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Progress on determining which partial orders embed into the rationals

The following result is relatively well-known: (for example in Math StackExchange answer #37161) For every countable linear order $(R,\prec)$, there is an $X\subseteq\mathbb Q$ such that $(R,\prec)$ …
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End elementary extension in infinitary logic of some $L_\alpha$ producing a $L_\beta$

(Turning some comments into an answer) The definition of $L(x,\alpha+1)$ was wrong, instead it should have been $$L(x,\alpha+1)\leftrightarrow\bigvee_{n\in\omega}\bigvee_{\varphi}\exists p_1,\ldots,p_ …