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�zParser.parse_statementFc C sL | j �d� | j �d� | �|�}| j jjdkr:| �|� |rHt| j � |S )aR Parse multiple statements into a list until one of the end tokens
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parses template data if appropriate. The parser checks first if the
current token is a colon and skips it if there is one. Then it checks
for the block end and parses until if one of the `end_tokens` is
reached. Per default the active token in the stream at the end of
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q�q|S ) zParse an if construct.rs rM F�rr )� name:elifru �
name:endifr} ru )r~ Tri )r ZIfr ra r3 rk rx rf rn Zelif_rz rc r2 r> )r* �nodere r[ r/ r/ r0 �parse_if� s
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|g�S )NrM r )zname:endautoescapeTri ) r ZScopedEvalContextModifierrc r r3 �Keywordrv �optionsrf rn ZScope�r* r r/ r/ r0 �parse_autoescape� s zParser.parse_autoescapec C sp t jt| j�jd�}| j�d�j|_| j�d�|_ | jj
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dkr�|� rfq�j dd�}|j �
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��sd� _� S )NrM z name:importc sB �j jjdv r>�j �� �d�r>t�j �jdk� _�j �� dS dS )N)r Zwithoutr� r TF)r r2 rT r� rx rc r� r� r/ �r r* r/ r0 �
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r �Outputrc r r3 r2 rI ra r> rv r� r/ r/ r0 � parse_print� s zParser.parse_printTc C s� |rN| j �� jdkrN| j �d�}t| j � | j �d�}tj|j|j|jd�}nL|rt| j �d�}tj |jd|jd�}n&|r�| j
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� s�| �d|jj�� |j� |S )a Parse an assignment target. As Jinja allows assignments to
tuples, this function can parse all allowed assignment targets. Per
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wanted `name_only` can be set to `True`. The `extra_end_rules`
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�dotr! rM �storeT)�
simplifiedrK zcan't assign to %r)r r� rI ra rc r ZNSRefrT r3 �Namerk �
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�zParser.parse_assign_targetc C s |r | � � S | �� S )z�Parse an expression. Per default all expressions are parsed, if
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expressions are not parsed.
)�parse_condexpr�parse_or)r* rr r/ r/ r0 rv � s zParser.parse_expressionc C sb | j jj}| �� }| j �d�r^| �� }| j �d�r<| �� }nd }tj||||d�}| j jj}q|S )Nrs ru rM )r r2 r3 r� r` r� r ZCondExpr)r* r3 Zexpr1Zexpr2Zexpr3r/ r/ r0 r� � s
zParser.parse_condexprc C sF | j jj}| �� }| j �d�rB| �� }tj|||d�}| j jj}q|S )N�name:orrM )r r2 r3 � parse_andr` r ZOr�r* r3 �left�rightr/ r/ r0 r� � s
zParser.parse_orc C sF | j jj}| �� }| j �d�rB| �� }tj|||d�}| j jj}q|S )N�name:andrM )r r2 r3 � parse_notr` r ZAndr� r/ r/ r0 r� � s
zParser.parse_andc C s4 | j j�d�r,t| j �j}tj| �� |d�S | �� S )N�name:notrM ) r r2 rx rc r3 r �Notr� �
parse_compare)r* r3 r/ r/ r0 r� � s zParser.parse_notc C s� | j jj}| �� }g }| j jj}|tv rJt| j � |�t� || �� �� nh| j �
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d� |�t� d| �� �� nq�| j jj}q|s�|S tj|||d�S )Nrp �inr� r� ZnotinrM )r r2 r3 � parse_math1rI �_compare_operatorsrc r> r ZOperandr` rx r� r� ZCompare)r* r3 r8 �ops�
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� zParser.parse_comparec C s^ | j jj}| �� }| j jjdv rZt| j jj }t| j � | �� }||||d�}| j jj}q|S )N)r r rM )r r2 r3 � parse_concatrI � _math_nodesrc �r* r3 r� �clsr� r/ r/ r0 r� � s
zParser.parse_math1c C s^ | j jj}| �� g}| j jjdkr<t| j � |�| �� � qt|�dkrP|d S tj ||d�S )N�tilder r rM )
