b name},description={b description},symbol={\ensuremath{\beta}},user1={B},user2={2},user3={ii},user4={B-II},user5={45.5028357391029},user6={1412-06-16}}
\newglossaryentry{sample-b-0}{parent={sample-b},name={b/0 name},description={child 0 of b},symbol={\ensuremath{\sigma}},user2={0},user4={a-i}}
\newglossaryentry{sample-b-1}{parent={sample-b},name={b/1 name},description={child 1 of b},symbol={\ensuremath{\eta}},user2={1},user3={ix},user5={-0.902193400956222}}
\newglossaryentry{sample-b-2}{parent={sample-b},name={b/2 name},description={child 2 of b},symbol={\ensuremath{\partial}},user3={vii},user4={c-ix},user6={1857-01-23}}

\newglossaryentry{sample-c}{name={c name},description={c description},symbol={\ensuremath{\gamma}},user1={C},user2={3},user3={iii},user4={c-III},user5={-38.3848347255729},user6={1277-04-20}}
\newglossaryentry{sample-c-0}{parent={sample-c},name={c/0 name},description={child 0 of c},symbol={\ensuremath{\iota}},user1={F},user2={0},user4={a-V}}
\newglossaryentry{sample-c-1}{parent={sample-c},name={c/1 name},description={child 1 of c},symbol={\ensuremath{\sigma_{0}}},user3={vi},user4={B-I}}
\newglossaryentry{sample-c-2}{parent={sample-c},name={c/2 name},description={child 2 of c},symbol={\ensuremath{\psi}},user4={C-ii}}
\newglossaryentry{sample-c-3}{parent={sample-c},name={c/3 name},description={child 3 of c},symbol={\ensuremath{\upsilon}},user1={U},user2={3},user3={xx},user4={D-VI}}

\newglossaryentry{sample-d}{name={d name},description={d description},symbol={\ensuremath{\delta}},user1={D},user2={4},user3={iv},user4={d-IV},user5={-19.9143632163562},user6={1205-02-04}}
\newglossaryentry{sample-d-0}{parent={sample-d},name={d/0 name},description={child 0 of d},symbol={\ensuremath{\alpha}},user1={D},user2={0},user3={ii}}
\newglossaryentry{sample-d-1}{parent={sample-d},name={d/1 name},description={child 1 of d},symbol={\ensuremath{\delta}},user1={A},user2={1},user3={ii}}
\newglossaryentry{sample-d-2}{parent={sample-d},name={d/2 name},description={child 2 of d},symbol={\ensuremath{\lambda_{3}}},user1={W},user2={2},user4={c-x},user5={-0.607749542989112}}
\newglossaryentry{sample-d-3}{parent={sample-d},name={d/3 name},description={child 3 of d},symbol={\ensuremath{\theta}},user2={3}}
\newglossaryentry{sample-d-4}{parent={sample-d},name={d/4 name},description={child 4 of d},symbol={\ensuremath{\vartheta}},user2={4},user3={ii},user4={E-vi},user5={0.837394196049765}}

\newglossaryentry{sample-e}{name={e name},description={e description},symbol={\ensuremath{\epsilon}},user1={E},user2={5},user3={v},user4={e-V},user5={33.9955092348848},user6={1911-11-30}}
\newglossaryentry{sample-e-0}{parent={sample-e},name={e/0 name},description={child 0 of e},symbol={\ensuremath{\rho_{1}}}}
\newglossaryentry{sample-e-1}{parent={sample-e},name={e/1 name},description={child 1 of e},symbol={\ensuremath{\epsilon}},user2={1},user3={vi}}
\newglossaryentry{sample-e-2}{parent={sample-e},name={e/2 name},description={child 2 of e},symbol={\ensuremath{\alpha_{1}}},user3={viii},user4={C-IX},user5={0.443471941832193},user6={1478-02-27}}
\newglossaryentry{sample-e-3}{parent={sample-e},name={e/3 name},description={child 3 of e},symbol={\ensuremath{\mu^{3}}},user2={3},user3={xx},user5={0.48628623899576}}

