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|
local remap_comb = require'luamml-data-combining'
local stretchy = require'luamml-data-stretchy'
local to_text = require'luamml-lr'
local properties = node.get_properties_table()
local hlist_t, kern_t, glue_t, rule_t = node.id'hlist', node.id'kern', node.id'glue', node.id'rule'
local noad_t, accent_t, style_t, choice_t = node.id'noad', node.id'accent', node.id'style', node.id'choice'
local radical_t, fraction_t, fence_t = node.id'radical', node.id'fraction', node.id'fence'
local math_char_t, sub_box_t, sub_mlist_t = node.id'math_char', node.id'sub_box', node.id'sub_mlist'
local function invert_table(t)
local t_inv = {}
for k, v in next, t do
t_inv[v] = k
end
return t_inv
end
local noad_names = node.subtypes'noad'
--[[ We could determine the noad subtypes dynamically:
local noad_sub = invert_table(noad_names)
local noad_ord = noad_sub.ord
local noad_op = noad_sub.opdisplaylimits
local noad_oplimits = noad_sub.oplimits
local noad_opnolimits = noad_sub.opnolimits
local noad_bin = noad_sub.bin
local noad_rel = noad_sub.rel
local noad_open = noad_sub.open
local noad_close = noad_sub.close
local noad_punct = noad_sub.punct
local noad_inner = noad_sub.inner
local noad_under = noad_sub.under
local noad_over = noad_sub.over
local noad_vcenter = noad_sub.vcenter
-- But the spacing table depends on their specific values anyway, so we just verify the values
]]
local noad_ord, noad_op, noad_oplimits, noad_opnolimits = 0, 1, 2, 3
local noad_bin, noad_rel, noad_open, noad_close, noad_punct = 4, 5, 6, 7, 8
local noad_inner, noad_under, noad_over, noad_vcenter = 9, 10, 11, 12
for i, n in ipairs{'ord', 'opdisplaylimits', 'oplimits', 'opnolimits', 'bin',
'rel', 'open', 'close', 'punct', 'inner', 'under', 'over', 'vcenter'} do
assert(noad_names[i-1] == n)
end
-- Attention, the spacing_table is indexed by subtype+1 since 1-based tables are faster in Lua
local spacing_table = {
{0 , '0.167em', '0.167em', '0.167em', '0.222em', '0.278em', 0 , 0 , 0 , '0.167em', 0 , 0 , 0 , },
{'0.167em', '0.167em', '0.167em', '0.167em', nil , '0.278em', 0 , 0 , 0 , '0.167em', '0.167em', '0.167em', '0.167em', },
nil,
nil,
{'0.222em', '0.222em', '0.222em', '0.222em', nil , nil , '0.222em', nil , nil , '0.222em', '0.222em', '0.222em', '0.222em', },
{'0.278em', '0.278em', '0.278em', '0.278em', nil , 0 , '0.278em', 0 , 0 , '0.278em', '0.278em', '0.278em', '0.278em', },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , '0.167em', '0.167em', '0.167em', '0.222em', '0.278em', 0 , 0 , 0 , '0.167em', 0 , 0 , 0 , },
{'0.167em', '0.167em', '0.167em', '0.167em', nil , '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', },
{'0.167em', '0.167em', '0.167em', '0.167em', '0.222em', '0.278em', '0.167em', 0 , '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', },
nil,
nil,
nil,
}
local spacing_table_script = {
{0 , '0.167em', '0.167em', '0.167em', 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{'0.167em', '0.167em', '0.167em', '0.167em', nil , 0 , 0 , 0 , 0 , 0 , '0.167em', '0.167em', '0.167em', },
nil,
nil,
