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</tspan><tspan alignment-baseline="mathematical" y="49.5px" x="16">webhooks</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#000" text-align="left" text-anchor="start" transform="translate(0.0014018700732236766, 0)"><tspan alignment-baseline="mathematical" y="25.2px" x="16">cron, scripts,
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</tspan><tspan alignment-baseline="mathematical" y="33.7px" x="0">separation of domains are good:
</tspan><tspan alignment-baseline="mathematical" y="58px" x="0">
</tspan><tspan alignment-baseline="mathematical" y="82.30000000000001px" x="0">"Can I now uses theses functions and build a CLI?"</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.399999999999999px" x="0">A question one can ask is to see if the
</tspan><tspan alignment-baseline="mathematical" y="33.7px" x="0">separation of domains are good:
</tspan><tspan alignment-baseline="mathematical" y="58px" x="0">
</tspan><tspan alignment-baseline="mathematical" y="82.30000000000001px" x="0">"Can I now uses theses functions and build a CLI?"</tspan></text></g><g transform="matrix(1, 0, 0, 1, -46.4433, -671.8587)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.399999999999999px" x="0">permissions
</tspan><tspan alignment-baseline="mathematical" y="33.7px" x="0">side effects
</tspan><tspan alignment-baseline="mathematical" y="58px" x="0">duplicate logic
</tspan><tspan alignment-baseline="mathematical" y="82.30000000000001px" x="0">data model leaking</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.399999999999999px" x="0">permissions
</tspan><tspan alignment-baseline="mathematical" y="33.7px" x="0">side effects
</tspan><tspan alignment-baseline="mathematical" y="58px" x="0">duplicate logic
</tspan><tspan alignment-baseline="mathematical" y="82.30000000000001px" x="0">data model leaking</tspan></text></g><g transform="matrix(1, 0, 0, 1, 603.2963, -405.2102)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.049999999999997px" x="0">Domain layer should only be a collection
</tspan><tspan alignment-baseline="mathematical" y="33.349999999999994px" x="0">of modules/files that only implement
</tspan><tspan alignment-baseline="mathematical" y="57.65px" x="0">your business logic</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.049999999999997px" x="0">Domain layer should only be a collection
</tspan><tspan alignment-baseline="mathematical" y="33.349999999999994px" x="0">of modules/files that only implement
</tspan><tspan alignment-baseline="mathematical" y="57.65px" x="0">your business logic</tspan></text></g><g stroke-width="2" stroke="#1d1d1d" fill="none" transform="matrix(1, 0, 0, 1, 468.387, -784.8925)" opacity="1"><line x1="0" y1="0" x2="149.30983512967498" y2="0" stroke-dasharray="4.0344693455177625 4.2586065313798604" stroke-dashoffset="2"/><line x1="149.30983512967498" y1="0" x2="149.30983512967498" y2="48.03065177113819" stroke-dasharray="4.335887647594849 5.203065177113818" stroke-dashoffset="2"/><line x1="149.30983512967498" y1="48.03065177113819" x2="0" y2="48.03065177113819" stroke-dasharray="4.0344693455177625 4.2586065313798604" stroke-dashoffset="2"/><line x1="0" y1="48.03065177113819" x2="0" y2="0" stroke-dasharray="4.335887647594849 5.203065177113818" stroke-dashoffset="2"/></g><g transform="matrix(1, 0, 0, 1, 487.3492, -772.35)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.35px" x="0">Persistence</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.35px" x="0">Persistence</tspan></text></g><g transform="matrix(1, 0, 0, 1, 465.1732, -736.1672)" opacity="1"><defs><mask id="shape_2TXqAZsYnt2dWa42gtBRd_clip"><rect x="-287.31029109786925" y="-100" width="387.31029109786925" height="252.00256218650952" fill="white"/><path d="M -181.50098234410214 53.50320598281988 L -187.31029109786925 52.00256218650952 L -183.1060410713494 47.721875125475066" fill="none" stroke="none"/></mask></defs><g mask="url(#shape_2TXqAZsYnt2dWa42gtBRd_clip)"><rect x="-100" y="-100" width="387.31029109786925" height="252.00256218650952" fill="transparent" stroke="none"/><path d="M0,0L-187.31029109786925,52.00256218650952" fill="none" stroke="#1d1d1d" stroke-width="2" stroke-dasharray="4.133228930899403 4.3129345365906815" stroke-dashoffset="2"/></g><path d="M -181.50098234410214 53.50320598281988 L -187.31029109786925 52.00256218650952 L -183.1060410713494 47.721875125475066" fill="none" stroke="#1d1d1d" stroke-width="2"/></g><g transform="matrix(1, 0, 0, 1, 370.383, -757.1564) scale(0.7529867845421385, 0.7529867845421385)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.2px" x="0">optional
</tspan><tspan alignment-baseline="mathematical" y="33.5px" x="0">layer</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.2px" x="0">optional
</tspan><tspan alignment-baseline="mathematical" y="33.5px" x="0">layer</tspan></text></g><g transform="matrix(1, 0, 0, 1, -10.7326, -886.6511) scale(1.8667083373024889, 1.8667083373024889)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.35px" x="0">Simple Version of Domain Driven Design</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.35px" x="0">Simple Version of Domain Driven Design</tspan></text></g><g transform="matrix(1, 0, 0, 1, 641.5113, -811.2437) scale(0.9498468538310791, 0.9498468538310791)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.399999999999999px" x="0">to go even deeper one could add a persistence
</tspan><tspan alignment-baseline="mathematical" y="33.7px" x="0">layer to make the domain layer unaware
</tspan><tspan alignment-baseline="mathematical" y="58px" x="0">of the database implementation
</tspan><tspan alignment-baseline="mathematical" y="82.30000000000001px" x="0">see: hexagonal architecture</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.399999999999999px" x="0">to go even deeper one could add a persistence
</tspan><tspan alignment-baseline="mathematical" y="33.7px" x="0">layer to make the domain layer unaware
</tspan><tspan alignment-baseline="mathematical" y="58px" x="0">of the database implementation
</tspan><tspan alignment-baseline="mathematical" y="82.30000000000001px" x="0">see: hexagonal architecture</tspan></text></g><g transform="matrix(1, 0, 0, 1, -62.6015, -295.676)" opacity="1"><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="#f9fafb" stroke-width="2px" fill="#f9fafb" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.35px" x="0">Credit: Dax Raad</tspan></text><text font-size="18px" font-family="&quot;tldraw_draw&quot;,sans-serif" font-style="normal" font-weight="normal" line-height="24.3px" dominant-baseline="mathematical" alignment-baseline="mathematical" stroke="none" stroke-width="2px" fill="#1d1d1d" text-align="left" text-anchor="start"><tspan alignment-baseline="mathematical" y="9.35px" x="0">Credit: Dax Raad</tspan></text></g></svg>