\newglossaryentry{sample-f}{name={f name},description={f description},symbol={\ensuremath{\zeta}},user1={F},user2={6},user3={vi},user4={F-VI},user5={10.2604280725252},user6={1593-03-08}}
\newglossaryentry{sample-f-0}{parent={sample-f},name={f/0 name},description={child 0 of f},symbol={\ensuremath{\vartheta_{1}}},user1={J},user3={ii}}
\newglossaryentry{sample-f-1}{parent={sample-f},name={f/1 name},description={child 1 of f},symbol={\ensuremath{\partial_{2}}},user1={I},user3={viii},user4={b-iv}}
\newglossaryentry{sample-f-2}{parent={sample-f},name={f/2 name},description={child 2 of f},symbol={\ensuremath{\gamma}},user2={2},user4={C-VIII}}
\newglossaryentry{sample-f-3}{parent={sample-f},name={f/3 name},description={child 3 of f},symbol={\ensuremath{\zeta}},user2={3},user5={-0.729404747551726}}

\newglossaryentry{sample-g}{name={g name},description={g description},symbol={\ensuremath{\eta}},user1={G},user2={7},user3={vii},user4={G-VII},user5={-6.0636327107396},user6={1432-09-18}}
\newglossaryentry{sample-g-0}{parent={sample-g},name={g/0 name},description={child 0 of g},symbol={\ensuremath{\psi}},user2={0}}
\newglossaryentry{sample-g-1}{parent={sample-g},name={g/1 name},description={child 1 of g},user4={B-v}}
\newglossaryentry{sample-g-2}{parent={sample-g},name={g/2 name},description={child 2 of g},symbol={\ensuremath{\nabla_{3}^{2}}},user2={2},user6={1718-05-25}}
\newglossaryentry{sample-g-3}{parent={sample-g},name={g/3 name},description={child 3 of g},symbol={\ensuremath{\phi}},user1={E},user4={d-I},user6={1336-07-06}}

\newglossaryentry{sample-h}{name={h name},description={h description},symbol={\ensuremath{\theta}},user1={H},user2={8},user3={viii},user4={H-VIII},user5={1.16736490031784},user6={1576-09-11}}
\newglossaryentry{sample-h-0}{parent={sample-h},name={h/0 name},description={child 0 of h},symbol={\ensuremath{\theta_{1}}},user1={K},user2={0},user3={iv},user4={A-v}}
\newglossaryentry{sample-h-1}{parent={sample-h},name={h/1 name},description={child 1 of h},symbol={\ensuremath{o_{3}^{1}}},user2={1}}
\newglossaryentry{sample-h-2}{parent={sample-h},name={h/2 name},description={child 2 of h},symbol={\ensuremath{\varsigma}},user2={2},user6={1794-02-11}}
\newglossaryentry{sample-h-3}{parent={sample-h},name={h/3 name},description={child 3 of h},symbol={\ensuremath{\iota}},user2={3},user3={v},user4={d-II}}

\newglossaryentry{sample-i}{name={i name},description={i description},symbol={\ensuremath{\iota}},user1={I},user2={9},user3={ix},user4={i-IX},user5={-11.3537684013693},user6={1950-08-02}}
\newglossaryentry{sample-i-0}{parent={sample-i},name={i/0 name},description={child 0 of i},symbol={\ensuremath{\gamma}},user2={0},user3={vi},user6={1345-03-21}}
\newglossaryentry{sample-i-1}{parent={sample-i},name={i/1 name},description={child 1 of i},symbol={\ensuremath{\kappa_{1}}},user2={1},user4={b-ix},user5={-0.590962984569657}}
\newglossaryentry{sample-i-2}{parent={sample-i},name={i/2 name},description={child 2 of i},user2={2},user4={C-IX}}

\newglossaryentry{sample-j}{name={j name},description={j description},symbol={\ensuremath{\kappa}},user1={J},user2={10},user3={x},user4={j-X},user5={-37.172898553375},user6={1987-02-07}}
\newglossaryentry{sample-j-0}{parent={sample-j},name={j/0 name},description={child 0 of j},symbol={\ensuremath{\rho_{0}^{4}}},user2={0},user3={vi},user4={a-V},user6={1707-06-02}}
\newglossaryentry{sample-j-1}{parent={sample-j},name={j/1 name},description={child 1 of j},symbol={\ensuremath{\partial_{2}}},user1={A},user3={i},user5={0.87706480362074}}
\newglossaryentry{sample-j-2}{parent={sample-j},name={j/2 name},description={child 2 of j},symbol={\ensuremath{\omega^{1}}},user2={2},user3={ii}}