{0 , 0 , 0 , 0 , nil , nil , 0 , nil , nil , 0 , 0 , 0 , 0 , },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , '0.167em', '0.167em', '0.167em', 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , '0.167em', '0.167em', '0.167em', 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
nil,
nil,
nil,
}
do -- Fill the blanks
local st, sts = spacing_table, spacing_table_script
local st_op, sts_op = st[noad_op+1], sts[noad_op+1]
st[noad_oplimits+1], sts[noad_oplimits+1] = st_op, sts_op
st[noad_opnolimits+1], sts[noad_opnolimits+1] = st_op, sts_op
local st_ord, sts_ord = st[noad_ord+1], sts[noad_ord+1]
st[noad_under+1], sts[noad_under+1] = st_ord, sts_ord
st[noad_over+1], sts[noad_over+1] = st_ord, sts_ord
st[noad_vcenter+1], sts[noad_vcenter+1] = st_ord, sts_ord
end
local radical_sub = node.subtypes'radical'
local fence_sub = node.subtypes'fence'
local remap_lookup = setmetatable({}, {__index = function(t, k)
local ch = utf8.char(k & 0x1FFFFF)
t[k] = ch
return ch
end})
local digit_map = {["0"] = true, ["1"] = true,
["2"] = true, ["3"] = true, ["4"] = true,
["5"] = true, ["6"] = true, ["7"] = true,
["8"] = true, ["9"] = true,}
local always_mo = {["%"] = true, ["&"] = true, ["."] = true, ["/"] = true,
["\\"] = true, ["¬"] = true, ["′"] = true, ["″"] = true, ["‴"] = true,
["⁗"] = true, ["‵"] = true, ["‶"] = true, ["‷"] = true, ["|"] = true,
["∀"] = true, ["∁"] = true, ["∃"] = true, ["∂"] = true, ["∄"] = true,}
-- Marker tables replacing the core operator for space like elements
local space_like = {}
local nodes_to_table
local function sub_style(s) return s//4*2+5 end
local function sup_style(s) return s//4*2+4+s%2 end
-- The _to_table functions generally return a second argument which is
-- could be (if it were a <mo>) a core operator of the embellishe operator
-- or space_like
-- acc_to_table is special since it's return value should
-- always be considered a core operator
-- We ignore large_... since they aren't used for modern fonts
local function delim_to_table(delim)
if not delim then return end
local props = properties[delim]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then return mathml_table, mathml_core end
local mathml_filter = props and props.mathml_filter -- Kind of pointless since the arguments are literals, but present for consistency
local char = delim.small_char
if char == 0 then
local result = {[0] = 'mspace', width = string.format("%.3fpt", tex.nulldelimiterspace/65781.76)}
if mathml_filter then
return mathml_filter(result, space_like)
else
return result, space_like
end
else
local fam = delim.small_fam
char = remap_lookup[fam << 21 | char]
local result = {[0] = 'mo', char, ['tex:family'] = fam ~= 0 and fam or nil, stretchy = not stretchy[char] or nil, lspace = 0, rspace = 0, [':nodes'] = {delim}, [':actual'] = char}
if mathml_filter then
return mathml_filter(result, result)
else
return result, result
end
end
end
-- Like kernel_to_table but always a math_char_t. Also creating a mo and potentially remapping to handle combining chars.
-- No lspace or space is set here since these never appear as core operators in an mrow.