r r2 r3 � parse_math2rI rc r> �lenr ZConcat)r* r3 r� r/ r/ r0 r�
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zParser.parse_concatc C s^ | j jj}| �� }| j jjdv rZt| j jj }t| j � | �� }||||d�}| j jj}q|S )N)r r r r rM )r r2 r3 � parse_powrI r� rc r� r/ r/ r0 r� s
zParser.parse_math2c C sR | j jj}| �� }| j jjdkrNt| j � | �� }tj|||d�}| j jj}q|S )N�powrM )r r2 r3 � parse_unaryrI rc r ZPowr� r/ r/ r0 r� s
zParser.parse_powc C s� | j jj}| j jj}|dkr<t| j � tj| �d�|d�}n0|dkrdt| j � tj| �d�|d�}n| � � }| �
|�}|r�| � |�}|S )Nr FrM r ) r r2 rI r3 rc r ZNegr� ZPosr� �
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zParser.parse_unaryc C sp | j j}|jdkrp|jdv r4tj|jdv |jd�}n0|jdv rPtjd |jd�}ntj|jd|jd�}t| j � n�|jdkr�t| j � |jg}|j}| j jjdkr�|� | j jj� t| j � q�tjd�
|�|d�}n�|jd v r�t| j � tj|j|jd�}nr|jd
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� }n,|jdk�rV| �� }n| �dt|� |j� |S )Nr! )�trueZfalse�True�False)r� r� rM )Znone�None�load�string� )�integer�floatr� T)�explicit_parenthesesrH �lbracket�lbracezunexpected '%s')r r2 rI rT r �Constr3 r� rc r> r= rk ra �
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� j j� � t j |d|d �S )
a� Works like `parse_expression` but if multiple expressions are
delimited by a comma a :class:`~jinja2.nodes.Tuple` node is created.
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if no commas where found.
The default parsing mode is a full tuple. If `simplified` is `True`
only names and literals are parsed. The `no_condexpr` parameter is
forwarded to :meth:`parse_expression`.
Because tuples do not require delimiters and may end in a bogus comma
an extra hint is needed that marks the end of a tuple. For example
for loops support tuples between `for` and `in`. In that case the
`extra_end_rules` is set to ``['name:in']``.
`explicit_parentheses` is true if the parsing was triggered by an
expression in parentheses. This is used to figure out if an empty
tuple is a valid expression or not.
c s � j dd�S )NFr| )rv r/ �r* r/ r0 r& z s z!Parser.parse_tuple.<locals>.parseFr� Tr z Expected an expression, got '%s'r� rM )
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��zParser.parse_tuplec C sj | j �d�}g }| j jjdkrN|r.| j �d� | j jjdkr>qN|�| �� � q| j �d� tj||jd�S )Nr� �rbracketr� rM ) r ra r2 rI r> rv r �Listr3 )r* r[ �itemsr/ r/ r0 r� � s zParser.parse_listc C s� | j �d�}g }| j jjdkrt|r.| j �d� | j jjdkr>qt| �� }| j �d� | �� }|�tj|||jd�� q| j �d� tj ||jd�S )Nr� �rbracer� r^ rM )
r ra r2 rI rv r> r ZPairr3 �Dict)r* r[ r� �keyrT r/ r/ r0 r� � s zParser.parse_dictc C sB | j jj}|dks|dkr&| �|�}q |dkr>| �|�}q q>q |S )Nr� r� r� )r r2 rI �parse_subscript�
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zParser.parse_postfixc C s\ | j jj}|dkr | �|�}q |dkr@| j jjdkr@| �|�}q |dkrX| �|�}q qXq |S )N�piper! �isr� )r r2 rI rl rT �
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zParser.parse_filter_exprc C s t | j�}|jdkr�| jj}t | j� |jdkrFtj||jd|jd�S |jdkr^| �d|j� tj |j|jd�}tj
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|�d � | j jjdkr�t| j � | j jjdvr�|�| �� � q�|�d � n
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|||||�j d �S )Nr� Fc s | s� � d�j� d S )Nz+invalid syntax for function call expression)r6 r3 )r8 �r* r[ r/ r0 �ensure s z!Parser.parse_call.<locals>.ensurerH r� r r� r! rh r� rM T)r ra r2 rI rc rv r� rT r� r> r r� r3 r� )
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