\newglossaryentry{sample-k}{name={k name},description={k description},symbol={\ensuremath{\lambda}},user1={K},user2={11},user3={i},user4={k-I},user5={-5.42398189163826},user6={2047-05-26}}
\newglossaryentry{sample-k-0}{parent={sample-k},name={k/0 name},description={child 0 of k},symbol={\ensuremath{o_{3}}},user2={0},user3={i},user4={A-IV}}
\newglossaryentry{sample-k-1}{parent={sample-k},name={k/1 name},description={child 1 of k},symbol={\ensuremath{\beta_{3}}},user5={0.232380361266316}}
\newglossaryentry{sample-k-2}{parent={sample-k},name={k/2 name},description={child 2 of k},symbol={\ensuremath{\epsilon_{0}}},user1={B},user2={2},user3={ix},user5={0.591482454759571},user6={1105-01-04}}
\newglossaryentry{sample-k-3}{parent={sample-k},name={k/3 name},description={child 3 of k},symbol={\ensuremath{\varphi_{3}}},user1={Q},user4={d-i},user5={-0.0648351546627168}}

\newglossaryentry{sample-l}{name={l name},description={l description},symbol={\ensuremath{\lambda}},user1={L},user2={12},user3={ii},user4={l-II},user5={-32.3944783154431},user6={1167-02-28}}
\newglossaryentry{sample-l-0}{parent={sample-l},name={l/0 name},description={child 0 of l},symbol={\ensuremath{\kappa}},user1={M}}
\newglossaryentry{sample-l-1}{parent={sample-l},name={l/1 name},description={child 1 of l},symbol={\ensuremath{\upsilon_{2}}},user1={R},user3={iv},user5={0.17815330584132},user6={1373-11-27}}
\newglossaryentry{sample-l-2}{parent={sample-l},name={l/2 name},description={child 2 of l},symbol={\ensuremath{\eta_{1}}},user1={I},user2={2},user3={i},user4={c-VII},user5={0.697423736255566},user6={1274-01-03}}

\newglossaryentry{sample-m}{name={m name},description={m description},symbol={\ensuremath{\mu}},user1={M},user2={13},user3={iii},user4={m-iii},user5={10.7510593632355},user6={1000-11-20}}

\newglossaryentry{sample-n}{name={n name},description={n description},symbol={\ensuremath{\nu}},user1={N},user2={14},user3={iv},user4={N-iv},user5={-27.709506256878},user6={1051-06-01}}
\newglossaryentry{sample-n-0}{parent={sample-n},name={n/0 name},description={child 0 of n},symbol={\ensuremath{\epsilon_{4}}},user2={0},user3={iv},user4={A-VI},user5={0.154020875680295},user6={1441-02-03}}
\newglossaryentry{sample-n-1}{parent={sample-n},name={n/1 name},description={child 1 of n},symbol={\ensuremath{\nabla_{3}}},user1={E}}
\newglossaryentry{sample-n-2}{parent={sample-n},name={n/2 name},description={child 2 of n},symbol={\ensuremath{\upsilon}},user1={E},user2={2},user3={ii},user5={0.569781389654416}}
\newglossaryentry{sample-n-3}{parent={sample-n},name={n/3 name},description={child 3 of n},symbol={\ensuremath{\alpha^{4}}},user1={J},user2={3}}
\newglossaryentry{sample-n-4}{parent={sample-n},name={n/4 name},description={child 4 of n},symbol={\ensuremath{\lambda_{3}}},user3={ii},user5={0.789876283212593}}

\newglossaryentry{sample-o}{name={o name},description={o description},symbol={\ensuremath{\xi}},user1={O},user2={15},user3={v},user4={O-V},user5={-2.19251796377407},user6={1471-05-19}}
\newglossaryentry{sample-o-0}{parent={sample-o},name={o/0 name},description={child 0 of o},symbol={\ensuremath{\varepsilon_{1}}},user3={i},user4={A-I}}
\newglossaryentry{sample-o-1}{parent={sample-o},name={o/1 name},description={child 1 of o},user2={1},user3={ix},user5={0.0347678723268814}}
\newglossaryentry{sample-o-2}{parent={sample-o},name={o/2 name},description={child 2 of o},symbol={\ensuremath{\delta_{1}}},user2={2},user5={-0.240470091193039}}
\newglossaryentry{sample-o-3}{parent={sample-o},name={o/3 name},description={child 3 of o},symbol={\ensuremath{\nu_{0}}},user1={F},user6={1792-07-01}}

\newglossaryentry{sample-p}{name={p name},description={p description},symbol={\ensuremath{o}},user1={P},user2={16},user3={vi},user4={p-VI},user5={35.2360917818377},user6={1664-09-11}}