local function acc_to_table(acc, cur_style, stretch)
if not acc then return end
local props = properties[acc]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then return mathml_table, mathml_core end
if acc.id ~= math_char_t then
error'confusion'
end
local mathml_filter = props and props.mathml_filter -- Kind of pointless since the arguments are literals, but present for consistency
local fam = acc.fam
local char = remap_lookup[fam << 21 | acc.char]
char = remap_comb[char] or char
if stretch ~= not stretchy[char] then -- Handle nil gracefully in stretchy
stretch = nil
end
local result = {[0] = 'mo', char, ['tex:family'] = fam ~= 0 and fam or nil, stretchy = stretch, [':nodes'] = {acc}, [':actual'] = stretch and char or nil}
if mathml_filter then
return mathml_filter(result)
else
return result
end
end
local function kernel_to_table(kernel, cur_style, text_families)
if not kernel then return end
local props = properties[kernel]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then return mathml_table, mathml_core end
local mathml_filter = props and props.mathml_filter -- Kind of pointless since the arguments are literals, but present for consistency
local id = kernel.id
if id == math_char_t then
local fam = kernel.fam
local char = remap_lookup[fam << 21 | kernel.char]
local elem = digit_map[char] and 'mn' or 'mi'
local result = {[0] = elem,
char,
['tex:family'] = fam ~= 0 and fam or nil,
mathvariant = utf8.len(char) == 1 and elem == 'mi' and utf8.codepoint(char) < 0x10000 and 'normal' or nil,
[':nodes'] = {kernel},
}
if mathml_filter then
return mathml_filter(result, result)
else
return result, result
end
elseif id == sub_box_t then
local result
if kernel.list.id == hlist_t then -- We directly give up for vlists
result = to_text(kernel.list.head)
else
result = {[0] = 'mi', {[0] = 'mglyph', ['tex:box'] = kernel.list, [':nodes'] = {kernel}}}
end
if mathml_filter then
return mathml_filter(result, result)
else
return result, result
end
elseif id == sub_mlist_t then
if mathml_filter then
return mathml_filter(nodes_to_table(kernel.list, cur_style, text_families))
else
return nodes_to_table(kernel.list, cur_style, text_families)
end
else
error'confusion'
end
end
local function do_sub_sup(t, core, n, cur_style, text_families)
local sub = kernel_to_table(n.sub, sub_style(cur_style), text_families)
local sup = kernel_to_table(n.sup, sup_style(cur_style), text_families)
if sub then
if sup then
return {[0] = 'msubsup', t, sub, sup}, core
else
return {[0] = 'msub', t, sub}, core
end
elseif sup then
return {[0] = 'msup', t, sup}, core
else
return t, core
end
end
-- If we encounter a . or , after a number, test if it's followed by another number and in that case convert it into a mn
local function maybe_to_mn(noad, core)
if noad.sub or noad.sup then return end
local after = noad.next
if not after then return end
if after.id ~= noad_t then return end
if after.subtype ~= noad_ord then return end
after = after.nucleus
if not after then return end
if after.id ~= math_char_t then return end
if not digit_map[remap_lookup[after.fam << 21 | after.char]] then return end
core[0] = 'mn'
end
local function noad_to_table(noad, sub, cur_style, joining, bin_replacements, text_families)
local nucleus, core = kernel_to_table(noad.nucleus, sub == noad_over and cur_style//2*2+1 or cur_style, text_families)
if not nucleus then return end
if core and core[0] == 'mo' and core.minsize and not core.maxsize then
core.maxsize = core.minsize -- This happens when a half-specified delimiter appears alone in a list.
-- If it has a minimal size, it should be fixed to that size (since there is nothing bigger in it's list)
end
if sub == noad_ord and not (bin_replacements[node.direct.todirect(noad)] or (nucleus == core and #core == 1 and always_mo[core[1]])) then
if core and core[0] == 'mo' then
core['tex:class'] = nil
if not core.minsize and not core.movablelimits then
core[0] = 'mi'
core.movablelimits = nil
core.mathvariant = #core == 1 and type(core[1]) == 'string' and utf8.len(core[1]) == 1 and utf8.codepoint(core[1]) < 0x10000 and 'normal' or nil
core.stretchy, core.lspace, core.rspace = nil
end
end
if nucleus == core and #core == 1 then
if joining and joining[0] == 'mn' and core[0] == 'mi' and (core[1] == '.' or core[1] == ',') and maybe_to_mn(noad, core)
or core[0] == 'mn' or text_families[core['tex:family'] or 0] then
if joining and core[0] == joining[0] and core['tex:family'] == joining['tex:family'] then
joining[#joining+1] = core[1]
local cnodes = core[':nodes']
if cnodes then -- very likely
local jnodes = joining[':nodes']
if jnodes then -- very likely
table.move(cnodes, 1, #cnodes, #jnodes+1, jnodes)
else