\newglossaryentry{sample-q}{name={q name},description={q description},symbol={\ensuremath{\pi}},user1={Q},user2={17},user3={vii},user4={Q-vii},user5={-48.2583741579603},user6={1369-11-13}}
\newglossaryentry{sample-q-0}{parent={sample-q},name={q/0 name},description={child 0 of q},symbol={\ensuremath{\beta_{0}}},user2={0},user3={vi}}
\newglossaryentry{sample-q-1}{parent={sample-q},name={q/1 name},description={child 1 of q},symbol={\ensuremath{\alpha_{0}^{1}}},user2={1},user4={B-X},user5={0.148247715337767}}

\newglossaryentry{sample-r}{name={r name},description={r description},symbol={\ensuremath{\rho}},user1={R},user2={18},user3={viii},user4={r-viii},user5={40.2853631117384},user6={1286-05-07}}
\newglossaryentry{sample-r-0}{parent={sample-r},name={r/0 name},description={child 0 of r},symbol={\ensuremath{\lambda^{2}}},user1={D},user3={v}}
\newglossaryentry{sample-r-1}{parent={sample-r},name={r/1 name},description={child 1 of r},symbol={\ensuremath{\kappa}},user2={1},user4={b-II}}
\newglossaryentry{sample-r-2}{parent={sample-r},name={r/2 name},description={child 2 of r},symbol={\ensuremath{\tau_{3}}},user2={2},user3={iv},user4={C-x}}
\newglossaryentry{sample-r-3}{parent={sample-r},name={r/3 name},description={child 3 of r},symbol={\ensuremath{\varphi_{2}^{3}}},user1={G},user2={3},user4={D-iii},user5={0.277707140049884},user6={1343-07-04}}

\newglossaryentry{sample-s}{name={s name},description={s description},symbol={\ensuremath{\varsigma}},user1={S},user2={19},user3={ix},user4={S-IX},user5={37.6010311283697},user6={1748-05-28}}
\newglossaryentry{sample-s-0}{parent={sample-s},name={s/0 name},description={child 0 of s},symbol={\ensuremath{\psi_{2}}},user2={0},user6={1338-03-25}}
\newglossaryentry{sample-s-1}{parent={sample-s},name={s/1 name},description={child 1 of s},symbol={\ensuremath{\vartheta^{4}}},user3={iii},user4={B-vi}}
\newglossaryentry{sample-s-2}{parent={sample-s},name={s/2 name},description={child 2 of s},symbol={\ensuremath{\zeta}},user1={S},user3={vi},user6={1019-07-22}}
\newglossaryentry{sample-s-3}{parent={sample-s},name={s/3 name},description={child 3 of s},symbol={\ensuremath{\psi}},user3={i},user4={d-V},user5={-0.553040742885635}}

\newglossaryentry{sample-t}{name={t name},description={t description},symbol={\ensuremath{\sigma}},user1={T},user2={20},user3={xx},user4={T-xx},user5={-20.1734366193154},user6={1899-03-23}}
\newglossaryentry{sample-t-0}{parent={sample-t},name={t/0 name},description={child 0 of t},symbol={\ensuremath{\lambda_{3}^{2}}},user1={V},user2={0},user5={-0.391532621914315}}
\newglossaryentry{sample-t-1}{parent={sample-t},name={t/1 name},description={child 1 of t},symbol={\ensuremath{\kappa_{0}^{4}}},user1={F},user2={1},user6={1374-02-10}}
\newglossaryentry{sample-t-2}{parent={sample-t},name={t/2 name},description={child 2 of t},symbol={\ensuremath{\psi}},user1={Q},user3={viii},user4={c-III}}
\newglossaryentry{sample-t-3}{parent={sample-t},name={t/3 name},description={child 3 of t},symbol={\ensuremath{\lambda^{2}}},user1={E},user2={3},user4={D-II}}
\newglossaryentry{sample-t-4}{parent={sample-t},name={t/4 name},description={child 4 of t},symbol={\ensuremath{\alpha_{4}}},user1={M},user3={vi},user5={-0.793735400177958}}