joining[':nodes'] = cnodes
end
end
nucleus = do_sub_sup(joining, joining, noad, cur_style, text_families)
if nucleus == joining then
return nil, joining, joining
else
return nucleus, joining, false
end
elseif not noad.sub and not noad.sup then
return core, core, core
end
end
end
elseif sub == noad_op or sub == noad_oplimits or sub == noad_opnolimits or sub == noad_bin or sub == noad_rel or sub == noad_open
or sub == noad_close or sub == noad_punct or sub == noad_inner or sub == noad_ord then
if not core or not core[0] then
-- TODO
else
core[0] = 'mo'
if not core.minsize then
if stretchy[core[1]] then core.stretchy = false end
end
if core.mathvariant == 'normal' then core.mathvariant = nil end
core.lspace, core.rspace = 0, 0
end
nucleus['tex:class'] = noad_names[sub]
if (noad.sup or noad.sub) and (sub == noad_op or sub == noad_oplimits) then
if core and core[0] == 'mo' then core.movablelimits = sub == noad_op end
local sub = kernel_to_table(noad.sub, sub_style(cur_style), text_families)
local sup = kernel_to_table(noad.sup, sup_style(cur_style), text_families)
return {[0] = sup and (sub and 'munderover' or 'mover') or 'munder',
nucleus,
sub or sup,
sub and sup,
}, core
end
elseif sub == noad_under then
return {[0] = 'munder',
nucleus,
{[0] = 'mo', '_',},
}, core
elseif sub == noad_over then
return {[0] = 'mover',
nucleus,
{[0] = 'mo', '\u{203E}',},
}, core
elseif sub == noad_vcenter then -- Ignored. Nucleus will need special handling anyway
else
error[[confusion]]
end
return do_sub_sup(nucleus, core, noad, cur_style, text_families)
end
local function accent_to_table(accent, sub, cur_style, text_families)
local nucleus, core = kernel_to_table(accent.nucleus, cur_style//2*2+1, text_families)
local top_acc = acc_to_table(accent.accent, cur_style, sub & 1 == 1)
local bot_acc = acc_to_table(accent.bot_accent, cur_style, sub & 2 == 2)
return {[0] = top_acc and (bot_acc and 'munderover' or 'mover') or 'munder',
nucleus,
bot_acc or top_acc,
bot_acc and top_acc,
}, core
end
local style_table = {
display = {displaystyle = "true", scriptlevel = "0"},
text = {displaystyle = "false", scriptlevel = "0"},
script = {displaystyle = "false", scriptlevel = "1"},
scriptscript = {displaystyle = "false", scriptlevel = "2"},
}
style_table.crampeddisplay, style_table.crampedtext,
style_table.crampedscript, style_table.crampedscriptscript =
style_table.display, style_table.text,
style_table.script, style_table.scriptscript
local function radical_to_table(radical, sub, cur_style, text_families)
local kind = radical_sub[sub]
local nucleus, core = kernel_to_table(radical.nucleus, cur_style//2*2+1, text_families)
local left = delim_to_table(radical.left)
local elem
if kind == 'radical' or kind == 'uradical' then
-- FIXME: Check that this is really a square root
elem, core = {[0] = 'msqrt', nucleus, }, nil
elseif kind == 'uroot' then
-- FIXME: Check that this is really a root
elem, core = {[0] = 'msqrt', nucleus, kernel_to_table(radical.degree, 7, text_families)}, nil
elseif kind == 'uunderdelimiter' then
elem, core = {[0] = 'munder', left, nucleus}, left
elseif kind == 'uoverdelimiter' then
elem, core = {[0] = 'mover', left, nucleus}, left
elseif kind == 'udelimiterunder' then
elem = {[0] = 'munder', nucleus, left}
elseif kind == 'udelimiterover' then
elem = {[0] = 'mover', nucleus, left}
else
error[[confusion]]
end
return do_sub_sup(elem, core, radical, cur_style, text_families)
end
local function fraction_to_table(fraction, sub, cur_style, text_families)
local num, core = kernel_to_table(fraction.num, cur_style + 2 - cur_style//6*2, text_families)
local denom = kernel_to_table(fraction.denom, cur_style//2*2 + 3 - cur_style//6*2, text_families)
local left = delim_to_table(fraction.left)
local right = delim_to_table(fraction.right)
local mfrac = {[0] = 'mfrac',
linethickness = fraction.width and fraction.width == 0 and 0 or nil,
bevelled = fraction.middle and "true" or nil,
num,
denom,
}
if left then
return {[0] = 'mrow',
left,
mfrac,
right, -- might be nil
}
elseif right then
return {[0] = 'mrow',
mfrac,
right,
}
else
return mfrac, core
end
end
local function fence_to_table(fence, sub, cur_style)
local delim, core = delim_to_table(fence.delim)
if core[0] ~= 'mo' then
return delim, core
end
core.fence, core.symmetric = 'true', 'true'
local options = fence.options
local axis
if fence.height ~= 0 or fence.depth ~= 0 then
axis = 0xA == options & 0xA
local exact = 0x18 == options & 0x18
-- We treat them always as exact. mpadded would allow us to support
-- non-exact ones too and I will implement that if I ever encounter
-- someone who does that intentionally. Until then, we warn people
-- since such fences are absurd.
if not exact then
texio.write_nl'luamml: The document uses a fence with \z
explicit dimensions but without the "exact" option. \z
This is probably a mistake.'
end
core.minsize = string.format("%.3fpt", (fence.height + fence.depth)/65781.76)
core.maxsize = core.minsize
else
axis = 0xC ~= options & 0xC
end
if not axis then
texio.write_nl'luamml: Baseline centered fence will be centered around math axis instead'
end
return delim, core
end
local function space_to_table(amount, sub, cur_style)
if amount == 0 then return end
if sub == 99 then -- TODO magic number
-- 18*2^16=1179648
return {[0] = 'mspace', width = string.format("%.3fem", amount/1179648)}, space_like
else
-- 65781.76=tex.sp'100bp'/100
return {[0] = 'mspace', width = string.format("%.3fpt", amount/65781.76)}, space_like
end
end
local running_length = -1073741824
local function rule_to_table(rule, sub, cur_style)
local width = string.format("%.3fpt", rule.width/65781.76)
local height = rule.height
if height == running_length then
height = '0.8em'
else
height = string.format("%.3fpt", height/65781.76)
end
local depth = rule.depth
if depth == running_length then
depth = '0.2em'
else
depth = string.format("%.3fpt", depth/65781.76)
end
return {[0] = 'mspace', mathbackground = 'currentColor', width = width, height = height, depth = depth}, space_like
end
-- The only part which changes the nodelist, we are converting bin into ord
-- nodes in the same way TeX would do it later anyway.
local function cleanup_mathbin(head)
local replacements = {}
local last = 'open' -- last sub if id was noad_t, left fence acts fakes being a open noad, bin are themselves. Every other noad is ord
for n, id, sub in node.traverse(head) do
if id == noad_t then
if sub == noad_bin then
if node.is_node(last) or last == noad_opdisplaylimits
or last == noad_oplimits or last == noad_opnolimits
or last == noad_rel or last == noad_open or last == noad_punct then
replacements[node.direct.todirect(n)] = true
n.subtype, last = noad_ord, noad_ord
else
last = n
end
else
if (sub == noad_rel or sub == noad_close or sub == noad_punct)
and node.is_node(last) then
replacements[node.direct.todirect(last)] = true
last.subtype = noad_ord
end
last = sub
end
elseif id == fence_t then
if sub == fence_sub.left then
last = noad_open
else
if node.is_node(last) then
replacements[node.direct.todirect(last)] = true
last.subtype = noad_ord, noad_ord
end
last = noad_ord
end
elseif id == fraction_t or id == radical_t or id == accent_t then
last = noad_ord
end
end
if node.is_node(last) then
replacements[node.direct.todirect(last)] = true
last.subtype = noad_ord
end
return replacements
end
function nodes_to_table(head, cur_style, text_families)
local bin_replacements = cleanup_mathbin(head)
local t = {[0] = 'mrow'}
local result = t
local nonscript
local core, last_noad, last_core, joining = space_like, nil, nil, nil
for n, id, sub in node.traverse(head) do
local new_core, new_joining, new_node, new_noad
local props = properties[n]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then
new_node, new_core = mathml_table, mathml_core
elseif id == noad_t then
local new_n
new_n, new_core, new_joining = noad_to_table(n, sub, cur_style, joining, bin_replacements, text_families)
if new_joining == false then
t[#t], new_joining = new_n, nil
else
new_node = new_n -- might be nil
end
new_noad = sub
elseif id == accent_t then
new_node, new_core = accent_to_table(n, sub, cur_style, text_families)