\newglossaryentry{sample-u}{name={u name},description={u description},symbol={\ensuremath{\tau}},user1={U},user2={21},user3={i},user4={u-I},user5={-25.6972113945611},user6={2085-03-10}}
\newglossaryentry{sample-u-0}{parent={sample-u},name={u/0 name},description={child 0 of u},symbol={\ensuremath{\vartheta}},user4={A-IX}}
\newglossaryentry{sample-u-1}{parent={sample-u},name={u/1 name},description={child 1 of u},symbol={\ensuremath{\varphi}},user1={Y},user3={vi},user5={0.777529065501923},user6={1615-02-09}}

\newglossaryentry{sample-v}{name={v name},description={v description},symbol={\ensuremath{\upsilon}},user1={V},user2={22},user3={ii},user4={V-ii},user5={1.13418559211489},user6={1228-10-11}}
\newglossaryentry{sample-v-0}{parent={sample-v},name={v/0 name},description={child 0 of v},symbol={\ensuremath{\varphi_{2}}},user3={i}}
\newglossaryentry{sample-v-1}{parent={sample-v},name={v/1 name},description={child 1 of v},symbol={\ensuremath{\tau}},user1={W},user4={B-ii}}
\newglossaryentry{sample-v-2}{parent={sample-v},name={v/2 name},description={child 2 of v},symbol={\ensuremath{\varepsilon_{1}}},user3={ii},user4={c-IX}}

\newglossaryentry{sample-w}{name={w name},description={w description},symbol={\ensuremath{\phi}},user1={W},user2={23},user3={iii},user4={W-III},user5={26.2263343281809},user6={1767-03-23}}
\newglossaryentry{sample-w-0}{parent={sample-w},name={w/0 name},description={child 0 of w},symbol={\ensuremath{\rho_{2}}},user3={iii}}
\newglossaryentry{sample-w-1}{parent={sample-w},name={w/1 name},description={child 1 of w},symbol={\ensuremath{\phi}},user2={1},user3={ii},user5={0.0183220676669222}}
\newglossaryentry{sample-w-2}{parent={sample-w},name={w/2 name},description={child 2 of w},symbol={\ensuremath{\chi_{0}}},user4={c-i}}

\newglossaryentry{sample-x}{name={x name},description={x description},symbol={\ensuremath{\chi}},user1={X},user2={24},user3={iv},user4={X-IV},user5={40.3451424964658},user6={1923-04-25}}
\newglossaryentry{sample-x-0}{parent={sample-x},name={x/0 name},description={child 0 of x},symbol={\ensuremath{\zeta_{0}^{3}}},user1={E},user4={a-iii}}
\newglossaryentry{sample-x-1}{parent={sample-x},name={x/1 name},description={child 1 of x},symbol={\ensuremath{\varepsilon_{0}}},user1={P},user2={1},user3={iii},user4={B-iv},user6={1534-02-09}}
\newglossaryentry{sample-x-2}{parent={sample-x},name={x/2 name},description={child 2 of x},symbol={\ensuremath{\delta_{0}}},user1={B},user3={ii}}

\newglossaryentry{sample-y}{name={y name},description={y description},symbol={\ensuremath{\psi}},user1={Y},user2={25},user3={v},user4={Y-V},user5={-23.7637920103467},user6={2039-01-15}}
\newglossaryentry{sample-y-0}{parent={sample-y},name={y/0 name},description={child 0 of y},symbol={\ensuremath{\beta_{0}}},user2={0}}
\newglossaryentry{sample-y-1}{parent={sample-y},name={y/1 name},description={child 1 of y},symbol={\ensuremath{\upsilon_{4}}},user4={b-iii},user5={0.926300787977134},user6={2037-10-25}}
\newglossaryentry{sample-y-2}{parent={sample-y},name={y/2 name},description={child 2 of y},symbol={\ensuremath{\zeta}},user2={2},user4={c-VIII}}
\newglossaryentry{sample-y-3}{parent={sample-y},name={y/3 name},description={child 3 of y},symbol={\ensuremath{\nu}},user1={Q}}
\newglossaryentry{sample-y-4}{parent={sample-y},name={y/4 name},description={child 4 of y},symbol={\ensuremath{\delta_{3}}},user1={Q},user2={4},user4={E-ii},user5={0.371448215019761}}

\newglossaryentry{sample-z}{name={z name},description={z description},symbol={\ensuremath{\omega}},user1={Z},user2={26},user3={vi},user4={Z-vi},user5={16.4806453642409},user6={1005-06-21}}
\newglossaryentry{sample-z-0}{parent={sample-z},name={z/0 name},description={child 0 of z},symbol={\ensuremath{\iota_{0}}},user1={U},user2={0}}