new_noad = noad_ord
elseif id == style_t then
if sub ~= cur_style then
if #t == 0 then
t[0] = 'mstyle'
else
local new_t = {[0] = 'mstyle'}
t[#t+1] = new_t
t = new_t
end
if sub < 2 then
t.displaystyle, t.scriptlevel = true, 0
else
t.displaystyle, t.scriptlevel = false, sub//2 - 1
end
cur_style = sub
end
new_core = space_like
elseif id == choice_t then
local size = cur_style//2
new_node, new_core = nodes_to_table(n[size == 0 and 'display'
or size == 1 and 'text'
or size == 2 and 'script'
or size == 3 and 'scriptscript'
or assert(false)], 2*size, text_families), space_like
elseif id == radical_t then
new_node, new_core = radical_to_table(n, sub, cur_style, text_families)
new_noad = noad_ord
elseif id == fraction_t then
new_node, new_core = fraction_to_table(n, sub, cur_style, text_families)
new_noad = noad_inner
elseif id == fence_t then
new_node, new_core = fence_to_table(n, sub, cur_style)
local class = n.class
new_noad = class >= 0 and class or sub == fence_sub.left and noad_open or noad_close
elseif id == kern_t then
if not nonscript then
new_node, new_core = space_to_table(n.kern, sub, cur_style)
end
elseif id == glue_t then
if cur_style >= 4 or not nonscript then
if sub == 98 then -- TODO magic number
nonscript = true
else
new_node, new_core = space_to_table(n.width, sub, cur_style)
end
end
elseif id == rule_t then
new_node, new_core = rule_to_table(n, sub, cur_style)
-- elseif id == disc_t then -- Uncommon, does not play nicely with math mode and no sensible mapping anyway
end -- The other possible ids are whatsit, penalty, adjust, ins, mark. Ignore them.
nonscript = nil
if core and new_core ~= space_like then
core = core == space_like and new_core or nil
end
if new_node then
if new_noad then
local space = last_noad and (cur_style >= 4 and spacing_table_script or spacing_table)[last_noad + 1][new_noad + 1] or 0
if assert(space) ~= 0 then
if new_core and new_core[0] == 'mo' then
new_core.lspace = space
elseif last_core and last_core[0] == 'mo' then
last_core.rspace = space
else
t[#t+1] = {[0] = 'mspace', width = space} -- TODO Move into operators whenever possible
end
end
last_noad, last_core = new_noad, new_core
elseif new_node[0] ~= 'mspace' or new_node.mathbackground then
last_core = nil
end
t[#t+1] = new_node
end
joining = new_joining
end
-- In TeX, groups are never space like, so we insert an artificial node instead.
-- This node should be ignored for most purposes
if core == space_like then
core = {[0] = 'mi', ['tex:ignore'] = 'true'}
result[#result+1] = core
end
if t[0] == 'mrow' and #t == 1 then
assert(t == result)
result = t[1]
end
local mathml_filter = props and props.mathml_filter
if mathml_filter then
return mathml_filter(result, core)
else
return result, core
end
end
local function register_remap(family, mapping)
family = family << 21
for from, to in next, mapping do
remap_lookup[family | from] = utf8.char(to)
end
end
local function to_math(root, style)
if root[0] == 'mrow' then
root[0] = 'math'
else
root = {[0] = 'math', root}
end
root.xmlns = 'http://www.w3.org/1998/Math/MathML'
root['xmlns:tex'] = 'http://typesetting.eu/2021/LuaMathML'
if style < 2 then
root.display = 'block'
end
return root
end
return {
register_family = register_remap,
process = function(head, style, families) return nodes_to_table(head, style or 2, families) end,
make_root = to_math,
}
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